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"011111011110100", "110101001000100", "001001001101011", "000011000111110", "011100000101000", "111010111001111", "001111000001101", "000111010101100", "001011111010100", "011001001110010", "100010010011110", "111000001000000", "011010110000010", "111000001110101", "001010110100101", "010011100100011", "001010111011000", "011111110001101", "001100111110000", "100111100111111", "010111000111001", "011100001001000", "011000001000100", "100111101110011"], ["011010101000100", "101100100100101", "010011110010010", "010101001110110", "011100000000101", "101001000110011", "111101111111000", "100010111001000", "110011110000000", "111100011111000", "111100101100111", "010101110001100", "110011001111011", "001001010110110", "010000100100111", "000111001010011", "110100011010000", "000110101000001", "101101101001100", "111101011101001", "010101000010010", "010110000110011", "001001111100001", "010001100001110", "011110101001000", "000011011101111", "111010011000100", "111100101101001", "010000001100111", "010100001001100", "100010100010100", "100010110000000", "111101011110111", "111000001111000", "011010010100111", "110000001101011", "101011111010110", "111111111001010", "100111000010000", "010011111100010", "100101111000010", "001010000010011", "101111000101111", "000111011011011", "100101111011101", "010010011100110", "110100111001110", "001111000111000", "100110011001011", "110111010110010"], ["001110011101001", "001011011000000", "110100001001011", "000101110000000", "101010110000110", "000010010010001", "100010101001100", "001001010110101", "100010000011111", "110011001101000", "011010011100100", "011101000011110", "100000001100111", "001011101010010", "111010111101010", "111101010010011", "111011010101001", "101101000001000", "011101001000100", "111011011011100", "011011001100111", "101000010011110", "111100100000111", "010011011111101", "000010001110101", "000111001001000", "100000101010100", "100001000010000", "000100000011110", "001101100000101", "101010100110100", "000100011100001", "001000001110011", "000010111000011", "111110100100000", "000000100000101", "010110101000110", "011100011101000", "011100100101100", "000001010101101", "000000101110010", "101100010110100", "110101000110100", "010011110000011", "001011001010010", "110000111101011", "011000001110001", "110011111110010", "100000000010101", "100101010111101"], ["101110100001110", "111100101111100", "010000110110111", "100111100010000", "100000100101100", "010010101100111", "111011010111000", "001010111011111", "110010010001010", "100010101000001", "111000110101111", "000001111011110", "000111111110101", "101010011011111", "101110010001001", "111101010101000", "001011001110001", "000010101011000", "100010111110101", "111101011111010", "011010010011111", "111111011100010", "100000011100101", "100111011011011", "111000101101110", "111101100100110", "100000011110110", "110000011000000", "010100101111111", "000101101010111", "010010010010101", "101000000001100", "110100111100000", "101111111011101", "111101001000000", "100000001100101", "111010101100000", "101000110011101", "010110011001111", "000000001100111", "111001011000100", "000011011100100", "001110100100100", "111000000001111", "111101011100010", "111101100010010", "011010001111011", "110000100010100", "000101100010011", "101100000001100"], ["110011010110110", "101011001111000", "110100001110111", "000000010011000", "101000110111110", "010110101100110", "001011110010011", "110101100001101", "110010111010010", "101101110001000", "110011110010111", "110000011011010", "110001101111000", "100101100100011", "101000001100000", "111100101000101", "111100100100011", "010010001010110", "000011100110001", "010111010000111", "001011101100100", "001010011111010", "000001110000001", "110010010001100", "010110101101010", "011001110001001", "001000000101100", "000010000010101", "000111000000011", "011011010101111", "010111000001110", "001001001001111", "101001010000111", "001110000000011", "000100010001110", "100000110101100", "011010000100010", "011101111011011", "011101000111110", "101010101011110", "110001001000000", "011100100011101", "010011011101101", "101010000101101", "111000101001010", "111000111010001", "100010101111001", "100011110000111", "000010100101101", "011011100110111"], ["000110110111100", "001001010100110", "100110011001101", "100001110011011", "110010110110111", "100001100010011", "011110011101101", "001010101111111", "111101011000011", "111101001100001", "101001100110010", "110110011011010", "101011011010101", "000111111111110", "110100101010001", "111000011110001", "010110011010111", "111000101110111", "111011001010110", "100001110111111", "000001000011010", "011100010000101", "000101010001101", "010110010010001", "100010110000001", "001001110100011", "001111011110100", "111100100001000", "100100000010001", "001011010011101", "101010101001101", "100001111111000", "000001101111111", "111011110001010", "011010011110011", "100010100101010", "101000100111000", "010000111000000", "100001101111110", "001011110010111", "001000000111011", "010111011101100", "101001100111110", "101001000110001", "101010101001111", "010111111000001", "100010100101000", "001010000110101", "011000111111000", "000010001100110"], ["111101110011111", "110101111010001", "111011100100000", "010110100010100", "111100100110001", "011001111011000", "000011110111110", "001111000111000", "101010110100001", "111010111001100", "100011111101000", "011011100001001", "011111000101011", "010011010100000", "111100101011010", "100011011010001", "011101100111000", "001001011111110", "100111000000101", "000111100000110", "001001010000111", "010010010100010", "000101111111001", "110110011011001", "101011010011000", "101111011001001", "111100100010100", "001000000111001", "101111110001111", "110111100101101", "101010111100001", "111110010101101", "000110110110010", "000001000010111", "000101011011101", "011101001101100", "001010001011110", "010011011010111", "101000110000001", "011101001000101", "110111101111001", "011011111100000", "010101100000000", "000000101111010", "110000101011001", "101100100001101", "010011011110010", "110001000111001", "011011001101101", "111110000100110"], ["111101110111001", "111000011100110", "001010011000001", "100100010011000", "011100100000110", "011101110011100", "111001001100101", "000000111100001", "001111111011011", "010001000111111", "001100001011000", "110000101100010", "110001010001010", "111011000000100", "110010111000000", "011100010111010", "010101100110001", "111010000000110", "011110000111011", "000001110001010", "011110101100100", "100101001010011", "101110011111010", "100100011010100", "010000101001000", "010110010000011", "110010001001001", "111110111101011", "100101011010111", "110001101110011", "110000000010000", "000101010111000", "101100110101111", "111110011111101", "110100000110110", "111000011100110", "101110010001001", "000110111010001", "111100010101101", "100001001111111", "111110100111001", "010110100010000", "010001001000100", "111100001101011", "111110100111110", "000010010011011", "001000001110011", "101100011101110", "111101101000010", "111000110010000"], ["001000110001010", "101101100010010", "110101101110000", "000010111110100", "100111001011111", "010110000001110", "101111110011001", "010110100000101", "010100111010010", "101001101110111", "001011000000000", "100101100000010", "010100000101000", "110000111000010", "000110101100001", "110110110111011", "100001001001110", "101101001100110", "100010111001110", "101001111100111", "111111011100010", "100101010111111", "111010111010100", "011101010001010", "000111110101111", "110011011001100", "000010100000011", "111001100110011", "001001100111000", "001011000010100", "000111110110001", "111110000010001", "101011110101111", "101111001001000", "000110010110101", "100111010100011", "011011011010111", "000101111010010", "100010011010101", "101110000011110", "000111111000001", "010101011000000", "011110010010011", "101001101011000", "110010000000111", "010010101000010", "110110001101100", "111111011101000", "101000111000010", "110101101000000"], ["110001011100000", "110111110110010", "000010111011111", "001000100110001", "011000001000101", "011110000100100", "001110110001000", "100101010010000", "010001011110010", "011011110110110", "111011011100001", "111101011010111", "000000011110001", "011101100000111", "011011010111101", "111110011100001", "011101000000001", "000111111010101", "000010011001001", "001110001011100", "010100000011111", "110000010100110", "110001011000001", "100111101101001", "010100011000011", "110011111001010", "011110111000000", "101111110100001", "101110110100011", "000100110001111", "101010111110111", "010000011000100", "110100010100101", "110100000111100", "000100000011100", "011100101100100", "001010100111110", "011111101111100", "101010010110000", "100111110100101", "010111001111100", "000011011010001", "111010000011001", "000000001000101", "001010010001110", "110110101001110", "010010111001101", "000101101001101", "111100011101000", "000000000011011"], ["010000100111010", "111001011101001", "011010010100000", "100000011010010", "100110101000100", "101110010001101", "111110001110010", "001011110001000", "010010001100110", "001101101000100", "111100011011110", "010000101101001", "000101001011010", "111100111001001", "001111100001101", "010110110100001", "000011101110100", "100010101111110", "110111111110111", "110010011000001", "001101011011010", "110010100100110", "111101011001111", "001011111011100", "010010010110110", "101001001010111", "001011001001000", "010101110101000", "011101011001011", "110111100001100", "010101001010100", "111100000110001", "101011110011100", "111111010010111", "111000111010011", "010000010101000", "110011110000100", "011111000110101", "010011110011110", "101001011010011", "101000010111110", "100001101010010", "111100100010101", "001110110101010", "011010011010001", "111111111011100", "000110101110110", "110100111110100", "010011001100000", "100001100010000"], ["011111110011001", "101111001011101", "110101110010000", "001000001010101", "010011100000110", "010001101110010", "101001010111000", "001011011010010", "111111111100100", "011011101000110", "100100010101110", "101101111101101", "000011010000110", "001001001100011", "001010011000100", "011110110111110", "010101001000010", "101010100001000", "000000110011110", "110001110001101", "100000110000101", "010100000000101", "101011001011010", "101010010100111", "001001111101100", "011110100010101", "000101111100000", "101100011011011", "110111000010110", "110110001001010", "101111101011100", "011100101011011", "101111011100001", "100110111001000", "011010001001000", "101011111010000", "101010000011011", "010000000001001", "000010110110010", "010110010001000", "011011010110000", "111010110001001", "100100001000101", "010100000001001", "001001101010111", "000110101110010", "010000001000111", "101001111001111", "111011110111111", "000010010111101"], ["101000000000001", "001001111010010", "000100001111100", "110111101010111", "100011001110101", "100010000110110", "111001101010100", "111110000111100", "111101010111010", "100101100001001", "100011111110101", "111001010110011", "111101011010000", "101001010000011", "011001110000101", "110111010101110", "111110100001011", "101110111000010", "111110001001101", "001101100100001", "101000001100111", "010101101011001", "000111101110011", "000111110100010", "011101101101011", "000101010101010", "101010001011111", "100101111001101", "010001110110011", "000010000110000", "101011111000110", "000011111101110", "011101001100001", "000101001001011", "010011101110101", "000110010101100", "001110111010001", "101110000011111", "001011110011010", "101100110011110", "011010001111000", "001111011010110", "101010011001101", "000100010010110", "100111101101011", "010001110111100", "110010000010010", "001000011101001", "000000000100111", "011010000111000"], ["111011001001011", "010010000110000", "100111100000100", "101101111011110", "100000110001110", "101110001010101", "110110110111010", "101111011111101", "100010001011011", "110110110111101", "001101100001110", "011011010110110", "111010100011111", "011110000111110", "100011111100010", "001100001101111", "010101010110000", "100101100011010", "010100101010001", "110010001000010", "001111101111000", "010001110011110", "101110010101110", "001011000010101", "000010011010010", "011011110110011", "101100011100101", "001111010000011", "111011010100000", "110110011000010", "010011000001100", "110011010011101", "001011100011100", "101001010110010", "110001010101001", "101010010101001", "001001011010000", "010111010011001", "001101111101111", "100101100101010", "011100100101000", "111011110110001", "100001101011000", "100110000011100", "101001010000111", "001111110000110", "000011011100100", "100111001100010", "010100111001010", "011001110010001"], ["011100110110101", "000011011100010", "001111011001001", "011100110010010", "101100101110111", "000000100010101", "000101110101101", "110000110101011", "111000010010011", "100111000001000", "001110000000000", "101101100111111", "001110000001101", "100100000100011", "101111101010110", "100100111000011", "100111000110110", "001011010101010", "100111110010011", "101101001001110", "001110100000011", "100000110010011", "110101101111100", "010101100101111", "110111011001101", "101110010110001", "110011000010111", "010101100110111", "011001101100100", "010111011000100", "111100111110111", "111010001001000", "010110110100011", "001010011011110", "101001101011001", "001011001111101", "010111101111100", "100100000110100", "010000110011101", "110011110010111", "100011101011000", "110110010100101", "101100100100100", "000110011010000", "101011101001111", "011110101010110", "110100010101011", "001110011001000", "101110100001001", "111111110100010"], ["100100011000110", "100101110000111", "011111010001000", "001101110111110", "110100100000111", "100100110101001", "100111001101011", "000011111100001", "100011111101111", "010101111000000", "100101010001010", "100001110101111", "111101001111000", "110011111000110", "101110000011001", "111101111001110", "011110001001011", "110110110010000", "011101001100000", "111100011111100", "100101101011110", "101110011111011", "011011111110101", "001101111101100", "100011111110100", "010100110000111", "100011010000010", "111000000101110", "111101110111001", "000010010110101", "111100000000110", "011000101101111", "010111001001011", "100010001001001", "111111111011000", "110001011100100", "100000010000111", "010110000110110", "010110010110011", "011010001000010", "111001100001010", "011101101001111", "010100000111011", "111000001101000", "000101001001010", "101000010111101", "111101111001101", "100010001000101", "011100100101001", "100111000010001"], ["101111101111110", "000110001110110", "010110010100100", "011011110101011", "010100011000010", "000111111011111", "100101100111101", "111101111000000", "010110100001111", "010011000000101", "111111000100100", "010001011110000", "111101110111101", "110011111101010", "101110100001001", "011001110101010", "000110101011101", "001001100111011", "001101010111111", "111010010001110", "001001000110110", "110010101100001", "111001100101100", "000001100000010", "001101011111111", "000010011000100", "011100111111100", "010000001000010", "110000111110011", "101101001100011", "111101000010011", "110110111001110", "001011011001011", "000011110011011", "001100011011001", "001011111100111", "101111111101010", "011101010011011", "001101010110000", "011101101011111", "101011110001001", "001011010111110", "000000011011111", "101100011011001", "100111101000010", "011110111101110", "000011101000101", "010010010011101", "001110110110111", "011111001011100"], ["010011110011010", "000100001010111", "010010011111001", "010111101011101", "001101100110100", "101001010101111", "011111100000000", "100011101111011", "111001011001011", "011000100111111", "010111011011111", "100010110001000", "100110101010100", "111010011010000", "100111100000010", "101111010001100", "000110110000100", "010010111001101", "100111111110011", "111110110011000", "111111000110100", "010011011100101", "100100110011111", "111101111001000", "110110001111000", "011100010011100", "100110101011101", "110010110111111", "010110101000010", "100000011100010", "101111110000011", "111100100110011", "101101000011111", "011000001110000", "101011011110001", "100000100011110", "111011000010010", "110111110011001", "010011011011011", "100011010100101", "111000001001000", "110011000010100", "111111000000001", "010111011001111", "010000111110100", "010101101100010", "100010000100110", "011001011001100", "001000000100001", "100010010101100"]], "qv_circs": ["OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.4824568122905752*pi,2.3705547554833712*pi,1.7388958240137105*pi) q[0];\nu3(3.818019701235174*pi,3.1873450794618856*pi,1.8612319288827024*pi) q[1];\nu3(3.3729696174417523*pi,2.214018075764192*pi,3.8237751705142644*pi) q[2];\nu3(3.649978047039908*pi,2.5264142766019884*pi,1.014175097740873*pi) q[3];\nu3(3.39321523761069*pi,-0.4826176923069446*pi,1.5009034171357585*pi) q[4];\nu3(3.5639409855094466*pi,2.49244894861845*pi,1.641943960458124*pi) q[5];\nu3(3.834818642308647*pi,0.3501764337617911*pi,1.7998777370979009*pi) q[6];\nu3(3.813658101655884*pi,-0.2841563245964388*pi,3.4887639785181688*pi) q[7];\nu3(3.3628830933295024*pi,0.6656005335395865*pi,4.469643961717672*pi) q[8];\nu3(3.22833896299366*pi,3.1231687610178787*pi,3.1265354101054794*pi) q[9];\nu3(3.6228036922173166*pi,3.4833203869941323*pi,3.2571866713028945*pi) q[10];\nu3(3.6576309721925417*pi,3.262771786827593*pi,3.2222800786816754*pi) q[11];\nu3(3.40276599886717*pi,0.03070960490008423*pi,2.459690287788214*pi) q[12];\nu3(3.5988490905264983*pi,0.3782961152502511*pi,3.350302527366503*pi) q[13];\nu3(3.875750854724696*pi,1.516172338308186*pi,3.437746300991917*pi) q[14];\nRxxyyzz(0.42111196741656975*pi,0.31734287204507533*pi,3.9360836853630197*pi) q[0],q[4];\nRxxyyzz(0.4396715676923285*pi,0.34769229612521235*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.4404190006355102*pi,0.30282205106987536*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.4377707815929407*pi,0.2751287559073474*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.3218438304830017*pi,0.2503706706216774*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.4230410846405095*pi,0.18891505471649916*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.40950108339426916*pi,0.2516339242704291*pi,0.0*pi) q[8],q[10];\nu3(3.722327032299096*pi,3.1062164271945685*pi,2.4461217443209056*pi) q[0];\nu3(3.2313252763820337*pi,3.345759975378148*pi,4.352945057704494*pi) q[1];\nu3(3.383748118593304*pi,2.5119943932749322*pi,1.5175162450768944*pi) q[2];\nu3(3.0917273806661445*pi,0.24007369308291338*pi,1.3494103379083873*pi) q[4];\nu3(3.3605278682394544*pi,3.2137701311253086*pi,0.5020301080660383*pi) q[5];\nu3(3.5379652609762444*pi,-0.07043744666536522*pi,0.8473262264879007*pi) q[6];\nu3(3.243509337556268*pi,2.828815487847231*pi,1.4339027109641758*pi) q[7];\nu3(3.771676956428594*pi,-0.3709424800756568*pi,3.8044011245571063*pi) q[8];\nu3(3.6083741450327955*pi,0.32856603019980335*pi,0.5476637435671529*pi) q[9];\nu3(3.803458069231721*pi,0.7142907993371079*pi,1.969963432371492*pi) q[10];\nu3(3.682849176973909*pi,1.005588660094064*pi,1.601621161110058*pi) q[11];\nu3(3.8630561351414814*pi,0.030918602858993838*pi,1.3106470243032156*pi) q[12];\nu3(3.390291837770529*pi,0.5527785780336494*pi,0.6599463482597812*pi) q[13];\nu3(3.736713775725689*pi,-0.1168059650907689*pi,4.469267828295889*pi) q[14];\nRxxyyzz(0.4262524845110001*pi,0.24114645509368238*pi,0.0710769826150041*pi) q[0],q[10];\nRxxyyzz(0.41901339279730015*pi,0.22012554788954336*pi,3.9171684495508594*pi) q[3],q[1];\nRxxyyzz(0.43469866907386*pi,0.26464311419815223*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.30041390592851425*pi,0.05945961210463058*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.4519331470529102*pi,0.18343896071728993*pi,0.07056708575899501*pi) q[9],q[5];\nRxxyyzz(0.27390645596006985*pi,0.21363741857373508*pi,3.95493750823975*pi) q[11],q[6];\nRxxyyzz(0.4530242745542799*pi,0.3166512796267512*pi,0.09607838280534511*pi) q[14],q[8];\nu3(3.4866529082997504*pi,2.7940370665240466*pi,1.1206928492119856*pi) q[0];\nu3(3.5525603096601723*pi,0.11904262688858436*pi,0.8932801280174365*pi) q[1];\nu3(3.5383994547945785*pi,1.1367985570012613*pi,1.3399762485854922*pi) q[2];\nu3(3.8893416726492642*pi,0.3144887845547685*pi,0.9112926450605832*pi) q[3];\nu3(3.159460118883759*pi,2.194425258709472*pi,1.833810999598359*pi) q[4];\nu3(3.1108674920936057*pi,-0.2301006601127164*pi,3.5781223907024833*pi) q[5];\nu3(3.8690298790823188*pi,2.9737141491602257*pi,1.3224892560599333*pi) q[6];\nu3(3.7512111807326773*pi,0.1227107532692967*pi,1.3916994163245164*pi) q[7];\nu3(3.6635369031651788*pi,1.2493793065870464*pi,0.6640311998302961*pi) q[8];\nu3(3.801801559876304*pi,1.0014631166882544*pi,4.470274272532926*pi) q[9];\nu3(3.6855204906023755*pi,0.3923462192775029*pi,1.086846004981145*pi) q[10];\nu3(3.3227009629852216*pi,-0.26212916222094995*pi,3.239112760162427*pi) q[11];\nu3(3.510169006866509*pi,1.984995117829162*pi,1.2455623316690985*pi) q[13];\nu3(3.894974133808047*pi,3.215880026318598*pi,2.8094491605753227*pi) q[14];\nRxxyyzz(0.4834772956058493*pi,0.21762954231432707*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.32753646168505934*pi,0.22173377599233257*pi,0.0633666016079224*pi) q[13],q[1];\nRxxyyzz(0.45809974991638047*pi,0.2257176719646719*pi,3.917188295865211*pi) q[9],q[2];\nRxxyyzz(0.43145201564848*pi,0.38910465751385725*pi,0.15512814096064353*pi) q[3],q[4];\nRxxyyzz(0.483587047385277*pi,0.06975424233802485*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.42145098481960996*pi,0.22583661192008864*pi,0.0*pi) q[8],q[6];\nRxxyyzz(0.3904027766906585*pi,0.1462824189131099*pi,0.0*pi) q[14],q[12];\nu3(3.4846140867774436*pi,1.1348093348251704*pi,1.5948727182635294*pi) q[0];\nu3(3.8415079747260004*pi,2.766879235370432*pi,3.9925929145420653*pi) q[1];\nu3(3.9327677508551013*pi,0.18721555193234207*pi,0.8489032562780459*pi) q[2];\nu3(3.636966039324317*pi,0.7377151243444484*pi,2.0648820301825004*pi) q[3];\nu3(3.43186056036588*pi,3.214925866677855*pi,1.0158846354205673*pi) q[4];\nu3(3.6842615495585047*pi,0.5173673291264613*pi,1.991402825965978*pi) q[5];\nu3(3.8746532543579377*pi,1.251982070227231*pi,1.1937491934933746*pi) q[6];\nu3(3.4869022796986684*pi,3.0255246250748002*pi,4.274802505920439*pi) q[7];\nu3(3.872657025787967*pi,0.2805440910864011*pi,0.6137213339259544*pi) q[8];\nu3(3.586047917876825*pi,0.662838034871382*pi,2.3464027841099364*pi) q[9];\nu3(3.7453011312720497*pi,0.9724367653745256*pi,2.132162219493125*pi) q[11];\nu3(3.2717681984938713*pi,-0.027925123059742485*pi,1.1931183508309342*pi) q[12];\nu3(3.545836929213634*pi,-0.23907899427973422*pi,1.0836073829348105*pi) q[13];\nu3(3.7370500296365563*pi,-0.08922377404237469*pi,1.4825005105412417*pi) q[14];\nRxxyyzz(0.4117708322269601*pi,0.34619167327373424*pi,0.07896136282070965*pi) q[10],q[0];\nRxxyyzz(0.33432388403806007*pi,0.27791907761402435*pi,3.78556429512944*pi) q[2],q[11];\nRxxyyzz(0.4036718811679002*pi,0.31928535412532544*pi,3.8447416144840805*pi) q[3],q[13];\nRxxyyzz(0.33428691500055974*pi,0.19947579331789944*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.37899924438450106*pi,0.25135243584600797*pi,0.0*pi) q[9],q[5];\nRxxyyzz(0.32888049507544975*pi,0.19605702379262624*pi,0.10411413044437445*pi) q[7],q[6];\nRxxyyzz(0.44503323378145254*pi,0.2253296198726957*pi,0.17550886742457392*pi) q[12],q[8];\nu3(3.6124715763422635*pi,1.845162286274503*pi,3.195638330100108*pi) q[0];\nu3(3.7476752972187097*pi,3.030082420024682*pi,1.3045023181159743*pi) q[2];\nu3(3.886005259607814*pi,2.92500266557177*pi,1.996264298653337*pi) q[3];\nu3(3.920111656416236*pi,3.4045532042226316*pi,0.9449227348249756*pi) q[4];\nu3(3.586621164644846*pi,0.26849720757466145*pi,1.9367500023897495*pi) q[5];\nu3(3.223831912805107*pi,1.2227197841182575*pi,4.479160489598545*pi) q[6];\nu3(3.7963957431927224*pi,2.6497761916761338*pi,1.7845512776660448*pi) q[7];\nu3(3.4402635558789747*pi,2.9099160698372133*pi,1.7907189208903456*pi) q[8];\nu3(3.5448582648970266*pi,2.205248647719192*pi,1.1409379460486067*pi) q[9];\nu3(3.301431292088353*pi,-0.4789765673926475*pi,2.1171278640897464*pi) q[10];\nu3(3.427645540866239*pi,2.607322778716895*pi,1.305976632075861*pi) q[11];\nu3(3.381085508978539*pi,3.3316439137522122*pi,1.7901726161239817*pi) q[12];\nu3(3.5095435950399496*pi,2.1886900021161693*pi,0.5133724016659649*pi) q[13];\nu3(3.3419512362541095*pi,3.2160002873335842*pi,3.9376151021630283*pi) q[14];\nRxxyyzz(0.3250413368299293*pi,0.25774963219982405*pi,0.0*pi) q[13],q[0];\nRxxyyzz(0.43602925158089034*pi,0.23926160750020753*pi,0.0*pi) q[4],q[1];\nRxxyyzz(0.4643819952097664*pi,0.3287112525606686*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.40588765989408027*pi,0.2088612168063313*pi,0.0*pi) q[5],q[3];\nRxxyyzz(0.42370483575616724*pi,0.22615003513038623*pi,0.0*pi) q[14],q[6];\nRxxyyzz(0.46875384741280834*pi,0.35407188373822973*pi,0.0*pi) q[7],q[11];\nu3(3.828213949281285*pi,2.8551182634649748*pi,0.8511992430014682*pi) q[0];\nu3(3.470375493794384*pi,2.4239464526498016*pi,1.407981172657264*pi) q[1];\nu3(3.3630373322185907*pi,3.3324361977925996*pi,2.0350081279369334*pi) q[2];\nu3(3.6699894733491463*pi,2.0042919494415337*pi,1.2021417552819398*pi) q[3];\nu3(3.6135786873060893*pi,2.454412697470021*pi,1.9102112338579214*pi) q[4];\nu3(3.2373583814722595*pi,-0.4836755974414406*pi,3.9628872775480577*pi) q[5];\nu3(3.3758010355048547*pi,2.2343879173150256*pi,0.8526685426872266*pi) q[6];\nu3(3.5080123112334167*pi,0.4521213007587912*pi,2.1827275673574835*pi) q[7];\nu3(3.3114028581278916*pi,1.086762262208632*pi,1.889724954911763*pi) q[10];\nu3(3.3094931596666366*pi,-0.4944611305320997*pi,1.2872569557076963*pi) q[11];\nu3(3.607161388958904*pi,-0.061471047518997235*pi,2.014488499054174*pi) q[13];\nu3(3.291206327687309*pi,2.6976822407861403*pi,2.42319627161937*pi) q[14];\nRxxyyzz(0.34953802304096027*pi,0.18227520297337874*pi,0.0*pi) q[5],q[1];\nRxxyyzz(0.3405135977094199*pi,0.2616816437038605*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.47914163806333*pi,0.12957549490952092*pi,0.0*pi) q[12],q[4];\nRxxyyzz(0.33207494656278014*pi,0.14793611415346275*pi,3.9521226212489005*pi) q[9],q[6];\nRxxyyzz(0.38270159642853774*pi,0.18918537951560188*pi,0.0*pi) q[8],q[14];\nu3(3.2315651644687633*pi,3.0892723023707083*pi,0.7051285757048564*pi) q[1];\nu3(3.2872965552855837*pi,2.869529565334395*pi,0.61786261582284*pi) q[3];\nu3(3.462469690969643*pi,3.1688292371495717*pi,1.4506785422374755*pi) q[4];\nu3(3.823525683408186*pi,3.2374307074062805*pi,2.0074615435055794*pi) q[5];\nu3(3.265049570006077*pi,-0.040258056747052184*pi,4.083495612019366*pi) q[6];\nu3(3.5837211086916145*pi,1.2787418928378513*pi,0.9211469701099373*pi) q[8];\nu3(3.7945457855478986*pi,3.088598865443598*pi,3.75131082365043*pi) q[9];\nu3(3.0867465801439464*pi,2.655568314299732*pi,2.1000550038093646*pi) q[12];\nu3(3.412172523562475*pi,2.0064764675846507*pi,1.8546191330024402*pi) q[13];\nu3(3.4563825079937907*pi,3.124994521594639*pi,0.6661874546419373*pi) q[14];\nRxxyyzz(0.3214559509576*pi,0.2758930988924533*pi,3.9223706700635095*pi) q[0],q[8];\nRxxyyzz(0.37320016681375007*pi,0.11573726976205029*pi,3.9530644323892496*pi) q[1],q[13];\nRxxyyzz(0.40280720314329155*pi,0.30940868593088555*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.38624268749858004*pi,0.35687125747696324*pi,0.05765070572888109*pi) q[3],q[6];\nRxxyyzz(0.4144180676113903*pi,0.2500846456815875*pi,3.8901205265575105*pi) q[11],q[4];\nRxxyyzz(0.4193623101578543*pi,0.25720946998184346*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.45880948680863*pi,0.23545705830014096*pi,0.0*pi) q[10],q[14];\nu3(3.358135536891925*pi,2.691582515059585*pi,0.8582375876778415*pi) q[0];\nu3(3.726082765303553*pi,0.1937983939490282*pi,1.0404911296371067*pi) q[1];\nu3(3.7933812523822334*pi,3.3454130852814044*pi,0.8885537831601051*pi) q[2];\nu3(3.4522099227228233*pi,-0.0809908964382886*pi,1.021644278079933*pi) q[3];\nu3(3.396037647721601*pi,2.6718784844031154*pi,1.8728194177053223*pi) q[4];\nu3(3.3399583492124103*pi,3.3762098354808385*pi,4.390768438265405*pi) q[5];\nu3(3.528256907355909*pi,2.2596517366421565*pi,3.948917882671835*pi) q[6];\nu3(3.5056721280942775*pi,2.5375065319993717*pi,2.1286142027399055*pi) q[7];\nu3(3.3131272303223773*pi,2.400810071965269*pi,2.167201897793136*pi) q[8];\nu3(3.677813015261748*pi,0.61046767703791*pi,0.9051559589631841*pi) q[9];\nu3(3.6965867191706843*pi,3.0569635842417315*pi,4.412797431658733*pi) q[10];\nu3(3.4996994423134806*pi,3.261175249769489*pi,1.1954967518122857*pi) q[11];\nu3(3.4034315202243692*pi,0.32156560205113305*pi,0.6187779627826444*pi) q[13];\nu3(3.2631723286048695*pi,2.160139571433812*pi,4.361629959577905*pi) q[14];\nRxxyyzz(0.3827013320886899*pi,0.19114658523473332*pi,0.11004130936965058*pi) q[11],q[0];\nRxxyyzz(0.4687112652379103*pi,0.14033755879722343*pi,0.0*pi) q[1],q[10];\nRxxyyzz(0.47301416882340985*pi,0.33421253130573314*pi,0.0*pi) q[13],q[2];\nRxxyyzz(0.36046101046509993*pi,0.15797426304836115*pi,0.046872552825337976*pi) q[3],q[14];\nRxxyyzz(0.4533456584553299*pi,0.23944947210525314*pi,3.895974128432469*pi) q[4],q[6];\nRxxyyzz(0.25347925677751026*pi,0.18523504793047796*pi,0.0*pi) q[12],q[8];\nu3(3.0987392503346616*pi,2.626049853863038*pi,0.6406637512932072*pi) q[0];\nu3(3.3086134947731143*pi,2.543351299896771*pi,2.269197344909176*pi) q[1];\nu3(3.719297421385015*pi,0.7033678688260507*pi,0.9118511776390249*pi) q[2];\nu3(3.5054300362982085*pi,-0.4354140215627428*pi,1.9510987959522774*pi) q[3];\nu3(3.438526319701093*pi,1.2243230014764406*pi,2.3677032187979843*pi) q[4];\nu3(3.498237114454069*pi,2.360530245633238*pi,1.9044219713241746*pi) q[6];\nu3(3.096692871599266*pi,0.22626367764862898*pi,3.818413005054241*pi) q[8];\nu3(3.365947615436027*pi,3.3933809875840533*pi,1.3240515521798888*pi) q[10];\nu3(3.0804164509172436*pi,2.35962181733239*pi,0.9732144677999927*pi) q[11];\nu3(3.232342921744873*pi,0.16230464061527294*pi,4.459490544127167*pi) q[12];\nu3(3.440897330694746*pi,0.603866550443614*pi,1.4796988738123777*pi) q[13];\nu3(3.1827110601573754*pi,0.49676586347228924*pi,2.888843931623811*pi) q[14];\nRxxyyzz(0.4542151842506801*pi,0.33259652221456837*pi,0.0*pi) q[7],q[0];\nRxxyyzz(0.43245781311181986*pi,0.19972662756597903*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.4185397491013497*pi,0.24572041429845823*pi,3.9188891342292607*pi) q[3],q[2];\nRxxyyzz(0.4601811123301594*pi,0.3322442310484872*pi,3.90313612586108*pi) q[13],q[4];\nRxxyyzz(0.35408542480349015*pi,0.26156018427153516*pi,0.0580171383478989*pi) q[5],q[14];\nRxxyyzz(0.37806780878217006*pi,0.16066645907540522*pi,0.0*pi) q[12],q[9];\nRxxyyzz(0.36451925710518995*pi,0.2542417140183999*pi,3.90966626968141*pi) q[10],q[11];\nu3(3.5167151638462766*pi,2.30000965631365*pi,2.0503117087576754*pi) q[0];\nu3(3.2916209372991894*pi,0.19786783296045296*pi,0.7141418753293046*pi) q[1];\nu3(3.611183979151979*pi,1.03785316533715*pi,0.6162839513126057*pi) q[2];\nu3(3.2495790408359477*pi,-0.46534574952039565*pi,1.984849203659901*pi) q[3];\nu3(3.548982043649353*pi,0.36033797057936523*pi,0.7686036115460877*pi) q[4];\nu3(3.565494800145194*pi,0.49135678071689504*pi,4.440102397999177*pi) q[5];\nu3(3.2412266728817363*pi,0.18451184218329975*pi,4.372593903622673*pi) q[6];\nu3(3.5027741549853806*pi,3.3813942188171056*pi,1.769856207531259*pi) q[7];\nu3(3.322059974202194*pi,-0.2554058183714647*pi,0.9807919440993872*pi) q[9];\nu3(3.22512733355347*pi,3.046078134472667*pi,1.349011635719795*pi) q[10];\nu3(3.826152823520793*pi,2.625467773534309*pi,2.342346967411399*pi) q[11];\nu3(3.4850904895179946*pi,2.41930301127484*pi,1.9885634589545491*pi) q[12];\nu3(3.6610489938310335*pi,2.9491673357154067*pi,1.150892343196078*pi) q[13];\nu3(3.414730381071636*pi,0.17945787407662095*pi,1.8116858093583104*pi) q[14];\nRxxyyzz(0.3910622862102603*pi,0.25961279521755287*pi,0.0*pi) q[5],q[1];\nRxxyyzz(0.4524235294782599*pi,0.12193371527356145*pi,0.058675670110213594*pi) q[12],q[2];\nRxxyyzz(0.43017860833183963*pi,0.3287133353173847*pi,3.9148274433044996*pi) q[3],q[7];\nRxxyyzz(0.43244261864014*pi,0.12544426314936397*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.3407264384807597*pi,0.25158837615845586*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.40300177962176953*pi,0.09318368512486686*pi,0.0*pi) q[10],q[9];\nRxxyyzz(0.44680728133899994*pi,0.3084679698645616*pi,0.0*pi) q[13],q[11];\nu3(3.2463535263417755*pi,3.134809238409261*pi,0.6195760630229206*pi) q[1];\nu3(3.459025542415379*pi,0.020512126247283824*pi,3.193327798456986*pi) q[2];\nu3(3.940977436374817*pi,3.1943361210310024*pi,0.7955799831903088*pi) q[3];\nu3(3.6346903526193355*pi,0.07010187822486724*pi,1.4237844271340285*pi) q[4];\nu3(3.199122598228582*pi,-0.3147473426514589*pi,3.9704170568943424*pi) q[5];\nu3(3.3341349329639396*pi,0.7284381928709693*pi,4.134156586040556*pi) q[6];\nu3(3.520833396652816*pi,-0.4793350089903753*pi,1.254854618062892*pi) q[7];\nu3(3.378791089478151*pi,3.4519832022355628*pi,2.0729232549086376*pi) q[8];\nu3(3.3255626312173154*pi,-0.3982741509160995*pi,4.391553922954162*pi) q[9];\nu3(3.0222280613874464*pi,3.2599621979292537*pi,1.0620231118114183*pi) q[10];\nu3(3.486241544555483*pi,0.007840599177146745*pi,0.6858422106991727*pi) q[11];\nu3(3.808091963570925*pi,2.410550272125141*pi,3.415794649771026*pi) q[12];\nu3(3.5826472302899166*pi,0.3261788647093553*pi,1.8745636553206402*pi) q[13];\nu3(3.6320193587959313*pi,2.9163264815881162*pi,1.8925303217786118*pi) q[14];\nRxxyyzz(0.4867639414426006*pi,0.10683300176389376*pi,0.0*pi) q[10],q[0];\nRxxyyzz(0.3940704104525401*pi,0.1712315416915501*pi,0.0471994751040103*pi) q[1],q[13];\nRxxyyzz(0.40284895165325985*pi,0.21280319748569243*pi,0.0*pi) q[11],q[2];\nRxxyyzz(0.3455959548077799*pi,0.2662255536757723*pi,0.14068019048694325*pi) q[3],q[4];\nRxxyyzz(0.45387331395650016*pi,0.2472780841284563*pi,3.8628936780846406*pi) q[5],q[7];\nRxxyyzz(0.4580948565119698*pi,0.3250597803368023*pi,0.0*pi) q[14],q[8];\nRxxyyzz(0.3337631932992503*pi,0.27992957244223726*pi,0.0*pi) q[9],q[12];\nu3(3.606688383463859*pi,-0.3673197579609211*pi,0.9994920630781383*pi) q[0];\nu3(3.830144167145469*pi,3.0307015519837117*pi,3.2815626585161404*pi) q[1];\nu3(3.6844438981639867*pi,1.0448032118544004*pi,1.7181233712588018*pi) q[2];\nu3(3.5661830437256308*pi,3.2857124729516807*pi,3.2292264592434567*pi) q[3];\nu3(3.14128985041958*pi,0.06695960731878015*pi,3.6042256754560666*pi) q[4];\nu3(3.562169765806506*pi,0.7838169714889616*pi,1.0063790077522228*pi) q[5];\nu3(3.0539649849603503*pi,2.2889081138398746*pi,0.5960201653688877*pi) q[7];\nu3(3.4856242874651757*pi,0.41293778140196014*pi,1.2255751715155552*pi) q[8];\nu3(3.377835081879468*pi,-0.16492227210536747*pi,1.885843739041143*pi) q[9];\nu3(3.685830893600574*pi,0.5342356916273405*pi,1.7072596027315248*pi) q[10];\nu3(3.6224305254911235*pi,3.380078543018135*pi,2.4389641557597552*pi) q[11];\nu3(3.6128358600437305*pi,0.05647094143596987*pi,0.8570681949509491*pi) q[12];\nu3(3.4765222932585544*pi,-0.4367193405518739*pi,1.4123065499121663*pi) q[13];\nu3(3.8011892982668902*pi,-0.17464968487648258*pi,1.8741349045154463*pi) q[14];\nRxxyyzz(0.41076484379911016*pi,0.2686560154868908*pi,3.813713627860169*pi) q[5],q[0];\nRxxyyzz(0.42762592170084013*pi,0.0915395137431032*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.3885008671896202*pi,0.3272998657327331*pi,3.8159128238799696*pi) q[4],q[2];\nRxxyyzz(0.39558645100172984*pi,0.34089250163583634*pi,0.23742573039029935*pi) q[3],q[10];\nRxxyyzz(0.3702400890596702*pi,0.3203669385994623*pi,0.0*pi) q[13],q[7];\nRxxyyzz(0.32530817464175016*pi,0.24405691398203544*pi,0.12406229171651972*pi) q[9],q[8];\nRxxyyzz(0.34591267378048085*pi,0.20510677253356857*pi,0.0*pi) q[12],q[14];\nu3(3.9091892556586147*pi,3.4938134651098958*pi,1.3898107832091418*pi) q[0];\nu3(3.3739107061423037*pi,0.5775284024073786*pi,0.9581462834933131*pi) q[1];\nu3(3.4746902158207265*pi,3.239682954632437*pi,1.9238702372636234*pi) q[2];\nu3(3.2042439967572953*pi,3.478776312007062*pi,0.7180373787325904*pi) q[3];\nu3(3.4260587859104703*pi,0.8923438313629826*pi,0.7113125965204414*pi) q[4];\nu3(3.6375973513658337*pi,-0.2579274460452875*pi,1.1343514633866123*pi) q[5];\nu3(3.5136836142995915*pi,2.1593602846296145*pi,0.9173269274254232*pi) q[6];\nu3(3.369518025186732*pi,3.0816853692326536*pi,1.4767171040854585*pi) q[7];\nu3(3.659632065481089*pi,0.05458016273076305*pi,4.0301385706661*pi) q[8];\nu3(3.4089590215822945*pi,0.5758157074694912*pi,1.3596861889809508*pi) q[9];\nu3(3.2170536041821673*pi,2.4713357148425965*pi,1.7850328866940215*pi) q[10];\nu3(3.5301239997115*pi,-0.017073055317953445*pi,0.5166031489939078*pi) q[12];\nu3(3.649969891561768*pi,0.16594369379710516*pi,1.3884078745048922*pi) q[13];\nu3(3.2609174255068316*pi,2.8517097185728075*pi,2.0600327819464606*pi) q[14];\nRxxyyzz(0.35591443555447466*pi,0.27164395326987467*pi,0.0*pi) q[13],q[0];\nRxxyyzz(0.34330685172772046*pi,0.3269115878703728*pi,0.0913427537125222*pi) q[1],q[3];\nRxxyyzz(0.39069210274789967*pi,0.2782524809445595*pi,3.94569076391997*pi) q[8],q[2];\nRxxyyzz(0.37494232084340606*pi,0.2945455668302277*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.39367044840110965*pi,0.2797195383011082*pi,0.19054202914926396*pi) q[5],q[6];\nRxxyyzz(0.33316661275943993*pi,0.2704634820179259*pi,3.8564838312076106*pi) q[11],q[7];\nRxxyyzz(0.4158246675849801*pi,0.2274049382818601*pi,0.0661620547065808*pi) q[14],q[9];\nu3(1.6103169824218866*pi,3.1594980770108387*pi,2.11768871477564*pi) q[0];\nu3(3.8052105630735613*pi,3.0633996667424896*pi,1.9877551532020823*pi) q[1];\nu3(3.5846586021478726*pi,0.8778076894361206*pi,1.9293001790466546*pi) q[2];\nu3(3.4269280432600073*pi,-0.2544839716258781*pi,1.1613802049292792*pi) q[3];\nu3(3.432905947336885*pi,0.8718647943579259*pi,0.9426876096064059*pi) q[4];\nu3(3.6948159445305304*pi,3.414595511252215*pi,1.9786578703098199*pi) q[5];\nu3(3.433517836819726*pi,2.43358658788049*pi,1.3842690397647848*pi) q[6];\nu3(3.5906667036650446*pi,3.0046917662620443*pi,1.7030860324776842*pi) q[7];\nu3(3.626123654539437*pi,-0.0254175022752704*pi,2.3467701978652573*pi) q[8];\nu3(3.0595672782822487*pi,0.6379981470395255*pi,4.486452860261707*pi) q[9];\nu3(3.6920759097595144*pi,0.006332996708975025*pi,0.5424911957465827*pi) q[11];\nu3(3.5018297913276095*pi,-0.06084040768303822*pi,1.0312854540210532*pi) q[12];\nu3(3.484404987254042*pi,2.931220941207289*pi,2.0062102374111817*pi) q[13];\nu3(3.887353824837178*pi,2.052612190510379*pi,0.5690152050130018*pi) q[14];\nmeasure q[0] -> c[5];\nRxxyyzz(0.3862487547738268*pi,0.18183455883101307*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.4183715296420504*pi,0.2970672365835738*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.45117866770823*pi,0.3403580309632269*pi,0.0729236132706337*pi) q[5],q[11];\nRxxyyzz(0.4429363947843902*pi,0.18456190297513733*pi,0.16366961111244027*pi) q[12],q[7];\nRxxyyzz(0.36693086844110007*pi,0.2996322181473623*pi,0.06885637918424402*pi) q[14],q[8];\nRxxyyzz(0.3299823892429302*pi,0.10737075238476734*pi,0.0*pi) q[9],q[10];\nu3(3.024098689062587*pi,0.39604450017138726*pi,1.5125415093191963*pi) q[1];\nu3(3.8361779804340763*pi,3.115616424789611*pi,4.329549625213534*pi) q[2];\nu3(3.294728912275113*pi,3.0953974269058557*pi,4.1940781098742965*pi) q[4];\nu3(3.5355882486006416*pi,0.6804985833446091*pi,4.4883285377317765*pi) q[5];\nu3(3.388533846058765*pi,2.6655653092025293*pi,1.5117373726941357*pi) q[6];\nu3(3.598041983866096*pi,3.402797525918143*pi,3.175390876218249*pi) q[7];\nu3(3.808189890631062*pi,0.43012199759557546*pi,1.238594645974882*pi) q[8];\nu3(3.225410690144942*pi,-0.17408538545402785*pi,2.8706846432801743*pi) q[9];\nu3(3.4312764492388763*pi,2.2137363240545476*pi,2.0316711667331564*pi) q[10];\nu3(3.5662855425834787*pi,1.7716064251500132*pi,0.7677016904014515*pi) q[11];\nu3(3.4636198480627023*pi,-0.3027782882607488*pi,3.077439065104276*pi) q[12];\nu3(3.4679980037946305*pi,2.678901328463793*pi,3.9193213211503153*pi) q[14];\nRxxyyzz(0.4552220948733511*pi,0.2718938695970874*pi,0.0*pi) q[7],q[1];\nRxxyyzz(0.4813068823538301*pi,0.14919176355613117*pi,0.0*pi) q[6],q[2];\nRxxyyzz(0.45012086813855*pi,0.14618083342066146*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.44323765237751006*pi,0.28112846867232844*pi,3.82583547128351*pi) q[12],q[4];\nRxxyyzz(0.4585766531701201*pi,0.34816925303040436*pi,0.09245799961457246*pi) q[5],q[13];\nRxxyyzz(0.40365716868606993*pi,0.15457048035861012*pi,0.05177640423863038*pi) q[11],q[8];\nRxxyyzz(0.4156577493120902*pi,0.3605161286172701*pi,0.06717245086138593*pi) q[14],q[9];\nu3(3.460215258818449*pi,0.6829478452623268*pi,1.0581676484196303*pi) q[1];\nu3(3.7966291582233826*pi,3.0970559535420987*pi,2.4269103541620844*pi) q[2];\nu3(3.3994417878944065*pi,1.1205802974880896*pi,1.683786007815942*pi) q[3];\nu3(3.2356664447856898*pi,-0.34969091198835933*pi,2.3358533074813534*pi) q[4];\nu3(3.640940578584248*pi,2.7401496066384396*pi,4.280234945212037*pi) q[5];\nu3(3.331529384374516*pi,2.599740368778518*pi,1.722333642078829*pi) q[6];\nu3(3.2562887691706353*pi,-0.36584786617148635*pi,0.6733453786227948*pi) q[7];\nu3(3.526536430519344*pi,1.333884798172595*pi,0.9465701837458042*pi) q[8];\nu3(3.1442577072916658*pi,0.32939532139034633*pi,3.033862858037674*pi) q[9];\nu3(3.3707366663414726*pi,1.1343866119537216*pi,1.4971985741891434*pi) q[10];\nu3(3.649594092316126*pi,1.3539533594225737*pi,4.290878611308857*pi) q[11];\nu3(3.823515868313196*pi,1.0946716947186932*pi,0.8127396959673923*pi) q[12];\nu3(3.6773955552954254*pi,1.4051774925562786*pi,0.8144015828220417*pi) q[13];\nu3(3.3434099528729475*pi,3.037828055873833*pi,1.9061025212753626*pi) q[14];\nmeasure q[6] -> c[0];\nmeasure q[5] -> c[1];\nmeasure q[14] -> c[2];\nmeasure q[11] -> c[3];\nmeasure q[10] -> c[4];\nmeasure q[9] -> c[6];\nmeasure q[12] -> c[7];\nmeasure q[8] -> c[8];\nmeasure q[1] -> c[9];\nmeasure q[13] -> c[10];\nmeasure q[4] -> c[11];\nmeasure q[7] -> c[12];\nmeasure q[3] -> c[13];\nmeasure q[2] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.1393111272599707*pi,-0.2720273310834621*pi,3.630219595363829*pi) q[0];\nu3(3.0747566106842488*pi,0.5272149671094752*pi,3.552511829302656*pi) q[1];\nu3(3.622261321292467*pi,0.3065623455686701*pi,2.1235416941480936*pi) q[2];\nu3(3.7781691522562246*pi,3.0540671967220936*pi,4.096709179659555*pi) q[3];\nu3(3.7324238880537104*pi,2.0925656169242535*pi,0.9285149248538909*pi) q[4];\nu3(3.266658480285008*pi,2.824828432728884*pi,0.7795086577771778*pi) q[5];\nu3(3.2671990290925645*pi,2.9760372859761604*pi,3.3305100212858942*pi) q[6];\nu3(3.634756141439046*pi,2.7296584954346317*pi,2.946759956409906*pi) q[7];\nu3(3.7650088908763184*pi,-0.448177738409552*pi,3.500865863488328*pi) q[8];\nu3(3.241808122970106*pi,-0.26384749192994117*pi,3.368666059177203*pi) q[9];\nu3(3.408644347408568*pi,3.466691615677836*pi,3.669395976693126*pi) q[10];\nu3(3.73244732253486*pi,0.2889905921630582*pi,2.7765619661251937*pi) q[11];\nu3(3.4281491995533657*pi,3.2936587282697545*pi,3.6074306550746167*pi) q[12];\nu3(3.6560554003244916*pi,2.6234848042817918*pi,2.483500260222474*pi) q[13];\nu3(3.4128645910668016*pi,2.9354183904078663*pi,2.863247165866057*pi) q[14];\nRxxyyzz(0.45791146126178034*pi,0.1475247448907008*pi,0.0886250147770135*pi) q[0],q[2];\nRxxyyzz(0.37560391649952163*pi,0.17246789893064085*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.41751238919112*pi,0.21585340276187723*pi,0.11066604078791285*pi) q[3],q[5];\nRxxyyzz(0.4254898875164894*pi,0.1418156642809869*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.4676654295606397*pi,0.2574600139643026*pi,0.0*pi) q[7],q[10];\nRxxyyzz(0.48286191837939196*pi,0.2987488473665014*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.4652120142139805*pi,0.27563185164716075*pi,0.0*pi) q[9],q[13];\nu3(3.7187167928768066*pi,3.0174151079824845*pi,3.213921414920166*pi) q[0];\nu3(3.718748069342507*pi,0.44558073503367623*pi,0.982795306448172*pi) q[1];\nu3(3.2682669531146464*pi,0.9592270760894663*pi,0.9629284851344446*pi) q[2];\nu3(3.766417350774789*pi,2.314694577865504*pi,1.103789809978422*pi) q[3];\nu3(3.041186058406398*pi,-0.08007593026444398*pi,1.1327593437045036*pi) q[4];\nu3(3.6760110381838174*pi,1.941796112409552*pi,4.092158101484172*pi) q[5];\nu3(3.7442695464199764*pi,3.156616337900282*pi,2.399710423361684*pi) q[6];\nu3(3.674928548047927*pi,0.9697109607763852*pi,0.8399445539790795*pi) q[7];\nu3(3.299078484204499*pi,3.0942063228659507*pi,0.6522237794580108*pi) q[8];\nu3(3.212266282831434*pi,1.07179612822025*pi,1.5793772304053806*pi) q[9];\nu3(3.2872420950666728*pi,2.96211651428833*pi,2.4928858511740195*pi) q[10];\nu3(3.0435835225624546*pi,0.02312948686060956*pi,1.3189120215693715*pi) q[11];\nu3(3.128001947732531*pi,0.213330388444958*pi,0.6737234160861074*pi) q[13];\nu3(3.4534365000358718*pi,2.6775821371676924*pi,2.2777353875036948*pi) q[14];\nRxxyyzz(0.40574569445536035*pi,0.14713036861293047*pi,0.13773914734444398*pi) q[0],q[5];\nRxxyyzz(0.4469189055146901*pi,0.25920088343449765*pi,0.165384809877893*pi) q[1],q[11];\nRxxyyzz(0.47239750438280037*pi,0.19777299976374085*pi,0.0*pi) q[6],q[2];\nRxxyyzz(0.38540210595406726*pi,0.21068671010217527*pi,3.862578150362069*pi) q[3],q[10];\nRxxyyzz(0.4221177682624302*pi,0.16731489088043028*pi,0.0*pi) q[8],q[4];\nRxxyyzz(0.32726634915493025*pi,0.09493849114493402*pi,3.9590794834348806*pi) q[13],q[7];\nRxxyyzz(0.4250912481837001*pi,0.21428805473338128*pi,3.956967204107111*pi) q[12],q[9];\nu3(3.5649971550586796*pi,-0.29736580814887104*pi,1.9402328960573443*pi) q[0];\nu3(3.6338971246540406*pi,-0.12990588555018706*pi,1.4902364184507155*pi) q[1];\nu3(3.641036262544324*pi,2.6336671405333067*pi,1.1869016850209804*pi) q[2];\nu3(3.669756114720534*pi,2.8971376376546125*pi,0.6416070279772605*pi) q[3];\nu3(3.5860597407991954*pi,0.4465167320672444*pi,2.1977216433086926*pi) q[4];\nu3(3.269872724901597*pi,3.174822877818953*pi,1.405896121580943*pi) q[5];\nu3(3.1200840411416353*pi,-0.18088224935528363*pi,0.5349296700437448*pi) q[6];\nu3(3.4126084922127222*pi,1.9690634300177137*pi,1.5399376080606413*pi) q[7];\nu3(3.110399418880638*pi,2.887739887363332*pi,0.6631476933297682*pi) q[8];\nu3(3.4369841249633604*pi,3.295209852623435*pi,1.4488259917481554*pi) q[9];\nu3(3.337069746255289*pi,3.3960387417361217*pi,1.8107063336289393*pi) q[10];\nu3(3.5330325312885646*pi,0.6898853066511221*pi,3.821965467925031*pi) q[11];\nu3(3.6390884154135317*pi,0.09324235894263433*pi,0.9526651508120092*pi) q[12];\nu3(3.333995144969874*pi,1.1411464824830353*pi,0.9888471807611872*pi) q[13];\nRxxyyzz(0.3888829734729801*pi,0.23840963024142692*pi,3.89926099521931*pi) q[0],q[7];\nRxxyyzz(0.4685480907099051*pi,0.2854705282077412*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.41050148895792316*pi,0.22605533933683164*pi,0.0*pi) q[6],q[4];\nRxxyyzz(0.45603551894225003*pi,0.38341261082377975*pi,3.84037566054817*pi) q[5],q[12];\nRxxyyzz(0.48375452748231984*pi,0.24136931220263613*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.45255270937975023*pi,0.2514889452222553*pi,0.0*pi) q[14],q[11];\nu3(3.681778678309925*pi,0.025280754690853113*pi,1.0797647967884505*pi) q[0];\nu3(3.710325075040409*pi,0.2957848556933178*pi,1.5997855994331291*pi) q[1];\nu3(3.1885595453508335*pi,2.859233652340067*pi,2.425723326471398*pi) q[4];\nu3(3.656971781475984*pi,2.7621370543006076*pi,2.3100377748663155*pi) q[5];\nu3(3.146889340492833*pi,0.39369798903191255*pi,3.6432933724952625*pi) q[6];\nu3(3.257945377751919*pi,2.59710399537535*pi,0.705594653788634*pi) q[7];\nu3(3.620762708354569*pi,3.322987854723732*pi,0.8283834953430023*pi) q[8];\nu3(3.1086174506832585*pi,3.276451182572031*pi,0.6242673005313042*pi) q[9];\nu3(3.8858477026203744*pi,0.2306058851010473*pi,1.0637624455338013*pi) q[11];\nu3(3.5690114817831526*pi,3.2720029601798863*pi,4.075374894499081*pi) q[12];\nu3(3.5306804398637928*pi,3.300184685397305*pi,1.3232051959861928*pi) q[13];\nu3(3.4015523106486896*pi,3.3396413780916574*pi,1.7612952219304734*pi) q[14];\nRxxyyzz(0.34587759578177*pi,0.21794323201461918*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.3417846588930872*pi,0.061958429105830715*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.3596366459721*pi,0.27619791139658334*pi,3.9172836275349194*pi) q[3],q[7];\nRxxyyzz(0.38899206425669014*pi,0.17570025631824893*pi,0.15815395378874667*pi) q[4],q[10];\nRxxyyzz(0.42365095165263966*pi,0.2461013221851458*pi,0.0*pi) q[8],q[12];\nRxxyyzz(0.46579220292370993*pi,0.3089893779337569*pi,0.0*pi) q[11],q[9];\nu3(3.2944432667345334*pi,0.48656454874732913*pi,1.2014928875495716*pi) q[0];\nu3(3.29869890819347*pi,3.249018179062407*pi,2.400512893518096*pi) q[2];\nu3(3.1941519302279615*pi,2.320418996127129*pi,1.194766338126731*pi) q[3];\nu3(3.5529312972383136*pi,0.5529640959381563*pi,1.399769667071196*pi) q[4];\nu3(3.1003048215413695*pi,-0.17067014234413835*pi,4.093162972612298*pi) q[5];\nu3(3.712369432869343*pi,0.5586345186436064*pi,1.6162061162529064*pi) q[6];\nu3(3.5348948691801874*pi,-0.1023791197092434*pi,0.6278839092060489*pi) q[7];\nu3(3.282804900567606*pi,-0.039571554139064435*pi,2.1238566714636784*pi) q[8];\nu3(3.6912404009252193*pi,-0.1383871646427658*pi,2.433650041822899*pi) q[9];\nu3(3.6444053789008546*pi,0.2692301425261536*pi,1.4963319390362588*pi) q[10];\nu3(3.422250163309233*pi,-0.345994870637341*pi,0.9116688368908061*pi) q[11];\nu3(3.689089946266394*pi,2.8787075486000937*pi,0.8428871231117192*pi) q[12];\nRxxyyzz(0.3723861111668794*pi,0.14770829425003784*pi,0.044254458525262316*pi) q[0],q[7];\nRxxyyzz(0.38109195198419954*pi,0.22731352035451824*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.4589201817072298*pi,0.246344419331777*pi,3.9056811312131003*pi) q[5],q[2];\nRxxyyzz(0.3069292355451263*pi,0.12192198793424414*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.39741115560635015*pi,0.24376300647714924*pi,0.08370285026735765*pi) q[4],q[13];\nRxxyyzz(0.4425869081138599*pi,0.31102785501741703*pi,0.25792407496718095*pi) q[6],q[9];\nRxxyyzz(0.3672523638631199*pi,0.19478473474354308*pi,0.0*pi) q[14],q[12];\nu3(3.194917273140998*pi,-0.18610782145596183*pi,2.9895387163412326*pi) q[0];\nu3(3.404131737098754*pi,0.4457824846968842*pi,0.801411905601177*pi) q[1];\nu3(3.557739013100775*pi,-0.24042784089111002*pi,2.176966417503561*pi) q[2];\nu3(3.4434856600023585*pi,3.4581558387952622*pi,1.249306099047577*pi) q[3];\nu3(3.92397825949359*pi,2.964468748333578*pi,3.318268192393471*pi) q[4];\nu3(3.1785793862803846*pi,3.3181933906805394*pi,2.4734119172768065*pi) q[5];\nu3(3.1531765348281415*pi,0.9702688871649177*pi,4.499048444148759*pi) q[6];\nu3(3.773109438281349*pi,0.39754952487644624*pi,4.471974392458326*pi) q[7];\nu3(3.8597363478196214*pi,-0.10557364553445392*pi,1.9618067239790327*pi) q[8];\nu3(3.64869326659924*pi,2.8090146936595453*pi,1.9569526349718782*pi) q[9];\nu3(3.341578065436744*pi,0.761483660108188*pi,0.8285379274382136*pi) q[10];\nu3(3.723038368062163*pi,-0.06991308291812237*pi,1.7524632305054557*pi) q[12];\nu3(3.714537838287655*pi,0.022975955700544448*pi,3.235419994123607*pi) q[13];\nu3(3.6428964138356954*pi,0.48455414039404443*pi,0.7567376503020928*pi) q[14];\nRxxyyzz(0.33626394103693175*pi,0.32239694109722805*pi,0.24475122719342846*pi) q[0],q[1];\nRxxyyzz(0.3782284557349001*pi,0.2172707603308072*pi,3.9201808989601497*pi) q[6],q[2];\nRxxyyzz(0.4513810779515204*pi,0.4406752165389372*pi,0.0*pi) q[12],q[3];\nRxxyyzz(0.37984565057735*pi,0.29611650621673924*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.36038466643962025*pi,0.14963754062741685*pi,0.12866335547365715*pi) q[7],q[9];\nRxxyyzz(0.4025217715373396*pi,0.25675407459753613*pi,0.09243643670228814*pi) q[13],q[8];\nRxxyyzz(0.3087653611630695*pi,0.11693704275709116*pi,0.0*pi) q[11],q[14];\nu3(3.4468240028052097*pi,-0.07063834241982803*pi,0.757539459158257*pi) q[0];\nu3(3.512751754148492*pi,2.448032178908055*pi,4.295219991756568*pi) q[1];\nu3(3.626784537983968*pi,-0.14674191021039673*pi,1.9059538634917477*pi) q[2];\nu3(3.660145678317355*pi,1.1913994093532012*pi,0.7370135592630807*pi) q[3];\nu3(3.400699009535767*pi,3.169614041512388*pi,4.35288217052557*pi) q[4];\nu3(3.534020190416151*pi,0.2841698106620649*pi,2.200824042974058*pi) q[6];\nu3(3.8346942377197824*pi,3.0701532645135376*pi,4.21316988236971*pi) q[7];\nu3(3.9265148555596427*pi,-0.4757619167913425*pi,2.7577970414812203*pi) q[8];\nu3(3.8264772849713222*pi,-0.4578912040051888*pi,1.3749193117930443*pi) q[9];\nu3(3.5056246743282236*pi,0.6110687373128112*pi,1.5718823591797735*pi) q[10];\nu3(3.755224657610002*pi,2.635187899204873*pi,0.6791659685280251*pi) q[11];\nu3(3.306557851567953*pi,2.591377169481878*pi,3.862210053291654*pi) q[12];\nu3(3.7050196988943744*pi,-0.13997716133154603*pi,3.0356709173347314*pi) q[13];\nu3(3.6396577068889377*pi,0.5139168240297403*pi,1.823032887161448*pi) q[14];\nRxxyyzz(0.38297214630790993*pi,0.2656699159508006*pi,3.8096224804464693*pi) q[7],q[2];\nRxxyyzz(0.3844099154433998*pi,0.25699075096363444*pi,3.94184125936294*pi) q[3],q[14];\nRxxyyzz(0.4433572222256701*pi,0.3693075093683609*pi,3.9594118907901397*pi) q[4],q[13];\nRxxyyzz(0.3205779560483291*pi,0.2643938578112661*pi,3.9318187858849694*pi) q[5],q[9];\nRxxyyzz(0.43556405385424946*pi,0.22873580779589606*pi,3.9305669923947595*pi) q[6],q[10];\nRxxyyzz(0.4253747815271501*pi,0.26092873694978236*pi,0.107160130056811*pi) q[12],q[8];\nu3(3.5654807877758268*pi,2.3720754225261285*pi,0.5999429020720699*pi) q[2];\nu3(3.6623240891700752*pi,2.8744965023743427*pi,0.5674607017594604*pi) q[3];\nu3(3.420521671520188*pi,2.7976319402730536*pi,1.4986091292140036*pi) q[4];\nu3(3.2942556180199976*pi,2.3663551125077653*pi,3.1759213270903146*pi) q[5];\nu3(3.150788140910585*pi,-0.3051062271086728*pi,2.255795882719083*pi) q[6];\nu3(3.7073677394571103*pi,2.365164337985584*pi,1.801270441619055*pi) q[7];\nu3(3.620977727367497*pi,2.9383161959293096*pi,3.6705949919505643*pi) q[8];\nu3(3.8836993213584017*pi,3.1195577703193766*pi,1.58857596075771*pi) q[9];\nu3(3.504876517200406*pi,0.9267329493984962*pi,2.3204112289649808*pi) q[10];\nu3(3.095200986684926*pi,-0.21714020716981608*pi,3.456634481152265*pi) q[12];\nu3(3.2534768357414885*pi,3.31603306424074*pi,1.0172320232403018*pi) q[13];\nu3(3.700039354026992*pi,-0.07802957535736499*pi,1.7847094979416185*pi) q[14];\nRxxyyzz(0.48674366664385005*pi,0.3303167029181895*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.43305959543870026*pi,0.20734767650970914*pi,3.80032470320546*pi) q[10],q[2];\nRxxyyzz(0.41015940685297014*pi,0.3148263200950616*pi,0.0*pi) q[4],q[3];\nRxxyyzz(0.3591728127091699*pi,0.20624304460829723*pi,0.051589320739420685*pi) q[6],q[5];\nRxxyyzz(0.47676587507889057*pi,0.17933059266790785*pi,0.0*pi) q[12],q[7];\nRxxyyzz(0.4899200204593456*pi,0.16053354137974984*pi,0.0*pi) q[13],q[8];\nRxxyyzz(0.40846677198900044*pi,0.215807418284018*pi,0.09817515822339104*pi) q[11],q[9];\nu3(3.565514371865522*pi,2.6340239636834415*pi,1.4238299035984259*pi) q[0];\nu3(3.567349176883052*pi,2.7340105318606622*pi,1.5757461034743083*pi) q[2];\nu3(3.2146397974021745*pi,3.361319835124102*pi,1.9688002071100783*pi) q[3];\nu3(3.376884288416826*pi,-0.05840542070093235*pi,2.013361344915374*pi) q[4];\nu3(3.92458748507924*pi,0.23020978513441404*pi,4.249477306158368*pi) q[5];\nu3(3.224270218192949*pi,-0.07720996325619461*pi,0.6531191557833922*pi) q[6];\nu3(3.3392641118807553*pi,2.559273126553622*pi,1.0964008401283958*pi) q[7];\nu3(3.601721948518395*pi,-0.48733142307989363*pi,0.7450732872118531*pi) q[8];\nu3(3.0831643472565053*pi,3.0704193344557176*pi,1.6829606386410312*pi) q[9];\nu3(3.6421145589936135*pi,2.9544566288960015*pi,2.4397304068821146*pi) q[10];\nu3(3.9656038931953757*pi,2.293079406256784*pi,3.9271964758850206*pi) q[11];\nu3(3.28794408703649*pi,0.01863831530386828*pi,1.0790742176987134*pi) q[12];\nu3(3.579516375485964*pi,-0.2790719452390389*pi,0.5198043819137088*pi) q[13];\nu3(3.4189485235068466*pi,1.211620582529888*pi,1.9155273891125766*pi) q[14];\nRxxyyzz(0.4779134489934802*pi,0.14753772572879065*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.3550870767467495*pi,0.25721714208526203*pi,3.85599063859764*pi) q[3],q[7];\nRxxyyzz(0.3507646073978793*pi,0.24308520874791473*pi,0.0*pi) q[6],q[4];\nRxxyyzz(0.35113544452461987*pi,0.25357605876418*pi,0.04572243246940033*pi) q[5],q[14];\nRxxyyzz(0.4224661058515845*pi,0.16011038469306094*pi,0.0*pi) q[12],q[9];\nRxxyyzz(0.4212216561393198*pi,0.21914722097684614*pi,0.12827836678934543*pi) q[10],q[11];\nu3(3.475030504691757*pi,2.0780990572820377*pi,1.7652858500043884*pi) q[1];\nu3(3.7484116687876217*pi,-0.3419352091161122*pi,0.7884846897057503*pi) q[2];\nu3(3.388632075604445*pi,0.6445311992804781*pi,4.32950265107101*pi) q[3];\nu3(3.438190604606413*pi,0.8544073891001756*pi,1.9850078380017713*pi) q[4];\nu3(3.7902924874713078*pi,3.298798379629587*pi,4.312248041815161*pi) q[5];\nu3(3.6396735062317576*pi,3.431475228786369*pi,0.5231341069945445*pi) q[6];\nu3(3.8115903906139654*pi,3.2554142587746675*pi,0.6226031977384928*pi) q[7];\nu3(3.619824940064585*pi,0.13652503524834803*pi,1.396905459346122*pi) q[9];\nu3(3.858914230442427*pi,3.074281731080951*pi,3.1559535843075137*pi) q[10];\nu3(3.797028007354865*pi,1.0643734000605816*pi,0.5833100231748827*pi) q[11];\nu3(3.6393435812160924*pi,-0.3945283337834756*pi,3.7929749715817587*pi) q[12];\nu3(3.581523931622499*pi,0.2667984961683465*pi,3.0762473331349307*pi) q[14];\nRxxyyzz(0.26449332250039026*pi,0.22760834466093294*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.4075644324262905*pi,0.09647395720052021*pi,0.0*pi) q[10],q[1];\nRxxyyzz(0.3768279905455899*pi,0.340914994689205*pi,3.86927973506499*pi) q[11],q[2];\nRxxyyzz(0.38376742714069945*pi,0.24825950558245502*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.4561757955093099*pi,0.21039816330700048*pi,0.08625155119718561*pi) q[6],q[8];\nRxxyyzz(0.41480126474299006*pi,0.29239490113694233*pi,0.05520075883691253*pi) q[7],q[12];\nRxxyyzz(0.4547035232011397*pi,0.26950528692016595*pi,0.0*pi) q[13],q[9];\nu3(3.669701437091777*pi,2.8289794194019615*pi,2.451860376112779*pi) q[0];\nu3(3.4454338512962273*pi,0.2213831819556077*pi,1.1254057683819352*pi) q[1];\nu3(3.3524300905295252*pi,3.4643876283926245*pi,2.2403496268520096*pi) q[2];\nu3(3.7263823256492006*pi,0.21451941173816014*pi,4.358774843172959*pi) q[3];\nu3(3.7025781273029676*pi,3.3494310830307503*pi,2.0830447619841834*pi) q[4];\nu3(3.327271625981329*pi,2.4098897966831507*pi,3.8056054262443526*pi) q[6];\nu3(3.590506949118818*pi,0.18457129680426498*pi,4.395319269394292*pi) q[7];\nu3(3.3993503884526093*pi,3.253008679340158*pi,2.783913431816588*pi) q[8];\nu3(3.8953960919394373*pi,0.7724857646897803*pi,2.038673619477431*pi) q[9];\nu3(3.3021485073312706*pi,2.817773187070298*pi,0.8522990556888808*pi) q[10];\nu3(3.2505486551637364*pi,-0.15452002308998913*pi,1.0809924273122111*pi) q[11];\nu3(3.442437188108249*pi,2.1184661835315026*pi,4.21366193406161*pi) q[12];\nu3(3.397764395598805*pi,2.751696856502629*pi,0.7050890603735614*pi) q[13];\nu3(3.401882348261742*pi,0.30809930161957866*pi,0.7760213800199013*pi) q[14];\nRxxyyzz(0.43324031411049013*pi,0.396630317842723*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.4335451901138301*pi,0.10939944843851146*pi,0.0*pi) q[14],q[1];\nRxxyyzz(0.29502578192310325*pi,0.07258152309630106*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.38662368348740017*pi,0.33751061483596456*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.36592766504208013*pi,0.2817907509791438*pi,0.06849370491383229*pi) q[5],q[9];\nRxxyyzz(0.30779738778409216*pi,0.2451645213939906*pi,0.0*pi) q[13],q[7];\nRxxyyzz(0.45554789419146996*pi,0.2158312384423788*pi,0.13172950647829482*pi) q[10],q[11];\nu3(3.3737090274120813*pi,1.9655194934424194*pi,4.238884202180038*pi) q[0];\nu3(3.3779727299342106*pi,3.309812656690247*pi,4.265642383763937*pi) q[1];\nu3(3.324254368744057*pi,1.9219037329216406*pi,1.8325326139203473*pi) q[2];\nu3(3.7341489050462484*pi,3.3731202801232563*pi,3.523836208849697*pi) q[3];\nu3(3.410639480006632*pi,1.4500515218276666*pi,1.4913215709949115*pi) q[4];\nu3(3.45459767664895*pi,2.3077217569644803*pi,0.9813199907822865*pi) q[5];\nu3(3.601465550222242*pi,0.6968950955698401*pi,1.2255679947064941*pi) q[6];\nu3(3.446058131800381*pi,0.021657806101120447*pi,1.0824800311316296*pi) q[7];\nu3(3.876651705567521*pi,3.1579857670419313*pi,1.4936288530389596*pi) q[9];\nu3(3.5301902924132187*pi,0.9578703611886372*pi,4.338423112869825*pi) q[10];\nu3(3.701781028329096*pi,1.1581037273946095*pi,0.5487791790069246*pi) q[11];\nu3(3.250184463431055*pi,-0.1034009798626414*pi,2.000704832686326*pi) q[12];\nu3(3.343416812985912*pi,3.1889755083448037*pi,1.8278564144166674*pi) q[13];\nu3(3.6403422106633596*pi,0.082961008641522*pi,0.8177824727600589*pi) q[14];\nRxxyyzz(0.44457993111778005*pi,0.18056609633720488*pi,0.0*pi) q[4],q[1];\nRxxyyzz(0.36928997314239*pi,0.2325372017420092*pi,3.91484145354619*pi) q[3],q[5];\nRxxyyzz(0.4852858992455297*pi,0.12800417154932653*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.3954583237505445*pi,0.2512155407740681*pi,0.12032301543978473*pi) q[14],q[7];\nRxxyyzz(0.31114984021554914*pi,0.178124192205246*pi,0.0*pi) q[9],q[11];\nRxxyyzz(0.2858554949277299*pi,0.16797192510510917*pi,0.0*pi) q[10],q[12];\nu3(3.619543434760838*pi,-0.2600814879414177*pi,0.5533122687550656*pi) q[1];\nu3(3.5661906527660725*pi,2.4105276649910814*pi,2.1456464543825424*pi) q[3];\nu3(3.2729342302819413*pi,0.8835280109087016*pi,1.5213845090548626*pi) q[4];\nu3(3.761310289227156*pi,3.457177692294036*pi,0.6824265473926809*pi) q[5];\nu3(3.089780647160622*pi,0.8384857923474756*pi,1.0470145819585022*pi) q[6];\nu3(3.2083310494436232*pi,2.7353770176771866*pi,4.095333034270802*pi) q[7];\nu3(3.1878837943002916*pi,0.1324865812543471*pi,1.4919998533518881*pi) q[9];\nu3(3.505643779492873*pi,3.3230552014862464*pi,0.9266756677224279*pi) q[10];\nu3(3.5681424319824124*pi,-0.47909266088585434*pi,3.920729521229366*pi) q[11];\nu3(3.782746566779606*pi,3.0274782264402953*pi,2.053682733193328*pi) q[12];\nu3(3.305760424505101*pi,3.2886912932413153*pi,3.917532252223278*pi) q[13];\nu3(3.7720958152592785*pi,3.438956110132475*pi,1.4955440644851277*pi) q[14];\nRxxyyzz(0.4596636877914203*pi,0.1361035201475841*pi,0.0*pi) q[6],q[0];\nRxxyyzz(0.33906363995905*pi,0.1308507510040302*pi,0.06603817346732122*pi) q[9],q[2];\nRxxyyzz(0.30432083309601987*pi,0.16611260343967538*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.488125013500291*pi,0.21723928353008692*pi,0.0*pi) q[8],q[4];\nRxxyyzz(0.4552216447980299*pi,0.1429607329069038*pi,0.10984265392412508*pi) q[10],q[5];\nRxxyyzz(0.43430696972796967*pi,0.2273756175140245*pi,3.950667404942431*pi) q[11],q[13];\nu3(3.5022376596939195*pi,-0.2866744181287142*pi,0.7666485090892038*pi) q[0];\nu3(3.650525965351612*pi,0.5474319038683599*pi,1.068496082689582*pi) q[2];\nu3(3.7886149187466374*pi,0.9830793718245925*pi,1.6373913710826125*pi) q[3];\nu3(3.748226516537417*pi,0.9645150120195374*pi,4.235651343826037*pi) q[4];\nu3(3.5956800423622446*pi,3.24697165087*pi,2.2349637967176754*pi) q[5];\nu3(3.358349828305239*pi,3.15795489593301*pi,1.1293563592069455*pi) q[6];\nu3(3.5799042917674377*pi,3.094183878563018*pi,1.5750706282227598*pi) q[8];\nu3(3.270164350160151*pi,2.8696252927584975*pi,3.9840574286543857*pi) q[9];\nu3(3.2155245394244227*pi,0.7857146039957188*pi,3.8313143716696696*pi) q[10];\nu3(3.2649842347158566*pi,-0.13966293340352642*pi,0.8976960543944841*pi) q[11];\nu3(3.4105148496997564*pi,-0.08853183621157079*pi,2.3242814055315444*pi) q[12];\nu3(3.6432323328966794*pi,3.0484142593983776*pi,1.2413488053145387*pi) q[13];\nRxxyyzz(0.4204016647064895*pi,0.23538855446932638*pi,3.81903464617589*pi) q[12],q[0];\nRxxyyzz(0.37687986194654*pi,0.3506734382349902*pi,0.14462410105767803*pi) q[1],q[5];\nRxxyyzz(0.4388252298785398*pi,0.2250473653274416*pi,0.05028858457622118*pi) q[11],q[2];\nRxxyyzz(0.46022225444145*pi,0.3174727230322934*pi,0.19538477062303805*pi) q[8],q[3];\nRxxyyzz(0.3607832714993401*pi,0.158026054241708*pi,0.0*pi) q[6],q[4];\nRxxyyzz(0.3800583533309999*pi,0.2784153558664699*pi,3.9403103560226906*pi) q[7],q[13];\nRxxyyzz(0.4465629031559003*pi,0.22705648626263653*pi,0.0*pi) q[14],q[10];\nu3(3.670709315107808*pi,2.3624054873403115*pi,2.469559373013276*pi) q[0];\nu3(3.061750044754349*pi,0.190766549910661*pi,1.5255271345625199*pi) q[1];\nu3(3.6093249837064034*pi,0.09091471262479178*pi,0.8601376499129452*pi) q[2];\nu3(3.4650664918598526*pi,2.4019450507220315*pi,1.1868493591011111*pi) q[3];\nu3(3.5543311450555315*pi,0.5831980717499792*pi,1.1983948112994345*pi) q[4];\nu3(3.3075697294031787*pi,2.035178844624494*pi,0.565326614600754*pi) q[5];\nu3(3.7774537515636775*pi,2.1629906395616754*pi,2.389470124673569*pi) q[6];\nu3(3.236962562102124*pi,1.077151049877722*pi,0.6729005364870586*pi) q[7];\nu3(3.5910359314459406*pi,1.0276311596815644*pi,0.7682395297885746*pi) q[8];\nu3(3.3474926950500334*pi,3.104528878694276*pi,2.1932173420571326*pi) q[10];\nu3(3.794704281140499*pi,0.0721294670653636*pi,3.743338374813621*pi) q[11];\nu3(3.4771737562542397*pi,0.3173732201321169*pi,0.7125851023375689*pi) q[12];\nu3(3.2279716338754945*pi,2.572259755458684*pi,1.4252509194504093*pi) q[13];\nu3(3.2295554500850434*pi,0.38551312103296465*pi,0.810929065652355*pi) q[14];\nmeasure q[10] -> c[3];\nRxxyyzz(0.43678580203932005*pi,0.3490351592673824*pi,0.0*pi) q[2],q[0];\nRxxyyzz(0.4449689497239804*pi,0.14374775099567394*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.4907365364541799*pi,0.2501018999810809*pi,0.0*pi) q[5],q[3];\nRxxyyzz(0.40590461291674007*pi,0.2781764761999883*pi,3.85592692613832*pi) q[7],q[4];\nRxxyyzz(0.4378987301141795*pi,0.3019053857476521*pi,0.06840774599994862*pi) q[6],q[13];\nRxxyyzz(0.44566345157397*pi,0.11712072322111233*pi,0.0*pi) q[14],q[9];\nRxxyyzz(0.38491115510568996*pi,0.2736986152384504*pi,0.0*pi) q[12],q[11];\nu3(3.4682132321854846*pi,-0.39268684434427226*pi,0.6373242901640905*pi) q[0];\nu3(3.4597816464732776*pi,2.593718082954845*pi,1.831648266852779*pi) q[1];\nu3(3.1269110766744563*pi,-0.164862779861096*pi,1.315498386965659*pi) q[2];\nu3(3.2118690104494103*pi,0.3722253269933802*pi,2.009145859370794*pi) q[3];\nu3(3.2570413502338402*pi,-0.08776772747343797*pi,1.9513432917871971*pi) q[4];\nu3(3.4023472854373353*pi,2.353448038973469*pi,0.965390440537246*pi) q[5];\nu3(3.2586474725749994*pi,2.3067754071033475*pi,1.5628961257946414*pi) q[6];\nu3(3.6211269429314967*pi,2.879042899542263*pi,0.7328789304896373*pi) q[7];\nu3(3.5209411668907613*pi,0.510686284573679*pi,1.7803270781657954*pi) q[8];\nu3(3.127348583538448*pi,0.9938709923367417*pi,4.136805116437767*pi) q[9];\nu3(3.810173694852658*pi,-0.37127371080997396*pi,1.825398730839015*pi) q[11];\nu3(3.0399560196602593*pi,-0.021857365542654827*pi,4.212934206428082*pi) q[12];\nu3(3.9626849995703064*pi,1.7458726238955427*pi,4.303694475108337*pi) q[13];\nu3(3.4798517111130285*pi,2.4125560174636886*pi,1.8079917778884844*pi) q[14];\nmeasure q[14] -> c[0];\nmeasure q[6] -> c[1];\nmeasure q[1] -> c[2];\nmeasure q[11] -> c[4];\nmeasure q[5] -> c[5];\nmeasure q[12] -> c[6];\nmeasure q[7] -> c[7];\nmeasure q[9] -> c[8];\nmeasure q[4] -> c[9];\nmeasure q[13] -> c[10];\nmeasure q[8] -> c[11];\nmeasure q[2] -> c[12];\nmeasure q[3] -> c[13];\nmeasure q[0] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.843380100144742*pi,2.251592505218409*pi,3.888811888679452*pi) q[0];\nu3(3.356719443290193*pi,3.1652661480424173*pi,1.426739821979945*pi) q[1];\nu3(3.246247412520534*pi,-0.16341966841441152*pi,4.09456426645227*pi) q[2];\nu3(3.5358247967878493*pi,3.0690401127896365*pi,2.7098329213584407*pi) q[3];\nu3(3.3522488747666768*pi,2.0201014090883254*pi,3.997435932936109*pi) q[4];\nu3(3.5896801940676566*pi,2.766808232552438*pi,1.6697656059137835*pi) q[5];\nu3(3.805012798512948*pi,0.8247301740440802*pi,0.6387131300161495*pi) q[6];\nu3(3.3461679486362454*pi,2.327135917850758*pi,2.7875110082759713*pi) q[7];\nu3(3.5531044118862543*pi,-0.1210176458625527*pi,1.1857716810646943*pi) q[8];\nu3(3.3483360247784733*pi,2.5404301881266003*pi,4.327679633059888*pi) q[9];\nu3(3.1996005993195342*pi,-0.3523232886653658*pi,1.5569419842682968*pi) q[10];\nu3(3.326971317594727*pi,2.965237331720876*pi,1.9090246617304336*pi) q[11];\nu3(3.3846000837976598*pi,2.0674956637723394*pi,0.7310161593051294*pi) q[12];\nu3(3.847727006076907*pi,0.0948707733283799*pi,3.8610390285814593*pi) q[13];\nu3(3.418300253672865*pi,2.488248574963022*pi,2.608576350907297*pi) q[14];\nRxxyyzz(0.3931141699774998*pi,0.20152656943056438*pi,0.05280483733521736*pi) q[0],q[5];\nRxxyyzz(0.29567868818271303*pi,0.21387491488925647*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.44009617331456996*pi,0.2717367114488245*pi,0.17726982594635154*pi) q[2],q[9];\nRxxyyzz(0.4346324194565687*pi,0.16046187379198096*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.4100314084945301*pi,0.2339984489379765*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.3152176173803701*pi,0.23591227502494094*pi,3.9040066465853105*pi) q[6],q[12];\nRxxyyzz(0.44395397657329966*pi,0.28205143085374124*pi,0.05305383090771624*pi) q[7],q[10];\nu3(3.780279560658953*pi,0.9788158291965385*pi,0.617671809411844*pi) q[0];\nu3(3.8252851347230172*pi,-0.26845341644893395*pi,0.6231176175407191*pi) q[1];\nu3(3.3854797000500074*pi,2.6086869808627267*pi,1.4551982990195484*pi) q[2];\nu3(3.6131745239667237*pi,3.017213809677044*pi,1.0025172184549493*pi) q[3];\nu3(3.6196449290004025*pi,3.3027617032343297*pi,2.267248479728491*pi) q[4];\nu3(3.5665848590565328*pi,0.2679354283233878*pi,1.4446227586688312*pi) q[5];\nu3(3.5745290628158966*pi,-0.16072293477842803*pi,1.6739367042497948*pi) q[6];\nu3(3.3351688375195483*pi,1.772142573302447*pi,1.3431181508369903*pi) q[7];\nu3(3.8603809717875746*pi,0.3537658322714514*pi,1.5025265908925436*pi) q[8];\nu3(3.316598048434309*pi,2.385538277960005*pi,1.1926559875433669*pi) q[9];\nu3(3.268699401632879*pi,-0.09580207562232762*pi,3.433063486364297*pi) q[10];\nu3(3.6926751132468505*pi,0.5821840214505809*pi,2.3108691907938037*pi) q[12];\nu3(3.7705600055382895*pi,0.6127102484585316*pi,0.9080330033217927*pi) q[13];\nu3(3.4220161966286993*pi,3.3172454465926515*pi,4.116602307129964*pi) q[14];\nRxxyyzz(0.36909448441987236*pi,0.27362441989416997*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.40898771785066923*pi,0.28898518798406103*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.4093605451864698*pi,0.2553499695883428*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.2769827752309495*pi,0.20569909176410084*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.4248257642257998*pi,0.25413440323767406*pi,3.9446624867426405*pi) q[6],q[14];\nRxxyyzz(0.43747628280990014*pi,0.34039522008628254*pi,0.33068441667359316*pi) q[8],q[10];\nu3(3.335046352325252*pi,3.073699578711138*pi,2.0744888758975506*pi) q[0];\nu3(3.329209359472343*pi,1.1648907872810632*pi,1.570447092898584*pi) q[2];\nu3(3.484755507415271*pi,0.047331328601098566*pi,0.8801693557895598*pi) q[4];\nu3(3.7048177535597238*pi,2.844970739389673*pi,1.561097393079506*pi) q[5];\nu3(3.5353621102560773*pi,0.25886800277635846*pi,1.5211705969685356*pi) q[6];\nu3(3.637943616894917*pi,2.1338309313486685*pi,1.8316110087116086*pi) q[7];\nu3(3.4401750114007985*pi,3.3319351142998195*pi,4.36454001213077*pi) q[8];\nu3(3.850826845988231*pi,-0.04017393461268204*pi,0.6693753001028329*pi) q[9];\nu3(3.4541844013392904*pi,0.3386960447909779*pi,1.5356188378537745*pi) q[10];\nu3(3.51571918925842*pi,-0.1862193106688596*pi,1.262386807001693*pi) q[11];\nu3(3.793615438300143*pi,0.4959834147799519*pi,2.083332756503136*pi) q[12];\nu3(3.5377054154448815*pi,3.3186115012511688*pi,0.8541623503889668*pi) q[14];\nRxxyyzz(0.4494965693180096*pi,0.20402543677843019*pi,3.9497564616143404*pi) q[1],q[0];\nRxxyyzz(0.41553744058191644*pi,0.08855657490286906*pi,0.0*pi) q[7],q[2];\nRxxyyzz(0.4077710177535598*pi,0.22538992556425222*pi,3.938161350677511*pi) q[5],q[4];\nRxxyyzz(0.2913849988165734*pi,0.17195798629319914*pi,0.0*pi) q[9],q[6];\nRxxyyzz(0.4571535669146405*pi,0.39118561775134797*pi,0.09022357391695124*pi) q[8],q[13];\nRxxyyzz(0.38943051894482006*pi,0.2072423080795352*pi,3.93957239004806*pi) q[12],q[10];\nRxxyyzz(0.4271587451469001*pi,0.18160113943925796*pi,3.90984751733094*pi) q[11],q[14];\nu3(3.2261803236784274*pi,3.21291148847091*pi,1.5056799598566906*pi) q[0];\nu3(3.571706062757274*pi,2.8685586019952867*pi,1.9856421237457078*pi) q[1];\nu3(3.5968939357253675*pi,-0.03061547311056939*pi,0.5332876651828187*pi) q[2];\nu3(3.579827584965917*pi,2.3424189620329274*pi,1.2526632639881936*pi) q[4];\nu3(3.3832215432833728*pi,2.113189528035833*pi,2.20365238272558*pi) q[5];\nu3(3.855744562677397*pi,2.8460097299172253*pi,0.5469694173542847*pi) q[6];\nu3(3.460368020384203*pi,2.744932504517368*pi,1.529375237934007*pi) q[7];\nu3(3.5463174057153757*pi,2.342178964996771*pi,0.9503483369201461*pi) q[8];\nu3(3.511775800079129*pi,3.29822987661694*pi,0.5408313825856561*pi) q[9];\nu3(3.6041104337089798*pi,0.9461572152556643*pi,2.2660277759542318*pi) q[10];\nu3(3.4043885084428673*pi,2.840329676913089*pi,1.53681502342051*pi) q[11];\nu3(3.47365993109252*pi,1.9354667193277022*pi,0.6669487306827282*pi) q[12];\nu3(3.840109679355513*pi,-0.24078293011006158*pi,3.9153578567384697*pi) q[13];\nu3(3.517343257590446*pi,3.3947302792217355*pi,2.130807186041782*pi) q[14];\nRxxyyzz(0.37497484619006993*pi,0.1974426673936712*pi,3.8729186129124695*pi) q[0],q[14];\nRxxyyzz(0.4588488264014601*pi,0.1118997823866961*pi,3.9595594309059394*pi) q[3],q[1];\nRxxyyzz(0.30350037020288023*pi,0.05587583026213361*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.4299759058311397*pi,0.34590455793579067*pi,3.9526911528490296*pi) q[9],q[5];\nRxxyyzz(0.4489815535380498*pi,0.31543561050366486*pi,0.23577185139506884*pi) q[12],q[6];\nRxxyyzz(0.2979069689513799*pi,0.10367049454824606*pi,0.039211089009175915*pi) q[11],q[7];\nRxxyyzz(0.43388763563788935*pi,0.33339496836263927*pi,0.07502294956109433*pi) q[10],q[13];\nu3(3.5769828526951293*pi,1.554872860378366*pi,0.5830910705627526*pi) q[0];\nu3(3.457464077637491*pi,-0.26813717904033163*pi,1.8957940101056643*pi) q[1];\nu3(3.5072516769809985*pi,0.9309171701563632*pi,1.0710706173423592*pi) q[2];\nu3(3.683538428719116*pi,-0.4999422531712404*pi,0.6888274186719157*pi) q[3];\nu3(3.4547516414927775*pi,-0.4938390431118965*pi,3.8390826749875617*pi) q[4];\nu3(3.202682678670522*pi,0.7573462337172092*pi,0.7522206697925835*pi) q[5];\nu3(3.365001195702258*pi,1.3336389896888483*pi,0.909366503016319*pi) q[6];\nu3(3.521806838558353*pi,0.4462323477782696*pi,1.354670854113274*pi) q[7];\nu3(3.897778132434936*pi,0.40864458882238375*pi,2.490389781899346*pi) q[9];\nu3(3.2466605868744187*pi,0.738363261805131*pi,0.7344907258237331*pi) q[10];\nu3(3.322268878177852*pi,-0.3517932734013761*pi,2.4266031277489284*pi) q[11];\nu3(3.135119763736588*pi,2.4051019406743066*pi,4.199334028614171*pi) q[12];\nu3(3.5471071224565325*pi,3.1053046021880393*pi,3.149616217424098*pi) q[13];\nu3(3.9199467196222133*pi,-0.13842921380338385*pi,1.4922550504730363*pi) q[14];\nRxxyyzz(0.33435381748132753*pi,0.21724036984543327*pi,0.0*pi) q[1],q[0];\nRxxyyzz(0.38115494896859037*pi,0.14409843771763953*pi,3.934464775391993*pi) q[2],q[14];\nRxxyyzz(0.425839515674721*pi,0.29163232911065895*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.3130364174323796*pi,0.13398938517032866*pi,3.9586696619344615*pi) q[12],q[5];\nRxxyyzz(0.41662391892830014*pi,0.22372806040791815*pi,3.89642765494638*pi) q[6],q[7];\nRxxyyzz(0.4576327488200703*pi,0.25060996095349003*pi,3.7793548351059205*pi) q[8],q[9];\nRxxyyzz(0.3723984161479791*pi,0.2763120157166704*pi,0.11028685061834213*pi) q[11],q[10];\nu3(3.1876007155362367*pi,-0.3640702856944969*pi,1.6218933641524107*pi) q[0];\nu3(3.3068517909068413*pi,3.4469171050603484*pi,1.1378186941747812*pi) q[1];\nu3(3.4071470229952863*pi,3.4036216990210466*pi,0.8746457673501511*pi) q[2];\nu3(3.458798916216981*pi,0.8446995947985445*pi,0.8630473835909731*pi) q[3];\nu3(3.0627555490114204*pi,2.8816219832658305*pi,2.057528838545878*pi) q[4];\nu3(3.510288271719773*pi,2.4643959321932365*pi,0.8517987151852654*pi) q[5];\nu3(3.530278559675759*pi,-0.25475745715752907*pi,2.052499541983426*pi) q[6];\nu3(3.714095794951146*pi,-0.16438353935837258*pi,0.8511766377249779*pi) q[7];\nu3(3.4085324894834894*pi,3.181933624148959*pi,2.132825228698411*pi) q[8];\nu3(3.5792913846710146*pi,1.9864395025628578*pi,1.1997364103330532*pi) q[9];\nu3(3.427916441954248*pi,-0.4595342532390753*pi,3.777858752817107*pi) q[10];\nu3(3.621706006332969*pi,0.586641011142873*pi,3.7939128290244364*pi) q[11];\nu3(3.6204487761336224*pi,3.1936545585513114*pi,2.0130894326662845*pi) q[12];\nu3(3.5017419345187712*pi,-0.061955140543817844*pi,0.9884698965688172*pi) q[14];\nRxxyyzz(0.45146228547876*pi,0.4211718477067187*pi,0.0*pi) q[10],q[0];\nRxxyyzz(0.41644674608961013*pi,0.3119385624332607*pi,0.06780298742388899*pi) q[8],q[2];\nRxxyyzz(0.3709456393038799*pi,0.14590835508425706*pi,0.07699687777457576*pi) q[6],q[3];\nRxxyyzz(0.3470435613478596*pi,0.2349745021857692*pi,3.870552286101839*pi) q[4],q[9];\nRxxyyzz(0.41209546629047955*pi,0.0782480799265769*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.3734603393877168*pi,0.10289572660427315*pi,3.9567376778895404*pi) q[11],q[14];\nu3(3.4248139839404876*pi,-0.32060217379875794*pi,1.5634227432025292*pi) q[0];\nu3(3.4057545310708655*pi,-0.01740838733821992*pi,1.6756143151809875*pi) q[2];\nu3(3.039958948786556*pi,1.0039645297918336*pi,3.0797058595259283*pi) q[3];\nu3(3.7316236439095745*pi,2.302427693533727*pi,4.318950882544219*pi) q[4];\nu3(3.5120153203526225*pi,0.5567543764112064*pi,0.952184447386945*pi) q[6];\nu3(3.0492602199802366*pi,-0.06923518260360795*pi,0.8612698875237133*pi) q[7];\nu3(3.7256777566539787*pi,3.4115180763651147*pi,4.422104139853339*pi) q[8];\nu3(3.461314771346526*pi,-0.3421682666464704*pi,1.074359003376832*pi) q[9];\nu3(3.5820182677930434*pi,3.441334614637591*pi,3.011123795083151*pi) q[10];\nu3(3.3440739988543644*pi,3.090139818682967*pi,1.9705976777516727*pi) q[11];\nu3(3.27529262517386*pi,3.3411927349592476*pi,1.7592361461902932*pi) q[13];\nu3(3.563660053996214*pi,0.259486612069568*pi,1.4155664614688295*pi) q[14];\nRxxyyzz(0.42315460758385987*pi,0.16518413936174683*pi,3.9011750938854406*pi) q[1],q[7];\nRxxyyzz(0.3302561482013599*pi,0.21973913035664516*pi,3.8831682171495414*pi) q[9],q[3];\nRxxyyzz(0.4389668327628506*pi,0.2784956869348743*pi,0.13817347137032515*pi) q[4],q[6];\nRxxyyzz(0.2755005226747099*pi,0.22132631542054249*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.40165224580544034*pi,0.2358032983099978*pi,0.0*pi) q[12],q[13];\nu3(3.4506920460366004*pi,2.542163175640968*pi,1.535484094632178*pi) q[1];\nu3(3.390222445380738*pi,2.86515188020361*pi,1.7646297401029085*pi) q[3];\nu3(3.3157493417782984*pi,1.1049419629078823*pi,4.1339353400932275*pi) q[4];\nu3(3.352681646132253*pi,0.8631331249324026*pi,2.3735541772443294*pi) q[5];\nu3(3.4003818258138443*pi,2.5310154774478963*pi,1.3336624487287527*pi) q[6];\nu3(3.7578102995687788*pi,2.4922706900560856*pi,1.3875862611959242*pi) q[7];\nu3(3.5531099051926516*pi,-0.3503737282363568*pi,1.4910662836474882*pi) q[9];\nu3(3.252735414747467*pi,3.4038739504022866*pi,4.397574192547582*pi) q[10];\nu3(3.199071658282225*pi,1.058807215913369*pi,1.8308192524989921*pi) q[12];\nu3(3.607674797733245*pi,0.32479424199529505*pi,2.265592676786106*pi) q[13];\nRxxyyzz(0.36915836993324014*pi,0.30197375702340473*pi,0.15590973705133837*pi) q[9],q[0];\nRxxyyzz(0.4298963128055996*pi,0.2741237805188599*pi,0.0*pi) q[4],q[1];\nRxxyyzz(0.3937207246447146*pi,0.13443073729339575*pi,3.920346335319067*pi) q[6],q[2];\nRxxyyzz(0.45499306735425993*pi,0.36597074379309563*pi,0.0*pi) q[13],q[3];\nRxxyyzz(0.3583204625046169*pi,0.1989581352675438*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.4534344849323604*pi,0.2531068180647654*pi,3.89643813438051*pi) q[10],q[14];\nu3(3.2276806293209166*pi,3.2436616459802625*pi,0.8459946627470495*pi) q[0];\nu3(3.4853728316248396*pi,2.836172318080115*pi,4.34256810355132*pi) q[1];\nu3(3.7053590401211354*pi,2.2940536571890497*pi,0.5263709145599149*pi) q[2];\nu3(3.5025160038892142*pi,0.2933186342112921*pi,4.493286918411305*pi) q[3];\nu3(3.416190973455555*pi,0.3748751964309005*pi,2.0146926562484078*pi) q[4];\nu3(3.5312205507288112*pi,0.3137017788857265*pi,1.8510748389665448*pi) q[6];\nu3(3.3842186705888793*pi,-0.35852291258709124*pi,3.156524938399391*pi) q[7];\nu3(3.7400506979026726*pi,0.8512126822912611*pi,4.151058731275965*pi) q[9];\nu3(3.395720775088572*pi,1.2004227954218425*pi,0.7365546134095862*pi) q[10];\nu3(3.840149157457926*pi,1.7997693176739435*pi,1.684585459667063*pi) q[12];\nu3(3.8660257142288246*pi,-0.3769966658798126*pi,1.349637626300603*pi) q[13];\nu3(3.269994086438774*pi,0.38581325760595964*pi,0.8214264296805927*pi) q[14];\nRxxyyzz(0.4639580937935044*pi,0.36592387329394965*pi,0.0*pi) q[8],q[0];\nRxxyyzz(0.44979155977531005*pi,0.28887198241733403*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.35162911027841043*pi,0.15538553989059523*pi,3.93210581067561*pi) q[4],q[5];\nRxxyyzz(0.3542152462153517*pi,0.1797796380776493*pi,0.0*pi) q[9],q[7];\nRxxyyzz(0.36739843211332*pi,0.18772952902574902*pi,0.07522893784997829*pi) q[11],q[13];\nu3(3.7809791551666496*pi,3.3009998696837983*pi,2.096800824167244*pi) q[0];\nu3(3.695564947143926*pi,2.9125336085790106*pi,4.311261887503534*pi) q[3];\nu3(3.3406469946760913*pi,0.10450088407631775*pi,2.280049275691587*pi) q[4];\nu3(3.683211317049543*pi,-0.10262127109341335*pi,1.0608489090205895*pi) q[5];\nu3(3.239875362137537*pi,2.433813052458013*pi,1.8204035679120398*pi) q[7];\nu3(3.5755815595044105*pi,2.4489155278815*pi,4.398507837959922*pi) q[8];\nu3(3.7157499332959025*pi,-0.016107578470068495*pi,0.5539412060443625*pi) q[9];\nu3(3.7440449556435684*pi,2.0893442996111613*pi,1.0111671032720877*pi) q[11];\nu3(3.777241636990451*pi,3.0888578460335605*pi,0.5068378540250524*pi) q[12];\nu3(3.47704883668796*pi,-0.3257890248906704*pi,3.7620544750893488*pi) q[13];\nRxxyyzz(0.40207063566615014*pi,0.20972684043656134*pi,3.9140630919429604*pi) q[0],q[1];\nRxxyyzz(0.38605581642810993*pi,0.2776916297971822*pi,3.8370885719337906*pi) q[2],q[7];\nRxxyyzz(0.41704255069529944*pi,0.34048010434605924*pi,3.8166534255660793*pi) q[11],q[3];\nRxxyyzz(0.43294290217149056*pi,0.3622049719314035*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.3950748723971854*pi,0.2580737301527477*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.45270736209650947*pi,0.22003576878890305*pi,3.906260337454521*pi) q[6],q[9];\nRxxyyzz(0.39386399111403*pi,0.24352765961005227*pi,3.93111314608759*pi) q[13],q[12];\nu3(3.2331000242860926*pi,0.7130543583079167*pi,1.7950188812832018*pi) q[0];\nu3(3.8054854498842543*pi,3.391360290027113*pi,0.8859090595995833*pi) q[1];\nu3(3.2478417685105416*pi,-0.33878195745939965*pi,1.9419838073186124*pi) q[2];\nu3(3.672355732886458*pi,-0.04386634881854723*pi,1.0744966019848978*pi) q[3];\nu3(3.099492662007104*pi,3.1210082043780734*pi,3.6250395277901064*pi) q[4];\nu3(3.4012913053336193*pi,0.5406392595610598*pi,2.161974310234265*pi) q[5];\nu3(3.131756071968564*pi,2.914951491766099*pi,1.650027053585298*pi) q[6];\nu3(3.2811167989551135*pi,0.4901658350547098*pi,0.6204043267211681*pi) q[7];\nu3(3.5150622155768554*pi,2.1626655500885845*pi,4.346162914752035*pi) q[8];\nu3(3.4943169910327985*pi,2.739625817193951*pi,2.009189447194423*pi) q[9];\nu3(3.428954785538685*pi,-0.17156250766369385*pi,1.3028321838547283*pi) q[11];\nu3(3.3412572669077667*pi,-0.1280113918430435*pi,1.2669327854043808*pi) q[12];\nu3(3.298388815866895*pi,2.18303871569426*pi,0.6166627847239958*pi) q[13];\nu3(3.5062119892599286*pi,2.809500903691349*pi,2.208182630306469*pi) q[14];\nRxxyyzz(0.4118401628552002*pi,0.29240439656510253*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.3389974346271102*pi,0.23336489457289533*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.38666654920932053*pi,0.19928598334941003*pi,3.94581281629219*pi) q[13],q[3];\nRxxyyzz(0.3154185324476001*pi,0.1807772119058968*pi,0.0*pi) q[6],q[4];\nRxxyyzz(0.2718129334584408*pi,0.08965371663631605*pi,0.0*pi) q[9],q[5];\nRxxyyzz(0.4612534812632*pi,0.2789049042578817*pi,0.0*pi) q[11],q[7];\nRxxyyzz(0.27886858588223995*pi,0.12040684513433098*pi,0.0*pi) q[8],q[14];\nu3(3.236697918810488*pi,-0.3525502274991923*pi,1.5068129693634815*pi) q[0];\nu3(3.6500522247543525*pi,3.2006520041636373*pi,1.097102341541004*pi) q[1];\nu3(3.6709685799425893*pi,2.6720811359224084*pi,0.7550127613350335*pi) q[3];\nu3(3.6518321805895066*pi,1.9064090016464639*pi,1.454201382210196*pi) q[4];\nu3(3.812488916103408*pi,0.4509408859429309*pi,4.430080948093474*pi) q[5];\nu3(3.249853282151911*pi,0.875101738354874*pi,4.2558162050057255*pi) q[6];\nu3(3.7246943700035975*pi,3.334521484969308*pi,1.1962068172735876*pi) q[7];\nu3(3.512123875932055*pi,2.975365916091658*pi,0.5349812608604823*pi) q[8];\nu3(3.4027064018410096*pi,0.2192941167887067*pi,1.527434762027112*pi) q[9];\nu3(3.2155862363181207*pi,3.252650456761404*pi,1.191782283492867*pi) q[10];\nu3(3.665454435318651*pi,3.447902832060826*pi,1.3906029931743245*pi) q[11];\nu3(3.3354349825303715*pi,3.1522347632110552*pi,2.443562345352725*pi) q[12];\nu3(3.3755340514680343*pi,0.7825158602206552*pi,0.9531543710360637*pi) q[13];\nu3(3.447032117124437*pi,0.5576415462497335*pi,2.1711493838812146*pi) q[14];\nRxxyyzz(0.4612981589010394*pi,0.27522487546647156*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.3368299855290703*pi,0.25680091652851156*pi,0.0*pi) q[6],q[1];\nRxxyyzz(0.2812836287205299*pi,0.04861364573576854*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.4435659931123199*pi,0.16709336194289737*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.35229454340931016*pi,0.29114853046357325*pi,0.14486163883377046*pi) q[4],q[5];\nRxxyyzz(0.33148799662424977*pi,0.19202522162993585*pi,0.0*pi) q[7],q[9];\nRxxyyzz(0.4511334506732353*pi,0.35261205456649236*pi,0.0*pi) q[11],q[14];\nu3(3.5916589391572926*pi,-0.4106622439711499*pi,1.0979446650658335*pi) q[0];\nu3(3.6972142037415603*pi,2.7983854383498263*pi,0.5076617631410594*pi) q[1];\nu3(3.0805944549906976*pi,0.9593766220892648*pi,3.932039436897754*pi) q[2];\nu3(3.33984405687506*pi,-0.4959045523371437*pi,3.7405727338329036*pi) q[3];\nu3(3.7632955334263767*pi,0.9715166928361887*pi,1.129737701816631*pi) q[4];\nu3(3.92117069189577*pi,1.0069644214436893*pi,4.008706073182073*pi) q[5];\nu3(3.7758571181432923*pi,-0.20588544238010442*pi,0.7867499647686269*pi) q[6];\nu3(3.6138988464100446*pi,3.427786663432552*pi,4.050003373638237*pi) q[7];\nu3(3.5816562226419637*pi,-0.045665521648032614*pi,2.1732683171248732*pi) q[9];\nu3(3.6551432712911973*pi,1.3724563450054075*pi,1.5770362025716151*pi) q[10];\nu3(3.579147495654896*pi,2.4704784116778877*pi,2.268355938587935*pi) q[11];\nu3(3.4311646403024456*pi,1.0403325675542363*pi,1.880622796447613*pi) q[12];\nu3(3.180679738967081*pi,3.3300450766897276*pi,0.5058205151067461*pi) q[13];\nu3(3.328544069172708*pi,3.431831754334318*pi,4.360841241176352*pi) q[14];\nRxxyyzz(0.37052005360696005*pi,0.3330678549594399*pi,0.0*pi) q[0],q[4];\nRxxyyzz(0.38122675512091014*pi,0.23106191039578106*pi,0.14376421667004277*pi) q[1],q[14];\nRxxyyzz(0.33598203794694004*pi,0.146210320242397*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.38815680909723815*pi,0.2203352986153844*pi,0.09323883183794143*pi) q[3],q[5];\nRxxyyzz(0.4120473182204849*pi,0.3860023223968075*pi,0.0*pi) q[7],q[8];\nRxxyyzz(0.4083229275569803*pi,0.28210550635177256*pi,0.0*pi) q[11],q[10];\nRxxyyzz(0.23968633965734987*pi,0.1851797920827991*pi,0.0*pi) q[13],q[12];\nu3(3.544993930356967*pi,2.1813378239886974*pi,2.0154935077499294*pi) q[0];\nu3(3.745925645646111*pi,2.6258924001357227*pi,4.277397004722488*pi) q[1];\nu3(3.1123371994521*pi,-0.48171365830391377*pi,4.498342983008487*pi) q[2];\nu3(3.583270540636158*pi,0.6851897622584373*pi,3.9045624349462313*pi) q[3];\nu3(3.384345825107718*pi,3.4036714780834822*pi,3.7807089064581954*pi) q[4];\nu3(3.465495184248365*pi,1.316924703800579*pi,4.3340789012780885*pi) q[5];\nu3(3.7816454182178108*pi,0.6139629021728958*pi,1.335636453852084*pi) q[6];\nu3(3.6205483875616133*pi,0.525238844738936*pi,1.044413879686464*pi) q[7];\nu3(3.1768393337175738*pi,-0.09696817017571169*pi,1.6679098244133812*pi) q[8];\nu3(3.2377803694428766*pi,2.8242076945571672*pi,1.4466286134003752*pi) q[10];\nu3(3.573202617023591*pi,3.270875814383686*pi,1.1050557598627746*pi) q[11];\nu3(3.661594291322653*pi,-0.1211305125566583*pi,1.9530305021633043*pi) q[12];\nu3(3.6959640185044997*pi,0.7827339474069885*pi,1.150042833601363*pi) q[13];\nu3(3.8731629615684917*pi,0.0337352857610661*pi,0.7734141351286817*pi) q[14];\nmeasure q[5] -> c[13];\nRxxyyzz(0.43512342685416006*pi,0.24162438242666887*pi,3.920463800024601*pi) q[0],q[6];\nRxxyyzz(0.40185557975391*pi,0.3186545106071824*pi,3.9492882953160695*pi) q[1],q[9];\nRxxyyzz(0.3741820623812902*pi,0.12065947979905166*pi,0.05512587138716985*pi) q[2],q[11];\nRxxyyzz(0.45244490645622015*pi,0.3622826039709426*pi,0.15579290121914546*pi) q[4],q[13];\nRxxyyzz(0.4623387878084405*pi,0.33839320819625107*pi,0.0*pi) q[14],q[10];\nu3(3.914150407186332*pi,-0.3737910616722505*pi,1.0936084209406145*pi) q[0];\nu3(3.3069011108018875*pi,3.161552585686843*pi,2.339067153098788*pi) q[1];\nu3(3.508671329267866*pi,0.5758951522030789*pi,0.7849415169344933*pi) q[2];\nu3(3.315711686319776*pi,-0.44272934803637287*pi,1.0020862976946248*pi) q[4];\nu3(3.949675446643005*pi,-0.061966509062595654*pi,1.3682181832310083*pi) q[6];\nu3(3.665348300593263*pi,-0.464550750629002*pi,0.5871842706243875*pi) q[9];\nu3(3.6893589651466954*pi,2.9180565128259834*pi,0.7002116708140561*pi) q[10];\nu3(3.8385818299996464*pi,0.7669037611117937*pi,0.743594156246285*pi) q[11];\nu3(3.4113323711256083*pi,0.8251807153901827*pi,4.484013747549362*pi) q[13];\nu3(3.4540771505731374*pi,1.8446981195313574*pi,0.5818047455056998*pi) q[14];\nRxxyyzz(0.31461942315042013*pi,0.1227027366645399*pi,0.04487153282236456*pi) q[0],q[2];\nRxxyyzz(0.3949379779656699*pi,0.1919217927907604*pi,0.050582641602390184*pi) q[1],q[6];\nRxxyyzz(0.24692137916081403*pi,0.09870441590553503*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.43739166328510976*pi,0.3441615679848661*pi,0.10997369904200822*pi) q[7],q[4];\nRxxyyzz(0.4094816574142902*pi,0.2602861933444261*pi,0.10632934251546544*pi) q[8],q[9];\nRxxyyzz(0.3781498099969399*pi,0.28978084853605257*pi,0.0*pi) q[10],q[13];\nRxxyyzz(0.40143804462657007*pi,0.10150246436425814*pi,0.0*pi) q[12],q[11];\nu3(3.3670321024556644*pi,-0.3504859274732748*pi,1.4870148321197076*pi) q[0];\nu3(3.778286599506163*pi,0.5036514674427912*pi,3.395826286739752*pi) q[1];\nu3(2.536078069137135*pi,0.011012694587116512*pi,3.6946237625052847*pi) q[2];\nu3(0.14525916520919022*pi,0.23340225012239824*pi,1.9893506772469045*pi) q[3];\nu3(3.545334684012459*pi,2.516235609803554*pi,0.8317116842392851*pi) q[4];\nu3(3.609302295811512*pi,1.036320246903006*pi,4.4414433438731*pi) q[6];\nu3(3.8208025715506873*pi,2.043134120020409*pi,4.371806277568504*pi) q[7];\nu3(3.4171500665564625*pi,0.51346107389063*pi,4.4565585313182385*pi) q[8];\nu3(3.234121325346606*pi,2.278464542241169*pi,1.6000513587037082*pi) q[9];\nu3(3.3695165824644375*pi,-0.3857963875084973*pi,4.410201754166224*pi) q[10];\nu3(3.1855274946496723*pi,1.9379903654325599*pi,1.7471405643003046*pi) q[11];\nu3(3.7537037745697943*pi,1.884107708809875*pi,1.6779482731431754*pi) q[12];\nu3(3.882028855357671*pi,-0.4533626588881141*pi,1.1966906666244435*pi) q[13];\nu3(3.3860242761763777*pi,-0.03135404339328701*pi,1.8658702633040936*pi) q[14];\nmeasure q[7] -> c[0];\nmeasure q[12] -> c[1];\nmeasure q[0] -> c[2];\nmeasure q[8] -> c[3];\nmeasure q[1] -> c[4];\nmeasure q[2] -> c[5];\nmeasure q[13] -> c[6];\nmeasure q[11] -> c[7];\nmeasure q[6] -> c[8];\nmeasure q[14] -> c[9];\nmeasure q[4] -> c[10];\nmeasure q[3] -> c[11];\nmeasure q[10] -> c[12];\nmeasure q[9] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.7733755835375202*pi,3.415859703307077*pi,3.9247319764865978*pi) q[0];\nu3(3.2921422128292197*pi,0.6063531206782491*pi,1.36107920029052*pi) q[1];\nu3(3.8460588977923487*pi,3.0026269866357596*pi,2.65181855105981*pi) q[2];\nu3(3.2430617975886005*pi,-0.049536350440649246*pi,2.4825458622202485*pi) q[3];\nu3(3.367526529609766*pi,-0.22558988473206276*pi,1.5894666677335216*pi) q[4];\nu3(3.3481290882356323*pi,-0.346221128553389*pi,1.229334546900506*pi) q[5];\nu3(3.1406717021816575*pi,0.5925187697444634*pi,3.4375577019272194*pi) q[6];\nu3(3.6169537812796557*pi,0.7449599042834263*pi,1.6846973587653042*pi) q[7];\nu3(3.3838722422751175*pi,3.42986350879702*pi,1.4630343585028127*pi) q[8];\nu3(3.8183260959875587*pi,2.506054861545466*pi,0.5090068339369522*pi) q[9];\nu3(3.5312046283800615*pi,3.2106008714011423*pi,1.027730351884417*pi) q[10];\nu3(3.647994510913376*pi,0.016305834560630394*pi,1.437221196400751*pi) q[11];\nu3(3.6743447450490407*pi,2.577201749105715*pi,1.8562845564597517*pi) q[12];\nu3(3.2434180558369805*pi,3.135469298944836*pi,3.553310059398397*pi) q[13];\nu3(3.2838087906233233*pi,2.237844829707222*pi,4.179977512093837*pi) q[14];\nRxxyyzz(0.46219366760879144*pi,0.3426670330831201*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.41203925407468034*pi,0.2201907472560909*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.3404165693617701*pi,0.12693962667746606*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.40293606634744883*pi,0.21207449024988112*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.48817808037640864*pi,0.28739878430785004*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.44952133464621724*pi,0.184544292313376*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.4488133515322299*pi,0.27177936762325877*pi,0.07410763546769604*pi) q[7],q[12];\nu3(3.6572082134062116*pi,3.014594291354509*pi,0.8940555169698037*pi) q[0];\nu3(3.317554652983833*pi,-0.327589078269397*pi,4.384643190526181*pi) q[1];\nu3(3.4112397375117722*pi,3.196678661152597*pi,3.5884403783974648*pi) q[2];\nu3(3.689276207766774*pi,1.7411026155338014*pi,1.4224769460762*pi) q[4];\nu3(3.7875219586606863*pi,2.598926887213562*pi,1.2568185335395172*pi) q[5];\nu3(3.324982341329187*pi,0.19383243073047596*pi,0.6007391662665991*pi) q[6];\nu3(3.7001245953628046*pi,0.7467043738410424*pi,0.8192355412572906*pi) q[7];\nu3(3.8629977982362425*pi,0.27805796655984516*pi,0.6562477632549055*pi) q[8];\nu3(3.448308166967263*pi,0.6355885255365956*pi,1.0880725706807208*pi) q[9];\nu3(3.3749844539069738*pi,2.094907372315502*pi,1.6214307918926567*pi) q[10];\nu3(3.460508082154332*pi,3.265947423000424*pi,1.0578987627917305*pi) q[11];\nu3(3.560511898413809*pi,-0.11987362989930339*pi,4.041306346534068*pi) q[12];\nu3(3.096133915615842*pi,0.18490122935568565*pi,0.6691825087477404*pi) q[13];\nu3(3.6075841683875973*pi,0.5325887650907208*pi,0.894269324727952*pi) q[14];\nRxxyyzz(0.37149673461467014*pi,0.11290947288442776*pi,0.0*pi) q[13],q[0];\nRxxyyzz(0.40137429965955956*pi,0.28415249702586676*pi,0.09579214796889345*pi) q[1],q[11];\nRxxyyzz(0.4149430182739504*pi,0.18420376307666575*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.42395839146342373*pi,0.2623498754337579*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.41873724539185*pi,0.2134663123292255*pi,0.11883002798060631*pi) q[5],q[4];\nRxxyyzz(0.35079130537303005*pi,0.19791834357193094*pi,0.05572994169980383*pi) q[10],q[6];\nRxxyyzz(0.4277150734663597*pi,0.23433740823591978*pi,3.9459538495919393*pi) q[8],q[12];\nu3(3.577183671512045*pi,-0.03715695727688528*pi,4.228299558987365*pi) q[0];\nu3(3.6503053025552408*pi,0.49739423407473793*pi,0.62937783485041*pi) q[1];\nu3(3.3211187965724425*pi,3.4264711037139515*pi,1.1469207858820218*pi) q[2];\nu3(3.049210815168*pi,-0.4423752471895189*pi,1.3753131010083797*pi) q[3];\nu3(3.0971522261849604*pi,0.4631183528153743*pi,3.5275594839380493*pi) q[4];\nu3(3.7620691657344705*pi,0.01739879996772764*pi,3.247309266530981*pi) q[5];\nu3(3.2417512179486705*pi,2.3263130966021826*pi,0.7940419070413866*pi) q[6];\nu3(3.8425227511038567*pi,2.4979986556230394*pi,1.2410490270522025*pi) q[7];\nu3(3.577065056550891*pi,-0.4327936659474788*pi,1.7529060469603692*pi) q[8];\nu3(3.3960995539035297*pi,1.1349924289550586*pi,0.9784980454195679*pi) q[10];\nu3(3.365669183694147*pi,3.4968268465875503*pi,2.311224156646131*pi) q[11];\nu3(3.7094831654137606*pi,0.4950834604101061*pi,1.1056471258980514*pi) q[12];\nu3(3.351546786781771*pi,2.467570175503787*pi,2.1236438433990728*pi) q[13];\nu3(3.515431692042553*pi,1.1226170982551582*pi,1.1581660470725526*pi) q[14];\nRxxyyzz(0.4130119968885598*pi,0.13229499284502796*pi,0.1156208055639481*pi) q[0],q[11];\nRxxyyzz(0.48579430881254027*pi,0.1192325185819112*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.41110883227127026*pi,0.258444209352755*pi,0.22240108492497704*pi) q[13],q[2];\nRxxyyzz(0.4342190378701599*pi,0.2476343898822455*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.4877969486771304*pi,0.0*pi,0.0*pi) q[6],q[5];\nRxxyyzz(0.44452240865834947*pi,0.30885279045532965*pi,0.0*pi) q[8],q[10];\nRxxyyzz(0.3417458250620802*pi,0.32382876739413335*pi,3.909547594476095*pi) q[14],q[9];\nu3(3.937449555434263*pi,2.8868291337928094*pi,3.290209172891272*pi) q[0];\nu3(3.385368960108313*pi,2.663800052337597*pi,2.4072185234350854*pi) q[1];\nu3(3.395602622559307*pi,1.0187854570385202*pi,0.953025913721227*pi) q[2];\nu3(3.6053249745841036*pi,0.9260975097037201*pi,1.7963788311263624*pi) q[3];\nu3(3.6573205039351913*pi,3.1825842706448073*pi,1.3608650954234676*pi) q[4];\nu3(3.9563575845365007*pi,1.4450149682391646*pi,1.4880134680201358*pi) q[5];\nu3(3.276730408415257*pi,2.522518791696396*pi,4.330275287383865*pi) q[6];\nu3(3.2006005627154135*pi,-0.45297267202254743*pi,4.430281713560628*pi) q[8];\nu3(3.4657802853604287*pi,0.5316418198831476*pi,1.4475912325725893*pi) q[9];\nu3(3.5823088925195825*pi,2.626013472513532*pi,1.347853158087755*pi) q[10];\nu3(3.287166203452777*pi,2.555368972838564*pi,3.391239570425098*pi) q[11];\nu3(3.4646176782481404*pi,0.28032920196397226*pi,4.355461764782452*pi) q[12];\nu3(3.7728580012829536*pi,3.0496721435367*pi,2.980430241761732*pi) q[13];\nu3(3.77457827678329*pi,0.851118501875199*pi,0.5147128372835501*pi) q[14];\nRxxyyzz(0.37795628755988986*pi,0.24591349061021894*pi,0.0*pi) q[4],q[0];\nRxxyyzz(0.4084771063656598*pi,0.3802495499865888*pi,0.25287131279916153*pi) q[10],q[1];\nRxxyyzz(0.40464723506732725*pi,0.2390619345718008*pi,0.0*pi) q[8],q[2];\nRxxyyzz(0.4060160086611795*pi,0.1562056729145152*pi,0.1403575055842694*pi) q[13],q[3];\nRxxyyzz(0.3351096355092293*pi,0.24865402181621388*pi,3.917781225087049*pi) q[5],q[11];\nRxxyyzz(0.3317593163791805*pi,0.13285185473987715*pi,3.931898633531631*pi) q[7],q[12];\nu3(3.5708314177139506*pi,3.233006708204124*pi,0.8849921186904548*pi) q[0];\nu3(3.571200895758278*pi,0.7774693182234775*pi,0.5522863064632222*pi) q[1];\nu3(3.5829567735137444*pi,0.40267206972507485*pi,1.9839780740701314*pi) q[2];\nu3(3.503280167061493*pi,3.2392697377798108*pi,3.1006738949349617*pi) q[3];\nu3(3.2353698330551373*pi,0.13451868649173593*pi,2.360807985882827*pi) q[4];\nu3(3.28111033118046*pi,2.9741902166916843*pi,1.9020216287652758*pi) q[5];\nu3(3.18079497233449*pi,0.4510025401779717*pi,4.29471957484296*pi) q[7];\nu3(3.3802455472200994*pi,-0.010444906427349743*pi,2.4742560088801193*pi) q[8];\nu3(3.7441871843359715*pi,2.908529525736527*pi,2.807581198512242*pi) q[10];\nu3(3.7433445825619294*pi,3.2943597981887183*pi,1.156832933859567*pi) q[11];\nu3(3.8443035504133305*pi,1.6551065251793*pi,1.3986946459944698*pi) q[12];\nu3(3.313456777250264*pi,3.3558952623480303*pi,2.2101695414851736*pi) q[13];\nRxxyyzz(0.45073588046608415*pi,0.28362008830125884*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.30157660736484015*pi,0.1735946581106127*pi,0.0*pi) q[14],q[1];\nRxxyyzz(0.46638112291393996*pi,0.26055232500969017*pi,0.0*pi) q[10],q[2];\nRxxyyzz(0.4889237735024097*pi,0.27525753744565584*pi,0.0*pi) q[9],q[3];\nRxxyyzz(0.46280236863560054*pi,0.29855011592146874*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.3490149132072096*pi,0.3074810284352232*pi,3.9130132283425993*pi) q[13],q[6];\nRxxyyzz(0.3529397005436269*pi,0.273969252493968*pi,0.0*pi) q[7],q[8];\nu3(3.316586158127875*pi,0.6388016081666286*pi,1.0185422896401413*pi) q[0];\nu3(3.6996497655047045*pi,2.9072872713856404*pi,0.9078515863580028*pi) q[1];\nu3(3.325269838683377*pi,3.1680424505982425*pi,4.034643978510388*pi) q[2];\nu3(3.5635736085829306*pi,2.912430277531397*pi,1.73111612351293*pi) q[3];\nu3(3.656971587459279*pi,0.9825528436574564*pi,1.99927932284131*pi) q[5];\nu3(3.1914553946927473*pi,2.331259900330913*pi,1.107141177347049*pi) q[6];\nu3(3.5152288111138987*pi,0.6329207748972059*pi,1.445936713244085*pi) q[7];\nu3(3.7698857645472703*pi,-0.07548959269237965*pi,3.977948370353865*pi) q[8];\nu3(3.7137434785635905*pi,0.23623522628366*pi,0.5808320564291796*pi) q[9];\nu3(3.2278152438706913*pi,-0.2709676443462594*pi,4.171533050713118*pi) q[10];\nu3(3.8147096185550238*pi,0.3553153148510211*pi,0.7794715577087508*pi) q[11];\nu3(3.397164685867843*pi,3.20431903837632*pi,1.0065732310583968*pi) q[12];\nu3(3.6138439377447478*pi,0.5210270761608906*pi,1.809594743882721*pi) q[13];\nu3(3.679341362505587*pi,3.0030775193159203*pi,0.6596325729455536*pi) q[14];\nRxxyyzz(0.40093123928756047*pi,0.09374017758154529*pi,0.0*pi) q[10],q[0];\nRxxyyzz(0.22347225599157927*pi,0.12564185941052175*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.3493101399676002*pi,0.23620743842311698*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.48124802162249014*pi,0.19145164861174824*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.40946060969469067*pi,0.08784173739723222*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.33595038507290076*pi,0.3078067490654117*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.4460580326313939*pi,0.2308116840831476*pi,0.07736825022382901*pi) q[13],q[11];\nu3(3.9317873338705187*pi,0.5396919507888447*pi,1.1144489828409012*pi) q[0];\nu3(3.515065329711445*pi,2.452499969630977*pi,2.425770213456778*pi) q[1];\nu3(3.5804101427241246*pi,2.7795363579940298*pi,0.6678507256661317*pi) q[2];\nu3(3.3959458698530525*pi,3.160323224801873*pi,1.5389749416485023*pi) q[3];\nu3(3.491961674764717*pi,2.9495341541612907*pi,2.0643390404859483*pi) q[4];\nu3(3.384284837068187*pi,-0.2820079732376779*pi,0.8803583555105184*pi) q[5];\nu3(3.131361205597887*pi,0.8288025209446432*pi,1.4547208209627183*pi) q[6];\nu3(3.3335746513859297*pi,3.0850829512169855*pi,1.531062260529727*pi) q[8];\nu3(3.5705700280751933*pi,3.124921164482637*pi,1.8483176896894415*pi) q[9];\nu3(3.3022830413036433*pi,-0.24476875274689758*pi,3.863021848388475*pi) q[10];\nu3(3.708595156476888*pi,1.3503115424249659*pi,0.6044474681106221*pi) q[11];\nu3(3.810504148738975*pi,0.04357153435786387*pi,1.3812655346289233*pi) q[12];\nu3(3.765039971887918*pi,-0.45895111072477*pi,2.6661881106258694*pi) q[13];\nu3(3.8069490611521637*pi,0.39705961932163336*pi,1.1355958896842921*pi) q[14];\nRxxyyzz(0.45370767503518794*pi,0.10944623093413153*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.3716522571889707*pi,0.2783458595652353*pi,0.2359556144324033*pi) q[5],q[1];\nRxxyyzz(0.3163017626304599*pi,0.1906867365669811*pi,0.06333046633341333*pi) q[3],q[2];\nRxxyyzz(0.4309786655279599*pi,0.2042103216293385*pi,3.930217000154871*pi) q[12],q[4];\nRxxyyzz(0.44988153672490017*pi,0.11472418060726408*pi,0.0*pi) q[9],q[7];\nRxxyyzz(0.44793225779615087*pi,0.21929379592594533*pi,0.0*pi) q[14],q[8];\nu3(3.4533083206604624*pi,3.278673150619092*pi,1.2610651795784387*pi) q[0];\nu3(3.6157641416082162*pi,2.8531339659156547*pi,0.9604507953386283*pi) q[1];\nu3(3.44812744687394*pi,0.45878558433044336*pi,4.0365991996886414*pi) q[2];\nu3(3.5639851599003523*pi,-0.03191677665656806*pi,4.190111492684799*pi) q[3];\nu3(3.318068333782163*pi,2.5396973764870943*pi,1.3545055612163135*pi) q[4];\nu3(3.5711374492985253*pi,0.9711591803661834*pi,4.358779608519531*pi) q[5];\nu3(3.0636254707963566*pi,-0.4603785322502034*pi,0.7649301087789546*pi) q[6];\nu3(3.0776700951642235*pi,-0.21872992125609902*pi,1.8850957776755983*pi) q[7];\nu3(3.507349939337636*pi,-0.27360003515179876*pi,3.908237994591575*pi) q[8];\nu3(3.5895796862583667*pi,2.0329199610562423*pi,1.9605924175003924*pi) q[9];\nu3(3.648488176543178*pi,-0.3309645783252487*pi,1.1159655046955153*pi) q[12];\nu3(3.609696484682723*pi,3.076328612460091*pi,1.5286445271322504*pi) q[14];\nRxxyyzz(0.45886973328817005*pi,0.3161813676744649*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.4359843157717972*pi,0.11794992447395991*pi,0.0*pi) q[5],q[2];\nRxxyyzz(0.40046181253191004*pi,0.102103039110086*pi,0.0*pi) q[7],q[4];\nRxxyyzz(0.4408687914256101*pi,0.3545293136531389*pi,3.9558540701589404*pi) q[8],q[10];\nRxxyyzz(0.4131483326568991*pi,0.3229127431115837*pi,0.0*pi) q[14],q[9];\nu3(3.50169687049352*pi,3.3865845978823783*pi,4.270884347731432*pi) q[1];\nu3(3.7521497036591427*pi,2.6530922769406624*pi,0.7556854472812926*pi) q[2];\nu3(3.708405423888248*pi,3.0882058213479198*pi,0.6327279038931799*pi) q[3];\nu3(3.6250074938298047*pi,-0.3285479239211988*pi,1.8974739663868387*pi) q[4];\nu3(3.8208397026860617*pi,2.8087177131451844*pi,4.4627978481811965*pi) q[5];\nu3(3.335498633581143*pi,3.0407604756386446*pi,2.450857252621153*pi) q[7];\nu3(3.6056264516480603*pi,3.2674468729495154*pi,1.8998282803697584*pi) q[8];\nu3(3.4687740033287264*pi,0.7189741684660984*pi,2.0457150579074312*pi) q[9];\nu3(3.793019611204971*pi,-0.2817383043551587*pi,1.0236941858201059*pi) q[10];\nu3(3.7775348311611148*pi,3.4825973473806475*pi,4.092048704121534*pi) q[14];\nRxxyyzz(0.36253571506465043*pi,0.3066046359014365*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.41956684436148983*pi,0.2604684528180648*pi,0.17826526705380083*pi) q[10],q[1];\nRxxyyzz(0.39047703350315993*pi,0.2577510167897424*pi,0.16106074302575255*pi) q[12],q[2];\nRxxyyzz(0.4234523144491098*pi,0.29125865045434085*pi,0.0*pi) q[5],q[4];\nRxxyyzz(0.47656665276999943*pi,0.19618474373062134*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.3698042012807*pi,0.17190959998947797*pi,0.0*pi) q[7],q[11];\nRxxyyzz(0.43458836104987025*pi,0.15005044624568736*pi,0.0440174085343123*pi) q[8],q[13];\nu3(3.1480281280970415*pi,2.6549378764154294*pi,1.3623158195570109*pi) q[0];\nu3(3.4077428102387275*pi,-0.39278144772277723*pi,3.8933927672349644*pi) q[1];\nu3(3.591208332923961*pi,1.3156019370361909*pi,0.6937586322050086*pi) q[2];\nu3(3.984317610875757*pi,3.209846937717813*pi,1.9617425968749647*pi) q[4];\nu3(3.524908054628618*pi,2.944745657898999*pi,0.846436428497268*pi) q[5];\nu3(3.322794871904994*pi,2.1157173340228277*pi,1.9066551507039264*pi) q[6];\nu3(3.133431110548255*pi,0.2585961145341009*pi,2.1122954691727953*pi) q[7];\nu3(3.692019362894019*pi,1.9043279058431284*pi,0.8629087875949927*pi) q[8];\nu3(3.8515016560431325*pi,3.015424907633081*pi,0.5511066898873911*pi) q[9];\nu3(3.728528497968042*pi,2.3823173044554427*pi,4.395943064209382*pi) q[10];\nu3(3.430800434806513*pi,-0.2062731373346231*pi,1.8084820276504034*pi) q[11];\nu3(3.107699469629779*pi,0.9892650962510008*pi,4.379765361916272*pi) q[12];\nu3(3.7163052346095955*pi,0.011383001252477265*pi,1.3535983818662123*pi) q[13];\nu3(3.8613326191099473*pi,-0.44322997544761567*pi,4.406426557036645*pi) q[14];\nRxxyyzz(0.37898718196574965*pi,0.3537491557587661*pi,0.16652005791141897*pi) q[7],q[0];\nRxxyyzz(0.3775481527679697*pi,0.19273432130061796*pi,0.0*pi) q[12],q[1];\nRxxyyzz(0.3890305452222802*pi,0.19431166038790604*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.4475061018140819*pi,0.259325044684821*pi,0.0*pi) q[13],q[4];\nRxxyyzz(0.3958319738610098*pi,0.2513600903767252*pi,0.16756027793234102*pi) q[5],q[14];\nRxxyyzz(0.41774926574089966*pi,0.24338547550067396*pi,0.08730586375737202*pi) q[6],q[11];\nRxxyyzz(0.4817846181483897*pi,0.10644712630552189*pi,0.0*pi) q[8],q[9];\nu3(3.5706305212314895*pi,0.898471607085594*pi,0.5776670428869585*pi) q[0];\nu3(3.588546577479155*pi,3.4191087084518283*pi,0.7623397953084066*pi) q[1];\nu3(3.19583633713511*pi,2.217444905148579*pi,1.0728012210080982*pi) q[3];\nu3(3.386095766156497*pi,3.370072999494961*pi,0.7399631670743694*pi) q[4];\nu3(3.349390802448795*pi,-0.008026376092511445*pi,4.3372383461876325*pi) q[5];\nu3(3.3781164388814515*pi,3.061233478052654*pi,3.8310527652456945*pi) q[6];\nu3(3.7388603087095778*pi,2.4245574012794795*pi,3.804705062515596*pi) q[7];\nu3(3.5733643967482323*pi,3.248020565764655*pi,1.7117967012540882*pi) q[8];\nu3(3.7449119244019853*pi,-0.18048785041443782*pi,2.4205348670929174*pi) q[9];\nu3(3.2652368697790575*pi,-0.08068843243675816*pi,0.6261710724481918*pi) q[10];\nu3(3.357050530771018*pi,1.8615712396865383*pi,0.5832675488730088*pi) q[11];\nu3(3.2840382471460536*pi,3.18197387029098*pi,1.0139103253405244*pi) q[12];\nu3(3.8030257061251707*pi,1.0917834776366369*pi,1.6073186918647284*pi) q[13];\nu3(3.405928158067107*pi,-0.48276255871111085*pi,3.60816277421974*pi) q[14];\nRxxyyzz(0.43417024833778983*pi,0.34485430529730166*pi,0.048245846412836434*pi) q[0],q[10];\nRxxyyzz(0.40913974776797973*pi,0.24694747372163386*pi,3.914884918161869*pi) q[6],q[1];\nRxxyyzz(0.2862645529426403*pi,0.1818617183630269*pi,3.8936881418535894*pi) q[11],q[2];\nRxxyyzz(0.34253381602590993*pi,0.1355019014574118*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.2872411155858767*pi,0.22172147370112238*pi,0.0*pi) q[8],q[5];\nRxxyyzz(0.3414282730151399*pi,0.2306370476984282*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.45940458617993074*pi,0.21218207501359876*pi,0.0*pi) q[12],q[9];\nu3(3.354436770226404*pi,1.656995782087482*pi,0.6035376634197508*pi) q[0];\nu3(3.6787657846885597*pi,-0.44638018744211094*pi,1.653363562664535*pi) q[1];\nu3(3.2000723461209315*pi,2.994154565746342*pi,1.2590905719033396*pi) q[2];\nu3(3.4783088064652974*pi,2.054461876072789*pi,2.127764452613382*pi) q[3];\nu3(3.708039048215218*pi,-0.29545528597584136*pi,1.288245963469771*pi) q[5];\nu3(3.4599358982951554*pi,0.1857336975904358*pi,0.8555145729057676*pi) q[6];\nu3(3.9304836196571027*pi,-0.09565644304093668*pi,3.3305323793914257*pi) q[7];\nu3(3.458014640952391*pi,2.054248318836575*pi,1.534035938355132*pi) q[8];\nu3(3.3455610223741084*pi,1.6482597336152218*pi,1.3651261868721294*pi) q[9];\nu3(3.202659998933701*pi,3.259126055113356*pi,2.0694901092088545*pi) q[10];\nu3(3.524077652517676*pi,0.6911720478956733*pi,1.1031445854919222*pi) q[11];\nu3(3.384911509685587*pi,2.070922552466203*pi,1.420684515046574*pi) q[12];\nu3(3.4391053495194965*pi,-0.17850412560114975*pi,1.4211442597613515*pi) q[13];\nu3(3.460309509800567*pi,3.3744249239464725*pi,1.158956898114581*pi) q[14];\nRxxyyzz(0.42664196063065013*pi,0.15642991053978805*pi,0.10043856541116004*pi) q[0],q[14];\nRxxyyzz(0.3509994060508089*pi,0.0724397177477566*pi,0.0*pi) q[12],q[1];\nRxxyyzz(0.44297145604515026*pi,0.1539908612972278*pi,3.8673407000222095*pi) q[2],q[10];\nRxxyyzz(0.4889879410543969*pi,0.3143520862380884*pi,0.0*pi) q[13],q[3];\nRxxyyzz(0.3943462102238604*pi,0.1626486243308577*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.4707189776960786*pi,0.30922803955663736*pi,0.0*pi) q[6],q[5];\nRxxyyzz(0.4102228041527401*pi,0.328366782325583*pi,3.7923250363991095*pi) q[11],q[7];\nu3(3.5358970755229295*pi,2.8240898567901294*pi,3.520975038963215*pi) q[0];\nu3(3.336702028534128*pi,2.6105930630238117*pi,2.0211868793419248*pi) q[1];\nu3(3.7950253291307674*pi,2.9919034706434284*pi,1.9144843788288748*pi) q[2];\nu3(3.396456582309407*pi,3.186824583435059*pi,0.8136226886197542*pi) q[3];\nu3(3.709512949691644*pi,2.9973744293921514*pi,0.5903787791095475*pi) q[4];\nu3(3.6440402977864634*pi,-0.3174989122991198*pi,1.6577633322489862*pi) q[5];\nu3(3.739880782033871*pi,3.4119303893795037*pi,0.7892316310544868*pi) q[6];\nu3(3.1233569529895746*pi,2.6903471223747535*pi,1.2713753412574404*pi) q[7];\nu3(3.671454694872048*pi,3.274420866412097*pi,2.384847234792921*pi) q[8];\nu3(3.5231977388001576*pi,0.6425862965369209*pi,1.6871662564191405*pi) q[10];\nu3(3.3104215450147683*pi,3.4839085505887057*pi,0.686835339364408*pi) q[11];\nu3(3.7310627473955704*pi,0.458366735003379*pi,3.8854203248674026*pi) q[12];\nu3(3.477171723425034*pi,2.7044448054177472*pi,2.0898739898146514*pi) q[13];\nu3(3.8309404934185354*pi,0.3967176766549918*pi,1.1901474111954886*pi) q[14];\nRxxyyzz(0.45440226223397995*pi,0.3021400967773131*pi,0.0515585855529553*pi) q[0],q[2];\nRxxyyzz(0.4545460816268908*pi,0.297109268143128*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.30953491165653985*pi,0.08020246360585315*pi,0.06250231237500614*pi) q[4],q[7];\nRxxyyzz(0.4161245715954103*pi,0.19688469892049817*pi,0.13327310296491918*pi) q[8],q[10];\nRxxyyzz(0.30706205327420666*pi,0.15357911777429067*pi,0.0*pi) q[9],q[14];\nRxxyyzz(0.3781237780943858*pi,0.2887958042440479*pi,3.800203524400062*pi) q[13],q[12];\nu3(3.646102089668444*pi,3.0007250815463893*pi,0.9804790215048231*pi) q[0];\nu3(3.383846435059991*pi,-0.24832267932751212*pi,1.2357203369186691*pi) q[1];\nu3(3.8274793834131513*pi,0.3023661387346981*pi,1.9310800921892555*pi) q[2];\nu3(3.1515605779624463*pi,3.1596897154545744*pi,1.602458465348663*pi) q[4];\nu3(3.517806339747658*pi,0.5293984500651823*pi,4.338868142916594*pi) q[7];\nu3(3.4949452803903274*pi,2.798715051162506*pi,0.8421009151880969*pi) q[8];\nu3(3.0575862027274625*pi,-0.07426733680951958*pi,1.308495731379121*pi) q[9];\nu3(3.7675339900118416*pi,0.09344737053870211*pi,1.789863613190084*pi) q[10];\nu3(3.6094130658440453*pi,0.6933691306605487*pi,1.710551289433939*pi) q[11];\nu3(3.6794513532505273*pi,-0.23959898625701864*pi,1.3115962631360403*pi) q[12];\nu3(3.306119248853409*pi,-0.04764746830237421*pi,1.180140822375567*pi) q[13];\nu3(3.691766843461748*pi,-0.021616717220036774*pi,0.9481391585931773*pi) q[14];\nmeasure q[12] -> c[12];\nRxxyyzz(0.4364736560425402*pi,0.06159035895174991*pi,0.0*pi) q[14],q[1];\nRxxyyzz(0.279067880112428*pi,0.19481800235224278*pi,0.0*pi) q[5],q[2];\nRxxyyzz(0.48141777224034965*pi,0.17109662492741773*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.36791704788866963*pi,0.14252448155451725*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.3446105380021802*pi,0.2024822985472282*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.37080651432148987*pi,0.2552684045662096*pi,3.9144241208944095*pi) q[7],q[9];\nu3(3.0786030399716586*pi,2.654729044989148*pi,1.6943673766121194*pi) q[1];\nu3(3.2107958645354424*pi,-0.48046556625076464*pi,1.3486328303899011*pi) q[2];\nu3(3.4674775936700084*pi,2.8906417505669895*pi,0.5034619442830066*pi) q[3];\nu3(3.612389834623595*pi,3.3760657643165684*pi,2.1080752607317454*pi) q[4];\nu3(3.689879431918283*pi,3.474832911000819*pi,1.1857944879296212*pi) q[5];\nu3(3.222003656663738*pi,0.7116056132505142*pi,1.107598211246023*pi) q[6];\nu3(3.2468332962292386*pi,0.07098054705471768*pi,1.3503811340289413*pi) q[7];\nu3(3.4512671613819874*pi,0.14860011500199366*pi,1.8949438095984852*pi) q[8];\nu3(3.697643874142347*pi,-0.45623733792604343*pi,1.8276720490685454*pi) q[9];\nu3(3.423732495328209*pi,0.03423965256609052*pi,1.0177345956278132*pi) q[10];\nu3(3.5881268375943214*pi,3.183944437221067*pi,1.2399063419644634*pi) q[11];\nu3(3.6889299751776172*pi,-0.27490930123438573*pi,2.268758614863891*pi) q[14];\nRxxyyzz(0.47151199467168037*pi,0.35092235607204825*pi,0.0*pi) q[0],q[1];\nRxxyyzz(0.4674223141003502*pi,0.3246605481459266*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.4565022625825802*pi,0.2700449797988391*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.45051212659464*pi,0.34909994876467426*pi,3.84423331713866*pi) q[5],q[10];\nRxxyyzz(0.42116596410120455*pi,0.32016763766319134*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.4682304576370898*pi,0.12135941186884402*pi,0.0*pi) q[11],q[8];\nRxxyyzz(0.4757530369710302*pi,0.3031956478040754*pi,0.0*pi) q[14],q[13];\nu3(3.7503050431734324*pi,3.1187729791013687*pi,0.845578045582351*pi) q[0];\nu3(3.3173633863081577*pi,1.0096582314159048*pi,1.8859046175433656*pi) q[1];\nu3(3.1849008182381278*pi,-0.48960148293840355*pi,0.7452440695059601*pi) q[2];\nu3(3.4219937687889264*pi,2.211004847905727*pi,1.7908294900860975*pi) q[3];\nu3(3.7517641055722875*pi,0.7148587056941498*pi,2.1010462464258985*pi) q[4];\nu3(3.34678456136684*pi,2.680014258740435*pi,0.8490122084503087*pi) q[5];\nu3(3.6688179044147065*pi,-0.24210256675035857*pi,0.8090776432423166*pi) q[6];\nu3(3.1995060852727706*pi,-0.16152571234779378*pi,4.144926231589618*pi) q[7];\nu3(3.476168645485145*pi,0.7476292645809304*pi,1.8757161603441574*pi) q[8];\nu3(3.3128863277677407*pi,0.7593807602259579*pi,1.1186558268399738*pi) q[9];\nu3(3.4967113121947833*pi,-0.3370755490604884*pi,1.484527128764947*pi) q[10];\nu3(3.1571039547488406*pi,3.0262816636305585*pi,0.7180092574641384*pi) q[11];\nu3(3.163101886352205*pi,2.959950243624725*pi,0.6674744276431946*pi) q[13];\nu3(3.3998781011136527*pi,2.9751148488225114*pi,0.68760393250595*pi) q[14];\nmeasure q[4] -> c[0];\nmeasure q[7] -> c[1];\nmeasure q[14] -> c[2];\nmeasure q[3] -> c[3];\nmeasure q[2] -> c[4];\nmeasure q[8] -> c[5];\nmeasure q[0] -> c[6];\nmeasure q[13] -> c[7];\nmeasure q[1] -> c[8];\nmeasure q[5] -> c[9];\nmeasure q[11] -> c[10];\nmeasure q[10] -> c[11];\nmeasure q[6] -> c[13];\nmeasure q[9] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.5395191587817174*pi,2.517557584969248*pi,0.8037111985965111*pi) q[0];\nu3(3.762868275578923*pi,-0.3220271718939153*pi,2.199400241361679*pi) q[1];\nu3(3.5964043723835046*pi,-0.1274580149340866*pi,1.0677595452908322*pi) q[2];\nu3(3.1640660861451746*pi,0.7301779508906605*pi,4.368987141045259*pi) q[3];\nu3(3.1514575960920506*pi,0.4338677638707097*pi,1.2341365129954212*pi) q[4];\nu3(3.3272093544544132*pi,-0.4626751287514054*pi,0.6665080080319488*pi) q[5];\nu3(3.562728601890061*pi,3.1841440746536858*pi,4.331490579514879*pi) q[6];\nu3(3.8860398856585765*pi,3.416078586600748*pi,0.9194865291253878*pi) q[7];\nu3(3.728103571754709*pi,2.0090628420205077*pi,3.6760286730547502*pi) q[8];\nu3(3.367002258944475*pi,2.214569999707719*pi,4.233154565998431*pi) q[9];\nu3(3.3125851595454017*pi,0.004400858223653548*pi,4.282066096426935*pi) q[10];\nu3(3.5127522836540566*pi,2.927236764539*pi,2.2797743248936495*pi) q[11];\nu3(3.4789263370081924*pi,3.4328120502205763*pi,3.1916305690976188*pi) q[12];\nu3(3.301015249128171*pi,-0.1664820418876164*pi,1.4946717785454293*pi) q[13];\nu3(3.156551839318191*pi,-0.2559728764749325*pi,2.3828136553518418*pi) q[14];\nRxxyyzz(0.4406777213628993*pi,0.1699289296751303*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.18563826127997063*pi,0.157390448309624*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.3407294510510802*pi,0.26541951113729745*pi,3.9162440302851103*pi) q[3],q[4];\nRxxyyzz(0.4581667312455302*pi,0.29467275822022154*pi,0.041534224704663225*pi) q[6],q[14];\nRxxyyzz(0.3426732688022402*pi,0.2877334369788702*pi,3.806004145936301*pi) q[8],q[12];\nRxxyyzz(0.4865092946640165*pi,0.10215472793030422*pi,0.0*pi) q[9],q[13];\nRxxyyzz(0.34333744639406*pi,0.1564772852611589*pi,0.04583350982328316*pi) q[10],q[11];\nu3(3.5581308149446023*pi,3.4479472202076797*pi,1.4242986200309407*pi) q[0];\nu3(3.7170241500116648*pi,3.229330599667144*pi,3.7251836075530824*pi) q[1];\nu3(3.13836860671147*pi,-0.49135499084330436*pi,1.5907455554931702*pi) q[2];\nu3(3.3420199939838056*pi,3.2864520889499014*pi,3.917836530580376*pi) q[3];\nu3(3.4380325159140828*pi,0.2286492600589809*pi,2.3916349143566595*pi) q[4];\nu3(3.4338967963510494*pi,-0.33026468348848936*pi,3.731529345345637*pi) q[6];\nu3(3.35953252026855*pi,-0.4718027284872587*pi,1.9705931207851708*pi) q[7];\nu3(3.427213101634722*pi,2.357968754167987*pi,1.0347412657258628*pi) q[8];\nu3(3.4895706748100754*pi,2.040881873291265*pi,1.9348630367907282*pi) q[9];\nu3(3.2959609204944176*pi,0.0837031037407645*pi,1.4298944751529126*pi) q[10];\nu3(3.46701883758617*pi,-0.09625836338481175*pi,3.8409856535426603*pi) q[11];\nu3(3.3231122364564194*pi,-0.493233540593941*pi,1.4400244915360103*pi) q[12];\nu3(3.7045417322783254*pi,0.6293859452902184*pi,1.8470634545065636*pi) q[13];\nu3(3.538586597136398*pi,0.17885439372525613*pi,1.2573387844689385*pi) q[14];\nRxxyyzz(0.4301145513995499*pi,0.35586504362677396*pi,3.90645234842798*pi) q[0],q[5];\nRxxyyzz(0.4223298462651094*pi,0.13664507534939951*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.34780412019908025*pi,0.29586788096398753*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.46787095708445003*pi,0.3502631710852083*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.4258723709251798*pi,0.30892283102948126*pi,3.88646016950608*pi) q[6],q[12];\nRxxyyzz(0.42831720747455987*pi,0.24884263695697986*pi,3.9386252150153496*pi) q[7],q[9];\nRxxyyzz(0.2960137121833798*pi,0.11360536528318466*pi,0.0*pi) q[11],q[14];\nu3(3.757462538351625*pi,0.3168039230834476*pi,1.8144881816504987*pi) q[0];\nu3(3.24631171540749*pi,3.008367697096488*pi,0.6053165963579623*pi) q[2];\nu3(3.415051182851707*pi,3.3536458794569133*pi,2.367179667453601*pi) q[3];\nu3(3.5920792149883107*pi,3.2679338792996737*pi,4.138226202211957*pi) q[4];\nu3(3.6091499238125686*pi,3.1279835268678755*pi,1.7274224950359756*pi) q[5];\nu3(3.419183520997254*pi,3.346518953668883*pi,1.9085315836895913*pi) q[6];\nu3(3.2533658897830526*pi,3.177234988479474*pi,1.246618262619489*pi) q[7];\nu3(3.5787922696791674*pi,1.318723433206519*pi,2.2854614728411438*pi) q[8];\nu3(3.8515764567516335*pi,3.131091363924783*pi,0.9419328551577575*pi) q[9];\nu3(3.6794138679124186*pi,-0.3551119708256921*pi,3.7489368862927264*pi) q[10];\nu3(3.739559207666799*pi,2.877323039622671*pi,3.8711506774622517*pi) q[11];\nu3(3.6477990013834427*pi,1.2531733716262732*pi,0.6444556189507566*pi) q[12];\nu3(3.627424096757456*pi,-0.10089274336866105*pi,2.107356975759618*pi) q[13];\nu3(3.1732238868257427*pi,0.8005210857880192*pi,1.9432949210595225*pi) q[14];\nRxxyyzz(0.18327610305096986*pi,0.06686410032730117*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.4283797578151496*pi,0.07993091377165396*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.4030502628843303*pi,0.30899681949625335*pi,0.0*pi) q[7],q[3];\nRxxyyzz(0.40557323941837015*pi,0.2945511906001264*pi,0.048319641018647275*pi) q[4],q[9];\nRxxyyzz(0.41321042123589974*pi,0.2646761118359751*pi,0.1609024025945811*pi) q[5],q[12];\nRxxyyzz(0.42517004909079514*pi,0.09981837883003808*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.4513445214433909*pi,0.21709759252660416*pi,3.8376416199631525*pi) q[10],q[13];\nu3(3.5894099405533555*pi,-0.439039472413717*pi,1.8409047603963957*pi) q[0];\nu3(3.2354082649840152*pi,2.567170028257906*pi,4.457709190571242*pi) q[1];\nu3(3.461541596600707*pi,-0.38175138260184505*pi,1.9771250835778011*pi) q[3];\nu3(3.58593503489986*pi,0.5746648261645193*pi,0.6309587231301578*pi) q[4];\nu3(3.5631204457248677*pi,0.11790225562110701*pi,3.940798335973262*pi) q[5];\nu3(3.6954222875272964*pi,1.3635358111743177*pi,2.1975264609037346*pi) q[6];\nu3(3.0580793629148735*pi,-0.0688753256259238*pi,2.0789042025117883*pi) q[7];\nu3(3.5048027178086274*pi,3.1207141089146746*pi,0.7574242851270688*pi) q[8];\nu3(3.1204632682286206*pi,1.0139499070488065*pi,4.143655999448835*pi) q[9];\nu3(3.4468660813084773*pi,0.5770285112910802*pi,1.3473673414362262*pi) q[10];\nu3(3.4958853926750955*pi,0.5193329031774117*pi,1.694989098273134*pi) q[11];\nu3(3.6737933649225605*pi,3.1132718825097254*pi,3.8870645133291584*pi) q[12];\nu3(3.681468937360694*pi,0.7222061057923621*pi,2.426544997936515*pi) q[13];\nu3(3.1573655144171995*pi,-0.35501130931554115*pi,4.188009319657527*pi) q[14];\nRxxyyzz(0.45538004229138984*pi,0.2066632909500853*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.24906556283856982*pi,0.23272133901841308*pi,0.12977297460910897*pi) q[1],q[6];\nRxxyyzz(0.43146114738407976*pi,0.20008780569493712*pi,0.09728853353849748*pi) q[4],q[3];\nRxxyyzz(0.39358209358633023*pi,0.109497334839082*pi,3.90849342790076*pi) q[5],q[14];\nRxxyyzz(0.4402816191332902*pi,0.24780800625804322*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.4235405852500498*pi,0.26634125996890523*pi,0.1438097155796825*pi) q[12],q[9];\nu3(3.7533387722568294*pi,1.6260714116817807*pi,1.5326351250909451*pi) q[0];\nu3(3.5848228904772492*pi,3.146023319624316*pi,2.454107024704272*pi) q[1];\nu3(3.2786132121681177*pi,-0.33100645267371326*pi,1.0095438261009633*pi) q[2];\nu3(3.484446618702911*pi,3.2901206275656003*pi,3.1148360954860763*pi) q[3];\nu3(3.5785759361444014*pi,3.058020651072551*pi,1.913753891162966*pi) q[4];\nu3(3.5538104621942597*pi,0.6445471165041052*pi,0.7703950649954021*pi) q[5];\nu3(3.70317438370834*pi,2.5457673993095997*pi,4.2725663228526525*pi) q[6];\nu3(3.612998922445354*pi,2.9480654000817*pi,0.5272933958483792*pi) q[8];\nu3(3.5756571367825245*pi,0.9455950532256137*pi,0.8460410512402906*pi) q[9];\nu3(3.6350345589684565*pi,-0.1845838796542597*pi,0.9589005534516888*pi) q[11];\nu3(3.4656274756273406*pi,0.3022046780179156*pi,0.8765689071794608*pi) q[12];\nu3(3.4899274214259606*pi,-0.009469286431639024*pi,2.23048942916398*pi) q[14];\nRxxyyzz(0.37226412322286984*pi,0.29344748734973636*pi,0.0*pi) q[13],q[0];\nRxxyyzz(0.43664005502349734*pi,0.039970186421638854*pi,0.0*pi) q[8],q[1];\nRxxyyzz(0.43052327689104075*pi,0.3803168655831538*pi,0.0*pi) q[4],q[2];\nRxxyyzz(0.4306193592746991*pi,0.2674847565990648*pi,0.0*pi) q[10],q[3];\nRxxyyzz(0.4289717661586794*pi,0.23236141115379078*pi,3.840356791307739*pi) q[5],q[11];\nRxxyyzz(0.39728476247642064*pi,0.0632547454502197*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.3310012610713695*pi,0.2630403857439769*pi,0.11069109682313494*pi) q[7],q[9];\nu3(3.341698038670855*pi,-0.18481714034120367*pi,1.475142754211569*pi) q[0];\nu3(3.6700388189339215*pi,-0.10520102616614302*pi,1.9242137537831563*pi) q[1];\nu3(3.67416948850671*pi,3.0934696339296086*pi,3.241316221411354*pi) q[2];\nu3(3.3521318176444637*pi,2.355586874528334*pi,1.612608484433859*pi) q[3];\nu3(3.5577308500085563*pi,-0.11502765847266422*pi,3.9476961326059117*pi) q[4];\nu3(3.5788906227003183*pi,2.6614495867405408*pi,1.5844124486051419*pi) q[5];\nu3(3.77854903992449*pi,-0.014354995937247372*pi,0.8993979089570319*pi) q[6];\nu3(3.5604387721115196*pi,0.6321021224264318*pi,0.863343193171748*pi) q[7];\nu3(3.3233753589516595*pi,-0.1753886690210204*pi,0.8843596149192281*pi) q[8];\nu3(3.0943398918841325*pi,0.8921978029797284*pi,0.8849984663288925*pi) q[9];\nu3(3.3574545307882318*pi,-0.46893911993620196*pi,4.456761150128187*pi) q[10];\nu3(3.8421526092018166*pi,0.30532483174396496*pi,1.6592506207833067*pi) q[11];\nu3(3.7547260344447975*pi,3.3327575419418505*pi,1.4110914349361552*pi) q[12];\nu3(3.2481648820571465*pi,2.1069787145301992*pi,1.7549769862831406*pi) q[13];\nRxxyyzz(0.395142291204291*pi,0.1326610922772975*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.37735857057008027*pi,0.1812320763236741*pi,3.8858136808311508*pi) q[1],q[12];\nRxxyyzz(0.3966720171389406*pi,0.21712092960896*pi,0.0*pi) q[7],q[2];\nRxxyyzz(0.4424414928420699*pi,0.4121509745906593*pi,3.9070182039935304*pi) q[3],q[13];\nRxxyyzz(0.3963618391174899*pi,0.22341941863118553*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.3248498468241202*pi,0.16031661784374807*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.43148192528049*pi,0.3472053295769362*pi,0.0*pi) q[8],q[11];\nu3(3.35909419803988*pi,3.4631423252261406*pi,4.382594040325937*pi) q[0];\nu3(3.153268519178789*pi,-0.10605504873345384*pi,0.686544312148158*pi) q[1];\nu3(3.4777799290623763*pi,0.5879050616204204*pi,0.9227734918188628*pi) q[2];\nu3(3.6315169238396185*pi,3.292633063194985*pi,1.007454073657776*pi) q[3];\nu3(3.3096117530066795*pi,3.152023324490223*pi,0.8454458903669178*pi) q[4];\nu3(3.397400986310544*pi,-0.2199845545109007*pi,1.3454105317097578*pi) q[5];\nu3(3.575558418504745*pi,1.1306627204481554*pi,1.4765905191350874*pi) q[7];\nu3(3.71817606301583*pi,0.17931580052953167*pi,1.5066864734627583*pi) q[8];\nu3(3.9302641884446086*pi,0.404271462150364*pi,0.8410155012233007*pi) q[9];\nu3(3.833869241935861*pi,3.216950207493456*pi,2.279792828975723*pi) q[10];\nu3(3.351641447481053*pi,-0.4346691998869453*pi,4.3308526705926615*pi) q[11];\nu3(3.53286325926125*pi,0.8175672355773731*pi,0.9032220227049828*pi) q[12];\nu3(3.683680753385691*pi,1.0684503721019687*pi,1.4829166146417787*pi) q[13];\nu3(3.2867197599054334*pi,0.022600680186872224*pi,2.325814434046687*pi) q[14];\nRxxyyzz(0.3325062195106585*pi,0.1966072698074346*pi,0.0*pi) q[1],q[0];\nRxxyyzz(0.42583431213802*pi,0.17598954143223908*pi,0.11810165620233196*pi) q[2],q[6];\nRxxyyzz(0.4002011931773357*pi,0.3082469118388649*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.38471980682411033*pi,0.22286678286358907*pi,0.0*pi) q[10],q[4];\nRxxyyzz(0.49089320273488024*pi,0.3628957459722804*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.44119713435211994*pi,0.37196675188450223*pi,0.12383278854702695*pi) q[7],q[13];\nRxxyyzz(0.4637034637334101*pi,0.19728443302060372*pi,0.0*pi) q[9],q[11];\nu3(3.3741914175986225*pi,3.4262463927703286*pi,1.56877218454164*pi) q[0];\nu3(3.5285433142948155*pi,2.657844899109862*pi,1.4789280571975436*pi) q[1];\nu3(3.5063158967286334*pi,0.4916515233083425*pi,1.1926764104742462*pi) q[2];\nu3(3.62812438139232*pi,3.221952119238116*pi,2.0767751457874564*pi) q[3];\nu3(3.1829039746547214*pi,3.2233028200408023*pi,0.8362756473039112*pi) q[4];\nu3(3.697984073245196*pi,0.7474264096396206*pi,3.9063540922887077*pi) q[5];\nu3(3.7300810118293475*pi,1.3159602335867384*pi,4.10534850908139*pi) q[6];\nu3(3.7380045643058404*pi,2.170808943476247*pi,1.2161075592798083*pi) q[7];\nu3(3.4556712319030582*pi,2.980795142465547*pi,1.6373850257871947*pi) q[8];\nu3(3.245944053829765*pi,0.5786928912182212*pi,1.0062584234698289*pi) q[9];\nu3(3.585681771461048*pi,0.29633195230893805*pi,1.4840958736449257*pi) q[10];\nu3(3.6891384953514286*pi,0.9406196142794889*pi,1.4568171697817363*pi) q[11];\nu3(3.7711455275058223*pi,-0.04169444119172144*pi,0.7211432807850429*pi) q[13];\nu3(3.3372112249134442*pi,-0.26682560432897284*pi,0.9492927280879009*pi) q[14];\nRxxyyzz(0.44206044100442016*pi,0.3261056556285264*pi,3.8869517011932704*pi) q[7],q[2];\nRxxyyzz(0.4219721170046907*pi,0.12212376175122897*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.38447669446343036*pi,0.2588643456205299*pi,3.8350045467696*pi) q[5],q[11];\nRxxyyzz(0.2627930246155802*pi,0.16697457652752545*pi,0.0802848891172041*pi) q[8],q[6];\nRxxyyzz(0.3790129468683897*pi,0.19626619546807067*pi,0.0*pi) q[13],q[9];\nRxxyyzz(0.3930455703956399*pi,0.3627152109659062*pi,0.1945695881647067*pi) q[14],q[10];\nu3(3.8825125365090574*pi,3.2687645872477846*pi,0.9376954696588158*pi) q[2];\nu3(3.093261885088449*pi,1.0736858935894709*pi,1.5959487943871467*pi) q[3];\nu3(3.527910412050775*pi,0.6118047570630911*pi,2.328855278445843*pi) q[5];\nu3(3.497478857461048*pi,2.791805129210612*pi,3.498099367436943*pi) q[6];\nu3(3.0508083251422886*pi,3.2797082491003335*pi,1.4166833944719301*pi) q[7];\nu3(3.7688569787346466*pi,0.8672099593480824*pi,0.9272685128776357*pi) q[8];\nu3(3.566125153822274*pi,0.20673678542200347*pi,0.7849097498012454*pi) q[9];\nu3(3.5737510877073504*pi,-0.3007811451054287*pi,1.5067532358432911*pi) q[10];\nu3(3.350882982347476*pi,-0.48383908661119923*pi,1.9478018890330793*pi) q[11];\nu3(3.7298261081387944*pi,3.3012800418370536*pi,0.710309922160981*pi) q[12];\nu3(3.2163521752230584*pi,-0.34129394549728065*pi,0.9649048327370071*pi) q[13];\nu3(3.122837239561836*pi,2.0608975647967127*pi,1.949057718273466*pi) q[14];\nRxxyyzz(0.3233680165210542*pi,0.2387465180166366*pi,0.0*pi) q[5],q[0];\nRxxyyzz(0.4057986998704099*pi,0.35525181817451285*pi,0.18806314412773298*pi) q[1],q[11];\nRxxyyzz(0.49228980607480965*pi,0.14937839769470695*pi,0.0*pi) q[14],q[2];\nRxxyyzz(0.3877861424136501*pi,0.34550558845074875*pi,3.9040645171123796*pi) q[3],q[9];\nRxxyyzz(0.37155303404406037*pi,0.20139706891794262*pi,0.0*pi) q[4],q[6];\nRxxyyzz(0.3060197201309499*pi,0.09834429143682621*pi,0.06889074650739513*pi) q[13],q[8];\nRxxyyzz(0.40784855423818994*pi,0.2795685276178564*pi,0.13148884504919664*pi) q[10],q[12];\nu3(3.711128243404218*pi,2.280318063831028*pi,1.947361895369078*pi) q[0];\nu3(3.6739208492173345*pi,2.2745281916093107*pi,0.5167141763335834*pi) q[1];\nu3(3.3258603753040625*pi,0.49419081503548234*pi,0.8210645425488088*pi) q[2];\nu3(3.281976035881353*pi,-0.13631556427885955*pi,1.4660909528970716*pi) q[3];\nu3(3.8808223580613626*pi,-0.18541518093463744*pi,1.216558859726569*pi) q[4];\nu3(3.1295083394666676*pi,1.3166858448929828*pi,0.5549144394814185*pi) q[5];\nu3(3.6515465278824943*pi,-0.26843098460021964*pi,1.6972951261847398*pi) q[6];\nu3(3.758732397811841*pi,0.1676910241730809*pi,3.2358506639482636*pi) q[8];\nu3(3.5802404988129406*pi,0.2713337270911321*pi,0.6279056732168153*pi) q[9];\nu3(3.1511576662524643*pi,2.0288283441572217*pi,0.7071623624267441*pi) q[10];\nu3(3.4732226760528166*pi,1.8963844895985789*pi,0.7569716059342664*pi) q[11];\nu3(3.4705819274437166*pi,3.351355353348982*pi,2.8553701290197755*pi) q[12];\nu3(3.5777098823473605*pi,0.09268929549519522*pi,3.8168911565164287*pi) q[13];\nu3(3.6218378284000274*pi,-0.3926300091759618*pi,3.96007471328769*pi) q[14];\nRxxyyzz(0.3833536255669041*pi,0.16519159257258564*pi,0.0*pi) q[7],q[1];\nRxxyyzz(0.40840263126372023*pi,0.22506648062366136*pi,3.9401297186418702*pi) q[2],q[3];\nRxxyyzz(0.47402978618690683*pi,0.13159920281566695*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.2997248621119902*pi,0.1889146722480035*pi,0.0737456501733833*pi) q[10],q[9];\nRxxyyzz(0.37095905905706006*pi,0.29471668683267627*pi,0.13627451078768615*pi) q[14],q[12];\nu3(3.5627202422889512*pi,-0.31210715124997956*pi,0.5868218582569196*pi) q[1];\nu3(3.2619762218046304*pi,-0.4115425844917534*pi,0.6329323371336528*pi) q[2];\nu3(3.2030422178862428*pi,0.11098021902353172*pi,2.3316689202565706*pi) q[3];\nu3(3.474297244251889*pi,0.2123954176323617*pi,4.307686983580365*pi) q[6];\nu3(3.2627463681075195*pi,-0.3218131878226961*pi,3.716283318552702*pi) q[7];\nu3(3.429973495591585*pi,2.017276929606738*pi,1.3516570056174586*pi) q[9];\nu3(3.127028211988833*pi,-0.42656032755206474*pi,1.5729497078613557*pi) q[10];\nu3(3.2960408493152897*pi,0.6296186374432331*pi,0.7278540944928973*pi) q[11];\nu3(3.6836073394383675*pi,-0.14241286372337714*pi,1.6483452568747108*pi) q[12];\nu3(3.2292123267681694*pi,3.492503782447631*pi,1.7678311230970367*pi) q[14];\nRxxyyzz(0.45288554921287993*pi,0.22971163425678842*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.3522402284388697*pi,0.25851372983939225*pi,3.85999938624731*pi) q[1],q[5];\nRxxyyzz(0.4522718150799099*pi,0.33929521412800395*pi,0.16825477623821425*pi) q[14],q[2];\nRxxyyzz(0.4157456674733502*pi,0.10333876126412767*pi,0.0*pi) q[13],q[3];\nRxxyyzz(0.3680683511763997*pi,0.27158998824747316*pi,3.9431224464323997*pi) q[4],q[10];\nRxxyyzz(0.3273946815695107*pi,0.307963522384301*pi,0.0*pi) q[8],q[9];\nu3(3.6462526652687277*pi,-0.11420735239377261*pi,4.388461692627603*pi) q[0];\nu3(3.634915411217584*pi,3.276602228935727*pi,1.804706062344117*pi) q[1];\nu3(3.626544462135141*pi,2.183817293051839*pi,4.022574714042722*pi) q[2];\nu3(3.6060073765069647*pi,3.47753066838835*pi,1.1547418649628876*pi) q[3];\nu3(3.093792132564214*pi,0.7563313864245624*pi,1.134830916930326*pi) q[4];\nu3(3.1350621194396373*pi,2.8806551201063386*pi,1.3704980668431705*pi) q[5];\nu3(3.789172162008775*pi,0.438347720704387*pi,0.8666175416430201*pi) q[8];\nu3(3.530916658190079*pi,3.241703653256655*pi,0.6124392343029466*pi) q[9];\nu3(3.265062589730108*pi,3.2417917898052018*pi,2.371473386675984*pi) q[10];\nu3(3.5539178485715373*pi,3.403904150105792*pi,0.6806044022070336*pi) q[12];\nu3(3.5978595020326667*pi,2.5093609623347994*pi,2.2263834912070886*pi) q[13];\nu3(3.53335338542076*pi,0.48187188900888134*pi,3.98569034426025*pi) q[14];\nRxxyyzz(0.4387782714960603*pi,0.33258850555117103*pi,0.0*pi) q[13],q[0];\nRxxyyzz(0.34925816447631247*pi,0.15178745899485335*pi,3.9564613818977854*pi) q[1],q[11];\nRxxyyzz(0.3878141428547001*pi,0.2941954377515016*pi,0.09917042871176736*pi) q[7],q[2];\nRxxyyzz(0.44687805085989574*pi,0.3046780064768848*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.393103338041341*pi,0.2846036830147134*pi,0.0*pi) q[10],q[6];\nRxxyyzz(0.36002450999433006*pi,0.10696433332438415*pi,3.9356032580025495*pi) q[14],q[12];\nu3(3.8653690166535073*pi,2.9277784304154237*pi,1.8513076862374773*pi) q[0];\nu3(3.2425970532826525*pi,2.961297067903387*pi,1.5773836787373745*pi) q[1];\nu3(3.0969297694287903*pi,-0.1111000874805228*pi,1.3853514945600054*pi) q[2];\nu3(3.397172039915321*pi,0.3393556883582618*pi,1.4486154662800408*pi) q[4];\nu3(3.3163015522197914*pi,-0.03416395015358681*pi,1.282107996687926*pi) q[5];\nu3(3.9745610857367133*pi,0.10640601592448207*pi,0.602005736532333*pi) q[6];\nu3(3.475458219066282*pi,0.26552745792987953*pi,4.0672648579507475*pi) q[7];\nu3(3.6122993490408546*pi,0.06749084087241342*pi,2.449082349295619*pi) q[10];\nu3(3.7004159247988726*pi,2.443879898041029*pi,1.7931682030256122*pi) q[11];\nu3(3.6633417656184677*pi,2.9968203839818948*pi,1.2122880864476167*pi) q[12];\nu3(3.3243481867949485*pi,2.982401463797529*pi,4.391158799044101*pi) q[13];\nu3(3.7828071881702705*pi,3.3293883936362354*pi,0.6449950177664154*pi) q[14];\nRxxyyzz(0.44144651721009975*pi,0.3039680201191608*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.45114940865413017*pi,0.25774372557090214*pi,0.2180508811886919*pi) q[2],q[6];\nRxxyyzz(0.45090091479023003*pi,0.3417610774719744*pi,3.8658649570296806*pi) q[3],q[10];\nRxxyyzz(0.3875896547377461*pi,0.14188875994036465*pi,0.0*pi) q[14],q[4];\nRxxyyzz(0.4438181683328808*pi,0.3368770289511165*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.4072334137934196*pi,0.30404266396115087*pi,0.0*pi) q[8],q[12];\nu3(3.2786321454276366*pi,-0.20699226220138955*pi,4.136244276934379*pi) q[0];\nu3(3.68688787600222*pi,-0.00670528746497967*pi,0.623742510228908*pi) q[2];\nu3(3.3775126572024314*pi,2.827964803453567*pi,2.485003696971186*pi) q[3];\nu3(3.5444514799290583*pi,2.010062008485427*pi,1.1548068406277752*pi) q[4];\nu3(3.3206279880329816*pi,2.183935097851597*pi,1.0657168984714214*pi) q[6];\nu3(3.842872105956264*pi,2.412840404050903*pi,0.718373687915856*pi) q[7];\nu3(3.6079871803709227*pi,0.9808264551465014*pi,1.959292480930355*pi) q[8];\nu3(3.437034562206684*pi,0.18103964398300476*pi,0.6316487475969014*pi) q[9];\nu3(3.5578696169056903*pi,1.9046393920182196*pi,2.1727126512133923*pi) q[10];\nu3(3.5036065570570254*pi,0.25310137411733735*pi,0.7583784285754522*pi) q[12];\nu3(3.285692040255848*pi,1.9430443183411858*pi,1.7122219379945907*pi) q[13];\nu3(3.8085758544708757*pi,2.138923047788438*pi,1.6951537883124792*pi) q[14];\nRxxyyzz(0.44466748510822995*pi,0.3431771679121276*pi,0.22758909266049265*pi) q[4],q[0];\nRxxyyzz(0.3358943123129997*pi,0.24689578571542292*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.48932239209330064*pi,0.26689325194727*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.4337566635874401*pi,0.25621493599356643*pi,3.86116197715789*pi) q[7],q[5];\nRxxyyzz(0.42372197034223963*pi,0.34873365832803027*pi,0.1506980701071687*pi) q[14],q[6];\nRxxyyzz(0.4356112726322898*pi,0.27253832524006555*pi,0.12925108150321835*pi) q[9],q[12];\nRxxyyzz(0.3962785889651199*pi,0.2801140713925592*pi,3.8110198975586904*pi) q[13],q[11];\nu3(3.096431365635622*pi,3.4648089684164303*pi,1.0603308089087617*pi) q[0];\nu3(0.7769315555694295*pi,3.140742976271549*pi,0.5042159352354987*pi) q[1];\nu3(3.572044454969029*pi,3.0323071884519464*pi,1.2915435459367923*pi) q[2];\nu3(3.198140227196218*pi,-0.4239678394324785*pi,1.185496811071277*pi) q[4];\nu3(3.195784758470859*pi,2.6747437583488094*pi,1.3872766975743898*pi) q[5];\nu3(3.7867799828015984*pi,0.44820517756640865*pi,4.356422108760565*pi) q[6];\nu3(3.2248113791053723*pi,-0.39182390421343793*pi,2.1374792080214373*pi) q[7];\nu3(3.596057813110937*pi,0.5916691426974661*pi,1.0859258985000577*pi) q[8];\nu3(3.5984819716903216*pi,3.2487862894294577*pi,1.6727270046569638*pi) q[9];\nu3(3.067489350056593*pi,2.933335410648862*pi,2.252352426195828*pi) q[10];\nu3(3.727075149030216*pi,0.30360999928384147*pi,1.391151127880133*pi) q[11];\nu3(3.601559151193754*pi,0.19023668514085834*pi,1.3742988605065098*pi) q[12];\nu3(3.2438236125585096*pi,0.17886975075703582*pi,0.8459616834098314*pi) q[13];\nu3(3.421788653627932*pi,3.22780744160318*pi,3.144189323144724*pi) q[14];\nmeasure q[1] -> c[1];\nRxxyyzz(0.17249987948927137*pi,0.14676629465020363*pi,0.0*pi) q[9],q[0];\nRxxyyzz(0.45614782952099026*pi,0.3055438173689953*pi,3.9226416319068194*pi) q[3],q[2];\nRxxyyzz(0.47094091317493036*pi,0.12622029639621424*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.42745299688262994*pi,0.17155079148262342*pi,3.87976425302916*pi) q[10],q[6];\nRxxyyzz(0.45422042095585996*pi,0.28060291823137595*pi,0.049448165666678486*pi) q[7],q[14];\nRxxyyzz(0.3871241454250298*pi,0.1854815440568155*pi,0.1285740659853012*pi) q[13],q[8];\nRxxyyzz(0.48051717108536984*pi,0.2568516233299247*pi,0.0*pi) q[12],q[11];\nu3(3.5039624703283834*pi,-0.13074549083928633*pi,2.0502812742959486*pi) q[0];\nu3(3.194587336652911*pi,2.812229122146081*pi,0.5847967850927329*pi) q[2];\nu3(3.514726711876441*pi,1.8765312315436686*pi,0.5317242601446992*pi) q[3];\nu3(3.440710857230828*pi,0.04286771617554708*pi,4.339168270110455*pi) q[4];\nu3(3.542033398997227*pi,0.17329504271451834*pi,1.5938448220417474*pi) q[5];\nu3(3.813512733377161*pi,3.0979377337940135*pi,2.1031267733947434*pi) q[6];\nu3(3.609768206316166*pi,2.538738165923901*pi,1.6575891765177098*pi) q[7];\nu3(3.6343593907117744*pi,2.429337173080972*pi,4.187326200552214*pi) q[8];\nu3(0.5308114071526983*pi,0.36835246325455206*pi,2.0464792734693296*pi) q[9];\nu3(3.733639379357886*pi,1.6888512662528647*pi,0.6547592298059004*pi) q[10];\nu3(3.1991581633020556*pi,1.0420013076321908*pi,1.4689494189957986*pi) q[11];\nu3(3.314902162181007*pi,-0.3026761891702968*pi,0.7336716739922533*pi) q[12];\nu3(3.4186162629540906*pi,1.5597041954860948*pi,0.9659393359021581*pi) q[13];\nu3(3.7871305526705674*pi,-0.049651420267492474*pi,1.276142346612049*pi) q[14];\nmeasure q[4] -> c[0];\nmeasure q[13] -> c[2];\nmeasure q[7] -> c[3];\nmeasure q[10] -> c[4];\nmeasure q[0] -> c[5];\nmeasure q[3] -> c[6];\nmeasure q[8] -> c[7];\nmeasure q[5] -> c[8];\nmeasure q[14] -> c[9];\nmeasure q[6] -> c[10];\nmeasure q[2] -> c[11];\nmeasure q[12] -> c[12];\nmeasure q[9] -> c[13];\nmeasure q[11] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.480737930874409*pi,0.5690239272125444*pi,0.8082926122771966*pi) q[0];\nu3(3.1192684014671563*pi,3.251299913371386*pi,1.2258898644807963*pi) q[1];\nu3(3.7160701219557644*pi,2.2423712498296258*pi,1.8379978493543225*pi) q[2];\nu3(3.1665141180359546*pi,2.1182523596026948*pi,1.2589429292677998*pi) q[3];\nu3(3.6415591701926124*pi,2.012230790612294*pi,3.5487730082378652*pi) q[4];\nu3(3.3436974419735455*pi,3.0574212327863375*pi,3.60410970586752*pi) q[5];\nu3(3.74321065464199*pi,3.0434640200554943*pi,2.9289247883974916*pi) q[6];\nu3(3.1557068098592147*pi,-0.32267176764482186*pi,1.9679158717514362*pi) q[7];\nu3(3.6137867975745555*pi,2.1590943235876194*pi,1.9993574009509505*pi) q[8];\nu3(3.6630895672462973*pi,3.2099720476605325*pi,2.219161552673383*pi) q[9];\nu3(3.4041401249379626*pi,-0.4700948187446655*pi,2.060024729616968*pi) q[10];\nu3(3.8958084358746863*pi,2.1197390852868994*pi,0.501883551954115*pi) q[11];\nu3(3.5704210358486455*pi,-0.31801253401297835*pi,1.5781745468784054*pi) q[12];\nu3(3.8605418487982006*pi,-0.4456330107480664*pi,2.944335330050896*pi) q[13];\nu3(3.6266085429664283*pi,0.004491529910211289*pi,4.391111515150091*pi) q[14];\nRxxyyzz(0.37025671494327983*pi,0.11376900266978307*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.4400951989823395*pi,0.34222248239318814*pi,3.8990187519039705*pi) q[1],q[12];\nRxxyyzz(0.40077472829582*pi,0.30534106493648117*pi,0.06185359352412683*pi) q[2],q[10];\nRxxyyzz(0.47189889653112627*pi,0.27085395249848276*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.4463742790622299*pi,0.3183733214988482*pi,3.85848875890607*pi) q[5],q[11];\nRxxyyzz(0.43754689837099003*pi,0.12047595945345435*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.41005836424585024*pi,0.2087763564122352*pi,3.8643327892631305*pi) q[8],q[9];\nu3(3.9291342500035733*pi,0.3267028768639554*pi,4.472048022131485*pi) q[0];\nu3(3.7572342594240493*pi,-0.025129229713731216*pi,1.076526614320549*pi) q[1];\nu3(3.2717871900616506*pi,-0.21188640057150165*pi,4.449308377484913*pi) q[2];\nu3(3.3792083640339134*pi,0.4994478332732738*pi,0.8881494469088133*pi) q[3];\nu3(3.5884838747988574*pi,-0.21898440622427434*pi,4.362090309256333*pi) q[4];\nu3(3.7214048977020235*pi,3.4436369219791962*pi,1.0458765642675907*pi) q[5];\nu3(3.560419565445747*pi,0.008642787490201087*pi,0.9393330573929077*pi) q[6];\nu3(3.670706655989299*pi,-0.2942943678218475*pi,0.5232644600148664*pi) q[7];\nu3(3.3319324637436645*pi,-0.4503880431655741*pi,2.039792975263553*pi) q[8];\nu3(3.3785018561974587*pi,2.700955491555622*pi,2.3463702753891207*pi) q[9];\nu3(3.3568214401384457*pi,1.0321515596103001*pi,4.121236656930696*pi) q[10];\nu3(3.704528497954156*pi,2.065235639362487*pi,0.9490311004140128*pi) q[11];\nu3(3.189645390715584*pi,-0.250039353758466*pi,1.8506767544929983*pi) q[12];\nu3(3.373379614330666*pi,-0.42910747708747987*pi,1.2125867389638936*pi) q[13];\nRxxyyzz(0.43091569297482*pi,0.13721386793149692*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.3465614567937598*pi,0.30659199310251595*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.45254480528784014*pi,0.3486890766574131*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.45269920822021975*pi,0.13954455793671716*pi,0.05737116512171526*pi) q[3],q[14];\nRxxyyzz(0.4490974534991996*pi,0.23002826449562463*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.2850950463998203*pi,0.1681190697973305*pi,0.1056255934652901*pi) q[9],q[10];\nRxxyyzz(0.4367739802232481*pi,0.27724688903779016*pi,0.0*pi) q[12],q[13];\nu3(3.372402817371619*pi,0.6201352967084248*pi,2.0373152951155173*pi) q[0];\nu3(3.515932257225029*pi,0.014844062813139436*pi,0.7198306857389603*pi) q[1];\nu3(3.773327699377968*pi,-0.19652313211813538*pi,4.236348502082846*pi) q[2];\nu3(3.6120349119926267*pi,0.1444553430945813*pi,0.7455046983474435*pi) q[3];\nu3(3.725743820768743*pi,2.564501537939041*pi,2.0291792032639804*pi) q[4];\nu3(3.389334611788029*pi,0.5224484156345615*pi,1.8193430362368903*pi) q[5];\nu3(3.862501993715957*pi,0.26490252973179707*pi,1.1788365333765545*pi) q[7];\nu3(3.5083891039353152*pi,-0.4019451352537651*pi,1.0050413459141878*pi) q[8];\nu3(3.7249000407826287*pi,2.9710037041904678*pi,4.082384025255217*pi) q[9];\nu3(3.2946140866634708*pi,-0.24460279399471663*pi,1.0918582651074487*pi) q[10];\nu3(3.819200613211793*pi,0.5155651007483157*pi,1.9701003017163483*pi) q[11];\nu3(3.181668201759326*pi,0.18645033756270646*pi,0.7632972635653834*pi) q[12];\nu3(3.911963814312883*pi,3.0920868921545375*pi,1.8393990720143036*pi) q[13];\nu3(3.4779547413821628*pi,2.962900468068955*pi,3.5612479669139767*pi) q[14];\nRxxyyzz(0.4317509505209697*pi,0.2470968182989699*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.46487032560649055*pi,0.1787086903922087*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.35582761477495994*pi,0.09822535331351334*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.44456863407731007*pi,0.25245687077773526*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.22102384239206957*pi,0.14262423282528758*pi,3.91578056144167*pi) q[5],q[10];\nRxxyyzz(0.4279764858803202*pi,0.14558407565688228*pi,0.045987151252022254*pi) q[6],q[9];\nu3(3.90592055031501*pi,-0.37939344364498073*pi,0.8457859722527936*pi) q[0];\nu3(3.435173875619987*pi,0.4267244373303267*pi,2.2545089233779145*pi) q[1];\nu3(3.2718250858500246*pi,0.43708121828237023*pi,0.9752911336258325*pi) q[2];\nu3(3.631035793125574*pi,-0.025123701878876248*pi,0.9389323695605291*pi) q[3];\nu3(3.361693933064242*pi,-0.06222473009477769*pi,1.7655689646906145*pi) q[5];\nu3(3.176856127826193*pi,3.0953758695877247*pi,0.7017475302115067*pi) q[6];\nu3(3.4650873916934475*pi,2.008435364355995*pi,1.3620598824144123*pi) q[7];\nu3(3.394004946825512*pi,1.125177848135139*pi,1.4588819995310909*pi) q[8];\nu3(3.5695706170732846*pi,0.18225331566865233*pi,3.935150368005744*pi) q[9];\nu3(3.2199693466462094*pi,1.099140203932743*pi,1.3372877827296872*pi) q[10];\nu3(3.5338490545190218*pi,2.5856700780150064*pi,0.8384055645530823*pi) q[11];\nu3(3.73454070306485*pi,0.14086385330638662*pi,0.6515516708132223*pi) q[14];\nRxxyyzz(0.4544064492306019*pi,0.13635931554376413*pi,0.0*pi) q[10],q[0];\nRxxyyzz(0.36021823492372007*pi,0.3182891163473829*pi,3.745390519265941*pi) q[11],q[1];\nRxxyyzz(0.4329990806387899*pi,0.3076095986613674*pi,0.0*pi) q[2],q[3];\nRxxyyzz(0.4443600417205591*pi,0.3581945847950454*pi,0.0*pi) q[5],q[4];\nRxxyyzz(0.3950976066219898*pi,0.2988966011655096*pi,3.92709865212073*pi) q[7],q[6];\nRxxyyzz(0.4698228409086588*pi,0.2068686506157692*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.37544610779043014*pi,0.1351690453129911*pi,3.919323865961461*pi) q[13],q[14];\nu3(3.7238384278609127*pi,0.17527797333879436*pi,4.4896494644959555*pi) q[0];\nu3(3.683687070985007*pi,0.32662944584727405*pi,1.7216751826194674*pi) q[1];\nu3(3.3384422026597234*pi,0.014381428815182895*pi,1.6774329644621568*pi) q[2];\nu3(3.514920623880649*pi,1.230697088025636*pi,1.2487298494383425*pi) q[3];\nu3(3.5600427987866174*pi,0.4795917439969226*pi,2.077647225749191*pi) q[4];\nu3(3.944218417193361*pi,2.1487141103179868*pi,1.3746700570738017*pi) q[5];\nu3(3.364079417317568*pi,1.9580401448823643*pi,0.6044241366969398*pi) q[6];\nu3(3.241877823514496*pi,3.1417054485702502*pi,1.5059621918369104*pi) q[7];\nu3(3.6569041614402904*pi,2.824638924898722*pi,0.8799350557790014*pi) q[8];\nu3(3.440035498784204*pi,-0.34328559039059336*pi,3.8064277064867023*pi) q[9];\nu3(3.7079851320235977*pi,-0.06350233184780285*pi,2.4237071419317333*pi) q[10];\nu3(3.570313173634845*pi,0.06845096286748453*pi,1.4075430271328833*pi) q[11];\nu3(3.471429298906783*pi,2.7697410421650646*pi,1.5418189736418921*pi) q[13];\nu3(3.533746054514704*pi,2.539574849346357*pi,2.2661714408326152*pi) q[14];\nRxxyyzz(0.3645763359156501*pi,0.289463663905842*pi,3.8452586275283096*pi) q[0],q[12];\nRxxyyzz(0.3702036061167997*pi,0.19948232921094666*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.3667815851008296*pi,0.2168116933884623*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.3788004435183304*pi,0.3137471455179111*pi,0.06166485399139719*pi) q[3],q[4];\nRxxyyzz(0.47865867628488*pi,0.28474952432634326*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.4025080510882599*pi,0.2455512150545353*pi,0.12011471484996324*pi) q[6],q[14];\nRxxyyzz(0.48492856926303973*pi,0.23685578713090094*pi,0.0*pi) q[11],q[8];\nu3(3.381841275172354*pi,0.06399485620646728*pi,1.1381252965611108*pi) q[0];\nu3(3.5511544348735535*pi,2.581657422046804*pi,1.1094072418924865*pi) q[1];\nu3(3.6103162126685415*pi,-0.22499227919704445*pi,3.999251678155969*pi) q[2];\nu3(3.7149614145891405*pi,0.38995469481487166*pi,3.583169071508414*pi) q[3];\nu3(3.817052718100582*pi,2.783162981957399*pi,1.5637078617024398*pi) q[4];\nu3(3.779763508268116*pi,0.10140741672127851*pi,4.28190139825675*pi) q[5];\nu3(3.914138738555933*pi,3.3472925308661607*pi,2.942536234958616*pi) q[6];\nu3(3.4868458789696355*pi,-0.46276609515147293*pi,4.276190498363371*pi) q[7];\nu3(3.474867418343031*pi,0.8842598461616158*pi,1.829796512657189*pi) q[8];\nu3(3.846512325407857*pi,-0.31971082023343367*pi,1.5712950600858637*pi) q[9];\nu3(3.502073099465055*pi,0.1591250216741612*pi,1.9581583786589964*pi) q[10];\nu3(3.504754588794987*pi,-0.10512020420888757*pi,2.1802657379455*pi) q[11];\nu3(3.4640885225658433*pi,3.4769551095652975*pi,2.128633057277847*pi) q[12];\nu3(3.5409192112567314*pi,2.88947710520468*pi,1.666147090998939*pi) q[14];\nRxxyyzz(0.4147438675026498*pi,0.3651573378112545*pi,0.13363029696176731*pi) q[0],q[10];\nRxxyyzz(0.24090755176142978*pi,0.18547378995796304*pi,3.8577045488898296*pi) q[6],q[1];\nRxxyyzz(0.4144019978224703*pi,0.30324907506799625*pi,3.837673594354291*pi) q[2],q[13];\nRxxyyzz(0.4174949122750703*pi,0.31901314125671243*pi,0.12868102713247515*pi) q[3],q[14];\nRxxyyzz(0.4835008554099446*pi,0.3595010599757661*pi,0.0*pi) q[7],q[4];\nRxxyyzz(0.36480396553841965*pi,0.3126765709999503*pi,3.9057720302389995*pi) q[9],q[5];\nu3(3.737566751888941*pi,-0.230751407343405*pi,2.285992426296224*pi) q[0];\nu3(3.6037600524923934*pi,2.404921145966127*pi,0.9154277463620057*pi) q[1];\nu3(3.2978527231074595*pi,0.607386757218443*pi,2.381477624810022*pi) q[2];\nu3(3.9168863339627618*pi,-0.0040375532023242955*pi,3.509853568889331*pi) q[3];\nu3(3.226293480087191*pi,3.303299230006624*pi,4.033092277800284*pi) q[4];\nu3(3.894771526425602*pi,3.2287900107401466*pi,1.428755327665425*pi) q[5];\nu3(3.911275162786173*pi,0.9118117858740769*pi,0.8650774795469078*pi) q[6];\nu3(3.414435373622683*pi,-0.03762837738940661*pi,0.5074112557320531*pi) q[7];\nu3(3.469614280303639*pi,-0.11114439908021312*pi,1.57451682017092*pi) q[9];\nu3(3.5789629675925037*pi,0.6854356419709975*pi,0.6391421405865974*pi) q[10];\nu3(3.26672841543471*pi,1.564994084586656*pi,1.0358716057522992*pi) q[13];\nu3(3.0468772227827725*pi,0.45864840294700593*pi,3.9871942477576017*pi) q[14];\nRxxyyzz(0.39659962443859953*pi,0.3024411912465643*pi,0.10429763549840854*pi) q[1],q[12];\nRxxyyzz(0.3441113615891197*pi,0.0969516653961704*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.4419873798448356*pi,0.352445456235599*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.35053106839311*pi,0.18210956739832074*pi,0.0*pi) q[8],q[5];\nRxxyyzz(0.35280451733150014*pi,0.3098346170519011*pi,0.05548799492955414*pi) q[9],q[13];\nRxxyyzz(0.4040613907879197*pi,0.21495854829589078*pi,0.0*pi) q[11],q[10];\nu3(3.6795707466802754*pi,2.0452127535484*pi,4.350610055453349*pi) q[1];\nu3(3.5188748297972796*pi,0.5038800743047984*pi,1.2480569803514912*pi) q[2];\nu3(3.4262831027276093*pi,-0.4409748676759212*pi,1.3974614082755394*pi) q[3];\nu3(3.1960869140486654*pi,3.042406869465857*pi,1.595962925298929*pi) q[5];\nu3(3.6262997746645507*pi,0.2496699609800277*pi,0.5669164867022056*pi) q[6];\nu3(3.9251094725238542*pi,3.172614575977188*pi,1.7270610805326485*pi) q[8];\nu3(3.649290927646051*pi,-0.355557858852916*pi,0.7283493310803357*pi) q[9];\nu3(3.1645995791289128*pi,0.38378701043208174*pi,1.455997732794837*pi) q[10];\nu3(3.621585831648242*pi,0.462354512391561*pi,1.4771256349163218*pi) q[11];\nu3(3.7827741478621792*pi,1.8508655004623047*pi,4.251230172184454*pi) q[12];\nu3(3.8175453976228035*pi,3.2395365342404476*pi,4.258442373827034*pi) q[13];\nu3(3.3054508921535404*pi,3.346649513740597*pi,0.9426643894696163*pi) q[14];\nRxxyyzz(0.4064847915605592*pi,0.2573615816284232*pi,3.9282152740698244*pi) q[0],q[10];\nRxxyyzz(0.35877851265678995*pi,0.15631380289312302*pi,0.12356102997448026*pi) q[9],q[1];\nRxxyyzz(0.4042023333429202*pi,0.2731503468816393*pi,3.95587799561684*pi) q[2],q[12];\nRxxyyzz(0.47148541789301035*pi,0.42474563377964464*pi,0.0*pi) q[7],q[3];\nRxxyyzz(0.39744394818748985*pi,0.26392110975902167*pi,0.0826583632218227*pi) q[8],q[4];\nRxxyyzz(0.37516146051006016*pi,0.18213454998468936*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.45593082109309013*pi,0.27463126694725803*pi,0.0*pi) q[11],q[14];\nu3(3.4905223527755496*pi,1.9543300175678775*pi,1.046835570018534*pi) q[0];\nu3(3.2120217845329293*pi,1.2044281026758434*pi,4.480680265466938*pi) q[1];\nu3(3.2302694318141065*pi,0.14285462528654713*pi,1.4944041421563472*pi) q[2];\nu3(3.0938835173379466*pi,2.2682471584548582*pi,4.058554433118436*pi) q[3];\nu3(3.4677556808414294*pi,0.21984491656541505*pi,3.8465426836828334*pi) q[4];\nu3(3.6315490155665295*pi,3.453752644459528*pi,2.3248781384079096*pi) q[5];\nu3(3.3998550795003504*pi,2.9304466632220456*pi,1.9232696386831503*pi) q[7];\nu3(3.701406504343403*pi,0.8944889639625537*pi,0.5203925940193894*pi) q[8];\nu3(3.2966589369275416*pi,3.45881732191972*pi,1.0374224366062608*pi) q[9];\nu3(3.5709278970679947*pi,0.2122177101134164*pi,0.8566000499128972*pi) q[10];\nu3(3.1376442292246605*pi,-0.19270400372750418*pi,0.5920515425793004*pi) q[11];\nu3(3.801416200988057*pi,0.9144492105013078*pi,0.8227546880837413*pi) q[12];\nu3(3.231205452015287*pi,0.5748007265559805*pi,1.1553157305504524*pi) q[13];\nu3(3.4216380309033805*pi,3.0497316169513424*pi,3.9757086859075734*pi) q[14];\nRxxyyzz(0.3114544025400701*pi,0.23937809987628*pi,3.9059392438323*pi) q[1],q[13];\nRxxyyzz(0.41269641643094007*pi,0.23986182460806701*pi,3.94496140385092*pi) q[4],q[2];\nRxxyyzz(0.4365938587945899*pi,0.3644242229163803*pi,3.873194956880751*pi) q[9],q[3];\nRxxyyzz(0.38264165936316974*pi,0.1659792697937832*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.30563334413709986*pi,0.21815434345641327*pi,3.9240801859009*pi) q[6],q[12];\nRxxyyzz(0.37661308646409*pi,0.24911781272100383*pi,0.06636579444526973*pi) q[7],q[14];\nu3(3.740348842383479*pi,2.1020081619162494*pi,0.7261226432722462*pi) q[1];\nu3(3.495375494625972*pi,2.5538142914580657*pi,1.7930710616587013*pi) q[2];\nu3(3.4630887727951993*pi,3.29654661216683*pi,1.3646091692487818*pi) q[3];\nu3(3.723058638226978*pi,1.9141375415977944*pi,0.5204593949378542*pi) q[4];\nu3(3.6976138312521996*pi,3.138663547922992*pi,4.0402196195409275*pi) q[5];\nu3(3.6148930936281274*pi,0.5428708805139331*pi,4.10568259972988*pi) q[6];\nu3(3.5853823187150757*pi,2.2117802799340476*pi,0.65270746528501*pi) q[7];\nu3(3.5274878497760747*pi,3.03980031656221*pi,4.002697260358753*pi) q[9];\nu3(3.4442552388598484*pi,3.0611149635473947*pi,0.7635330165494514*pi) q[11];\nu3(3.4673876276129967*pi,2.2548569705289045*pi,1.6859777788907357*pi) q[12];\nu3(3.8653235848952137*pi,3.0578742544126243*pi,4.40356322626306*pi) q[13];\nu3(3.711950469097118*pi,0.772751447581663*pi,4.46376065614402*pi) q[14];\nRxxyyzz(0.3148656894574895*pi,0.091160113399809*pi,3.9384968076045404*pi) q[6],q[0];\nRxxyyzz(0.4184597377066206*pi,0.3686469872942544*pi,0.0*pi) q[8],q[1];\nRxxyyzz(0.3393086202097202*pi,0.23332725138967492*pi,0.0*pi) q[9],q[2];\nRxxyyzz(0.3809292335726075*pi,0.26824118862604507*pi,3.9159542629521575*pi) q[3],q[5];\nRxxyyzz(0.43299538559930983*pi,0.3618996723297109*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.40581387160679006*pi,0.3970565954978724*pi,3.898577978675819*pi) q[10],q[14];\nRxxyyzz(0.4694305096726672*pi,0.21833670271354277*pi,0.0*pi) q[12],q[13];\nu3(3.813390454835391*pi,0.03497320483490818*pi,1.1108923587697563*pi) q[0];\nu3(3.6419461451311403*pi,0.1145003924022775*pi,0.5132616712282637*pi) q[1];\nu3(3.47941073690835*pi,-0.35993273404062376*pi,4.278270082945491*pi) q[2];\nu3(3.5321001883720697*pi,3.2311873926878256*pi,1.6030882310091*pi) q[3];\nu3(3.1339232659829213*pi,0.7265860601367036*pi,3.7468136942456356*pi) q[4];\nu3(3.267765767934718*pi,2.3978260453594444*pi,1.0479362068826719*pi) q[5];\nu3(3.822379886122427*pi,2.923164247485708*pi,2.0717357694992753*pi) q[6];\nu3(3.3904636676468667*pi,2.4923970464569707*pi,0.5128139683893164*pi) q[7];\nu3(3.1433343063751886*pi,0.5248446016814614*pi,1.003105770604939*pi) q[8];\nu3(3.483943147073422*pi,3.2388525276278894*pi,2.2915849942753277*pi) q[9];\nu3(3.5973176889494307*pi,1.7151361535527494*pi,1.618063193270934*pi) q[10];\nu3(3.631564478948214*pi,0.6565563472059359*pi,1.8296254444930529*pi) q[12];\nu3(3.504650615986729*pi,3.2896469070254675*pi,4.480750090343044*pi) q[13];\nu3(3.3736699092842692*pi,-0.47599909509163896*pi,0.797298977206192*pi) q[14];\nRxxyyzz(0.42126478387345945*pi,0.2493322119513891*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.3942089691091699*pi,0.14350071334024705*pi,0.0*pi) q[4],q[1];\nRxxyyzz(0.3975223049851969*pi,0.2910172793829684*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.39572012599170975*pi,0.211693574611001*pi,0.1269845081312741*pi) q[6],q[14];\nRxxyyzz(0.42015760972055993*pi,0.29908047554968015*pi,0.16627428140403577*pi) q[7],q[11];\nRxxyyzz(0.367789670313309*pi,0.11671309415725795*pi,0.0*pi) q[9],q[12];\nu3(3.940014471746169*pi,2.6622433966675176*pi,1.757784436571055*pi) q[0];\nu3(3.765681044401579*pi,0.025399768204478868*pi,1.6218458859383358*pi) q[1];\nu3(3.3703977359404287*pi,2.355431807594652*pi,0.9981548569438512*pi) q[2];\nu3(3.101969558592993*pi,-0.15376386751855364*pi,4.399739688240496*pi) q[4];\nu3(3.7328952611066435*pi,-0.4131018631157394*pi,3.750041203316875*pi) q[6];\nu3(3.461568524111109*pi,0.6015600603847244*pi,0.8381143929979786*pi) q[7];\nu3(3.9245822355124673*pi,-0.11172760126253889*pi,0.8269587826048035*pi) q[9];\nu3(3.212626849836149*pi,2.8255760591852117*pi,2.319801550355*pi) q[10];\nu3(3.689697951734024*pi,2.961575016145649*pi,1.9615604747876354*pi) q[11];\nu3(3.2663947848321557*pi,2.6793798167535567*pi,1.6458038045775853*pi) q[12];\nu3(3.5338743602934866*pi,-0.06587595104061184*pi,1.0090335042409397*pi) q[13];\nu3(3.3355158989322184*pi,0.7032496503327121*pi,4.24767006488514*pi) q[14];\nRxxyyzz(0.36457848910220936*pi,0.2450200995291738*pi,0.0*pi) q[10],q[0];\nRxxyyzz(0.4226552583933305*pi,0.28245580336577003*pi,0.0*pi) q[12],q[1];\nRxxyyzz(0.4186405798885601*pi,0.14207277503543714*pi,3.9053133451207906*pi) q[3],q[2];\nRxxyyzz(0.4305771395453499*pi,0.27419867874410647*pi,3.8812185276384508*pi) q[7],q[5];\nRxxyyzz(0.4294925995254997*pi,0.39376976578010847*pi,3.8698603620056407*pi) q[6],q[9];\nRxxyyzz(0.38231259260963657*pi,0.3607536307902359*pi,0.0*pi) q[8],q[13];\nRxxyyzz(0.3833838275089701*pi,0.20270175146811203*pi,3.8382614346833*pi) q[11],q[14];\nu3(3.504060844012834*pi,0.35416520375097016*pi,1.983214137340691*pi) q[0];\nu3(3.557570642184019*pi,-0.3404155319930793*pi,2.3402499180750813*pi) q[1];\nu3(3.626255050639643*pi,3.1943196973615597*pi,1.7822253132963628*pi) q[2];\nu3(3.82952632297471*pi,-0.34017949392265057*pi,1.5432492084517149*pi) q[3];\nu3(3.763898210239348*pi,2.50639097109985*pi,1.9215359470251498*pi) q[5];\nu3(3.555386869369215*pi,0.7336848302834338*pi,0.7467801066229066*pi) q[6];\nu3(3.634190997592764*pi,-0.11954857625568882*pi,0.5881862012998509*pi) q[7];\nu3(3.253292111052764*pi,1.0050876302797334*pi,1.3259323762096535*pi) q[8];\nu3(3.632096788037941*pi,1.0985350111378018*pi,1.535981806373422*pi) q[9];\nu3(3.735773323183619*pi,0.3630112553215227*pi,0.5788732146573605*pi) q[10];\nu3(3.3189180998590406*pi,1.9078391340815193*pi,2.213941916770854*pi) q[11];\nu3(3.378785988765589*pi,1.1568634817871177*pi,1.8064964834288912*pi) q[12];\nu3(3.4013666515556937*pi,-0.4879241957451135*pi,2.0973272641569607*pi) q[13];\nu3(3.6168379819639993*pi,-0.4827212387358958*pi,0.6666760328107029*pi) q[14];\nRxxyyzz(0.4248909779269904*pi,0.14646260633177077*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.4459998166563599*pi,0.2625602179200046*pi,0.0*pi) q[1],q[10];\nRxxyyzz(0.3983192470445598*pi,0.3710985827659989*pi,0.0*pi) q[11],q[2];\nRxxyyzz(0.4342869473614699*pi,0.26276978560207287*pi,0.0*pi) q[7],q[3];\nRxxyyzz(0.41390363082039017*pi,0.3025127863823691*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.4663113459065402*pi,0.3503970485625807*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.4483207222613501*pi,0.14889734531970603*pi,0.0648737811379031*pi) q[12],q[9];\nu3(3.8566787483719542*pi,3.190859871854392*pi,1.7304515317955584*pi) q[0];\nu3(3.634363238310541*pi,2.4611208076957825*pi,0.573847975527826*pi) q[1];\nu3(3.5218579569393236*pi,3.4805977493299944*pi,4.083442375823138*pi) q[2];\nu3(3.335368665042557*pi,3.1728645112649945*pi,1.7240998628964983*pi) q[3];\nu3(3.175918592530217*pi,2.943068176145786*pi,0.602099143538493*pi) q[4];\nu3(3.5611510041271823*pi,2.390434803513508*pi,0.8863109418000091*pi) q[5];\nu3(3.7756346067609186*pi,2.56930301294311*pi,0.5548262876909238*pi) q[6];\nu3(3.8486234620825774*pi,2.993907150037606*pi,1.2133519102942583*pi) q[7];\nu3(3.2926649559575685*pi,3.4821380976300405*pi,4.424846603760827*pi) q[8];\nu3(3.90897937612031*pi,3.4641997717009145*pi,2.7348092473363317*pi) q[9];\nu3(3.6652101380504454*pi,0.6640834775990241*pi,1.4153954374107682*pi) q[10];\nu3(3.3533995170543185*pi,1.0505757972561738*pi,0.8333705769082836*pi) q[11];\nu3(3.5535373886432*pi,3.383235892908806*pi,4.087402843332118*pi) q[12];\nu3(3.5031718985995033*pi,-0.3113035965162255*pi,2.234873444709462*pi) q[14];\nmeasure q[4] -> c[10];\nRxxyyzz(0.4409896543456503*pi,0.3294998282057673*pi,0.0*pi) q[7],q[0];\nRxxyyzz(0.4439868951523702*pi,0.14614687173566715*pi,0.059965774702417006*pi) q[12],q[1];\nRxxyyzz(0.45116878715318*pi,0.25880174192372607*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.44596203588537975*pi,0.3774904255529872*pi,3.8286812394151593*pi) q[5],q[14];\nRxxyyzz(0.4576267201059405*pi,0.4189628686530078*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.4903707939719202*pi,0.11350860512245142*pi,0.0*pi) q[13],q[10];\nu3(3.395453100951465*pi,3.0559907227489607*pi,1.342949363965054*pi) q[0];\nu3(3.4735151535619546*pi,-0.0020127655461388283*pi,4.404752143564464*pi) q[1];\nu3(3.9067273761437455*pi,0.97432242562956*pi,1.6732688711458548*pi) q[3];\nu3(3.3851462794758502*pi,-0.08170879331213365*pi,2.093105975953134*pi) q[5];\nu3(3.7600281899137813*pi,0.9075096794679294*pi,4.442399734719116*pi) q[6];\nu3(3.7872863874429084*pi,0.1633871706656117*pi,2.3635490257072393*pi) q[7];\nu3(3.5356331062193096*pi,3.0937591174982857*pi,3.768201430536489*pi) q[9];\nu3(3.7519894609237534*pi,-0.13256124523229795*pi,0.561056422476937*pi) q[10];\nu3(3.4913582861722343*pi,0.11312136172330067*pi,1.4852676179290039*pi) q[11];\nu3(3.5517372291094502*pi,3.433143309714512*pi,2.664757412985688*pi) q[12];\nu3(3.6175613437882905*pi,2.255794246850156*pi,1.611422270765215*pi) q[13];\nu3(3.41082616426014*pi,-0.34241872260879935*pi,1.637097216902108*pi) q[14];\nRxxyyzz(0.40642597423146*pi,0.10593408032401364*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.48907926462519*pi,0.28210564172225006*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.39577994449264986*pi,0.31322462887341906*pi,0.0*pi) q[9],q[2];\nRxxyyzz(0.2627190351499601*pi,0.1890564407851949*pi,0.1239878920557338*pi) q[13],q[3];\nRxxyyzz(0.40978216017615055*pi,0.156781406206152*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.39915458581637003*pi,0.080105177236228*pi,3.9590664058249296*pi) q[8],q[14];\nRxxyyzz(0.39591323931579*pi,0.21654088289992088*pi,3.89299106945715*pi) q[10],q[11];\nu3(3.8722772839353503*pi,-0.05649211759623052*pi,2.211496558700151*pi) q[0];\nu3(3.281835928798454*pi,0.051187135573998566*pi,0.6786506797310947*pi) q[1];\nu3(3.7698634808455287*pi,-0.14087236467662523*pi,1.648365516841199*pi) q[2];\nu3(2.8528321221117636*pi,-0.2069299019682238*pi,3.6585022759060006*pi) q[3];\nu3(3.795461589188423*pi,0.4500993193312759*pi,1.1606135762688856*pi) q[5];\nu3(3.379382401750618*pi,0.6960815006472183*pi,1.1804473350561162*pi) q[6];\nu3(3.663727186875816*pi,0.2501380724223432*pi,0.5049748346421881*pi) q[7];\nu3(3.329030404495909*pi,0.711249438752469*pi,1.0102471951453948*pi) q[8];\nu3(3.2327521159312456*pi,0.09381481809455017*pi,0.7453908508055798*pi) q[9];\nu3(3.4057047284694186*pi,-0.09152348376647579*pi,2.0804892755243634*pi) q[10];\nu3(3.3014941812576497*pi,2.824424292546822*pi,0.970098550352966*pi) q[11];\nu3(3.422173312372303*pi,0.7812990407026061*pi,1.760152526910817*pi) q[12];\nu3(1.344318506691949*pi,0.5364693149415503*pi,1.433896151049921*pi) q[13];\nu3(3.385215773070387*pi,2.5581577170290672*pi,0.8859500720095319*pi) q[14];\nmeasure q[10] -> c[0];\nmeasure q[13] -> c[1];\nmeasure q[7] -> c[2];\nmeasure q[9] -> c[3];\nmeasure q[5] -> c[4];\nmeasure q[8] -> c[5];\nmeasure q[11] -> c[6];\nmeasure q[0] -> c[7];\nmeasure q[12] -> c[8];\nmeasure q[3] -> c[9];\nmeasure q[2] -> c[11];\nmeasure q[1] -> c[12];\nmeasure q[6] -> c[13];\nmeasure q[14] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.690658411754809*pi,-0.4030316020249053*pi,4.096557293710664*pi) q[0];\nu3(3.4949483689356486*pi,0.751990294614229*pi,1.438740072042214*pi) q[1];\nu3(3.8423764369861004*pi,3.1882595458175906*pi,0.6241264709320635*pi) q[2];\nu3(3.759468621028361*pi,3.335392110585131*pi,1.5680195464827562*pi) q[3];\nu3(3.371876279617977*pi,2.3730522780866847*pi,0.7930840892758333*pi) q[4];\nu3(3.70671195700801*pi,-0.4600783370644605*pi,0.7380190986901345*pi) q[5];\nu3(3.4653488473973555*pi,2.648506600246727*pi,2.7717805417823174*pi) q[6];\nu3(3.466675920972904*pi,2.617191674334196*pi,3.529924807429976*pi) q[7];\nu3(3.691933207814886*pi,2.2373577903205115*pi,0.5035735102630216*pi) q[8];\nu3(3.3954092730211807*pi,3.0121608593675218*pi,4.010199446176793*pi) q[9];\nu3(3.4573637846020007*pi,3.170298521017002*pi,1.5913618674276402*pi) q[10];\nu3(3.5395471381858146*pi,2.4308588553279282*pi,1.0142029424333405*pi) q[11];\nu3(3.6681498018295806*pi,3.465268871745842*pi,4.192892846595511*pi) q[12];\nu3(3.471929780095161*pi,0.9458980952569211*pi,3.6748701136733053*pi) q[13];\nu3(3.226927318890949*pi,2.180031728876651*pi,0.6313552345094011*pi) q[14];\nRxxyyzz(0.4102172962278593*pi,0.2529575122485028*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.3695489834714796*pi,0.27763848733890395*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.46265791661942957*pi,0.23515049775567987*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.36960572838756967*pi,0.3089369493648602*pi,3.9216881504837406*pi) q[5],q[6];\nRxxyyzz(0.4089186238494601*pi,0.2465862908470806*pi,0.0*pi) q[7],q[9];\nRxxyyzz(0.29656883665523004*pi,0.10516301545832019*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.3378425427272798*pi,0.309970353422063*pi,3.94289123641785*pi) q[10],q[13];\nu3(3.449458509856629*pi,0.4514064884308189*pi,2.2795667529398553*pi) q[0];\nu3(3.226858080056984*pi,1.9242550998875934*pi,1.860770362508878*pi) q[1];\nu3(3.1823720103478568*pi,3.344617900812648*pi,1.0553942934813731*pi) q[2];\nu3(3.630252591226431*pi,2.78045299936121*pi,1.2664941036466895*pi) q[3];\nu3(3.450563307693771*pi,3.4073162336579452*pi,2.070512816665989*pi) q[4];\nu3(3.6448607953241234*pi,-0.05594880863927598*pi,2.305564556332485*pi) q[5];\nu3(3.316096661038063*pi,-0.08462437732524686*pi,1.963226681002955*pi) q[6];\nu3(3.466114926617925*pi,0.6807830497305383*pi,1.47127491278675*pi) q[7];\nu3(3.47465130339541*pi,-0.01058401686058208*pi,2.9971116038472436*pi) q[8];\nu3(3.7201121391432093*pi,0.12376020498456886*pi,2.2795499504727625*pi) q[9];\nu3(3.3712045492830836*pi,-0.15673074377557195*pi,3.623853440555107*pi) q[10];\nu3(3.7884243004895533*pi,0.820436520577871*pi,2.362921946433286*pi) q[11];\nu3(3.616667892491739*pi,-0.1316005103957696*pi,1.6486342222632013*pi) q[13];\nu3(3.7052602321730688*pi,0.08450257513615766*pi,0.8877435167958765*pi) q[14];\nRxxyyzz(0.42253180744612007*pi,0.3423151095654635*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.44605107940404004*pi,0.2118848152592415*pi,0.08276169821757583*pi) q[2],q[9];\nRxxyyzz(0.4709007388945766*pi,0.2825597959781071*pi,0.0*pi) q[5],q[3];\nRxxyyzz(0.39191126140823007*pi,0.24773928624571884*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.27732307568193015*pi,0.19219287522368944*pi,0.15235723773587573*pi) q[6],q[11];\nRxxyyzz(0.43905945988251016*pi,0.39063670539099027*pi,3.866560906714531*pi) q[8],q[13];\nRxxyyzz(0.45888502282657967*pi,0.23156812766415916*pi,0.041370790384566355*pi) q[10],q[12];\nu3(3.4389082854358355*pi,0.008061648832520585*pi,1.1854133458998084*pi) q[0];\nu3(3.8581449281331293*pi,2.7819104362306626*pi,3.7971552087693503*pi) q[2];\nu3(3.626397586414095*pi,3.247550207382283*pi,0.8551285109806539*pi) q[3];\nu3(3.5179504872392893*pi,2.7049239764309534*pi,1.528715057679242*pi) q[4];\nu3(3.30396493438662*pi,1.6009915523349534*pi,1.4334874437603167*pi) q[5];\nu3(3.6253871406453135*pi,-0.07168388123804514*pi,4.043167118902046*pi) q[6];\nu3(3.7378482988844706*pi,2.2305839643911725*pi,2.066280362224514*pi) q[7];\nu3(3.495200532766453*pi,1.4458882500008465*pi,1.487163093686289*pi) q[8];\nu3(3.652829697655509*pi,2.722708407928213*pi,1.3208814808528087*pi) q[9];\nu3(3.4170906146780125*pi,-0.04108850391225494*pi,0.7020235125695937*pi) q[10];\nu3(3.304485616734719*pi,-0.1864483686395097*pi,1.6184189873702723*pi) q[11];\nu3(3.740192811227929*pi,0.9077518468617876*pi,0.7110202529383277*pi) q[12];\nu3(3.535315852451451*pi,-0.40993437922870235*pi,1.3372867441270353*pi) q[13];\nu3(3.505509953760602*pi,2.4732677294612895*pi,0.9554926092200406*pi) q[14];\nRxxyyzz(0.3827316593430995*pi,0.2707768319095445*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.28795509466446*pi,0.1673241077697889*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.4477664155551903*pi,0.13883124164002908*pi,0.0764038584315941*pi) q[2],q[12];\nRxxyyzz(0.39552499476724023*pi,0.35715371550959896*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.40073322207589823*pi,0.2914706574985207*pi,0.19753156293544197*pi) q[7],q[13];\nRxxyyzz(0.3922142876194501*pi,0.23228478191121937*pi,0.0*pi) q[10],q[11];\nu3(3.51741709050503*pi,-0.16329972986561747*pi,0.8602025534151072*pi) q[0];\nu3(3.5939388764845956*pi,3.4476567830393847*pi,2.3177376551426905*pi) q[1];\nu3(3.313225778186661*pi,2.9098574131519377*pi,3.0920624640619936*pi) q[2];\nu3(3.5879037814450543*pi,2.1478443872247257*pi,1.5731684026371355*pi) q[4];\nu3(3.5326963583759716*pi,1.8181989639761502*pi,1.4027816796151675*pi) q[6];\nu3(3.3399300578088154*pi,2.410290039779287*pi,0.5917286242847282*pi) q[7];\nu3(3.299261240345385*pi,0.4648844036803572*pi,1.4260976628379207*pi) q[8];\nu3(3.7721198597549512*pi,-0.2154643885283377*pi,2.095512527484047*pi) q[9];\nu3(3.625195368807684*pi,-0.18181274834960603*pi,4.326987757625197*pi) q[10];\nu3(3.7417526421365888*pi,-0.19847908940169534*pi,2.2257700901597133*pi) q[11];\nu3(3.5047651295104156*pi,3.4915218433505224*pi,2.8436616412625018*pi) q[12];\nu3(3.4328034810229364*pi,-0.3706520842235955*pi,2.1340495665621186*pi) q[13];\nRxxyyzz(0.4470858232695599*pi,0.20736529782262195*pi,3.93913567753657*pi) q[0],q[10];\nRxxyyzz(0.38102267503178*pi,0.2997125993246051*pi,3.85890643813475*pi) q[1],q[14];\nRxxyyzz(0.43296341730344*pi,0.2230441441805038*pi,3.89683590931239*pi) q[2],q[4];\nRxxyyzz(0.44781231055893045*pi,0.3199525360644654*pi,0.0*pi) q[11],q[5];\nRxxyyzz(0.4443899764876995*pi,0.27925385210268105*pi,0.0*pi) q[9],q[6];\nRxxyyzz(0.4735754755936832*pi,0.2753609401875372*pi,0.0*pi) q[8],q[12];\nu3(3.156213119137333*pi,0.43167871573203975*pi,1.7162462579591877*pi) q[0];\nu3(3.2390177645339224*pi,0.5392244955582441*pi,1.1707544058630228*pi) q[1];\nu3(3.23073691961026*pi,-0.39649581313048343*pi,1.8171142441850678*pi) q[2];\nu3(3.419339035928947*pi,0.10116813059207175*pi,2.0461420725213797*pi) q[4];\nu3(3.3599147714738615*pi,1.7863996017956292*pi,1.3238772711811269*pi) q[5];\nu3(3.2469666945477793*pi,1.1203389049042918*pi,1.6567518911337342*pi) q[6];\nu3(3.6759187424559543*pi,2.8882946017590103*pi,1.1720249927557767*pi) q[8];\nu3(3.3256943400314753*pi,1.9394739430094279*pi,1.722871478500866*pi) q[9];\nu3(3.8051265006128987*pi,0.1289764170267682*pi,1.4571444107146538*pi) q[10];\nu3(3.5267494887569626*pi,3.165736636461712*pi,0.9406965878734872*pi) q[11];\nu3(3.461104390212341*pi,0.1562863831126382*pi,0.7124744963258727*pi) q[12];\nu3(3.250237135757439*pi,2.3710717456536425*pi,1.0874321601576833*pi) q[14];\nRxxyyzz(0.41506889113953005*pi,0.16894012193804175*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.32570088804266994*pi,0.24713465988103467*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.2766081905126*pi,0.13000838787823987*pi,3.91629410620539*pi) q[2],q[7];\nRxxyyzz(0.43744193794666*pi,0.16730578548874342*pi,0.0*pi) q[12],q[3];\nRxxyyzz(0.42091633674144024*pi,0.227988565329361*pi,0.14694199318690698*pi) q[10],q[5];\nRxxyyzz(0.39731852927794986*pi,0.23120815676070497*pi,0.10176518770751572*pi) q[6],q[11];\nRxxyyzz(0.39976376123385*pi,0.23351154057389018*pi,0.05237429075698688*pi) q[14],q[9];\nu3(3.2599878587674533*pi,0.12900226198182374*pi,0.8328561051519389*pi) q[0];\nu3(3.777860108513521*pi,2.560330114723938*pi,1.7824417764878238*pi) q[1];\nu3(3.776163936586084*pi,0.43847830321249026*pi,1.840366309573556*pi) q[2];\nu3(3.3464649758121334*pi,3.0429979535604597*pi,4.421014633106462*pi) q[3];\nu3(3.497746085061755*pi,2.935562062831836*pi,0.5976149502474702*pi) q[5];\nu3(3.5860001344143977*pi,3.0257504924633967*pi,4.32904847345158*pi) q[6];\nu3(3.629226606511699*pi,3.1090013036621587*pi,1.521961382283301*pi) q[7];\nu3(3.6134970003797564*pi,1.071965771958987*pi,1.8711691791543956*pi) q[8];\nu3(3.9779680404515183*pi,-0.3689279966404406*pi,2.9071792791071545*pi) q[9];\nu3(3.492574009477229*pi,1.2265016226687115*pi,4.480059518140813*pi) q[10];\nu3(3.899997308100888*pi,3.353859786185547*pi,0.7085135267715825*pi) q[11];\nu3(3.677520107248586*pi,2.5162700017702293*pi,2.1647759105703757*pi) q[12];\nu3(3.8107557595280523*pi,2.8860847630299498*pi,4.408594852657996*pi) q[13];\nu3(3.7637925379239445*pi,2.4230446932111604*pi,1.1538924685874468*pi) q[14];\nRxxyyzz(0.27678705176604*pi,0.22921201335132224*pi,0.05201618282880416*pi) q[12],q[0];\nRxxyyzz(0.45678519724634004*pi,0.3051799650806705*pi,0.1585030285401971*pi) q[2],q[1];\nRxxyyzz(0.3038690698006498*pi,0.28674574006294273*pi,0.08169167625569962*pi) q[3],q[11];\nRxxyyzz(0.3579402047274396*pi,0.31273139395733374*pi,3.7788089099503095*pi) q[9],q[4];\nRxxyyzz(0.39601632146895965*pi,0.32811321212107947*pi,3.9496263291012*pi) q[14],q[5];\nRxxyyzz(0.3025427295419499*pi,0.1492825324118079*pi,3.9538852188603606*pi) q[7],q[13];\nRxxyyzz(0.44831407567361004*pi,0.3114633244001095*pi,0.0*pi) q[10],q[8];\nu3(3.495462772199115*pi,3.485215575113548*pi,0.656956754624255*pi) q[0];\nu3(3.250153368729544*pi,1.7766349893546631*pi,4.3431927830651595*pi) q[1];\nu3(3.925188435738259*pi,-0.4637211571163248*pi,4.243022679121538*pi) q[2];\nu3(3.799704399434489*pi,1.7762194663742328*pi,1.1552502647343383*pi) q[3];\nu3(3.583623574061104*pi,-0.010700289887316639*pi,1.8364918498086444*pi) q[4];\nu3(3.5442786122495096*pi,3.408884429182457*pi,0.8165118726740896*pi) q[5];\nu3(3.31795998676167*pi,2.8776825860560047*pi,2.3252917612238164*pi) q[7];\nu3(3.691960356310931*pi,2.379841469450935*pi,0.8170192600480108*pi) q[8];\nu3(3.7786958315087413*pi,0.07960876297043518*pi,0.8535985327463194*pi) q[9];\nu3(3.5680602127386356*pi,-0.07060517674271871*pi,0.6367184536913877*pi) q[10];\nu3(3.9277611543016477*pi,2.5018846786349846*pi,3.823768873427582*pi) q[11];\nu3(3.7032451332232497*pi,-0.09589102559308227*pi,1.3650756271741584*pi) q[12];\nu3(3.592912511011221*pi,3.468836539789434*pi,3.8717971312357293*pi) q[13];\nu3(3.8581138566034285*pi,3.429079733876388*pi,0.6615797932120282*pi) q[14];\nRxxyyzz(0.3311578932794097*pi,0.18403456254146633*pi,3.948442747775699*pi) q[5],q[0];\nRxxyyzz(0.4085089788636499*pi,0.319985613451009*pi,0.06146015738216268*pi) q[1],q[6];\nRxxyyzz(0.41113419484226027*pi,0.30903833403694364*pi,3.9183995924631607*pi) q[2],q[3];\nRxxyyzz(0.22840834273166002*pi,0.14769789132294697*pi,0.06671554860309747*pi) q[4],q[11];\nRxxyyzz(0.4053967133959301*pi,0.182570409659498*pi,0.0*pi) q[7],q[10];\nRxxyyzz(0.4652066165694506*pi,0.29010848279686496*pi,0.0*pi) q[13],q[8];\nRxxyyzz(0.43055170283220967*pi,0.24848974105617438*pi,0.0*pi) q[12],q[14];\nu3(3.1435540511852067*pi,2.102537485186224*pi,1.3659609066159768*pi) q[0];\nu3(3.3937843052136927*pi,3.2115408385431268*pi,3.475492323195491*pi) q[1];\nu3(3.593272418364864*pi,3.160886264343357*pi,1.6520337460268282*pi) q[2];\nu3(3.554466341786406*pi,0.005308990477184583*pi,1.7243817783097226*pi) q[3];\nu3(3.4270686549945304*pi,0.48306949099344054*pi,1.0902414323662528*pi) q[4];\nu3(3.432343066433041*pi,0.7073149077718175*pi,0.5544266312449379*pi) q[5];\nu3(3.6327991882647024*pi,2.450732352868526*pi,3.964246396699454*pi) q[6];\nu3(3.7766784648035814*pi,1.0061230809735404*pi,1.2079753005145588*pi) q[7];\nu3(3.6528643903735962*pi,3.4455919138540763*pi,3.572284798347083*pi) q[8];\nu3(3.6120617875428396*pi,-0.19525694172238517*pi,1.9562038594107132*pi) q[10];\nu3(3.7087949171135257*pi,3.4501195523946127*pi,0.6810919558874007*pi) q[11];\nu3(3.3460672056774077*pi,0.7543426246799578*pi,1.6108798246000746*pi) q[12];\nu3(3.5981087669113916*pi,0.7196875354953418*pi,0.5355523181738544*pi) q[13];\nu3(3.66742351807803*pi,-0.10572020619399924*pi,1.316751646910055*pi) q[14];\nRxxyyzz(0.3674163441543694*pi,0.30610773830678184*pi,0.0*pi) q[4],q[0];\nRxxyyzz(0.3994841695821494*pi,0.21046032636752438*pi,3.8682777596657996*pi) q[1],q[10];\nRxxyyzz(0.3105423762995605*pi,0.2787216292795801*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.4082442323798003*pi,0.26084022853918337*pi,0.07975856955997779*pi) q[12],q[5];\nRxxyyzz(0.3429833668266906*pi,0.17089235490863863*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.40531304877807944*pi,0.15907523115517333*pi,0.04557487945584842*pi) q[9],q[8];\nRxxyyzz(0.3131843689568901*pi,0.14118274419168486*pi,3.92666895373861*pi) q[14],q[13];\nu3(3.4559233474064497*pi,2.187678044177665*pi,1.7628099311988696*pi) q[0];\nu3(3.7434685983119467*pi,2.4855533672311685*pi,1.5915357575609081*pi) q[1];\nu3(3.5851864726213547*pi,-0.05102350405723988*pi,3.0200330135554703*pi) q[2];\nu3(3.4898271875742717*pi,-0.28704206641076024*pi,3.8782635003495196*pi) q[4];\nu3(3.232837157404807*pi,2.650009778225338*pi,0.7174122493658927*pi) q[5];\nu3(3.3663241697342454*pi,0.557791255937369*pi,0.9455299998490848*pi) q[6];\nu3(3.6762682083956584*pi,0.22306217874925183*pi,1.078746401258587*pi) q[7];\nu3(3.830039103364224*pi,0.1316699995471129*pi,3.2181586111119707*pi) q[8];\nu3(3.270306612126867*pi,2.881109336657625*pi,3.132987398712231*pi) q[9];\nu3(3.5178849663126863*pi,1.2979866688252875*pi,1.4822728916196914*pi) q[10];\nu3(3.415099824309871*pi,1.1293287980831264*pi,0.9225534546816991*pi) q[11];\nu3(3.7109579502776775*pi,0.895836397973695*pi,0.6773530463141225*pi) q[12];\nu3(3.6866685167264364*pi,3.3426088168370747*pi,3.920414614201456*pi) q[13];\nu3(3.4141947232699987*pi,2.6599474030286343*pi,1.488986382725841*pi) q[14];\nRxxyyzz(0.38652558228112166*pi,0.2852727035637167*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.3532901216246099*pi,0.24361796512228295*pi,3.9291746821112*pi) q[1],q[11];\nRxxyyzz(0.3905217451288685*pi,0.20773291586839093*pi,0.0*pi) q[12],q[2];\nRxxyyzz(0.4095428497824999*pi,0.28822687089656845*pi,3.939848312207749*pi) q[7],q[3];\nRxxyyzz(0.4108837453426802*pi,0.23734343521272727*pi,3.87675121694117*pi) q[9],q[4];\nRxxyyzz(0.4807048407459803*pi,0.3324722127591031*pi,0.0*pi) q[14],q[5];\nRxxyyzz(0.3086431309202301*pi,0.2414798816651882*pi,0.0*pi) q[8],q[10];\nu3(3.3282301726764247*pi,3.028120997710285*pi,4.0132556496486895*pi) q[0];\nu3(3.3117758186443096*pi,1.8898593031845103*pi,2.2886051252624755*pi) q[1];\nu3(3.730126662440501*pi,3.0765192017166845*pi,2.223569678216916*pi) q[2];\nu3(3.586616628949443*pi,3.222414160036263*pi,1.5102434715760782*pi) q[3];\nu3(3.5377169745121675*pi,0.3870974258724267*pi,2.0334530975706935*pi) q[4];\nu3(3.7708348502991047*pi,2.819027692947018*pi,1.7523562136746111*pi) q[5];\nu3(3.2570393186862385*pi,1.8360847562714424*pi,1.479349016694835*pi) q[6];\nu3(3.491501836836701*pi,0.8305528998309013*pi,2.082723338379816*pi) q[7];\nu3(3.2686333381383683*pi,3.0242782459844344*pi,1.5194565002556413*pi) q[8];\nu3(3.401651672253394*pi,2.6240628132391977*pi,0.8592200190386898*pi) q[9];\nu3(3.265258975004509*pi,2.063189159559202*pi,1.129540941848583*pi) q[10];\nu3(3.7463076628221983*pi,2.956623239193706*pi,0.5932026999769198*pi) q[11];\nu3(3.6579678475900175*pi,1.4693390607726298*pi,2.1775856085180716*pi) q[12];\nu3(3.697185689206273*pi,0.4542281673128118*pi,1.2615239089989463*pi) q[14];\nRxxyyzz(0.45997722975790023*pi,0.12290807474873577*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.38003229514547987*pi,0.171234333720797*pi,0.0*pi) q[11],q[3];\nRxxyyzz(0.4234055968687037*pi,0.3381755439034491*pi,0.09922396935908291*pi) q[10],q[4];\nRxxyyzz(0.45232216375924*pi,0.23005118563397212*pi,3.9189292262975695*pi) q[7],q[5];\nRxxyyzz(0.3265949035149597*pi,0.24127811672111066*pi,0.0*pi) q[9],q[8];\nRxxyyzz(0.26805520984698017*pi,0.16592007173604728*pi,0.0*pi) q[14],q[12];\nu3(3.466745893159909*pi,-0.47847709967005414*pi,1.9190852431134189*pi) q[2];\nu3(3.149012902366646*pi,0.350626690623298*pi,1.6262578498925802*pi) q[3];\nu3(3.448242537802166*pi,2.5167940016746964*pi,1.0098484151034972*pi) q[4];\nu3(3.43107302961209*pi,3.397319030267745*pi,2.3382773202955365*pi) q[5];\nu3(3.2887619523593115*pi,2.9734962657438415*pi,1.233252749518452*pi) q[7];\nu3(3.5781516859225664*pi,1.4225002591006244*pi,1.234330635981224*pi) q[8];\nu3(3.45371162730745*pi,2.608485260897423*pi,2.3784851021121405*pi) q[9];\nu3(3.558084813251508*pi,1.5853890274911526*pi,0.5295447868277666*pi) q[10];\nu3(3.2133803621298362*pi,0.18746133471349702*pi,0.5772438678006289*pi) q[11];\nu3(3.3589906163482306*pi,-0.21254432366223042*pi,2.2193990503479046*pi) q[12];\nu3(3.6586208250888315*pi,-0.07928671189321213*pi,0.9427821163562626*pi) q[13];\nu3(3.381982319164713*pi,0.0058425257947707365*pi,0.8277308601886904*pi) q[14];\nRxxyyzz(0.47897137823249925*pi,0.22274320995462382*pi,0.0*pi) q[14],q[0];\nRxxyyzz(0.31756204070807975*pi,0.18658226389339205*pi,0.04051509239137019*pi) q[7],q[1];\nRxxyyzz(0.4261249393907799*pi,0.11835443429642378*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.4311233685143707*pi,0.35480713307850587*pi,0.0*pi) q[12],q[5];\nRxxyyzz(0.2817812254379607*pi,0.24718140297567337*pi,0.0*pi) q[11],q[8];\nRxxyyzz(0.44053211288788946*pi,0.2591383106686725*pi,3.9408554064727603*pi) q[9],q[13];\nu3(3.7393613714152787*pi,-0.15824127465156135*pi,0.7743653626604594*pi) q[0];\nu3(3.629063523527769*pi,3.402515607795008*pi,1.959445939286233*pi) q[1];\nu3(3.7073518207269145*pi,1.7000475670122932*pi,1.5825248548345088*pi) q[3];\nu3(3.7641196114447033*pi,0.12087873949966066*pi,1.3130166118328757*pi) q[5];\nu3(3.3198519956780563*pi,2.8178449382670565*pi,2.1663779125541844*pi) q[6];\nu3(3.5181086652290676*pi,0.7889222689885989*pi,1.2864671148765292*pi) q[7];\nu3(3.466034288878561*pi,3.360159076506423*pi,2.362808183707*pi) q[8];\nu3(3.2058056197590377*pi,0.19515360829369555*pi,0.7347827737074208*pi) q[9];\nu3(3.296824332577158*pi,-0.14425549694568407*pi,3.9374819011000612*pi) q[11];\nu3(3.42914932467548*pi,3.1100897516353276*pi,4.202760389943925*pi) q[12];\nu3(3.258168153132515*pi,2.551554069822852*pi,1.8631296950219456*pi) q[13];\nu3(3.5260698046793184*pi,2.718435730493295*pi,1.0212988792791937*pi) q[14];\nRxxyyzz(0.4372905035188101*pi,0.18799984659260915*pi,3.8688583371353804*pi) q[0],q[12];\nRxxyyzz(0.42453050260655056*pi,0.30507339614114604*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.30747457020997*pi,0.11016876424431787*pi,3.94661931373974*pi) q[8],q[3];\nRxxyyzz(0.4145886769504798*pi,0.22274622870431102*pi,3.89391369027252*pi) q[14],q[4];\nRxxyyzz(0.3321169034345144*pi,0.159974863584587*pi,0.06065469771338616*pi) q[7],q[5];\nRxxyyzz(0.3683806895879299*pi,0.14240433983856227*pi,0.0*pi) q[9],q[11];\nRxxyyzz(0.34664154933178015*pi,0.23277810816153055*pi,0.0*pi) q[13],q[10];\nu3(3.5083635510945523*pi,1.887744961680915*pi,0.8644928723310779*pi) q[0];\nu3(3.2819605128096865*pi,2.917253718544789*pi,2.4450040699750977*pi) q[2];\nu3(3.096830741767829*pi,-0.3245199728291249*pi,3.865283323908341*pi) q[3];\nu3(3.469955251484124*pi,-0.4624163509792443*pi,2.448384250635349*pi) q[4];\nu3(3.5466218498167135*pi,2.828011413818035*pi,0.8868696511752485*pi) q[5];\nu3(3.1306516078487236*pi,2.717576044159692*pi,0.6836327779178903*pi) q[6];\nu3(3.7709726245686825*pi,0.316838160295317*pi,0.9462004214481763*pi) q[7];\nu3(3.2584692120581478*pi,2.910042798140166*pi,2.409593830104778*pi) q[8];\nu3(3.371009128845203*pi,-0.05145378410047963*pi,0.9406683249624337*pi) q[9];\nu3(3.391013717065691*pi,0.2895429521344268*pi,2.2414051025573865*pi) q[10];\nu3(3.5617214263892603*pi,-0.3590679777528184*pi,3.7334406203570594*pi) q[11];\nu3(3.6995220428073967*pi,1.701900600167801*pi,0.652869730625091*pi) q[12];\nu3(3.866290064840339*pi,3.4095083292044834*pi,1.3828867354271057*pi) q[13];\nu3(3.3121368369904944*pi,2.656585348826216*pi,1.2079532748334314*pi) q[14];\nRxxyyzz(0.45350411864148277*pi,0.25157462616949733*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.47045990254550063*pi,0.21804292124019942*pi,0.0*pi) q[3],q[2];\nRxxyyzz(0.3963376285948601*pi,0.24190785552790775*pi,0.08191383968386007*pi) q[11],q[4];\nRxxyyzz(0.43683264696618984*pi,0.27642676331118504*pi,0.05013596964335319*pi) q[6],q[14];\nRxxyyzz(0.44474517810371994*pi,0.167012668558769*pi,3.9152315507317095*pi) q[9],q[10];\nRxxyyzz(0.4255912683200501*pi,0.23943838281768876*pi,3.9200005424568207*pi) q[12],q[13];\nu3(3.4545271627375884*pi,-0.48118088047672947*pi,3.5192964519901992*pi) q[1];\nu3(3.11821307645807*pi,2.8943073889295308*pi,1.7606172400683013*pi) q[2];\nu3(3.6837419441989696*pi,0.29313597766311683*pi,1.6154555492963762*pi) q[3];\nu3(3.313676241048287*pi,1.0738272768753767*pi,0.8465338569247058*pi) q[4];\nu3(3.4142947861002493*pi,0.135517296183287*pi,3.526358322275854*pi) q[6];\nu3(3.4351461042195632*pi,-0.04046452257619981*pi,1.5025103984384025*pi) q[8];\nu3(3.434322676529222*pi,-0.411188083145665*pi,1.5966745524307302*pi) q[9];\nu3(3.5109257814375927*pi,3.3966191079624575*pi,1.9427506650859634*pi) q[10];\nu3(3.562329846995408*pi,0.08095769151643262*pi,4.383436076425132*pi) q[11];\nu3(3.772532985048599*pi,3.2449458094281165*pi,1.3418691966021554*pi) q[12];\nu3(3.515162730806547*pi,1.1429449897076178*pi,2.197152091613293*pi) q[13];\nu3(3.8875568073776714*pi,2.18494822859117*pi,4.111905119616006*pi) q[14];\nRxxyyzz(0.3971961569101897*pi,0.25907469240474734*pi,3.89092929986745*pi) q[0],q[11];\nRxxyyzz(0.40492127586926996*pi,0.1360391104943499*pi,0.07310566873170768*pi) q[2],q[14];\nRxxyyzz(0.4295391394427712*pi,0.3988389980939255*pi,0.0*pi) q[6],q[3];\nRxxyyzz(0.38574220897949035*pi,0.28883811715119734*pi,3.8879153017661405*pi) q[10],q[4];\nRxxyyzz(0.4601193815990901*pi,0.24713708398653542*pi,3.9343608060593*pi) q[9],q[5];\nRxxyyzz(0.3779456902440278*pi,0.2214430166764908*pi,0.0*pi) q[7],q[13];\nu3(3.556356315466908*pi,3.1887729635787685*pi,1.4424381090423513*pi) q[0];\nu3(3.2864365476352866*pi,-0.37579851820820365*pi,2.995045324472871*pi) q[2];\nu3(3.14898057293007*pi,0.4384622394469939*pi,1.7379198501358282*pi) q[3];\nu3(3.2747291511098457*pi,3.436136125765974*pi,0.8803203719103614*pi) q[4];\nu3(3.2327352417741544*pi,0.24471514758624646*pi,0.5799156975054336*pi) q[5];\nu3(3.618607094885723*pi,2.645427602997951*pi,0.5880276593373905*pi) q[6];\nu3(3.268818619260395*pi,3.186638742006655*pi,0.848873138074401*pi) q[7];\nu3(3.6434889697653277*pi,2.846042512159924*pi,2.3166573523624634*pi) q[9];\nu3(3.14576973455819*pi,0.9961148631354368*pi,2.097227980787166*pi) q[10];\nu3(3.687337387896202*pi,-0.25221250225894265*pi,1.0673819993238136*pi) q[11];\nu3(3.4071310056144632*pi,3.081744730993864*pi,1.1393121429526822*pi) q[13];\nu3(3.4288152142910038*pi,3.420742535923056*pi,0.989315208997791*pi) q[14];\nmeasure q[3] -> c[3];\nmeasure q[9] -> c[6];\nmeasure q[6] -> c[14];\nRxxyyzz(0.44089886395504996*pi,0.2462844449542682*pi,3.8821557839745395*pi) q[0],q[10];\nRxxyyzz(0.44149192678135*pi,0.1894236711160447*pi,3.8728197806771494*pi) q[1],q[2];\nRxxyyzz(0.44976792984589054*pi,0.10001329507163381*pi,0.0*pi) q[13],q[4];\nRxxyyzz(0.42245451154813995*pi,0.38366583114358466*pi,0.08042833375698866*pi) q[5],q[14];\nRxxyyzz(0.38608158299947715*pi,0.30965585067011103*pi,0.0*pi) q[12],q[7];\nRxxyyzz(0.38103833909050777*pi,0.11157659593091873*pi,0.0*pi) q[8],q[11];\nu3(3.5255871443181324*pi,1.3526891248796467*pi,2.0294306190034845*pi) q[0];\nu3(3.3483936969434387*pi,2.618535742959221*pi,1.7664768108996571*pi) q[1];\nu3(3.6980460358304064*pi,0.5899733836389407*pi,1.0673583526607988*pi) q[2];\nu3(3.390064069664028*pi,0.07100942987172498*pi,2.0799865431915507*pi) q[4];\nu3(3.257028886765254*pi,2.791742490595707*pi,1.7406777409653227*pi) q[5];\nu3(3.190859360828012*pi,0.8084922631845943*pi,1.4838659011502136*pi) q[7];\nu3(3.0867518830447107*pi,2.669930053446334*pi,0.9061076540192996*pi) q[8];\nu3(3.409889321425834*pi,2.99783139500879*pi,1.6082332509139246*pi) q[10];\nu3(3.2417205276585586*pi,1.6836622237633803*pi,1.9258122604195114*pi) q[11];\nu3(3.4903317939179717*pi,0.16395635568202582*pi,1.252408173450358*pi) q[12];\nu3(3.4893213553158056*pi,2.811346199274947*pi,1.8657306113074363*pi) q[13];\nu3(3.4657444394678953*pi,0.7589313861803284*pi,4.170171486412122*pi) q[14];\nmeasure q[4] -> c[0];\nmeasure q[11] -> c[1];\nmeasure q[0] -> c[2];\nmeasure q[1] -> c[4];\nmeasure q[2] -> c[5];\nmeasure q[5] -> c[7];\nmeasure q[8] -> c[8];\nmeasure q[14] -> c[9];\nmeasure q[10] -> c[10];\nmeasure q[7] -> c[11];\nmeasure q[12] -> c[12];\nmeasure q[13] -> c[13];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.2132235474650783*pi,3.4023927784430206*pi,1.0301381530585214*pi) q[0];\nu3(3.537587147058918*pi,2.4226254095249136*pi,1.1504245762082108*pi) q[1];\nu3(3.355727444143886*pi,3.471815235612736*pi,1.5373780419929841*pi) q[2];\nu3(3.1845779515401835*pi,3.37155358955535*pi,2.653226888750861*pi) q[3];\nu3(3.6095763592154557*pi,2.6343477740455032*pi,1.9569526192251083*pi) q[4];\nu3(3.3760957096441633*pi,3.1340265701299774*pi,3.6893990226390176*pi) q[5];\nu3(3.5619016656296854*pi,-0.47891903027725624*pi,1.7643976229216487*pi) q[6];\nu3(3.364932138173535*pi,2.7368618850650903*pi,0.9352522667514352*pi) q[7];\nu3(3.2619657701083424*pi,-0.4824130041981127*pi,1.5041592452905672*pi) q[8];\nu3(3.5651360586589833*pi,-0.13579937847822704*pi,0.944271184301751*pi) q[9];\nu3(3.757837631004687*pi,2.0002399930817*pi,1.4689742198362885*pi) q[10];\nu3(3.4958132998148503*pi,2.0540274569522716*pi,2.9664556990134505*pi) q[11];\nu3(3.897724113643993*pi,-0.38761699763235125*pi,1.6235241852263012*pi) q[12];\nu3(3.2488079795517057*pi,-0.2891647380482606*pi,1.3570828372518264*pi) q[13];\nu3(3.832536445017617*pi,0.1310551006365982*pi,1.0117872372374772*pi) q[14];\nRxxyyzz(0.26733667657055005*pi,0.11756448790220686*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.4479944424929996*pi,0.37297770834996125*pi,3.9166097401481696*pi) q[1],q[8];\nRxxyyzz(0.39164083488206014*pi,0.3333296921815354*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.42332054567369914*pi,0.23447552285161202*pi,3.902205412383731*pi) q[3],q[13];\nRxxyyzz(0.3965490364595801*pi,0.25195873518710715*pi,3.9436065132406104*pi) q[6],q[7];\nRxxyyzz(0.43737849405053675*pi,0.36291765985692154*pi,0.0*pi) q[9],q[12];\nRxxyyzz(0.38935353599748973*pi,0.27003777103340143*pi,0.16367042477902277*pi) q[10],q[14];\nu3(3.76567849141025*pi,-0.25029143559431644*pi,2.1825234345585143*pi) q[0];\nu3(3.6522036007258687*pi,3.1372291860133554*pi,1.5828309670915308*pi) q[1];\nu3(3.740318765318134*pi,3.2027467342333846*pi,1.165517596008939*pi) q[2];\nu3(3.5444312232988517*pi,2.9521209379048505*pi,2.0333575572590856*pi) q[3];\nu3(3.269546090479231*pi,2.988832013659988*pi,1.7763501675091276*pi) q[4];\nu3(3.299432700497026*pi,2.0075222069633947*pi,2.135380784260279*pi) q[6];\nu3(3.0935855130308303*pi,3.3691701003795638*pi,2.237670560125774*pi) q[7];\nu3(3.7520170660464345*pi,2.36417149546907*pi,1.1453707617358075*pi) q[8];\nu3(3.622178805710401*pi,3.013733378905834*pi,3.3944147772884175*pi) q[9];\nu3(3.3478339696611332*pi,1.2917042082866934*pi,0.5987372188610646*pi) q[10];\nu3(3.331640547541571*pi,-0.21702034868579856*pi,2.4101217321054578*pi) q[11];\nu3(3.7685670689403317*pi,2.0403617938093523*pi,1.834932010197945*pi) q[12];\nu3(3.4357151888595734*pi,0.5056900333777947*pi,1.863376091033893*pi) q[13];\nu3(3.6988769882678048*pi,3.116925689622621*pi,4.240370884660319*pi) q[14];\nRxxyyzz(0.4738583889501201*pi,0.1239064285075353*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.3240590848711006*pi,0.1513885248451894*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.44042947669611987*pi,0.37131506975062667*pi,0.10425571207346618*pi) q[2],q[6];\nRxxyyzz(0.44992219816391943*pi,0.21033383466065605*pi,3.8890770879823506*pi) q[3],q[8];\nRxxyyzz(0.3793950035547402*pi,0.36280512543746024*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.4380239831829603*pi,0.2779092394845204*pi,0.0*pi) q[5],q[14];\nu3(3.437390975998623*pi,0.03812311403657931*pi,4.293937859363832*pi) q[0];\nu3(3.35085044921455*pi,3.185576945393105*pi,1.4547581903738305*pi) q[1];\nu3(3.71720565759327*pi,3.083561603137542*pi,1.9993443825436792*pi) q[2];\nu3(3.7635339179114786*pi,0.5600203748670174*pi,1.1052300615220996*pi) q[3];\nu3(3.174016766035133*pi,3.479584647701361*pi,0.7221869784849164*pi) q[4];\nu3(3.298736059084044*pi,0.4053265444524019*pi,1.4600017868792443*pi) q[5];\nu3(3.5695833919010806*pi,3.2641115944234653*pi,3.428887636355154*pi) q[6];\nu3(3.563530685958238*pi,0.3779547864111936*pi,2.4368451270404017*pi) q[8];\nu3(3.079227902205707*pi,-0.15203399125049782*pi,0.7184808750056244*pi) q[10];\nu3(3.3127116997480055*pi,1.8935707908070807*pi,4.1133905093586*pi) q[11];\nu3(3.641729439897145*pi,-0.23855087723014123*pi,1.8385137636634017*pi) q[13];\nu3(3.4057561227176905*pi,-0.031355110523307306*pi,4.35733280810906*pi) q[14];\nRxxyyzz(0.4355046179129903*pi,0.23611647407309316*pi,0.12572743980080156*pi) q[0],q[4];\nRxxyyzz(0.34085330641724976*pi,0.19206547297738663*pi,0.0*pi) q[9],q[1];\nRxxyyzz(0.4230318734024615*pi,0.14005386191968205*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.40218716844294233*pi,0.2939914869104221*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.392942819836136*pi,0.16802153726419378*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.3851494646867498*pi,0.2996094380570113*pi,3.88005265168053*pi) q[8],q[10];\nRxxyyzz(0.35265721057914995*pi,0.09306024389717749*pi,0.04606582429317818*pi) q[13],q[12];\nu3(3.424785031565168*pi,-0.4984488786480002*pi,3.9716600944905682*pi) q[0];\nu3(3.822661814295276*pi,0.31173703069052205*pi,1.4419866850905398*pi) q[1];\nu3(3.071559893848088*pi,1.8455786071278046*pi,1.1618843130418295*pi) q[2];\nu3(3.7761011620391365*pi,0.9724767564103622*pi,1.2954925016315204*pi) q[3];\nu3(3.8070679151121696*pi,2.6450666435296806*pi,4.219502206933413*pi) q[4];\nu3(3.7969634160304557*pi,3.425637226230144*pi,1.3429264555986857*pi) q[5];\nu3(3.423246394295579*pi,0.9637289330431464*pi,1.7955134795272354*pi) q[6];\nu3(3.515465685665374*pi,0.6282849093545428*pi,1.661158740989708*pi) q[7];\nu3(3.372038233082864*pi,2.091938703451232*pi,0.7616055250891303*pi) q[8];\nu3(3.48731453045714*pi,3.2607495496545957*pi,1.5093010421867468*pi) q[9];\nu3(3.756718594257754*pi,2.673561319214747*pi,2.353635260525816*pi) q[10];\nu3(3.694679218374343*pi,2.786824869835888*pi,0.7953138083725921*pi) q[12];\nu3(3.7214138622311372*pi,-0.16226735358092892*pi,0.5196552845518617*pi) q[13];\nu3(3.650804327637476*pi,0.44037617128670115*pi,2.1904010994877225*pi) q[14];\nRxxyyzz(0.43224186865506997*pi,0.4054241333926081*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.3810318792566699*pi,0.27715902295772354*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.4036176279695298*pi,0.29209484277362735*pi,3.93646922173132*pi) q[6],q[4];\nRxxyyzz(0.4087576675051298*pi,0.17011063480210975*pi,3.9203822987484505*pi) q[14],q[8];\nRxxyyzz(0.4185935326540964*pi,0.2061008690241073*pi,0.0*pi) q[12],q[9];\nRxxyyzz(0.44002681189384973*pi,0.1841007626363106*pi,0.0*pi) q[13],q[10];\nu3(3.23161736402961*pi,2.218402923614905*pi,0.5214806671449823*pi) q[0];\nu3(3.198450324638132*pi,0.045218161800493206*pi,0.6911188200134626*pi) q[1];\nu3(3.1014723909233592*pi,3.484593716329236*pi,2.335742012049045*pi) q[2];\nu3(3.1111120112810227*pi,-0.3109748679414168*pi,1.3780347146940866*pi) q[3];\nu3(3.445166924667742*pi,-0.04272501587741939*pi,1.5933925081389435*pi) q[4];\nu3(3.1444853854158015*pi,2.8663269136875136*pi,1.5914348344923455*pi) q[6];\nu3(3.3840481641300637*pi,3.452817391840908*pi,2.1820549245209078*pi) q[8];\nu3(3.252423774985118*pi,0.3168653804636514*pi,1.2951366898417858*pi) q[9];\nu3(3.7030664495049237*pi,3.332516270920002*pi,0.8359598560451369*pi) q[10];\nu3(3.372499201321329*pi,2.043519571924171*pi,1.6915386281240212*pi) q[12];\nu3(3.512173212422748*pi,2.892795597756289*pi,4.498051305689081*pi) q[13];\nu3(3.962326543548189*pi,0.8211993838760225*pi,1.0228385163107987*pi) q[14];\nRxxyyzz(0.45902357441020913*pi,0.3913441480716885*pi,3.80729398474108*pi) q[0],q[11];\nRxxyyzz(0.39083571106941783*pi,0.2547535278810946*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.43968936544889015*pi,0.16146210704550779*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.4125649129953507*pi,0.12135639437058643*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.43798124206151723*pi,0.24334087057525633*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.40801942616658865*pi,0.23844504323179813*pi,0.10254723663008389*pi) q[14],q[10];\nu3(3.3845015265153906*pi,0.37071410639942615*pi,1.1174218928986064*pi) q[0];\nu3(3.641102479661273*pi,-0.09625855369392045*pi,4.374571770527142*pi) q[1];\nu3(3.4524613587617075*pi,2.56944117563204*pi,2.465776999013551*pi) q[2];\nu3(3.5701160402303764*pi,0.8222116363233674*pi,1.958365244605661*pi) q[3];\nu3(3.7027047518782727*pi,3.012897671256333*pi,2.2250338776500165*pi) q[4];\nu3(3.3401521827731155*pi,3.4163008187422967*pi,0.5463498533934197*pi) q[6];\nu3(3.3915325742961517*pi,0.3599145398945781*pi,0.9902907356032625*pi) q[8];\nu3(3.456443984390045*pi,1.805842899126509*pi,1.635492830409976*pi) q[9];\nu3(3.2818262207273072*pi,0.6473852075175266*pi,0.9753211972670085*pi) q[10];\nu3(3.615188137907727*pi,0.1493761001803806*pi,1.1286905277537265*pi) q[11];\nu3(3.4330106903850313*pi,0.7520266393023229*pi,1.4025896333386285*pi) q[12];\nu3(3.126567292958244*pi,-0.46175841128373385*pi,3.2574911816445393*pi) q[14];\nRxxyyzz(0.4734639409402597*pi,0.38397266300802724*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.3729489827279703*pi,0.324001816096243*pi,0.0*pi) q[4],q[1];\nRxxyyzz(0.44383417959490534*pi,0.26067390240502364*pi,0.0*pi) q[3],q[2];\nRxxyyzz(0.4501544671435198*pi,0.3020730691267133*pi,3.9544142441843597*pi) q[14],q[7];\nRxxyyzz(0.35950896687877076*pi,0.09848135655120904*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.3971164000474201*pi,0.3496403413179025*pi,0.07058387718198492*pi) q[12],q[11];\nu3(3.707507684057467*pi,0.16719292683560694*pi,1.0958410464260975*pi) q[0];\nu3(3.947182979036136*pi,-0.09482817767041507*pi,4.006621238996063*pi) q[1];\nu3(3.386278995814849*pi,1.8698831794569335*pi,2.3385796915874226*pi) q[2];\nu3(3.7293745830692098*pi,0.13012208852218043*pi,1.1156876422169495*pi) q[3];\nu3(3.7656554422721307*pi,0.21373288545113844*pi,0.5460128032464735*pi) q[4];\nu3(3.347189994545025*pi,2.0346070358345587*pi,0.6376531430133923*pi) q[6];\nu3(3.2310153814788336*pi,0.1847208607299219*pi,1.5962028870554223*pi) q[7];\nu3(3.3845951395337854*pi,-0.12978648558849715*pi,1.567955410085597*pi) q[8];\nu3(3.238322139863523*pi,1.9567557708769385*pi,1.129586981371728*pi) q[9];\nu3(3.6466309904807948*pi,0.1705173457157907*pi,4.424813065482065*pi) q[11];\nu3(3.6396121291577366*pi,-0.3568875020934947*pi,1.5099148326710317*pi) q[12];\nu3(3.160524950541305*pi,2.4260413643086705*pi,2.0703976777093467*pi) q[14];\nRxxyyzz(0.35365081680793026*pi,0.23406425298742706*pi,0.08694870069096972*pi) q[0],q[11];\nRxxyyzz(0.3722071610042899*pi,0.3166856062549145*pi,3.9230136727117806*pi) q[8],q[1];\nRxxyyzz(0.43144777616644026*pi,0.189644374381579*pi,0.0585156303384452*pi) q[9],q[4];\nRxxyyzz(0.4408376956342383*pi,0.24719670512971129*pi,3.890524803681327*pi) q[14],q[5];\nRxxyyzz(0.39814957117166405*pi,0.2176344982556745*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.44373192911003023*pi,0.08838315219752746*pi,0.0*pi) q[12],q[10];\nu3(3.4567155109912884*pi,3.3266142058427643*pi,3.6930253173157963*pi) q[0];\nu3(3.9677559825225566*pi,1.735700040427759*pi,2.321236183040101*pi) q[1];\nu3(3.402623517289336*pi,2.724445397933755*pi,0.9580113570493284*pi) q[4];\nu3(3.4712730068525453*pi,-0.17856439769409405*pi,1.3377788542167428*pi) q[5];\nu3(3.2724497672254413*pi,3.458693075232707*pi,1.4056923917321553*pi) q[6];\nu3(3.6243628991647867*pi,0.6188280737912055*pi,1.1428610312756682*pi) q[8];\nu3(3.1519152649798943*pi,0.23306527412032607*pi,0.5362259293332008*pi) q[9];\nu3(3.632869193145075*pi,-0.20509459493780086*pi,2.434289558664238*pi) q[10];\nu3(3.751571416878332*pi,2.145406578113533*pi,1.9430967120955573*pi) q[11];\nu3(3.834859786807082*pi,-0.4407197579089407*pi,4.402817577534599*pi) q[12];\nu3(3.2544924685723458*pi,-0.10592701004990801*pi,0.8778145208974698*pi) q[13];\nu3(3.330940053764025*pi,3.164674994020201*pi,0.8787133292578071*pi) q[14];\nRxxyyzz(0.20234926454132968*pi,0.12323995278118005*pi,3.9051759941901096*pi) q[0],q[2];\nRxxyyzz(0.3841325519830501*pi,0.2580767857936266*pi,0.05866958352708444*pi) q[13],q[1];\nRxxyyzz(0.34787055865145977*pi,0.2929239284426872*pi,3.8228425804733903*pi) q[3],q[11];\nRxxyyzz(0.44271559875286964*pi,0.24971632673550326*pi,3.89802555359416*pi) q[12],q[4];\nRxxyyzz(0.4726536563743642*pi,0.25753735254215315*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.41268239135941354*pi,0.2790901677374068*pi,0.0*pi) q[9],q[10];\nu3(3.142747793537987*pi,2.1439262160490222*pi,0.6571717030260218*pi) q[0];\nu3(3.763158543268569*pi,-0.3425065276393351*pi,2.9526527440889234*pi) q[1];\nu3(3.5538933276243765*pi,3.2325036095345956*pi,0.5299815729919444*pi) q[2];\nu3(3.870454799631227*pi,0.2955623299128326*pi,0.7101311623526377*pi) q[3];\nu3(3.4557667051175294*pi,2.9856953083744897*pi,0.8349572712229048*pi) q[4];\nu3(3.716951685800863*pi,2.6934965135382267*pi,1.2959768530891491*pi) q[6];\nu3(3.5993667764864132*pi,2.5565296859940725*pi,1.8586454356483058*pi) q[8];\nu3(3.157449668213159*pi,0.8814548239578461*pi,1.7630540707938307*pi) q[9];\nu3(3.129210847144277*pi,1.132208136667031*pi,1.7100952934338784*pi) q[10];\nu3(3.3375234737196116*pi,2.269581009327724*pi,1.3766225777883092*pi) q[11];\nu3(3.8079775452009463*pi,2.4111226366205383*pi,1.7781169098698069*pi) q[12];\nu3(3.818728651918572*pi,0.8382188898697365*pi,0.7104480609973557*pi) q[13];\nRxxyyzz(0.3632543514383002*pi,0.27467698561234144*pi,0.0*pi) q[0],q[4];\nRxxyyzz(0.44953605449172995*pi,0.25789347972235044*pi,0.11229536450035839*pi) q[3],q[1];\nRxxyyzz(0.43053383009720003*pi,0.2194340938471484*pi,0.0*pi) q[13],q[2];\nRxxyyzz(0.39560936099606014*pi,0.1835799807503054*pi,0.15236682717459973*pi) q[10],q[6];\nRxxyyzz(0.4324061702578207*pi,0.29648224820445235*pi,0.0*pi) q[8],q[7];\nRxxyyzz(0.45755286667592987*pi,0.41857737200673484*pi,0.0*pi) q[9],q[11];\nu3(3.4081147796368514*pi,-0.2124910251458736*pi,0.987107252582805*pi) q[0];\nu3(3.3657891240578186*pi,2.8251194242156643*pi,3.4933914037044698*pi) q[1];\nu3(3.307554979808606*pi,3.250152442074758*pi,1.351372037593335*pi) q[2];\nu3(3.6175386302707215*pi,3.4478856895073022*pi,0.7350199753078498*pi) q[3];\nu3(3.5542087518228485*pi,0.470623151225082*pi,1.4039662653803933*pi) q[4];\nu3(3.058261532110348*pi,3.0326405281982614*pi,0.6885009847847315*pi) q[6];\nu3(3.7435080006043115*pi,0.4922549082859422*pi,1.1735578623575844*pi) q[7];\nu3(3.3593801777315386*pi,-0.18984620334077812*pi,2.400163995394565*pi) q[8];\nu3(3.419949791543828*pi,1.2665022075688799*pi,0.7123738972279546*pi) q[9];\nu3(3.32072336996392*pi,0.9778807158654064*pi,4.060073167398119*pi) q[10];\nu3(3.8179758811256757*pi,1.0007641890207575*pi,4.354563266404606*pi) q[11];\nu3(3.626231534116353*pi,2.2720786358746734*pi,2.1541607170619272*pi) q[13];\nRxxyyzz(0.39156793316564004*pi,0.24088423243011295*pi,0.05397412521599495*pi) q[7],q[0];\nRxxyyzz(0.2746140485932803*pi,0.16514083275256142*pi,0.0*pi) q[8],q[1];\nRxxyyzz(0.4644646137329702*pi,0.15867829832344515*pi,0.0*pi) q[6],q[2];\nRxxyyzz(0.40514831199099*pi,0.2827306397239062*pi,3.9283333739154696*pi) q[9],q[4];\nRxxyyzz(0.44078237765053985*pi,0.20905720114859253*pi,3.84697488082414*pi) q[13],q[10];\nRxxyyzz(0.336676275151217*pi,0.25818376648836416*pi,3.8538219938421463*pi) q[12],q[11];\nu3(3.964157356347804*pi,2.234235989945046*pi,0.9904887883688438*pi) q[0];\nu3(3.2412941859628743*pi,0.9472420019532324*pi,1.7755735675490505*pi) q[1];\nu3(3.2824323161027187*pi,0.09194909015372754*pi,4.42514217155975*pi) q[2];\nu3(3.275377184924527*pi,2.2016108924813773*pi,1.9344092220872484*pi) q[4];\nu3(3.681723975979418*pi,2.7625488722822977*pi,0.5408941962723021*pi) q[6];\nu3(3.580384521641916*pi,0.37264094259182445*pi,4.297164974659312*pi) q[7];\nu3(3.385019457431397*pi,3.262189315950225*pi,2.0099596207387123*pi) q[8];\nu3(3.524180560592775*pi,-0.4136146828189343*pi,1.4842060119046891*pi) q[9];\nu3(3.3394107554155696*pi,0.36361606029138593*pi,2.1279382868199455*pi) q[10];\nu3(3.306222300385743*pi,-0.08317311083552831*pi,0.5412874828938072*pi) q[11];\nu3(3.171368834214569*pi,2.6013630502313747*pi,0.6286697833028964*pi) q[12];\nu3(3.3410739656266033*pi,0.12909129073928916*pi,1.2854213502874432*pi) q[13];\nRxxyyzz(0.4468105581412399*pi,0.12723724536506836*pi,0.07788999046195953*pi) q[0],q[9];\nRxxyyzz(0.4326215511156112*pi,0.1100392290050074*pi,0.0*pi) q[10],q[2];\nRxxyyzz(0.4845901769005395*pi,0.185416686256607*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.4061653739138603*pi,0.13858110801472895*pi,3.878919461104269*pi) q[13],q[6];\nRxxyyzz(0.42735006381689983*pi,0.28115713312648155*pi,0.08452010119116882*pi) q[7],q[8];\nRxxyyzz(0.43897733991633014*pi,0.3624852770487319*pi,0.08581693433503723*pi) q[14],q[12];\nu3(3.3608371986903114*pi,2.3554353807253103*pi,1.0721251698000103*pi) q[0];\nu3(3.795762094679275*pi,-0.06007639094897693*pi,4.198369644016271*pi) q[2];\nu3(3.267032382083044*pi,2.9045592318137685*pi,1.8034930422400908*pi) q[3];\nu3(3.5241731265109824*pi,3.2171915259410544*pi,0.7832110732562274*pi) q[4];\nu3(3.7256925267283814*pi,-0.30777570948877453*pi,0.712988944347503*pi) q[6];\nu3(3.3694077935790894*pi,-0.009650538574125234*pi,1.3428430881716156*pi) q[7];\nu3(3.223866661471768*pi,0.6795646433471711*pi,4.0550465405682266*pi) q[8];\nu3(3.5933382075331752*pi,0.3245387741533794*pi,1.2533008225816131*pi) q[9];\nu3(3.386375942715762*pi,1.075646465200939*pi,4.239580290675574*pi) q[10];\nu3(3.2186254649911192*pi,3.1579746956930097*pi,0.6385858557923462*pi) q[12];\nu3(3.3847259284076485*pi,0.30817527808375167*pi,0.8640892894052716*pi) q[13];\nu3(3.2594420420731707*pi,1.26428386447281*pi,1.6129483633823494*pi) q[14];\nRxxyyzz(0.4517317882322911*pi,0.14181624404130055*pi,0.0*pi) q[0],q[4];\nRxxyyzz(0.46108916427306057*pi,0.1305987464049725*pi,0.0*pi) q[13],q[1];\nRxxyyzz(0.35547717713646965*pi,0.1737660363467901*pi,3.9354830574646105*pi) q[2],q[5];\nRxxyyzz(0.39543078417848004*pi,0.18026353410779009*pi,3.8510420013946405*pi) q[6],q[3];\nRxxyyzz(0.23167932539708957*pi,0.14676768157328102*pi,0.11706774237455608*pi) q[7],q[10];\nRxxyyzz(0.43900285184968046*pi,0.4032824263874112*pi,0.0*pi) q[11],q[8];\nu3(3.5772316639277104*pi,-0.17324172846515673*pi,2.165912275902911*pi) q[0];\nu3(3.679831049803973*pi,2.6365585686369504*pi,2.3397313220023346*pi) q[1];\nu3(3.6570207910347357*pi,3.4330858662405594*pi,1.6500970223828082*pi) q[2];\nu3(3.546894042998159*pi,2.758613620622571*pi,1.2686864758433458*pi) q[3];\nu3(3.72982794921839*pi,3.0783139474525463*pi,2.293415495910708*pi) q[4];\nu3(3.532623186418591*pi,0.6051278153927351*pi,1.0960421766951858*pi) q[5];\nu3(3.365726990862857*pi,3.43321875687292*pi,1.0185994206241515*pi) q[6];\nu3(3.21710138695291*pi,3.2922217985851123*pi,2.34213768906453*pi) q[7];\nu3(3.3526407806620067*pi,3.1321546534797426*pi,4.487318881280064*pi) q[8];\nu3(3.630297269205911*pi,2.8055841653178426*pi,0.5527338307964733*pi) q[10];\nu3(3.9507961715963673*pi,2.0966431871100304*pi,0.921648797091904*pi) q[11];\nu3(3.926374057296758*pi,-0.29581263249884615*pi,0.9194721832972491*pi) q[13];\nRxxyyzz(0.45999778909581046*pi,0.394407859291519*pi,0.2324631070227291*pi) q[0],q[11];\nRxxyyzz(0.36999111167379006*pi,0.1989018283772026*pi,0.0*pi) q[2],q[3];\nRxxyyzz(0.39346407873905964*pi,0.28338292901994155*pi,0.041380844845134525*pi) q[4],q[9];\nRxxyyzz(0.2993940169900515*pi,0.15283826994687932*pi,0.0*pi) q[12],q[5];\nRxxyyzz(0.35821125424230005*pi,0.2280802325536817*pi,0.0*pi) q[7],q[6];\nRxxyyzz(0.3920684519562697*pi,0.18095798072281394*pi,3.9519075755674096*pi) q[14],q[8];\nRxxyyzz(0.2663961197543401*pi,0.2522544786293639*pi,3.8054176100559793*pi) q[13],q[10];\nu3(3.7406130631626824*pi,0.46263288664249613*pi,1.504476824113747*pi) q[0];\nu3(3.778027405468364*pi,3.2229762728208238*pi,4.102770052448213*pi) q[2];\nu3(3.6457204473872724*pi,0.5028925014554639*pi,2.0977845033642843*pi) q[3];\nu3(3.6298293841774076*pi,0.3216741323189878*pi,4.266986537997691*pi) q[4];\nu3(3.516941331715801*pi,2.2858010160807467*pi,1.9576626985300911*pi) q[5];\nu3(3.4998251110321905*pi,3.389332893865163*pi,1.3923884513566496*pi) q[6];\nu3(3.874668504001591*pi,3.1010301103704223*pi,2.8022867693403954*pi) q[7];\nu3(3.537142186779502*pi,0.4424656791057642*pi,0.8704849329605748*pi) q[8];\nu3(3.6966643077450154*pi,3.1922916492423834*pi,4.1434942806037*pi) q[9];\nu3(3.5346467868986573*pi,2.94456647137189*pi,1.2658279959524277*pi) q[10];\nu3(3.602377597058772*pi,-0.08181300690766263*pi,3.6382462209979547*pi) q[11];\nu3(3.489835745614539*pi,0.4006197616347771*pi,1.264455981457299*pi) q[12];\nu3(3.4695760228893318*pi,3.333524851998071*pi,4.189543883630333*pi) q[13];\nu3(3.4196279364282303*pi,0.33769992977751184*pi,2.0516123033829796*pi) q[14];\nRxxyyzz(0.20705723450682*pi,0.18311234587428793*pi,0.0*pi) q[6],q[0];\nRxxyyzz(0.4372831967176994*pi,0.25629718266864426*pi,0.06575465448519525*pi) q[2],q[8];\nRxxyyzz(0.44023981329706*pi,0.22683340007348027*pi,0.13088022149066614*pi) q[13],q[3];\nRxxyyzz(0.36484918749534956*pi,0.29403826399027283*pi,3.9234830250553707*pi) q[5],q[4];\nRxxyyzz(0.4278155466038436*pi,0.34888345910175134*pi,0.0*pi) q[7],q[10];\nRxxyyzz(0.3661758778402403*pi,0.23727320920267403*pi,0.0*pi) q[12],q[9];\nRxxyyzz(0.41355302114036085*pi,0.35988233198145203*pi,0.0*pi) q[14],q[11];\nu3(3.507362306947487*pi,0.21186876607270122*pi,0.5156070846130869*pi) q[0];\nu3(3.3093477038781973*pi,0.26994994508029324*pi,0.8272514629577207*pi) q[2];\nu3(3.450587486740993*pi,3.334397943288459*pi,2.6805977153783305*pi) q[3];\nu3(3.116475583276725*pi,0.3521382629198836*pi,1.8079039822394116*pi) q[4];\nu3(3.7463030349217767*pi,3.246766503887212*pi,2.0389004718186214*pi) q[5];\nu3(3.309700618260979*pi,0.3165582676813623*pi,1.500854702796213*pi) q[6];\nu3(3.239763379978368*pi,-0.14503049197376322*pi,1.2693422769920135*pi) q[7];\nu3(3.2030035158133514*pi,2.986441389688176*pi,0.567636259422605*pi) q[8];\nu3(3.8331766138565095*pi,0.378833705454211*pi,1.7835460414302458*pi) q[9];\nu3(3.3780318693648272*pi,-0.11158912403161025*pi,4.0084765303357575*pi) q[10];\nu3(3.8233907775234774*pi,0.9541141741609394*pi,2.0067027085901232*pi) q[11];\nu3(3.438372646934457*pi,2.348934120067112*pi,2.1106833470445574*pi) q[12];\nu3(3.4828505477692344*pi,2.86744835572671*pi,3.177806326374439*pi) q[13];\nu3(3.0541047814651816*pi,1.930204653483699*pi,1.4048011227908308*pi) q[14];\nmeasure q[9] -> c[7];\nRxxyyzz(0.4406561271978502*pi,0.11856371428493662*pi,0.0*pi) q[13],q[0];\nRxxyyzz(0.3997291350607102*pi,0.3135105872863877*pi,3.8233728219104304*pi) q[1],q[11];\nRxxyyzz(0.3473140157698698*pi,0.17135332598365594*pi,3.9154376520935603*pi) q[2],q[6];\nRxxyyzz(0.4478324842527096*pi,0.255550432469697*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.38216250643458954*pi,0.29697732803800264*pi,3.8620906525681407*pi) q[4],q[14];\nRxxyyzz(0.2381556483699301*pi,0.20922783266740108*pi,0.12303590280427912*pi) q[5],q[8];\nRxxyyzz(0.44355407059399005*pi,0.2107715994296875*pi,0.07192081264301013*pi) q[10],q[12];\nu3(3.2941073634361686*pi,3.219931007028899*pi,0.5656883122346228*pi) q[0];\nu3(3.932662386992663*pi,2.333983248415057*pi,0.731645403488113*pi) q[1];\nu3(1.9433738508047271*pi,0.8270853082906156*pi,4.027725009460747*pi) q[2];\nu3(3.6648696044248887*pi,1.9782131667621208*pi,1.721587308325615*pi) q[3];\nu3(3.3309347878682836*pi,2.56412469566319*pi,0.7913030978213738*pi) q[4];\nu3(3.4515894560841556*pi,0.1207724707754424*pi,1.7551912479324643*pi) q[5];\nu3(0.23704279893861896*pi,3.3419047606978727*pi,0.8693762115036163*pi) q[6];\nu3(3.744614527513958*pi,1.203406366109334*pi,1.2662929034297137*pi) q[7];\nu3(2.7910742261046853*pi,0.4820505209712179*pi,0.7065573421053685*pi) q[8];\nu3(3.6278920684889937*pi,-0.23859925847894026*pi,1.0859669155462457*pi) q[10];\nu3(3.6546172767993177*pi,3.236402411338706*pi,1.4905923181680931*pi) q[11];\nu3(3.739152942596787*pi,3.4852898673270296*pi,1.6801683944329628*pi) q[12];\nu3(3.7012377459955053*pi,1.2573054811371849*pi,1.345774430353709*pi) q[13];\nu3(3.283011745892931*pi,-0.4554891968570405*pi,2.405522436595911*pi) q[14];\nmeasure q[1] -> c[0];\nmeasure q[10] -> c[1];\nmeasure q[11] -> c[2];\nmeasure q[2] -> c[3];\nmeasure q[5] -> c[4];\nmeasure q[13] -> c[5];\nmeasure q[6] -> c[6];\nmeasure q[4] -> c[8];\nmeasure q[0] -> c[9];\nmeasure q[12] -> c[10];\nmeasure q[8] -> c[11];\nmeasure q[3] -> c[12];\nmeasure q[7] -> c[13];\nmeasure q[14] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.3831270872501955*pi,3.1897931105477593*pi,3.741841928970687*pi) q[0];\nu3(3.247355907027581*pi,0.9512827897223335*pi,3.7895074924511256*pi) q[1];\nu3(3.518099919196118*pi,2.842998378954653*pi,0.6686365031867533*pi) q[2];\nu3(3.5106776247578226*pi,0.5705913064886721*pi,1.6348411793791908*pi) q[3];\nu3(3.6130837026759313*pi,3.0515220042499123*pi,4.168259453658771*pi) q[4];\nu3(3.8266100319750724*pi,3.024501980496522*pi,4.183017066559126*pi) q[5];\nu3(3.8622123751412643*pi,0.06409532352839276*pi,1.087781532432433*pi) q[6];\nu3(3.1775606667979974*pi,2.0094142191980024*pi,1.2161309215557745*pi) q[7];\nu3(3.649242122129251*pi,3.2395237246564905*pi,3.9430101372502397*pi) q[8];\nu3(3.3065746958643656*pi,-0.4422960255017909*pi,1.4277403469306027*pi) q[9];\nu3(3.6308317894080435*pi,2.1870201690186355*pi,3.098955781764526*pi) q[10];\nu3(3.3668956856778465*pi,2.5017158714745538*pi,1.5243966442301489*pi) q[11];\nu3(3.4546954889553696*pi,-0.23064670083937078*pi,1.3224960974796205*pi) q[12];\nu3(3.447709547007369*pi,0.16048790441219563*pi,4.196978451275716*pi) q[13];\nu3(3.535883070966109*pi,2.861242631002566*pi,1.7624508028561012*pi) q[14];\nRxxyyzz(0.3304512432197302*pi,0.24582913757934888*pi,3.8822940169660605*pi) q[0],q[3];\nRxxyyzz(0.40874332343696074*pi,0.32858747425865875*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.42364680088522016*pi,0.1866010334260473*pi,0.08730492059015228*pi) q[2],q[9];\nRxxyyzz(0.3952113478224704*pi,0.1627473830546102*pi,0.12218498613030176*pi) q[4],q[6];\nRxxyyzz(0.3977459026917498*pi,0.3664386746628896*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.3873901394815*pi,0.21049125069181196*pi,0.0894230539477779*pi) q[7],q[14];\nRxxyyzz(0.4425921284733498*pi,0.19259551757798718*pi,3.9345796236182196*pi) q[8],q[12];\nu3(3.5479999925791663*pi,1.8334060870487674*pi,0.8479101590186531*pi) q[0];\nu3(3.160057517212306*pi,2.6269809737098875*pi,1.3262353065744237*pi) q[1];\nu3(3.5177239673393776*pi,2.604975578701819*pi,1.4955097702819935*pi) q[2];\nu3(3.9121790553802205*pi,3.0171776044596643*pi,0.7458905476518229*pi) q[3];\nu3(3.5843173769308923*pi,1.1645305383867197*pi,0.5690324173033456*pi) q[4];\nu3(3.3404766584621166*pi,3.4972858043457906*pi,3.540928815654036*pi) q[5];\nu3(3.42616376294181*pi,2.3936911976492934*pi,3.714975451792218*pi) q[6];\nu3(3.9404113164309162*pi,-0.250347098253378*pi,0.6179440160608246*pi) q[7];\nu3(3.3091038910134505*pi,3.4054225787329395*pi,0.7798856155605307*pi) q[8];\nu3(3.559769134205254*pi,0.04348699798419853*pi,3.3147917198293984*pi) q[9];\nu3(3.406954510870898*pi,2.742832418046188*pi,0.6282600196958079*pi) q[11];\nu3(3.4657915279373*pi,2.9428508457834455*pi,1.4097357957900574*pi) q[12];\nu3(3.2794625312693215*pi,2.7814217067676577*pi,4.321240020994875*pi) q[13];\nu3(3.818147290941565*pi,2.514466497137847*pi,4.35374340163316*pi) q[14];\nRxxyyzz(0.44307123006946014*pi,0.1646041455703067*pi,3.9320512104107106*pi) q[0],q[9];\nRxxyyzz(0.4575656399469801*pi,0.2009843556545572*pi,0.0*pi) q[10],q[1];\nRxxyyzz(0.441607567527015*pi,0.36409379187915786*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.3971496721524799*pi,0.30727170749269617*pi,0.1706504059515498*pi) q[4],q[12];\nRxxyyzz(0.3434861298341435*pi,0.2694402031680394*pi,0.0*pi) q[13],q[5];\nRxxyyzz(0.2945166986993637*pi,0.21339041678873205*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.4563375282283203*pi,0.2823486174935703*pi,0.0*pi) q[11],q[14];\nu3(3.4814739895285705*pi,-0.05446941791001342*pi,1.8719804800322208*pi) q[0];\nu3(3.321720240976687*pi,3.285047134352569*pi,1.5911481935088445*pi) q[1];\nu3(3.607027827283061*pi,0.2697468362522282*pi,1.5874313953394348*pi) q[3];\nu3(3.05113519652617*pi,-0.16696154204379282*pi,4.182731220165216*pi) q[4];\nu3(3.3025152933909716*pi,2.7404744338573*pi,1.9990797004574181*pi) q[5];\nu3(3.497355791986626*pi,-0.498145551373131*pi,4.020082102534222*pi) q[6];\nu3(3.1732566282632266*pi,0.770722869573051*pi,1.2633540914187473*pi) q[7];\nu3(3.2887800150424527*pi,-0.33900745229180107*pi,1.4331769730592478*pi) q[8];\nu3(3.6229738155047087*pi,0.9383723571192206*pi,0.8874397686932394*pi) q[9];\nu3(3.6148496711277525*pi,3.406503066163695*pi,1.0089282121204064*pi) q[10];\nu3(3.612545967944535*pi,-0.404480294615446*pi,0.9901912712021541*pi) q[11];\nu3(3.685476630692117*pi,0.13450791325154554*pi,3.8207725974175077*pi) q[12];\nu3(3.3544067982929153*pi,3.0486330966854154*pi,1.412043580722142*pi) q[13];\nu3(3.324792628911328*pi,2.9268223101589586*pi,1.1710509110701532*pi) q[14];\nRxxyyzz(0.36051472079759994*pi,0.10079964692445897*pi,0.0*pi) q[0],q[1];\nRxxyyzz(0.42401061818198993*pi,0.2719270438375485*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.4571017198508448*pi,0.2961633354959272*pi,0.0*pi) q[6],q[3];\nRxxyyzz(0.49067264292159063*pi,0.20278582021529346*pi,0.0*pi) q[8],q[4];\nRxxyyzz(0.39790464094006994*pi,0.11838127754776952*pi,0.0547088978464406*pi) q[7],q[9];\nRxxyyzz(0.36407329132594013*pi,0.34992636769103586*pi,3.9345597668000303*pi) q[12],q[14];\nu3(3.078492405199469*pi,2.4169281954654602*pi,0.5067271093966266*pi) q[0];\nu3(3.5085986377870113*pi,-0.3532007258108891*pi,0.7076889012437544*pi) q[1];\nu3(3.3803685716943255*pi,3.3043732657251246*pi,1.1510471693987574*pi) q[2];\nu3(3.8755941967805168*pi,0.062247371285939934*pi,2.0022085602292803*pi) q[3];\nu3(3.1327031129779064*pi,-0.1819843281423385*pi,1.8217495948566644*pi) q[4];\nu3(3.107913231574741*pi,3.2171408532455095*pi,4.400775783747788*pi) q[6];\nu3(3.754696122893465*pi,0.5373224400512042*pi,0.7897422204387408*pi) q[7];\nu3(3.9618356332347835*pi,0.5687906195561023*pi,2.237581124036714*pi) q[8];\nu3(3.551631812344399*pi,2.664260714949228*pi,0.9851054998801017*pi) q[9];\nu3(3.220980170798304*pi,0.7051714776310534*pi,1.2500019759337773*pi) q[11];\nu3(3.8726060327122878*pi,2.5871114286453922*pi,1.8358633354218585*pi) q[12];\nu3(3.3863864973547604*pi,0.6375194203947832*pi,0.6459467261769696*pi) q[14];\nRxxyyzz(0.4280920097379801*pi,0.3223981962733405*pi,3.8541310759230805*pi) q[2],q[0];\nRxxyyzz(0.4529057180012599*pi,0.18605992246727657*pi,0.09562783571044353*pi) q[1],q[8];\nRxxyyzz(0.43348111138796064*pi,0.2204211616275327*pi,0.0962960836111754*pi) q[5],q[4];\nRxxyyzz(0.28915579311459016*pi,0.14201473125476838*pi,0.07569716717237363*pi) q[9],q[12];\nRxxyyzz(0.4027432317466898*pi,0.28476100511725194*pi,0.21124961521704091*pi) q[10],q[11];\nRxxyyzz(0.41041625241982*pi,0.18206813298841423*pi,3.942807260766721*pi) q[13],q[14];\nu3(3.2681844386614762*pi,2.3121226452620833*pi,1.0784924035501966*pi) q[0];\nu3(3.790190552443229*pi,2.9334404431800163*pi,3.074966024706613*pi) q[1];\nu3(3.652862291034012*pi,2.370100473948484*pi,2.460350300313209*pi) q[2];\nu3(3.752398996952235*pi,3.1141534460347975*pi,1.579915100293159*pi) q[4];\nu3(3.323603829925082*pi,2.608271641780612*pi,0.6790655561337264*pi) q[5];\nu3(3.2791892634616726*pi,0.7509110677469906*pi,3.8003986855335974*pi) q[8];\nu3(3.5956269722571492*pi,3.451783874305476*pi,0.7636273759441656*pi) q[9];\nu3(3.3950913444683133*pi,0.3406830808167409*pi,4.218387862871064*pi) q[10];\nu3(3.3765512708615644*pi,1.0458117281780044*pi,1.8075301318081372*pi) q[11];\nu3(3.8946242235733033*pi,0.46455749373661337*pi,4.14674038734249*pi) q[12];\nu3(3.588678183269729*pi,0.08663108815554421*pi,1.3272711410605296*pi) q[13];\nu3(3.397509069982383*pi,-0.2550155497363562*pi,0.9044399845712092*pi) q[14];\nRxxyyzz(0.4589970659497097*pi,0.2767702068924016*pi,0.07393005971214098*pi) q[13],q[0];\nRxxyyzz(0.22787045343449996*pi,0.1499945137693781*pi,0.07281765836814635*pi) q[1],q[11];\nRxxyyzz(0.4471118798629702*pi,0.3426963598342863*pi,3.9001445845049503*pi) q[2],q[3];\nRxxyyzz(0.4531447321992603*pi,0.16918194789762464*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.49282074348552996*pi,0.20178723874721904*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.46370127153904095*pi,0.24294111382887174*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.4658908124282508*pi,0.24031024269493173*pi,0.0*pi) q[8],q[12];\nu3(3.384307335832186*pi,1.264003146945682*pi,0.5049428352829954*pi) q[0];\nu3(3.199294601392477*pi,-0.4185809126032033*pi,4.01133625072757*pi) q[1];\nu3(3.4698746265956286*pi,0.012425452479246424*pi,0.8239822835808455*pi) q[2];\nu3(3.244959673807039*pi,0.1390722624898557*pi,1.3107857747784015*pi) q[3];\nu3(3.454878641544396*pi,-0.4181802371487301*pi,4.357226191215146*pi) q[4];\nu3(3.3500854867282075*pi,0.16747605096082796*pi,0.5676047688975014*pi) q[5];\nu3(3.558588906724445*pi,-0.20756618159090023*pi,2.473262787683926*pi) q[6];\nu3(3.4208031933195584*pi,3.003841087083891*pi,0.7731397625433067*pi) q[7];\nu3(3.620051331704259*pi,-0.40475738157953683*pi,2.1433246879271506*pi) q[8];\nu3(3.3589171723950733*pi,0.7417848894867605*pi,1.601124407163544*pi) q[9];\nu3(3.4326350672320185*pi,-0.02197205178753342*pi,3.4206082173246717*pi) q[11];\nu3(3.5994062779151474*pi,2.226255541644075*pi,1.2697734091608401*pi) q[12];\nu3(3.52863828424516*pi,-0.4579295879869506*pi,3.468499158282397*pi) q[13];\nu3(3.069592243245655*pi,1.1133087345628143*pi,1.0363682184383145*pi) q[14];\nRxxyyzz(0.47418893859929023*pi,0.2755945522762824*pi,0.0*pi) q[8],q[0];\nRxxyyzz(0.3344128871961695*pi,0.21812975824387415*pi,0.12644558632023228*pi) q[1],q[2];\nRxxyyzz(0.3925182949449102*pi,0.22332492724745134*pi,0.0*pi) q[4],q[6];\nRxxyyzz(0.28758326741220996*pi,0.19276794315766121*pi,3.9515877384052995*pi) q[5],q[14];\nRxxyyzz(0.45745387037263996*pi,0.3526520161779143*pi,3.874825485345481*pi) q[7],q[10];\nRxxyyzz(0.3394946245456395*pi,0.286826091058908*pi,3.8626055672552795*pi) q[13],q[9];\nRxxyyzz(0.4368869404372703*pi,0.29831136242691647*pi,0.0*pi) q[12],q[11];\nu3(3.312900154710165*pi,2.8935176607887008*pi,1.4932506008061213*pi) q[0];\nu3(3.342750322332784*pi,0.5579141681459809*pi,0.9045506698668414*pi) q[1];\nu3(3.6883559322265635*pi,0.4771793802155335*pi,1.037435266781898*pi) q[2];\nu3(3.381207351095231*pi,2.2133347538550985*pi,1.778067440565747*pi) q[4];\nu3(3.086284121192869*pi,0.2543618636294822*pi,0.9830619505063389*pi) q[5];\nu3(3.3163380216366862*pi,0.10518533241740591*pi,1.4305699508906062*pi) q[6];\nu3(3.3618668844538377*pi,-0.14866853915649264*pi,1.6466037542254122*pi) q[7];\nu3(3.2515754517838604*pi,3.2780122760459305*pi,4.109458951672596*pi) q[8];\nu3(3.698311622821087*pi,0.26683260658908725*pi,0.7489696650354282*pi) q[9];\nu3(3.409670207048822*pi,0.28697927584370997*pi,1.837786400417757*pi) q[10];\nu3(3.562634879528767*pi,0.4024049346861769*pi,2.4377682612539173*pi) q[11];\nu3(3.1614750378527123*pi,2.243220121710695*pi,1.9059996930348468*pi) q[12];\nu3(3.779461652823406*pi,3.434539307591543*pi,1.0382991766758303*pi) q[13];\nu3(3.5640911324086795*pi,3.238416295912706*pi,1.5139438673458967*pi) q[14];\nRxxyyzz(0.27838895150090964*pi,0.17779614671038635*pi,3.94796428252271*pi) q[1],q[3];\nRxxyyzz(0.21723308671777952*pi,0.17745006754320203*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.43997640456460996*pi,0.2642746131673151*pi,0.18088464807409005*pi) q[7],q[4];\nRxxyyzz(0.36368758875657997*pi,0.2517036357285605*pi,0.12798164365668493*pi) q[5],q[11];\nRxxyyzz(0.4258695373643295*pi,0.2707525158769922*pi,3.798637474685691*pi) q[12],q[6];\nRxxyyzz(0.45568209955157*pi,0.2646294664054951*pi,0.0*pi) q[9],q[10];\nu3(3.579584117363953*pi,3.4613598972672173*pi,1.5052388606503193*pi) q[1];\nu3(3.567354619400033*pi,3.0787434044271746*pi,3.799938489070661*pi) q[2];\nu3(3.3591577613023307*pi,-0.09645551936156505*pi,1.0940343499005625*pi) q[3];\nu3(3.5139763030381532*pi,-0.07671773867550058*pi,4.102858174639191*pi) q[4];\nu3(3.8866981761474806*pi,0.32027027563834465*pi,1.5850640849776552*pi) q[5];\nu3(3.5312902643742756*pi,1.1221383853069318*pi,2.3671523027382904*pi) q[6];\nu3(3.3435869361669743*pi,0.8446167297082505*pi,1.081471011690747*pi) q[7];\nu3(3.7838302207420544*pi,3.010221552299882*pi,4.262686236268891*pi) q[9];\nu3(3.32778423111927*pi,-0.11538014507489847*pi,0.9188676656758886*pi) q[10];\nu3(3.259397055439563*pi,3.0472641779693*pi,0.565581998848857*pi) q[11];\nu3(3.498886342887135*pi,1.784239306340781*pi,2.332997091992058*pi) q[12];\nu3(3.4799023662438433*pi,-0.010322241917363362*pi,4.384398549363064*pi) q[13];\nRxxyyzz(0.42599864099186024*pi,0.29363670404096354*pi,0.0*pi) q[11],q[0];\nRxxyyzz(0.45959388796492984*pi,0.3333207800063569*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.4398438753093102*pi,0.28313715679683876*pi,3.8018008707805007*pi) q[3],q[14];\nRxxyyzz(0.3582030285608522*pi,0.1494409756319044*pi,0.0*pi) q[13],q[5];\nRxxyyzz(0.3485051555708202*pi,0.04073880475581115*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.42553032029919*pi,0.3281664995590071*pi,0.0*pi) q[7],q[8];\nRxxyyzz(0.43152762420671975*pi,0.25428093609406993*pi,0.17778856274963228*pi) q[12],q[9];\nu3(3.681643946586052*pi,2.487910990693246*pi,2.3302648895923674*pi) q[0];\nu3(3.242129467264637*pi,3.3751659318868663*pi,0.5844506274703434*pi) q[1];\nu3(3.169649097418365*pi,3.2034941342595635*pi,4.203229291881077*pi) q[2];\nu3(3.2850617360415906*pi,3.4168945182171253*pi,1.9078538924835886*pi) q[3];\nu3(3.674173164922015*pi,1.8874854444452085*pi,1.687577200339103*pi) q[5];\nu3(3.4038144464753577*pi,0.5792065390591234*pi,0.5315076918419932*pi) q[6];\nu3(3.700056390561908*pi,3.4687180565141857*pi,2.4630496915256934*pi) q[7];\nu3(3.5751405506969287*pi,2.8694672645068846*pi,1.549984716987148*pi) q[8];\nu3(3.1059379937570486*pi,-0.3003126406557094*pi,2.969382934605233*pi) q[9];\nu3(3.5891249247510757*pi,-0.09587726730577034*pi,2.346359705921441*pi) q[10];\nu3(3.501534008875406*pi,2.0236309521496874*pi,1.2973353604723223*pi) q[11];\nu3(3.5438373937116467*pi,0.7798537404230601*pi,3.936597950083782*pi) q[12];\nu3(3.7511794322548697*pi,2.415641621607287*pi,1.153879441371502*pi) q[13];\nu3(3.1793993074320683*pi,3.486058610206627*pi,2.1398567650449234*pi) q[14];\nRxxyyzz(0.36217902324106477*pi,0.10438712998075073*pi,0.0*pi) q[4],q[0];\nRxxyyzz(0.40626545086325994*pi,0.342174641960515*pi,3.747081480059629*pi) q[1],q[3];\nRxxyyzz(0.4792270017232987*pi,0.39796942731552865*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.4511577753992009*pi,0.22024337586160492*pi,0.0*pi) q[12],q[5];\nRxxyyzz(0.4012143240381312*pi,0.20805607979547247*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.40350256960467057*pi,0.2168813286667044*pi,0.0*pi) q[7],q[9];\nRxxyyzz(0.36047896502793*pi,0.28155491354330797*pi,0.0*pi) q[10],q[8];\nu3(3.309063522432506*pi,0.0074881280627667746*pi,1.272123977936035*pi) q[0];\nu3(3.353546880302475*pi,0.9323106623172173*pi,1.6703434733203715*pi) q[1];\nu3(3.2799891120685185*pi,1.080326943838159*pi,4.243013064360168*pi) q[2];\nu3(3.375370548583744*pi,2.1231285975712035*pi,1.496552104987941*pi) q[3];\nu3(3.4473104302883297*pi,3.069020187817206*pi,2.0226197017506324*pi) q[4];\nu3(3.6293396143735186*pi,3.027345561872793*pi,0.8487636172261093*pi) q[5];\nu3(3.351842815554847*pi,-0.4439474263058555*pi,4.3980841186163495*pi) q[6];\nu3(3.7152126968682913*pi,3.0084717359103634*pi,1.57493307052304*pi) q[7];\nu3(3.2437225792412567*pi,0.33430180997911574*pi,1.9621055760235522*pi) q[8];\nu3(3.3145993872967825*pi,2.664881408099487*pi,0.6036219332445976*pi) q[9];\nu3(3.3144363049195813*pi,-0.35482374297245806*pi,1.384144691963467*pi) q[10];\nu3(3.177584789970047*pi,-0.22283631802553183*pi,2.389719673066561*pi) q[12];\nu3(3.4217742444765715*pi,2.2737386748019945*pi,1.4459588690760192*pi) q[13];\nu3(3.563674016633059*pi,0.27728032270308267*pi,1.7218994795067366*pi) q[14];\nRxxyyzz(0.4212945594304506*pi,0.20495905640946888*pi,0.0*pi) q[3],q[0];\nRxxyyzz(0.36184007894194015*pi,0.21815867963543514*pi,0.10635370714531833*pi) q[1],q[14];\nRxxyyzz(0.3618359638154097*pi,0.19940776359578838*pi,0.0*pi) q[5],q[2];\nRxxyyzz(0.40886818781037004*pi,0.2864022305581614*pi,3.8183801915066304*pi) q[4],q[11];\nRxxyyzz(0.4152771211725698*pi,0.13491310231164008*pi,0.09773173241526407*pi) q[6],q[8];\nRxxyyzz(0.45348931001390985*pi,0.26571656112664865*pi,0.06859640980053062*pi) q[9],q[10];\nRxxyyzz(0.40951813791178027*pi,0.28837056513261317*pi,3.95576688914801*pi) q[12],q[13];\nu3(3.571120719674833*pi,0.8965371294669402*pi,1.141090576683438*pi) q[0];\nu3(3.7422955804066595*pi,0.2295376341138543*pi,3.4411637850815393*pi) q[1];\nu3(3.89490685111705*pi,0.5378886653384805*pi,1.0031622565492562*pi) q[2];\nu3(3.1106458005255004*pi,2.983671088791675*pi,0.5994152788430691*pi) q[3];\nu3(3.907592298452032*pi,0.6705550637358351*pi,0.8646848477226055*pi) q[4];\nu3(3.539177588103312*pi,2.76435493757981*pi,4.340663019464733*pi) q[5];\nu3(3.2527794210012906*pi,0.48676134336132404*pi,4.187897416014842*pi) q[6];\nu3(3.6637077678877494*pi,2.5528012173469166*pi,3.9132918148854112*pi) q[8];\nu3(3.2819948475309895*pi,0.5546850098698088*pi,0.6597766308092841*pi) q[9];\nu3(3.607783417274692*pi,0.6922926388492892*pi,1.066685991000312*pi) q[10];\nu3(3.265932027613374*pi,-0.40911925312226005*pi,1.0634215752987675*pi) q[11];\nu3(3.344231473455769*pi,0.5492068219306079*pi,1.856234901546185*pi) q[12];\nu3(3.64164115284658*pi,3.1823769694517523*pi,1.8922531647325647*pi) q[13];\nu3(3.698668164016713*pi,2.0030073218701974*pi,0.6618157238400545*pi) q[14];\nRxxyyzz(0.4420728595772897*pi,0.33050785084179246*pi,3.80083322422821*pi) q[2],q[0];\nRxxyyzz(0.45883446221055035*pi,0.22447225327434694*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.40065681682755006*pi,0.21170286682738937*pi,0.09982579737200058*pi) q[14],q[3];\nRxxyyzz(0.4042196992250896*pi,0.19302522803653777*pi,0.0*pi) q[13],q[5];\nRxxyyzz(0.39441542302206056*pi,0.10130684127896711*pi,3.9450031244492703*pi) q[9],q[6];\nRxxyyzz(0.4010881407133602*pi,0.3659192268492808*pi,0.23111071331248478*pi) q[7],q[11];\nRxxyyzz(0.39050384018076556*pi,0.27049614476639083*pi,0.0*pi) q[12],q[10];\nu3(3.612168015381623*pi,3.2600678715807136*pi,1.8260690591644195*pi) q[0];\nu3(3.7083627960330574*pi,2.222968138302896*pi,0.9569062490105342*pi) q[1];\nu3(3.899158425565364*pi,0.7021734680277243*pi,0.6930509921393542*pi) q[2];\nu3(3.764387539986277*pi,3.459005228890304*pi,4.277185603808426*pi) q[3];\nu3(3.084832929836443*pi,0.3317499396876118*pi,4.472877010729552*pi) q[4];\nu3(3.3994076941894527*pi,-0.22920330749219187*pi,1.4863680372234882*pi) q[5];\nu3(3.7070598057654025*pi,2.5952770107067176*pi,1.9613243510192282*pi) q[6];\nu3(3.5569024811669756*pi,1.0609555499188676*pi,1.199997200431937*pi) q[7];\nu3(3.6617891337699824*pi,1.8730607997222082*pi,2.276984805270435*pi) q[9];\nu3(3.327048724445314*pi,0.9023594828137549*pi,1.2654085928151342*pi) q[10];\nu3(3.795060702938228*pi,1.9308265853620203*pi,4.2328245199956065*pi) q[11];\nu3(3.825723414778491*pi,3.129331362573126*pi,4.138277797087002*pi) q[12];\nu3(3.764451153140544*pi,2.259050541314637*pi,2.025929156985863*pi) q[13];\nu3(3.741757693879816*pi,2.570923784462636*pi,0.701712041069225*pi) q[14];\nRxxyyzz(0.43135385013862004*pi,0.3957882308483923*pi,3.780993960104761*pi) q[0],q[3];\nRxxyyzz(0.41247129033348007*pi,0.28131747075703417*pi,3.799504694159531*pi) q[2],q[1];\nRxxyyzz(0.3734191147638598*pi,0.17516952088380802*pi,0.04669838294517897*pi) q[4],q[11];\nRxxyyzz(0.46023120224722003*pi,0.18925023519481782*pi,3.91583500256461*pi) q[8],q[5];\nRxxyyzz(0.22920951347111052*pi,0.12480113934506265*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.45778519286355*pi,0.3181166948672786*pi,0.05770094178037508*pi) q[14],q[13];\nu3(3.9203009934829143*pi,3.412219620096466*pi,2.1646390707625596*pi) q[0];\nu3(3.320987156530889*pi,3.433138254500786*pi,1.5183595427174161*pi) q[1];\nu3(3.7322341786657214*pi,3.100457398048481*pi,1.5712982054013707*pi) q[2];\nu3(3.199906461237928*pi,-0.42544884735422595*pi,1.1082078738165766*pi) q[3];\nu3(3.6231640032852868*pi,3.4567222625122067*pi,3.4857462736109026*pi) q[4];\nu3(3.7553036160100834*pi,2.5680515052270554*pi,1.001166204160012*pi) q[5];\nu3(3.510758460569661*pi,2.890653482973215*pi,3.72012292128755*pi) q[6];\nu3(3.540802753685393*pi,2.387471301603237*pi,1.3639722940058792*pi) q[7];\nu3(3.356818977196645*pi,2.756399138137022*pi,1.4260874993781156*pi) q[8];\nu3(3.4609808714327475*pi,1.903293349882989*pi,0.542121417410936*pi) q[11];\nu3(3.481129458284672*pi,3.462238392070027*pi,0.9300012071719631*pi) q[13];\nu3(3.147662003543199*pi,2.1090738615958324*pi,4.007039205184953*pi) q[14];\nRxxyyzz(0.46010576411344006*pi,0.2681354168933464*pi,3.87862138733764*pi) q[10],q[0];\nRxxyyzz(0.36157302176806017*pi,0.20571880107791718*pi,0.0*pi) q[12],q[1];\nRxxyyzz(0.40854422316727756*pi,0.18120681830004504*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.4483655584429649*pi,0.1570543973437456*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.4483206607070898*pi,0.3071580917725108*pi,3.94726842538278*pi) q[4],q[9];\nRxxyyzz(0.4153597708775897*pi,0.16375287646745035*pi,0.06162814223083938*pi) q[13],q[5];\nRxxyyzz(0.34705588929333975*pi,0.16336481685577375*pi,0.0*pi) q[14],q[6];\nu3(3.476351595743376*pi,1.9765000376175634*pi,2.2823755731433786*pi) q[0];\nu3(3.4712246236506763*pi,0.7466770280459283*pi,0.896580439792951*pi) q[1];\nu3(3.77468666322943*pi,0.7230462160133797*pi,1.5874661807432981*pi) q[2];\nu3(3.6188680905806345*pi,2.6925756304806545*pi,0.9738081880222385*pi) q[3];\nu3(3.5407727136567675*pi,-0.44290793402390555*pi,1.9689891847611476*pi) q[4];\nu3(3.517612882392247*pi,2.981508864283794*pi,4.313294109963339*pi) q[5];\nu3(3.3914099474237376*pi,-0.32726974027372435*pi,2.205228437791546*pi) q[6];\nu3(3.6958855707880454*pi,2.960311769051147*pi,2.004736139196208*pi) q[8];\nu3(3.8433992859731667*pi,1.3476138942038247*pi,0.6022172523179967*pi) q[9];\nu3(3.812801386738531*pi,2.651338260560839*pi,1.5015266055730558*pi) q[10];\nu3(3.2769185498322013*pi,-0.17224750798374*pi,0.8931653155723086*pi) q[11];\nu3(3.827094993626015*pi,2.31679848661779*pi,1.0195422284269555*pi) q[12];\nu3(3.2201536435830187*pi,1.0846022716421029*pi,0.5238307042092843*pi) q[13];\nu3(3.5167834154189044*pi,-0.3849912881441647*pi,3.0823442283046445*pi) q[14];\nRxxyyzz(0.44752617893505997*pi,0.2716379118406802*pi,3.86954426057601*pi) q[0],q[1];\nRxxyyzz(0.4293158103976299*pi,0.22521818390142845*pi,0.0*pi) q[7],q[2];\nRxxyyzz(0.43014707405247987*pi,0.21202126156041512*pi,0.0*pi) q[13],q[3];\nRxxyyzz(0.40945647436305943*pi,0.13652277868283658*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.38865687078775984*pi,0.2827308145393644*pi,0.10535056294709477*pi) q[8],q[12];\nRxxyyzz(0.26429314143968097*pi,0.1676695746758733*pi,0.0*pi) q[9],q[11];\nu3(3.384337570400609*pi,0.4835654036028537*pi,0.6514515986899085*pi) q[0];\nu3(3.5367551519278138*pi,0.6943466998623156*pi,1.3786500120078793*pi) q[1];\nu3(3.692182029012267*pi,0.008612028088854418*pi,1.5784406694325956*pi) q[2];\nu3(3.0387559339315726*pi,2.956155178949504*pi,4.429947741907575*pi) q[3];\nu3(3.4161240239733797*pi,-0.4586714917553626*pi,1.3113456658086582*pi) q[4];\nu3(3.5125069152466133*pi,2.1717985125558505*pi,2.058985945399325*pi) q[5];\nu3(3.071951551743617*pi,-0.20556584545080586*pi,0.6305041960746194*pi) q[7];\nu3(3.8718129795482072*pi,3.2242958994640416*pi,1.418762562763742*pi) q[8];\nu3(3.4256865047104856*pi,2.405266820108191*pi,2.1952927428342717*pi) q[9];\nu3(3.3972525776266926*pi,3.438314100687816*pi,0.6160173016985413*pi) q[11];\nu3(3.782797963006419*pi,2.93880164165021*pi,3.702002406315847*pi) q[12];\nu3(3.2147345740315245*pi,-0.4898498255775837*pi,4.294822824687939*pi) q[13];\nmeasure q[1] -> c[10];\nRxxyyzz(0.37323255931655963*pi,0.18418474272516397*pi,3.934210593132001*pi) q[6],q[0];\nRxxyyzz(0.36642935438029*pi,0.29332787073987815*pi,3.951621520510861*pi) q[9],q[2];\nRxxyyzz(0.397533933333639*pi,0.23271970813572374*pi,3.904526055360821*pi) q[10],q[3];\nRxxyyzz(0.3780623169134031*pi,0.32501494833826716*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.43771978631908004*pi,0.3382698531521646*pi,0.0*pi) q[13],q[5];\nRxxyyzz(0.4432402270275404*pi,0.21570542062390352*pi,0.0*pi) q[8],q[14];\nRxxyyzz(0.4722647573034999*pi,0.2425706006009838*pi,0.0*pi) q[11],q[12];\nu3(3.3536480211434307*pi,0.025834027950759175*pi,1.153130188336089*pi) q[0];\nu3(3.3250397577559037*pi,-0.03524236536440828*pi,2.3727870010642165*pi) q[2];\nu3(3.6356297493157337*pi,2.0515282334278933*pi,0.7977013470384309*pi) q[3];\nu3(3.120552668738549*pi,0.021917640110647674*pi,4.239287724199928*pi) q[4];\nu3(3.497716941895676*pi,0.46234001414399484*pi,1.6714601213233002*pi) q[5];\nu3(3.8318030136402643*pi,2.291392798716635*pi,0.934442651620826*pi) q[6];\nu3(3.5291349426081804*pi,0.73420138085179*pi,2.0236493285028434*pi) q[7];\nu3(3.499311570657064*pi,2.781691351772927*pi,0.7132039469507179*pi) q[8];\nu3(3.482663787296314*pi,2.770690018039346*pi,1.5045313158591194*pi) q[9];\nu3(3.696444726904845*pi,3.1232705468124693*pi,1.2520158027485584*pi) q[10];\nu3(3.524194710965811*pi,2.0870667137116*pi,1.5576671896705583*pi) q[11];\nu3(3.5154138257056116*pi,3.102492248135137*pi,2.0701188173270904*pi) q[12];\nu3(3.691791780227442*pi,3.4169052170097935*pi,0.5681626493700436*pi) q[13];\nu3(3.4695206173431603*pi,0.4083816083978231*pi,0.9431614048438779*pi) q[14];\nmeasure q[7] -> c[0];\nmeasure q[11] -> c[1];\nmeasure q[6] -> c[2];\nmeasure q[10] -> c[3];\nmeasure q[13] -> c[4];\nmeasure q[8] -> c[5];\nmeasure q[14] -> c[6];\nmeasure q[0] -> c[7];\nmeasure q[4] -> c[8];\nmeasure q[9] -> c[9];\nmeasure q[12] -> c[11];\nmeasure q[3] -> c[12];\nmeasure q[2] -> c[13];\nmeasure q[5] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.446271913316137*pi,-0.3210108263506394*pi,3.6320014738668007*pi) q[0];\nu3(3.4487792381882647*pi,1.0394147432942302*pi,3.313716850742397*pi) q[1];\nu3(3.601379978872982*pi,2.3965641347266544*pi,2.578624887998715*pi) q[2];\nu3(3.2456803802580456*pi,0.2925488723027374*pi,3.5013690712237833*pi) q[3];\nu3(3.3399514894391773*pi,0.10029590544815203*pi,1.3939230760984673*pi) q[4];\nu3(3.3304305400080727*pi,3.4920313392105293*pi,1.677745848683089*pi) q[5];\nu3(3.2979971701848014*pi,2.5429468160971798*pi,3.350379363555065*pi) q[6];\nu3(3.388560638872558*pi,0.6007374413652407*pi,1.9638365069363173*pi) q[7];\nu3(3.6396400516034233*pi,3.2573083540088197*pi,1.6596919829364096*pi) q[8];\nu3(3.2711013292729376*pi,2.207792351296725*pi,2.200393544805964*pi) q[9];\nu3(3.8173487657994376*pi,3.198052263954592*pi,1.039945018423433*pi) q[10];\nu3(3.354652487132777*pi,2.5874912534432806*pi,4.25912332433948*pi) q[11];\nu3(3.1661017651031775*pi,0.13291818448953874*pi,2.648029110517479*pi) q[12];\nu3(3.3990889906671944*pi,0.07058864895294936*pi,3.13394048498788*pi) q[13];\nu3(3.785049204168171*pi,2.8687717041366705*pi,2.455470141727869*pi) q[14];\nRxxyyzz(0.30908738811428027*pi,0.1789877517172107*pi,0.0*pi) q[0],q[1];\nRxxyyzz(0.4746900754391299*pi,0.32060138119499193*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.4392655660578*pi,0.3980568761366108*pi,3.82776100701904*pi) q[3],q[10];\nRxxyyzz(0.4670584743447602*pi,0.13619462295581664*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.46502990816088474*pi,0.22000963899395576*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.3197132671629903*pi,0.19973700286671514*pi,3.8585619215342994*pi) q[8],q[13];\nRxxyyzz(0.28658908749178996*pi,0.2078822972744856*pi,3.8378824892880505*pi) q[9],q[12];\nu3(3.8806759026661757*pi,-0.1679451705364171*pi,0.7002035529852301*pi) q[0];\nu3(3.9277199720989504*pi,0.07472468322457082*pi,0.6199359304733645*pi) q[1];\nu3(3.5434566404522796*pi,2.735397126599339*pi,4.296013861828884*pi) q[2];\nu3(3.2604862279551203*pi,0.40686730793359316*pi,2.268146380979354*pi) q[3];\nu3(3.255232390664513*pi,-0.3637746376061999*pi,1.0539965977995305*pi) q[4];\nu3(3.494272884317027*pi,2.8994733099081085*pi,2.059063703530896*pi) q[5];\nu3(3.7366884211976243*pi,3.0288678206318767*pi,1.8579817543746975*pi) q[6];\nu3(3.4976645429577014*pi,-0.3903650357360956*pi,3.968674528665745*pi) q[7];\nu3(3.4716581531766257*pi,-0.04168679188918145*pi,2.2035934191618285*pi) q[8];\nu3(3.479622875995206*pi,2.433967922928898*pi,0.9594114208462506*pi) q[9];\nu3(3.368380689278719*pi,-0.059087269573656453*pi,0.6691292088284888*pi) q[10];\nu3(3.5268334557600176*pi,-0.330157410670727*pi,1.346817850745365*pi) q[11];\nu3(3.0657595262224815*pi,0.054970813763946635*pi,2.0905581539842895*pi) q[12];\nu3(3.2121454905421367*pi,-0.008995145157421891*pi,1.5488588552478162*pi) q[13];\nRxxyyzz(0.2977237162029197*pi,0.21104296395578004*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.4172137303288902*pi,0.2817413039806719*pi,3.95658610043685*pi) q[1],q[4];\nRxxyyzz(0.4476919073121581*pi,0.24537603412018083*pi,0.09792616721850236*pi) q[2],q[9];\nRxxyyzz(0.3650734881870903*pi,0.1251029507055943*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.4794137403112396*pi,0.2649855146273552*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.3847806619614812*pi,0.2125995028587867*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.30647056301956843*pi,0.14812858231834503*pi,0.0*pi) q[12],q[13];\nu3(3.585911029035022*pi,2.8103644167611863*pi,4.238897595532086*pi) q[0];\nu3(3.3737103740992525*pi,-0.2962403857861075*pi,1.7478949403457005*pi) q[1];\nu3(3.7321409254254476*pi,2.6381814372038868*pi,4.369399397127145*pi) q[2];\nu3(3.5415238467929795*pi,0.3713213073832359*pi,0.6828382760762234*pi) q[3];\nu3(3.56452904838218*pi,-0.46230410071126743*pi,2.4925281365920022*pi) q[4];\nu3(3.69712117314824*pi,-0.43551744560207195*pi,3.7749169293503457*pi) q[5];\nu3(3.2083515564468863*pi,0.005799345529778677*pi,1.758884319701749*pi) q[6];\nu3(3.313778879590734*pi,3.496259965239045*pi,1.1047405915732789*pi) q[7];\nu3(3.4851701296089175*pi,0.4319988183610207*pi,0.509731120450727*pi) q[8];\nu3(3.716073859947838*pi,2.62057648375376*pi,2.8172075327562087*pi) q[9];\nu3(3.4972003630037665*pi,2.2102154933421727*pi,1.6983014656677509*pi) q[10];\nu3(3.794894297479253*pi,2.194488853299392*pi,1.4384798864952035*pi) q[11];\nu3(3.2279519222281143*pi,0.6661564360182453*pi,0.894593375029002*pi) q[12];\nu3(3.4923870011202514*pi,-0.27704571344422346*pi,0.8825241942443629*pi) q[13];\nRxxyyzz(0.37044952166664*pi,0.22917261267636335*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.43067257147251026*pi,0.12392634324000995*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.42048987913561*pi,0.347280538543532*pi,0.17348456745574092*pi) q[4],q[13];\nRxxyyzz(0.46644313404465*pi,0.4328168995391306*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.4323093349451478*pi,0.29447309541892785*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.4027830596286001*pi,0.23498607643601815*pi,0.19950711791500986*pi) q[10],q[12];\nu3(3.452076871035288*pi,1.2448202642800772*pi,1.623114420697806*pi) q[0];\nu3(3.1377069065782006*pi,0.4240911276576096*pi,1.037210897422758*pi) q[3];\nu3(3.9140050429694018*pi,2.758503065863695*pi,1.306797363438874*pi) q[4];\nu3(3.6273604278990805*pi,-0.013380182630876425*pi,0.5839023654904365*pi) q[5];\nu3(3.561746848678477*pi,2.4211940647952246*pi,1.8621613012033564*pi) q[6];\nu3(3.5075954520002934*pi,0.6661428970976631*pi,0.9592512217268306*pi) q[7];\nu3(3.5950509770538472*pi,3.4334838491858672*pi,1.3963668513448715*pi) q[8];\nu3(3.826758552034944*pi,-0.4526445704176951*pi,2.755410547175993*pi) q[10];\nu3(3.600240013261578*pi,-0.21377868063264127*pi,1.369096020383711*pi) q[11];\nu3(3.3401949267249225*pi,3.389040270176073*pi,2.2424366062901457*pi) q[12];\nu3(3.578418252044206*pi,-0.4316496034452134*pi,3.1369632874708713*pi) q[13];\nu3(3.499825389211261*pi,3.363371517159508*pi,0.874976472255002*pi) q[14];\nRxxyyzz(0.3204220768002601*pi,0.2025201795119429*pi,3.9478318728515696*pi) q[2],q[0];\nRxxyyzz(0.4556234613482499*pi,0.2745497362939942*pi,3.873792525166669*pi) q[1],q[8];\nRxxyyzz(0.3866667345104903*pi,0.25449352318503604*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.4411214926316309*pi,0.32650407827833594*pi,0.0*pi) q[4],q[6];\nRxxyyzz(0.35179753222372145*pi,0.16607829401294671*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.38697641867556953*pi,0.2523201656117498*pi,0.10187254630955238*pi) q[7],q[10];\nRxxyyzz(0.4411559794598999*pi,0.24115702792659827*pi,0.07909472439305357*pi) q[14],q[11];\nu3(3.2883966337044557*pi,2.100924489739728*pi,1.103666928500696*pi) q[0];\nu3(3.4424542882906417*pi,0.6507608721783618*pi,1.2422605532695599*pi) q[1];\nu3(3.7988763833576344*pi,-0.023564901462039378*pi,1.063063901084022*pi) q[2];\nu3(3.4829193030671344*pi,1.324117898752322*pi,2.2601285991052276*pi) q[3];\nu3(3.4459541819753206*pi,-0.042413884496427356*pi,0.5916389021011231*pi) q[4];\nu3(3.6474200015120792*pi,2.9293889475935577*pi,1.4477871874605492*pi) q[5];\nu3(3.6598896360321262*pi,3.00692250962292*pi,1.186282843842632*pi) q[6];\nu3(3.149212443366245*pi,0.2983109317527711*pi,3.6055093373349534*pi) q[7];\nu3(3.306154303720738*pi,-0.40008442694920154*pi,2.218595761648951*pi) q[8];\nu3(3.412740406861591*pi,2.9819356318196175*pi,0.5500373367397248*pi) q[9];\nu3(3.54061474556153*pi,3.291200385769404*pi,0.8931026704708228*pi) q[10];\nu3(3.3600827627744883*pi,-0.4460410227997684*pi,3.8000173042621084*pi) q[11];\nu3(3.307328034115268*pi,2.8659088254671663*pi,1.5001629136194565*pi) q[13];\nu3(3.8553584550770053*pi,-0.11517412497676216*pi,3.609931085513435*pi) q[14];\nRxxyyzz(0.4070333000422695*pi,0.1911767779471552*pi,0.07988781266394969*pi) q[7],q[0];\nRxxyyzz(0.30762955601271*pi,0.22955007688673912*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.4318032179583203*pi,0.28528841923276455*pi,0.11036719115191733*pi) q[2],q[14];\nRxxyyzz(0.3693727919801797*pi,0.31552434349441905*pi,0.0*pi) q[11],q[4];\nRxxyyzz(0.4497887529501303*pi,0.2515637116438525*pi,0.0*pi) q[6],q[5];\nRxxyyzz(0.4280405633330999*pi,0.37071425401813196*pi,3.8214458360776202*pi) q[8],q[10];\nRxxyyzz(0.4502185695298399*pi,0.2825744614273082*pi,0.1702552548185633*pi) q[13],q[12];\nu3(3.4471104488590756*pi,0.19564659308238785*pi,4.47234111873257*pi) q[0];\nu3(3.2358441314533235*pi,3.1886600158043805*pi,0.8866874440364638*pi) q[1];\nu3(3.8039007798437163*pi,3.128894798455633*pi,0.95632382123403*pi) q[2];\nu3(3.3056688752985837*pi,1.0368617522053527*pi,1.7379318681953824*pi) q[3];\nu3(3.5148518713098946*pi,2.4974976086612712*pi,2.3860966520862847*pi) q[4];\nu3(3.485246809667462*pi,2.899943604698148*pi,4.357472558654362*pi) q[5];\nu3(3.4893518590149295*pi,3.2757364130793345*pi,2.308704417343945*pi) q[6];\nu3(3.2746574079583377*pi,2.624024486429055*pi,1.58980010263616*pi) q[7];\nu3(3.2079246529350653*pi,2.985482635646709*pi,2.1326611648226583*pi) q[8];\nu3(3.1012833844473606*pi,0.48831106281365744*pi,2.4651442282404683*pi) q[10];\nu3(3.798779789558901*pi,2.6021276403769162*pi,1.551237803598899*pi) q[11];\nu3(3.3571953253455886*pi,3.226823047246186*pi,0.9812233218513042*pi) q[12];\nu3(3.6907505818600903*pi,-0.22016991920699985*pi,1.4016025263373306*pi) q[13];\nu3(3.8794186785257274*pi,-0.11915792068219389*pi,2.885660618502611*pi) q[14];\nRxxyyzz(0.43445280047683*pi,0.26086671619767865*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.39286772030586026*pi,0.21309155052382256*pi,0.0*pi) q[2],q[3];\nRxxyyzz(0.45976292175538025*pi,0.29667282066480916*pi,0.0*pi) q[7],q[14];\nRxxyyzz(0.42397835969764053*pi,0.1619766374153606*pi,0.0*pi) q[8],q[13];\nRxxyyzz(0.3360822455542599*pi,0.1686491805384711*pi,3.917679550560459*pi) q[10],q[12];\nu3(3.4439165077305334*pi,0.7696907908312045*pi,1.1815870364656738*pi) q[1];\nu3(3.190982403392825*pi,2.669506618357328*pi,1.7540946011721261*pi) q[2];\nu3(3.2675000753564576*pi,1.219004718296512*pi,1.354858011611319*pi) q[3];\nu3(3.1935606106236447*pi,2.8761679042053148*pi,2.2933750016756265*pi) q[7];\nu3(3.450852126461295*pi,0.6075549213325004*pi,0.6290448907902817*pi) q[8];\nu3(3.520148334813779*pi,0.6400871559845909*pi,1.7397052204606198*pi) q[9];\nu3(3.111817185885006*pi,0.1366262039156786*pi,2.3420470636500395*pi) q[10];\nu3(3.5886560727129573*pi,0.6119352930035065*pi,2.161152403649618*pi) q[12];\nu3(3.817630944652274*pi,-0.4171264934209716*pi,1.9651030538044643*pi) q[13];\nu3(3.615259770669021*pi,-0.25689166965128846*pi,2.132404684901034*pi) q[14];\nRxxyyzz(0.4557327707952798*pi,0.24462651657801482*pi,3.9075326127147307*pi) q[0],q[8];\nRxxyyzz(0.34666325259911*pi,0.3358381516373532*pi,3.950792145154219*pi) q[1],q[11];\nRxxyyzz(0.4835252075237203*pi,0.21761649253107906*pi,0.0*pi) q[6],q[2];\nRxxyyzz(0.38061693277996955*pi,0.2638113790551629*pi,3.92484146057217*pi) q[3],q[9];\nRxxyyzz(0.41161997802674577*pi,0.32443640222439285*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.43620398859585396*pi,0.3658068318219777*pi,0.0*pi) q[13],q[10];\nRxxyyzz(0.41313825421641953*pi,0.33401698188558104*pi,3.952067784775871*pi) q[14],q[12];\nu3(3.5067967167855656*pi,-0.4675590312956057*pi,1.8171398805375247*pi) q[0];\nu3(3.227005282288468*pi,1.1296993660409815*pi,1.354136027596763*pi) q[1];\nu3(3.715047362859263*pi,3.2720677237632323*pi,1.8274268276748225*pi) q[2];\nu3(3.5473528993363135*pi,0.5465380827265127*pi,1.4259498844701897*pi) q[3];\nu3(3.7350429080149685*pi,0.9324033692773468*pi,1.2751360325397851*pi) q[5];\nu3(3.2653324628830105*pi,3.4814129435875882*pi,2.3920118005941373*pi) q[6];\nu3(3.449922574886972*pi,1.8120410863588083*pi,1.4963187619398477*pi) q[7];\nu3(3.450723491958748*pi,2.683858974969829*pi,0.8359131088987355*pi) q[8];\nu3(3.196597165934133*pi,-0.39598803827225015*pi,1.743511715765571*pi) q[9];\nu3(3.529564376558183*pi,3.4809763052047655*pi,1.6543910991242727*pi) q[10];\nu3(3.594835569607607*pi,0.4066343383498964*pi,2.17574237630494*pi) q[11];\nu3(3.3045478734378757*pi,2.052609254516509*pi,0.7098910495579163*pi) q[12];\nu3(3.7240386006759727*pi,0.7311915063077319*pi,0.952446292058506*pi) q[13];\nu3(3.139199473286161*pi,0.8241597442004283*pi,2.175272606423446*pi) q[14];\nRxxyyzz(0.37009471719921005*pi,0.21116760719272298*pi,0.1764811398934639*pi) q[0],q[7];\nRxxyyzz(0.4596432973088137*pi,0.1512251352961086*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.43049208787093995*pi,0.29484801516661835*pi,3.9297577145569793*pi) q[5],q[3];\nRxxyyzz(0.42964755220399997*pi,0.3877834033725352*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.3830946921003001*pi,0.22934692647224883*pi,3.90045544995372*pi) q[9],q[8];\nRxxyyzz(0.37589101238185973*pi,0.24192132985515535*pi,0.0*pi) q[10],q[11];\nRxxyyzz(0.40149132353006955*pi,0.27976346709353894*pi,3.959868000996021*pi) q[13],q[14];\nu3(3.5673113144008863*pi,2.607847286757268*pi,0.5163016983857869*pi) q[0];\nu3(3.2532133819703857*pi,1.5088516640988185*pi,2.285478458959071*pi) q[1];\nu3(3.634181481671087*pi,3.4954642447695345*pi,1.0276293273870944*pi) q[2];\nu3(3.36034876767843*pi,-0.39457535627407914*pi,1.1762454704275722*pi) q[3];\nu3(3.799821571902314*pi,2.81642444991288*pi,2.340838060592878*pi) q[5];\nu3(3.322470973686416*pi,1.1114510975433447*pi,4.135087348588274*pi) q[6];\nu3(3.8307232185514586*pi,0.6955226093151798*pi,1.0379611334984786*pi) q[7];\nu3(3.0102668907198895*pi,-0.21024426835523913*pi,1.0720628362540623*pi) q[8];\nu3(3.390868389189011*pi,2.9522685977430005*pi,1.7114522266443641*pi) q[9];\nu3(3.889212181466327*pi,0.12032851505633047*pi,0.5697430321129504*pi) q[10];\nu3(3.701119122327519*pi,0.09159627683799743*pi,1.4913764323440049*pi) q[11];\nu3(3.43729188577308*pi,2.190856210382774*pi,3.97551439634747*pi) q[12];\nu3(3.678988936724626*pi,2.951608587731895*pi,1.67081502222856*pi) q[13];\nu3(3.782781696543123*pi,-0.2234443218102497*pi,1.6349072749362517*pi) q[14];\nRxxyyzz(0.4603561973148497*pi,0.2049420638468598*pi,3.81622184800335*pi) q[0],q[8];\nRxxyyzz(0.30607080104135065*pi,0.17072098595026652*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.302061665229549*pi,0.1519982580907815*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.45969012740745985*pi,0.32769344466889416*pi,3.9472102670955906*pi) q[4],q[12];\nRxxyyzz(0.31089737594477984*pi,0.145473677603134*pi,3.8827440155699398*pi) q[5],q[7];\nRxxyyzz(0.34493579654667006*pi,0.29620956634721196*pi,0.16760944809084632*pi) q[9],q[11];\nu3(3.510054113695971*pi,3.327918020956273*pi,0.7037972102977808*pi) q[0];\nu3(3.3202292199498724*pi,-0.21960126732187335*pi,2.0027308179160306*pi) q[1];\nu3(3.343648642956108*pi,0.11380637236267055*pi,1.2022956240394735*pi) q[2];\nu3(3.7055365317610063*pi,0.41992770548973435*pi,0.9407723447303422*pi) q[3];\nu3(3.3507670128067137*pi,-0.21060253928595207*pi,2.1924192496717687*pi) q[4];\nu3(3.486682651242737*pi,3.2818336575371654*pi,3.9145159513077923*pi) q[5];\nu3(3.3823430760073925*pi,0.2359634326201756*pi,1.7860605395884734*pi) q[7];\nu3(3.766006978590318*pi,3.4209066219734448*pi,1.082380627192016*pi) q[8];\nu3(3.638323175108984*pi,0.22218185652344047*pi,1.458168950653015*pi) q[9];\nu3(3.6054826287012394*pi,-0.307502577483039*pi,4.11817119750088*pi) q[10];\nu3(3.4347398870745156*pi,0.3515076668031972*pi,1.603052660482731*pi) q[11];\nu3(3.668501816250416*pi,2.581905126012801*pi,1.8959332907320905*pi) q[12];\nRxxyyzz(0.2520977568344609*pi,0.08828260343029892*pi,0.0*pi) q[13],q[0];\nRxxyyzz(0.44204489229788413*pi,0.20039668674813715*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.37476917768617*pi,0.15129246298425536*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.3949541100174512*pi,0.1908983756855004*pi,0.0*pi) q[6],q[3];\nRxxyyzz(0.41894369693963984*pi,0.3420923427140527*pi,3.7424176564768104*pi) q[5],q[12];\nRxxyyzz(0.2988462170026201*pi,0.10792658524308685*pi,0.06721721592413132*pi) q[10],q[7];\nRxxyyzz(0.3990646178757401*pi,0.21702228912951327*pi,3.81703709905629*pi) q[9],q[14];\nu3(3.714567970702975*pi,2.978407338478291*pi,1.7961583327646755*pi) q[0];\nu3(3.40057757566294*pi,2.0820302976802467*pi,1.7960302057184427*pi) q[1];\nu3(3.5204801973382547*pi,3.3620000955220672*pi,0.6994252665989662*pi) q[2];\nu3(3.1760593066474834*pi,3.0296025242100004*pi,4.297580077691581*pi) q[3];\nu3(3.413473866659173*pi,0.24875459804771094*pi,0.7150088292035881*pi) q[5];\nu3(3.7967256567427063*pi,0.7906262310986858*pi,4.3215365566507815*pi) q[6];\nu3(3.541204555494553*pi,0.176357541310039*pi,1.7044391227147235*pi) q[7];\nu3(3.7924107225095867*pi,-0.045875647541437026*pi,2.174745537986351*pi) q[8];\nu3(3.557655923808488*pi,-0.22059514555101756*pi,1.524055180622995*pi) q[9];\nu3(3.307260965741183*pi,-0.18778488485862554*pi,1.7194834511631307*pi) q[10];\nu3(3.240019741369945*pi,1.4912903910408744*pi,2.3703607250751855*pi) q[11];\nu3(3.2077871784845575*pi,2.651166738042471*pi,1.1533008686913622*pi) q[12];\nu3(3.4669513387252358*pi,2.041205285553775*pi,1.4853750944890007*pi) q[13];\nu3(3.219611356445443*pi,2.5575388441884073*pi,0.5083158305775277*pi) q[14];\nRxxyyzz(0.38270616941957974*pi,0.20573036091676536*pi,3.9151043924935305*pi) q[0],q[3];\nRxxyyzz(0.4635241407521207*pi,0.3892933342396469*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.39789262768589584*pi,0.25992638556062087*pi,0.0*pi) q[10],q[4];\nRxxyyzz(0.3334093874335302*pi,0.20923036891372526*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.44406013036295006*pi,0.31465968102725006*pi,0.10250975841965344*pi) q[7],q[8];\nRxxyyzz(0.39243484913144*pi,0.3286847891279226*pi,0.0415194604683158*pi) q[13],q[9];\nu3(3.8344892352157465*pi,3.098775107708826*pi,1.3692046135405547*pi) q[0];\nu3(3.575979246409635*pi,1.6544366142519484*pi,0.5416607940454645*pi) q[2];\nu3(3.5314106379258448*pi,-0.4780534302860953*pi,0.8601703564972185*pi) q[3];\nu3(3.233748599213712*pi,-0.46723081471719274*pi,1.586184136459016*pi) q[4];\nu3(3.303750259583911*pi,2.1597400672441887*pi,1.9428410963511573*pi) q[5];\nu3(3.549909858074623*pi,-0.2086923990734404*pi,4.195475381942193*pi) q[6];\nu3(3.633527558769914*pi,-0.08703359636348218*pi,2.9608269950268262*pi) q[7];\nu3(3.2333982898452533*pi,3.147310299993441*pi,4.485100234476105*pi) q[8];\nu3(3.125653546764841*pi,3.486276285362766*pi,1.2534730161002592*pi) q[9];\nu3(3.4687007625561708*pi,0.4407070283835228*pi,1.9075706526552962*pi) q[10];\nu3(3.340132942029754*pi,0.37613124228902284*pi,4.3298820675244905*pi) q[13];\nu3(3.7299209355833636*pi,0.13010467992839636*pi,4.409807992049266*pi) q[14];\nRxxyyzz(0.4459743468929904*pi,0.3809894992273597*pi,0.11092323340614918*pi) q[0],q[2];\nRxxyyzz(0.36424407872996983*pi,0.27797082381752913*pi,3.9501886250126095*pi) q[1],q[4];\nRxxyyzz(0.45188545447496153*pi,0.4152021587388286*pi,0.08686360319864184*pi) q[3],q[12];\nRxxyyzz(0.43751240908873956*pi,0.3273787592401336*pi,0.0*pi) q[14],q[5];\nRxxyyzz(0.4744538449911406*pi,0.26428836548236445*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.4183984023297803*pi,0.23806768663283184*pi,0.0*pi) q[13],q[7];\nRxxyyzz(0.3547132175978326*pi,0.07132893287732056*pi,3.9539079101605914*pi) q[8],q[11];\nu3(3.5323956944915285*pi,0.8143213767932644*pi,0.8501607272189458*pi) q[0];\nu3(3.1791339910551617*pi,-0.21231284886348323*pi,1.4911326500270663*pi) q[1];\nu3(3.69257123122702*pi,0.6590747318507497*pi,0.6290248216051043*pi) q[2];\nu3(3.468610065203277*pi,-0.2959990017241041*pi,2.0697877795335518*pi) q[3];\nu3(3.744894033938234*pi,2.3846759222428306*pi,2.186178021469341*pi) q[4];\nu3(3.3050771226618965*pi,0.1890682645460704*pi,0.8198543694773932*pi) q[5];\nu3(3.6541600516813646*pi,0.5650180358998824*pi,0.583871803144902*pi) q[6];\nu3(3.34045998638801*pi,0.6691155725688076*pi,0.9780485257697437*pi) q[7];\nu3(3.5597351204940026*pi,0.12996535875406334*pi,1.4373291574331568*pi) q[8];\nu3(3.1982361212584065*pi,0.11462606653524876*pi,1.1911802155233875*pi) q[9];\nu3(3.620345406397046*pi,-0.06426224971429684*pi,2.134524182385979*pi) q[11];\nu3(3.785256913644613*pi,0.6329749282217751*pi,1.2766287233479066*pi) q[12];\nu3(3.3413316091149134*pi,0.24710436407061231*pi,0.5537216429014333*pi) q[13];\nu3(3.19046158468824*pi,3.204953652745743*pi,1.301477486738742*pi) q[14];\nRxxyyzz(0.3795677199334602*pi,0.24300890467611902*pi,0.08737779666801766*pi) q[0],q[13];\nRxxyyzz(0.46052400885883943*pi,0.3175460279663014*pi,0.0700260017135839*pi) q[1],q[8];\nRxxyyzz(0.24165822236386023*pi,0.1188971992790413*pi,0.05866006275704816*pi) q[7],q[2];\nRxxyyzz(0.4181532404317405*pi,0.05709376438407232*pi,0.0*pi) q[6],q[5];\nRxxyyzz(0.4274330063335203*pi,0.2966529941454894*pi,0.0*pi) q[10],q[9];\nRxxyyzz(0.4598809962450996*pi,0.2651164457534532*pi,3.9401448037997504*pi) q[14],q[12];\nu3(3.2073737569394254*pi,0.6870828541882252*pi,1.2650733801884368*pi) q[0];\nu3(3.1590928092297625*pi,-0.3606335265257823*pi,2.8016309822693257*pi) q[1];\nu3(3.594998557781813*pi,3.48494850097224*pi,1.4483438407246845*pi) q[2];\nu3(3.7622407514117158*pi,0.6901683215081515*pi,1.5351093882881623*pi) q[5];\nu3(3.8466692282882056*pi,1.7288923456687377*pi,1.33937453134165*pi) q[6];\nu3(3.4462102189829174*pi,-0.4697097901934776*pi,0.7488070390647583*pi) q[7];\nu3(3.216653605280344*pi,2.901954109676286*pi,1.209565391922468*pi) q[8];\nu3(3.26247203382367*pi,2.4976456387437285*pi,1.1092758345846137*pi) q[9];\nu3(3.2155454797269614*pi,0.8917593289567893*pi,1.6947639770532292*pi) q[10];\nu3(3.71526018734013*pi,2.8925974208759913*pi,1.6480173445815085*pi) q[12];\nu3(3.3470777754037164*pi,0.5718333594180296*pi,0.7382404399812541*pi) q[13];\nu3(3.546329161927719*pi,3.0828366042342576*pi,1.6644278394994387*pi) q[14];\nmeasure q[14] -> c[3];\nRxxyyzz(0.37505632901839986*pi,0.34478043533259317*pi,3.79621001535843*pi) q[0],q[2];\nRxxyyzz(0.4316122822337398*pi,0.1990105151893419*pi,0.06630975308251054*pi) q[3],q[7];\nRxxyyzz(0.4419214497960701*pi,0.29879893659746326*pi,3.8590884451003*pi) q[5],q[11];\nRxxyyzz(0.39030879999166024*pi,0.33384646972919846*pi,3.82937999996392*pi) q[10],q[6];\nRxxyyzz(0.39472200501935006*pi,0.3718202640212561*pi,0.08659924501430183*pi) q[13],q[9];\nu3(3.486408957075192*pi,3.169578867894933*pi,0.5152534534157205*pi) q[0];\nu3(3.2369620696727726*pi,2.3645449692641463*pi,0.6673161395199476*pi) q[2];\nu3(3.878061522508183*pi,2.1480513462383253*pi,0.8475201332534149*pi) q[3];\nu3(3.1410006336047775*pi,2.466595568366811*pi,2.242221140793842*pi) q[5];\nu3(3.3629621018542304*pi,3.457643124522236*pi,2.334660893054817*pi) q[6];\nu3(3.3514203062520798*pi,2.4406897880824796*pi,4.417877918259223*pi) q[7];\nu3(3.2145221051285775*pi,1.083789792526196*pi,0.775436603653695*pi) q[9];\nu3(3.2892576859848273*pi,3.3478586298958173*pi,1.677224150743521*pi) q[10];\nu3(3.678724189985262*pi,0.32907091479154116*pi,1.0485331119850176*pi) q[11];\nu3(3.668479475993764*pi,0.5210017220737257*pi,2.2042435400940885*pi) q[13];\nRxxyyzz(0.4440261563391098*pi,0.17224934190735208*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.42338814836063976*pi,0.193208517306251*pi,3.8486002250833096*pi) q[1],q[9];\nRxxyyzz(0.43326944984619953*pi,0.3660449178535603*pi,3.9577870790625695*pi) q[7],q[2];\nRxxyyzz(0.31361809020789*pi,0.16434341704283606*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.2896980221757558*pi,0.1747237919714002*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.4595095793675703*pi,0.25905853262592643*pi,3.8773609903526793*pi) q[10],q[11];\nRxxyyzz(0.4252116650221898*pi,0.2853396744318743*pi,3.8615520832540096*pi) q[13],q[12];\nu3(3.6750384107492593*pi,3.1898623994494333*pi,2.4735973739470523*pi) q[0];\nu3(3.53218188327023*pi,-0.14767893919163466*pi,2.230521101695716*pi) q[1];\nu3(3.820816603555905*pi,2.6223258166627157*pi,4.056690630670692*pi) q[2];\nu3(0.20173548114829873*pi,2.5013228404210097*pi,2.037223620267066*pi) q[3];\nu3(3.1024275131758974*pi,3.045890484373179*pi,1.9237061708874403*pi) q[4];\nu3(0.4188899675211088*pi,-0.2442975414572615*pi,1.460122496680682*pi) q[5];\nu3(3.787421214138357*pi,-0.2144875175295019*pi,2.3741790648496215*pi) q[6];\nu3(3.8240770540047135*pi,1.7212838115857831*pi,1.0110416121466925*pi) q[7];\nu3(3.420200537751064*pi,0.04467780202115845*pi,1.209024089395983*pi) q[8];\nu3(3.4580871392332075*pi,1.6068294422343028*pi,0.5346492044321982*pi) q[9];\nu3(3.1795005726853733*pi,1.0472808659271515*pi,1.4875054362540894*pi) q[10];\nu3(3.8669470810663054*pi,1.8505053390845965*pi,0.8302563772363345*pi) q[11];\nu3(3.856195499426264*pi,1.0163356903426144*pi,0.5315813313242654*pi) q[12];\nu3(3.569533746584008*pi,-0.4710034721562323*pi,1.2769021792485247*pi) q[13];\nmeasure q[10] -> c[0];\nmeasure q[6] -> c[1];\nmeasure q[1] -> c[2];\nmeasure q[5] -> c[4];\nmeasure q[8] -> c[5];\nmeasure q[4] -> c[6];\nmeasure q[13] -> c[7];\nmeasure q[7] -> c[8];\nmeasure q[9] -> c[9];\nmeasure q[2] -> c[10];\nmeasure q[3] -> c[11];\nmeasure q[0] -> c[12];\nmeasure q[12] -> c[13];\nmeasure q[11] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.8366243250540206*pi,-0.06723900399230132*pi,3.5704154934421575*pi) q[0];\nu3(3.914283867174552*pi,-0.24408837896985874*pi,1.0859468227351599*pi) q[1];\nu3(3.7956830435674918*pi,2.6069677527810713*pi,3.5949464798596744*pi) q[2];\nu3(3.396531844217482*pi,2.145674433947084*pi,3.5073496681167637*pi) q[3];\nu3(3.537761761861729*pi,3.315684308499967*pi,1.862557687057509*pi) q[4];\nu3(3.323869007397912*pi,-0.16431078168631785*pi,0.6526223948451784*pi) q[5];\nu3(3.7796332220420283*pi,0.2227399419418321*pi,2.9124411228041374*pi) q[6];\nu3(3.241954120847974*pi,2.5031449448975294*pi,3.149235249560263*pi) q[7];\nu3(3.651452355456773*pi,2.545794788707063*pi,3.059292791529023*pi) q[8];\nu3(3.350769668441194*pi,3.061768913394091*pi,4.339620926463616*pi) q[9];\nu3(3.8224839358747458*pi,-0.3953002659419047*pi,4.1827138729989155*pi) q[10];\nu3(3.3397532252075663*pi,2.3579919761116512*pi,1.1743479653120805*pi) q[11];\nu3(3.0867998379327117*pi,2.927614603484105*pi,0.6292184042310778*pi) q[12];\nu3(3.22071347041616*pi,3.1791399817727446*pi,3.9784678024344564*pi) q[13];\nu3(3.376963201640391*pi,-0.40799675482521425*pi,4.460993128782484*pi) q[14];\nRxxyyzz(0.4074130895959984*pi,0.263514060747877*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.4531330932741494*pi,0.2329505856116555*pi,3.9300225767064703*pi) q[1],q[8];\nRxxyyzz(0.4483797480106002*pi,0.37179201678801377*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.4315393788484002*pi,0.324192497262198*pi,3.8395002280429296*pi) q[4],q[9];\nRxxyyzz(0.45218803051460066*pi,0.2656362791053547*pi,3.9539133092586702*pi) q[5],q[13];\nRxxyyzz(0.4473934153716597*pi,0.2994267082964852*pi,3.8567180856426795*pi) q[7],q[12];\nRxxyyzz(0.4532596086132199*pi,0.4327528453114651*pi,0.17217931008286214*pi) q[10],q[11];\nu3(3.1669637715131005*pi,1.8718337244985777*pi,1.454465792490998*pi) q[0];\nu3(3.2333422836948946*pi,2.542803687141997*pi,1.919777850761081*pi) q[1];\nu3(3.1596239262754144*pi,-0.4970556679845122*pi,1.1379263947100609*pi) q[2];\nu3(3.7981124787155762*pi,3.01322132938729*pi,1.137760197213122*pi) q[4];\nu3(3.1373289219730847*pi,0.4450474642772625*pi,1.060720393959853*pi) q[5];\nu3(3.1028073779375713*pi,3.162816823537494*pi,4.489335951681488*pi) q[6];\nu3(3.3336982277646467*pi,-0.09687203666630967*pi,1.5900077618534703*pi) q[7];\nu3(3.9218723408989042*pi,-0.39625827477051256*pi,2.116981815590425*pi) q[8];\nu3(3.422388412859583*pi,0.7761252765771625*pi,2.269014204040782*pi) q[9];\nu3(3.6793364625338336*pi,3.014274210622899*pi,2.9675863635569923*pi) q[10];\nu3(3.6515036759702433*pi,3.1820905556166057*pi,1.6179035270812074*pi) q[11];\nu3(3.520653755180791*pi,1.058805681059647*pi,0.669277226837107*pi) q[12];\nu3(3.8427786221298703*pi,2.515276263887771*pi,1.7917049520175807*pi) q[13];\nu3(3.3747386242683968*pi,2.512421336607107*pi,1.6928161408282492*pi) q[14];\nRxxyyzz(0.38539457857300896*pi,0.250509828457526*pi,0.0*pi) q[10],q[0];\nRxxyyzz(0.2900364574786297*pi,0.11835904637563122*pi,3.893942127639809*pi) q[1],q[12];\nRxxyyzz(0.39422644418867*pi,0.2176612001492333*pi,3.9170163441884402*pi) q[2],q[13];\nRxxyyzz(0.4827853636135002*pi,0.32641060427829904*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.47224266601424003*pi,0.27626961301875785*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.3424705433560096*pi,0.30086069631983126*pi,0.08344798866186842*pi) q[6],q[8];\nRxxyyzz(0.44534357835701993*pi,0.2446049991021089*pi,0.17303251633756392*pi) q[14],q[9];\nu3(3.7980331975315225*pi,2.1129699958057535*pi,1.0111044080822098*pi) q[0];\nu3(3.3762566814464128*pi,-0.17120677029075904*pi,3.658967155912356*pi) q[1];\nu3(3.201998911545629*pi,-0.16663950358329882*pi,1.7908253284830549*pi) q[2];\nu3(3.175910734503549*pi,3.190190257558729*pi,0.8965991776001209*pi) q[3];\nu3(3.4942143537464143*pi,1.8515793713635018*pi,1.2797987239363353*pi) q[5];\nu3(3.695803540949846*pi,0.13208980120995983*pi,4.243727094201812*pi) q[6];\nu3(3.6652225484737877*pi,-0.05582838632252035*pi,0.8048354949612122*pi) q[7];\nu3(3.494994782733534*pi,2.59353827503177*pi,3.4738016443882254*pi) q[8];\nu3(3.820144522667442*pi,-0.46014063018762974*pi,3.2703799629368757*pi) q[9];\nu3(3.6838020687674895*pi,0.7126872483386095*pi,1.0609835660147569*pi) q[10];\nu3(3.2011134584258643*pi,2.6570477160273653*pi,1.9374510552182138*pi) q[11];\nu3(3.202757660069585*pi,-0.4921720332589008*pi,2.333670863999086*pi) q[12];\nu3(3.6501282778852655*pi,0.13815865844110187*pi,1.667819819095615*pi) q[13];\nu3(3.627132283328171*pi,0.8522782386086365*pi,4.163362842638995*pi) q[14];\nRxxyyzz(0.42000996038486005*pi,0.26842843551107975*pi,3.92362976138236*pi) q[3],q[0];\nRxxyyzz(0.4589882305765901*pi,0.33538349113328497*pi,3.8986561090007594*pi) q[1],q[10];\nRxxyyzz(0.39626190522685434*pi,0.29090073030099506*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.41330660839786393*pi,0.32723348432429467*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.45307038241976016*pi,0.16036917566874553*pi,0.0*pi) q[14],q[5];\nRxxyyzz(0.3067940303161102*pi,0.2735459852611841*pi,3.94514923927331*pi) q[6],q[12];\nRxxyyzz(0.49261696694910384*pi,0.2221373952017972*pi,0.0*pi) q[11],q[13];\nu3(3.5525140048591344*pi,1.3611841549936146*pi,1.2843207201241573*pi) q[0];\nu3(3.9070106323923146*pi,0.13598016037097282*pi,0.6420909490563558*pi) q[1];\nu3(3.8983669301766932*pi,2.0971991125803617*pi,2.0556358417326583*pi) q[2];\nu3(3.0210538962053466*pi,2.3638809285709*pi,1.7730129502531646*pi) q[3];\nu3(3.435388013046702*pi,0.6792937246130935*pi,1.0504735143147093*pi) q[4];\nu3(3.100936650274167*pi,-0.12745985371456958*pi,2.2040499801959963*pi) q[5];\nu3(3.659764586092795*pi,0.5756978281345067*pi,4.17739311533075*pi) q[6];\nu3(3.4766226714102046*pi,0.7773938813467847*pi,1.2152385108530404*pi) q[8];\nu3(3.4108035080359502*pi,2.3454473230911432*pi,2.0676109927303914*pi) q[9];\nu3(3.046310280070121*pi,-0.12898984527077673*pi,1.6288149509818486*pi) q[10];\nu3(3.5237650123084925*pi,-0.3600629581730005*pi,1.160213372440214*pi) q[11];\nu3(3.745982135189895*pi,2.8467360808016218*pi,1.1126997158778327*pi) q[12];\nu3(3.393118387060788*pi,3.25477870601373*pi,1.6120955450371448*pi) q[13];\nu3(3.3454504547010204*pi,1.1833457146691493*pi,1.3756546726508363*pi) q[14];\nRxxyyzz(0.24079668164575985*pi,0.1432699010807592*pi,0.0*pi) q[2],q[0];\nRxxyyzz(0.40110478619051104*pi,0.2159465305102063*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.4627929325352155*pi,0.25767355426699246*pi,0.0*pi) q[5],q[4];\nRxxyyzz(0.39309948221703983*pi,0.2874632370783213*pi,3.9235623072508496*pi) q[8],q[6];\nRxxyyzz(0.42083211738098003*pi,0.32979812358027794*pi,0.0*pi) q[7],q[10];\nRxxyyzz(0.476337810209003*pi,0.40531077740855803*pi,0.0*pi) q[14],q[12];\nu3(3.4087354397533125*pi,1.5810238012391529*pi,1.576673546846548*pi) q[0];\nu3(3.2813591590844076*pi,1.1008002669199608*pi,1.724655686663275*pi) q[1];\nu3(3.500854421610354*pi,3.1291895079873986*pi,2.2661562483032536*pi) q[2];\nu3(3.284537233593095*pi,1.3204441078552964*pi,1.5368117999941693*pi) q[4];\nu3(3.479924276437587*pi,0.8880967123647028*pi,1.0346543673713384*pi) q[5];\nu3(3.092760008185689*pi,1.428353846740357*pi,2.4935654177801654*pi) q[6];\nu3(3.234763562084437*pi,-0.4039680228616891*pi,1.9998382409390845*pi) q[7];\nu3(3.3933086874785676*pi,2.959679615842747*pi,1.879612162689448*pi) q[8];\nu3(3.8157570095372586*pi,-0.19887001091942313*pi,2.036614372724337*pi) q[9];\nu3(3.78215357000124*pi,3.2468794156117418*pi,1.6139390005430754*pi) q[10];\nu3(3.4550911020148556*pi,2.355158539033274*pi,2.8880308686823226*pi) q[12];\nu3(3.358555225029132*pi,-0.43582046744223735*pi,2.9290072333815464*pi) q[14];\nRxxyyzz(0.4445237909459498*pi,0.348037049687401*pi,0.26165349755836154*pi) q[6],q[0];\nRxxyyzz(0.27553519361025014*pi,0.09440727992135423*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.3217457360509299*pi,0.1633028024967036*pi,3.897666497477621*pi) q[2],q[13];\nRxxyyzz(0.44845886633763055*pi,0.338969283953233*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.43124847530678995*pi,0.2047173858738657*pi,0.06745875051972848*pi) q[4],q[10];\nRxxyyzz(0.2832635791148804*pi,0.21766755715628805*pi,0.0*pi) q[8],q[7];\nRxxyyzz(0.4408634387885701*pi,0.18864228859262733*pi,0.06107332251950999*pi) q[9],q[11];\nu3(3.3196403116440347*pi,1.9943450796930247*pi,1.0358170852238846*pi) q[0];\nu3(3.8538291317874*pi,3.2194607386850898*pi,1.3825675769944779*pi) q[1];\nu3(3.3394079358890334*pi,-0.12972622780352977*pi,3.767783953754181*pi) q[2];\nu3(3.8926207910774253*pi,-0.37716535693535763*pi,0.7827104163664129*pi) q[3];\nu3(3.801075627770084*pi,-0.29130568847292315*pi,2.889076058457924*pi) q[4];\nu3(3.5317269570322676*pi,-0.3790319755108996*pi,1.1941294088533403*pi) q[6];\nu3(3.6629474384281115*pi,0.5841945214000259*pi,1.7287273889093746*pi) q[7];\nu3(3.3040020446880467*pi,-0.10246856190994463*pi,1.0489417216438512*pi) q[8];\nu3(3.6264939091306783*pi,3.15831063093642*pi,2.9264260881320707*pi) q[9];\nu3(3.8166977541917646*pi,2.4521163928278766*pi,3.8906530624997986*pi) q[10];\nu3(3.4531003187940117*pi,3.4771391168995183*pi,2.0632351891512295*pi) q[11];\nu3(3.4888487477711*pi,2.306899284765929*pi,0.7479718343841422*pi) q[12];\nu3(3.4083159159051317*pi,-0.4426701197583911*pi,2.1914687325339863*pi) q[13];\nu3(3.376998027011364*pi,2.703206949240194*pi,2.110374283421318*pi) q[14];\nRxxyyzz(0.45479554125564997*pi,0.3386016085396175*pi,0.22098214327704646*pi) q[0],q[2];\nRxxyyzz(0.42638871413456014*pi,0.30383536290844815*pi,0.15214856364832385*pi) q[1],q[5];\nRxxyyzz(0.4361395138335001*pi,0.3516978038406046*pi,3.9133084024159395*pi) q[9],q[3];\nRxxyyzz(0.35800377044892967*pi,0.28767933866001316*pi,3.78791130347623*pi) q[4],q[7];\nRxxyyzz(0.42714476510752986*pi,0.2579309468983171*pi,0.0*pi) q[8],q[13];\nRxxyyzz(0.43370074078413023*pi,0.17811328433906093*pi,0.0*pi) q[11],q[10];\nRxxyyzz(0.4194063514896459*pi,0.3290092320033186*pi,3.840655121862558*pi) q[12],q[14];\nu3(3.2407938735404755*pi,-0.18495001711711306*pi,1.1268491719735994*pi) q[0];\nu3(3.1936593617884466*pi,1.3427059131629466*pi,0.6058129120299317*pi) q[1];\nu3(3.6485177858437376*pi,2.7684245448694274*pi,2.2517417296454814*pi) q[2];\nu3(3.2951169283892034*pi,3.0056110565493213*pi,1.7857330623096956*pi) q[3];\nu3(3.4015010463153397*pi,0.11940309158821427*pi,3.783804071977893*pi) q[4];\nu3(3.7028007530265863*pi,0.3748765034513053*pi,4.499169933713146*pi) q[5];\nu3(3.6386608914604808*pi,-0.4724856579936873*pi,0.749734005092656*pi) q[7];\nu3(3.6492650848081922*pi,3.0658236991377112*pi,1.45402339661036*pi) q[8];\nu3(3.150173442780785*pi,3.131080282907373*pi,1.852551145441002*pi) q[9];\nu3(3.419765282577104*pi,0.3217206314311488*pi,0.8028974684973978*pi) q[10];\nu3(3.5082235104812574*pi,-0.23622942854500018*pi,1.139367641627599*pi) q[11];\nu3(3.9255381978222*pi,1.2571880389555128*pi,2.465490128015656*pi) q[12];\nu3(3.5840398601314476*pi,3.2248303546568255*pi,0.7466175965044421*pi) q[13];\nu3(3.435696138845932*pi,1.8502568606414607*pi,2.261553442871289*pi) q[14];\nRxxyyzz(0.44864573791426*pi,0.3219172181040567*pi,0.0*pi) q[4],q[0];\nRxxyyzz(0.32027869647731977*pi,0.1948354426157315*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.43931046639342*pi,0.34562622032491774*pi,0.0*pi) q[9],q[2];\nRxxyyzz(0.44510389295145103*pi,0.42163794729219906*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.3962474420427603*pi,0.24428994604728527*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.42894675781256*pi,0.32349747518990096*pi,0.15143065435810646*pi) q[12],q[11];\nu3(3.5453740110195517*pi,2.57893943251365*pi,2.3909723846418496*pi) q[0];\nu3(3.1402982145120504*pi,3.3894149521932055*pi,4.4156605886856575*pi) q[1];\nu3(3.3190309956094124*pi,1.4112747538317534*pi,1.4269912247263778*pi) q[2];\nu3(3.716105093518569*pi,-0.31482630481695684*pi,3.7224885073196363*pi) q[3];\nu3(3.4342468659555623*pi,0.3037554853829626*pi,2.222521484313676*pi) q[4];\nu3(3.3032415286453447*pi,-0.4777941605554535*pi,1.1708325156196455*pi) q[5];\nu3(3.1565987868487078*pi,-0.024254144629635155*pi,1.6142815638565808*pi) q[6];\nu3(3.4920934678995392*pi,2.490979244530098*pi,4.088862562876107*pi) q[7];\nu3(3.384273683242397*pi,2.74807501579894*pi,4.48868804094632*pi) q[9];\nu3(3.51129530765733*pi,3.075444425543193*pi,1.6314648689422628*pi) q[10];\nu3(3.3979811428948143*pi,2.364774058792191*pi,1.1393719491794112*pi) q[11];\nu3(3.440347787995843*pi,-0.018393275477380955*pi,1.9209917989433902*pi) q[12];\nRxxyyzz(0.4002783767629098*pi,0.224424341733223*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.4288240419813394*pi,0.3776817439689655*pi,3.9203254734677895*pi) q[1],q[2];\nRxxyyzz(0.4049765784778907*pi,0.29615370052097145*pi,0.0*pi) q[5],q[3];\nRxxyyzz(0.2682785364259601*pi,0.08683273247953693*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.3072340156635899*pi,0.21667062426557004*pi,3.8109916397744197*pi) q[11],q[6];\nRxxyyzz(0.42813514209056003*pi,0.19637315905508945*pi,0.07207026407532338*pi) q[9],q[14];\nu3(3.385741962237167*pi,2.821986304209717*pi,0.5584550030577771*pi) q[0];\nu3(3.4353681313417415*pi,2.118844400650491*pi,1.8540475906747083*pi) q[1];\nu3(3.700659901747641*pi,2.7015245284310896*pi,1.4560432157085925*pi) q[2];\nu3(3.701703307720034*pi,0.7043517839952487*pi,1.9907779496550493*pi) q[3];\nu3(3.4080133885910415*pi,0.13147099416167074*pi,2.4149409818865704*pi) q[4];\nu3(3.2169193267058134*pi,0.6593532404672742*pi,1.4711651526474208*pi) q[5];\nu3(3.444377094928349*pi,1.2121895382699237*pi,1.4939225520862238*pi) q[6];\nu3(3.045247947821858*pi,-0.42811910914498896*pi,1.1528703007868444*pi) q[7];\nu3(3.5191661239210332*pi,2.6853861348594856*pi,3.508766935962414*pi) q[9];\nu3(3.546580858073386*pi,0.7926782531847034*pi,0.9843354867502072*pi) q[10];\nu3(3.3728654870402215*pi,0.6483437619882266*pi,1.7207569570475496*pi) q[11];\nu3(3.477619521469725*pi,3.4315054502961004*pi,2.1666847188142646*pi) q[14];\nRxxyyzz(0.36640714446544026*pi,0.27824970012194905*pi,0.15350565533857802*pi) q[5],q[0];\nRxxyyzz(0.41614670316553615*pi,0.34898901209568134*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.44660466294867*pi,0.24556228313435735*pi,3.9031977899563604*pi) q[10],q[2];\nRxxyyzz(0.43373979704974985*pi,0.15126084982257385*pi,0.07752960794750423*pi) q[9],q[3];\nRxxyyzz(0.28709782644062554*pi,0.1898371310162401*pi,0.0*pi) q[12],q[4];\nu3(3.2263579385915904*pi,0.2154392124500334*pi,1.4215703777358581*pi) q[0];\nu3(3.4115146476046885*pi,0.3926334554306605*pi,1.4891315181554352*pi) q[1];\nu3(3.584397837777457*pi,2.8364625592668427*pi,0.8554729068576128*pi) q[2];\nu3(3.1380767230303794*pi,0.1831993605743758*pi,3.2721806496782273*pi) q[3];\nu3(3.776042288427094*pi,-0.37129992269238976*pi,2.4927712505823765*pi) q[4];\nu3(3.4278632633014605*pi,3.2720795014569592*pi,1.6275831987298175*pi) q[5];\nu3(3.8499008881141896*pi,0.949802677868913*pi,4.001643810321291*pi) q[9];\nu3(3.184596210494085*pi,-0.028779386634383564*pi,1.327306348200053*pi) q[10];\nu3(3.7055383325159923*pi,2.7805985524439167*pi,4.426519239694261*pi) q[12];\nu3(3.861572594524259*pi,-0.433997699984708*pi,1.4699100153869706*pi) q[14];\nRxxyyzz(0.45633631605993974*pi,0.16618532129334018*pi,0.0*pi) q[13],q[1];\nRxxyyzz(0.35799303553128003*pi,0.17990102724703338*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.45930780620329004*pi,0.24566309173562595*pi,0.0*pi) q[5],q[3];\nRxxyyzz(0.43135993652354554*pi,0.11456436880422516*pi,0.0*pi) q[9],q[4];\nRxxyyzz(0.4364475241761899*pi,0.14781130470872306*pi,0.12112073513669244*pi) q[12],q[7];\nRxxyyzz(0.4268526671441099*pi,0.2674013573003612*pi,0.08049663455898845*pi) q[10],q[8];\nRxxyyzz(0.3747040769144795*pi,0.24131235994016195*pi,0.07967231494436805*pi) q[14],q[11];\nu3(3.9200681555590595*pi,-0.34764352116602737*pi,0.9672785672264832*pi) q[1];\nu3(3.576245109856455*pi,3.240736574077568*pi,4.222924638807312*pi) q[2];\nu3(3.6486870148933273*pi,0.5135904723728426*pi,1.6421726096060976*pi) q[3];\nu3(3.5220140888134988*pi,2.7676920099583704*pi,1.7190241757285554*pi) q[4];\nu3(3.4831958283228683*pi,2.9333619025689677*pi,4.485935343656223*pi) q[5];\nu3(3.3153288956306097*pi,2.1310957802980406*pi,2.0410535305964386*pi) q[6];\nu3(3.835180718884182*pi,1.959479081851104*pi,0.9518823020328441*pi) q[7];\nu3(3.6994340357868136*pi,-0.36443751487519027*pi,4.44929068283819*pi) q[8];\nu3(3.111093054204205*pi,-0.4028585882310587*pi,4.082653227581205*pi) q[9];\nu3(3.2705461827517324*pi,-0.2724106825145468*pi,3.007049908146513*pi) q[10];\nu3(3.5265518865818173*pi,-0.28034630864528043*pi,1.0738483711388094*pi) q[11];\nu3(3.4170919948927003*pi,0.432482421345731*pi,0.6115137863650928*pi) q[12];\nu3(3.631855996985672*pi,3.4130751139860016*pi,1.458220054102148*pi) q[13];\nu3(3.6558633584095683*pi,-0.015339477447165573*pi,1.0368237877289685*pi) q[14];\nRxxyyzz(0.4466857520178496*pi,0.24087782355091442*pi,3.95299465685792*pi) q[13],q[0];\nRxxyyzz(0.3651687971049199*pi,0.19013212332314944*pi,0.0*pi) q[4],q[1];\nRxxyyzz(0.3493266976798898*pi,0.18381758966843054*pi,0.0*pi) q[12],q[2];\nRxxyyzz(0.41432992234945065*pi,0.08576932165090068*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.44416998466180013*pi,0.26858417139216834*pi,3.86379634298238*pi) q[10],q[7];\nRxxyyzz(0.46015625766571*pi,0.3213775311738427*pi,0.04223231967934514*pi) q[8],q[11];\nRxxyyzz(0.4363011144376898*pi,0.36864803746978225*pi,0.11188501580735899*pi) q[14],q[9];\nu3(3.671591841493898*pi,1.0026569423558191*pi,0.6146708109251287*pi) q[0];\nu3(3.743457663515487*pi,0.058127238540741755*pi,2.4945959517760183*pi) q[1];\nu3(3.47022990675523*pi,3.243434605365726*pi,0.5817221120987677*pi) q[2];\nu3(3.629520687174803*pi,0.5565358469250112*pi,3.8881411635966403*pi) q[4];\nu3(3.659337342106079*pi,3.462753336544945*pi,3.5952809176363663*pi) q[5];\nu3(3.8651355135518655*pi,0.9337707379198312*pi,1.5351197060842257*pi) q[6];\nu3(3.4106547758984895*pi,1.8425845457972931*pi,0.6781353925276092*pi) q[7];\nu3(3.212137359751396*pi,-0.42162858382265633*pi,2.188743180967281*pi) q[8];\nu3(3.806147553073451*pi,0.04065901896770119*pi,4.180534332891659*pi) q[9];\nu3(3.6992269046778716*pi,1.2600571902232607*pi,2.3589417852425747*pi) q[10];\nu3(3.4638473074417298*pi,3.262317870877981*pi,2.20538412754255*pi) q[11];\nu3(3.7730317660530766*pi,-0.43809835942627223*pi,1.6990024071179626*pi) q[12];\nu3(3.615362587886591*pi,2.340412129675772*pi,1.3699787177154628*pi) q[13];\nu3(3.144029283976592*pi,3.3058494038407806*pi,2.1179888433904233*pi) q[14];\nRxxyyzz(0.38448066964634986*pi,0.37322820499950676*pi,0.0*pi) q[14],q[0];\nRxxyyzz(0.4715578382238499*pi,0.16847742024881207*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.38575465353018035*pi,0.21973065437808725*pi,0.0*pi) q[9],q[2];\nRxxyyzz(0.44447033891980015*pi,0.19395643662268902*pi,0.0*pi) q[10],q[3];\nRxxyyzz(0.29110876822836007*pi,0.20453027863682793*pi,0.0*pi) q[12],q[4];\nRxxyyzz(0.43740736575534*pi,0.21329775390632932*pi,0.0*pi) q[8],q[5];\nRxxyyzz(0.3427624229371303*pi,0.27643879391333037*pi,0.07865391241447739*pi) q[6],q[13];\nu3(3.486420494844486*pi,2.7341140075180883*pi,1.598789977986598*pi) q[0];\nu3(3.1558510000173445*pi,1.7145341072115468*pi,1.3925292205033197*pi) q[1];\nu3(3.146757196875453*pi,-0.21221983924559135*pi,2.2462842433494696*pi) q[2];\nu3(3.5347007161776087*pi,0.11255681865996792*pi,0.780912715241886*pi) q[3];\nu3(3.041507222192572*pi,0.040595103720375114*pi,2.3354868188941458*pi) q[4];\nu3(3.855720859052328*pi,0.7521500907476855*pi,1.4790293720455747*pi) q[5];\nu3(3.555119918877896*pi,0.7238693326796326*pi,0.7492664220707961*pi) q[6];\nu3(3.765315970711179*pi,3.3267873550550195*pi,1.159096693062184*pi) q[7];\nu3(3.4683662501701944*pi,2.9600806781003595*pi,1.6726316866170456*pi) q[8];\nu3(3.4046697393368412*pi,2.741728825835156*pi,1.0992151597656123*pi) q[9];\nu3(3.922070525240959*pi,-0.029550791634564588*pi,1.3124659133731589*pi) q[10];\nu3(3.7724926789917896*pi,2.7514191764486293*pi,1.5871976369101257*pi) q[12];\nu3(3.5603411985208124*pi,3.3313759576855118*pi,1.5209293095354202*pi) q[13];\nu3(3.9502917035397567*pi,0.9957463327950107*pi,3.7950961624599553*pi) q[14];\nRxxyyzz(0.40682812802260515*pi,0.1879987854369195*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.4473477268962578*pi,0.264346875585864*pi,0.0*pi) q[13],q[1];\nRxxyyzz(0.385887633550337*pi,0.23959541881790622*pi,3.940410171952749*pi) q[12],q[2];\nRxxyyzz(0.3467846096574897*pi,0.20798916156399194*pi,0.10253504291098281*pi) q[3],q[14];\nRxxyyzz(0.3757506010966197*pi,0.20244895942605912*pi,0.08216706596209815*pi) q[9],q[4];\nRxxyyzz(0.45255984161345025*pi,0.1603247200035462*pi,0.09278873892809256*pi) q[6],q[8];\nRxxyyzz(0.4333396828986438*pi,0.31449767017148766*pi,0.0*pi) q[7],q[10];\nu3(3.2943798164364027*pi,0.47057826448572526*pi,1.9296630733982112*pi) q[0];\nu3(3.5890449287400426*pi,3.445183113201564*pi,1.8172745427290597*pi) q[1];\nu3(3.8580820418336486*pi,2.8789737333336105*pi,0.9269962021275897*pi) q[2];\nu3(3.548043581656924*pi,0.3792524267626878*pi,0.5242575923672586*pi) q[3];\nu3(3.669538392121374*pi,3.360597120360299*pi,3.4313660539658786*pi) q[4];\nu3(3.625097303165373*pi,3.3193134302312273*pi,0.5937303950528632*pi) q[5];\nu3(3.7350513226441358*pi,3.177033142827843*pi,1.8026622574920133*pi) q[6];\nu3(3.268048693142728*pi,3.38911704631989*pi,1.230913065632009*pi) q[7];\nu3(3.550178529017788*pi,1.2865409009455664*pi,0.6552107671924168*pi) q[8];\nu3(3.837909862965513*pi,3.416350232004408*pi,2.289437494432724*pi) q[9];\nu3(3.296767179114426*pi,2.8036770114499263*pi,1.9184410104403087*pi) q[10];\nu3(3.6135465939206126*pi,3.1596453368203727*pi,1.4001980416801643*pi) q[12];\nu3(3.3348211353890513*pi,3.308474553129206*pi,1.973528124513856*pi) q[13];\nu3(3.7770693534386712*pi,0.6668317453193864*pi,3.7663213841133683*pi) q[14];\nRxxyyzz(0.37806934128632996*pi,0.2374127261001292*pi,0.0*pi) q[11],q[0];\nRxxyyzz(0.3906708928123602*pi,0.18780360843546318*pi,0.0*pi) q[1],q[5];\nRxxyyzz(0.4696016655581067*pi,0.3070522997937929*pi,0.0*pi) q[8],q[4];\nRxxyyzz(0.32227835835843033*pi,0.2039616413741785*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.3777434841792401*pi,0.21250348685921727*pi,0.0733854804649292*pi) q[14],q[9];\nRxxyyzz(0.40705818366280033*pi,0.28948859914658737*pi,0.08556773316530382*pi) q[10],q[13];\nu3(3.676256898924143*pi,1.1784091510234223*pi,1.0081777372495875*pi) q[0];\nu3(3.37555495072748*pi,2.287443855427778*pi,4.183972032238533*pi) q[1];\nu3(3.8142394317069335*pi,3.3119815842858*pi,1.7988643594387013*pi) q[4];\nu3(3.757385186976439*pi,-0.19001850755812244*pi,1.1470173623311684*pi) q[5];\nu3(0.5169461606874891*pi,-0.20544542892973*pi,1.4942632251465149*pi) q[6];\nu3(1.6841318681041453*pi,3.4300232927917866*pi,1.2499217351289147*pi) q[7];\nu3(3.5088800220567924*pi,2.344902764328083*pi,0.8699120631522534*pi) q[8];\nu3(3.291663941544802*pi,0.8092459454236427*pi,3.8625961837133396*pi) q[9];\nu3(3.374871719695391*pi,1.8461305218908897*pi,4.44445835020146*pi) q[10];\nu3(3.366216658709517*pi,0.4914586522022628*pi,2.0697650997227344*pi) q[11];\nu3(3.209427536637033*pi,2.5020289824733144*pi,4.076608808409787*pi) q[13];\nu3(3.341469590369951*pi,2.958442075190063*pi,3.7835160977139335*pi) q[14];\nmeasure q[7] -> c[2];\nmeasure q[6] -> c[3];\nmeasure q[0] -> c[14];\nRxxyyzz(0.33161810852046*pi,0.16245967826946028*pi,0.04742214021132796*pi) q[12],q[1];\nRxxyyzz(0.3025710069793001*pi,0.17366246060265844*pi,0.05481608006483185*pi) q[2],q[11];\nRxxyyzz(0.42721429103231995*pi,0.17402508256420227*pi,3.839113331599331*pi) q[3],q[10];\nRxxyyzz(0.4592001358464502*pi,0.2708260045039817*pi,3.886485160028951*pi) q[13],q[4];\nRxxyyzz(0.25241116686942977*pi,0.11415657017321257*pi,3.91716097544104*pi) q[14],q[5];\nRxxyyzz(0.460399303662689*pi,0.37332624308534246*pi,0.0*pi) q[9],q[8];\nu3(2.2416907967797455*pi,-0.33139110504902936*pi,4.290444448702205*pi) q[1];\nu3(1.7552432446061217*pi,3.2291620139586406*pi,1.135201559611191*pi) q[2];\nu3(3.7482013065878994*pi,2.822727292744625*pi,2.254147421789988*pi) q[3];\nu3(3.211179348575723*pi,3.027151512126035*pi,0.6638646818571061*pi) q[4];\nu3(0.3543282777124216*pi,0.2965349274281207*pi,0.7607485958481723*pi) q[5];\nu3(3.6099082911667804*pi,1.5622627971330196*pi,4.340898160528059*pi) q[8];\nu3(3.930750142157083*pi,2.228434381330162*pi,4.366483559070819*pi) q[9];\nu3(3.5948195576013173*pi,2.1554972349464108*pi,1.7659866131400732*pi) q[10];\nu3(2.5460635774926414*pi,0.4990607776709002*pi,1.2189638048224913*pi) q[11];\nu3(3.4352811598798767*pi,0.1287185073725592*pi,1.6960173422255704*pi) q[12];\nu3(3.8877984150900065*pi,3.086388707362624*pi,1.8387171870101708*pi) q[13];\nu3(1.8258407831635879*pi,3.2289765917812785*pi,0.7770437693655209*pi) q[14];\nmeasure q[3] -> c[0];\nmeasure q[10] -> c[1];\nmeasure q[14] -> c[4];\nmeasure q[8] -> c[5];\nmeasure q[12] -> c[6];\nmeasure q[1] -> c[7];\nmeasure q[5] -> c[8];\nmeasure q[13] -> c[9];\nmeasure q[2] -> c[10];\nmeasure q[4] -> c[11];\nmeasure q[9] -> c[12];\nmeasure q[11] -> c[13];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.550332749917026*pi,-0.4564913154729121*pi,2.5520167352882863*pi) q[0];\nu3(3.4754372419659503*pi,-0.26790490726531224*pi,3.1327454347144315*pi) q[1];\nu3(3.5633550648432255*pi,2.473308794724863*pi,3.9333022545838388*pi) q[2];\nu3(3.6653274434969103*pi,0.7055277519095595*pi,4.389335579091677*pi) q[3];\nu3(3.3812624668396882*pi,2.2573858840285697*pi,2.159136271831561*pi) q[4];\nu3(3.5657702491032213*pi,2.675658318122835*pi,4.165601042009401*pi) q[5];\nu3(3.6579826694149675*pi,0.922346020594232*pi,1.4242658177911247*pi) q[6];\nu3(3.419095336049032*pi,-0.33237812854721865*pi,3.3250712162345426*pi) q[7];\nu3(3.8529698294260006*pi,2.5244296256290495*pi,1.4019326213681333*pi) q[8];\nu3(3.949567791644018*pi,2.80757185802703*pi,1.2255356019316206*pi) q[9];\nu3(3.7902944651426416*pi,2.015856778689437*pi,1.5814571051336426*pi) q[10];\nu3(3.888139053477101*pi,-0.40157552274763736*pi,3.242170083069828*pi) q[11];\nu3(3.4487656666717874*pi,0.6680859508119483*pi,1.670372559285716*pi) q[12];\nu3(3.5247159786978988*pi,-0.44275028041177544*pi,3.1959888517874635*pi) q[13];\nu3(3.3648844886282343*pi,3.3119710925521275*pi,3.395024659751445*pi) q[14];\nRxxyyzz(0.38201647662087*pi,0.2762468049951612*pi,3.91282518745622*pi) q[0],q[2];\nRxxyyzz(0.3299040106043205*pi,0.056027455116531955*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.42384301908548017*pi,0.333628871259638*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.3442065225712302*pi,0.1574459831962991*pi,0.0*pi) q[4],q[6];\nRxxyyzz(0.40399268643006003*pi,0.36808822020443716*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.42625560554316433*pi,0.16699120589177607*pi,0.0*pi) q[8],q[14];\nRxxyyzz(0.3753839433513284*pi,0.22244316931288877*pi,0.0*pi) q[9],q[13];\nu3(3.2619094089250837*pi,-0.3578015112734051*pi,1.3610451750715438*pi) q[0];\nu3(3.40656596125289*pi,-0.14661890821893186*pi,0.7170989958953178*pi) q[1];\nu3(3.288161634260173*pi,-0.3592682067827908*pi,1.1777700980766879*pi) q[2];\nu3(3.764876150483968*pi,0.5655251006894044*pi,2.020658981356384*pi) q[3];\nu3(3.266172590477127*pi,3.3692117105683344*pi,1.9946172637022306*pi) q[4];\nu3(3.1391137876568354*pi,-0.1761273372457477*pi,3.0297714045646957*pi) q[5];\nu3(3.615811000636662*pi,-0.32950207733074843*pi,1.7229801670411484*pi) q[6];\nu3(3.5277272548621936*pi,3.0502834144892694*pi,0.8628033290588419*pi) q[8];\nu3(3.4598594524432054*pi,1.0661285465696957*pi,1.2156105450140662*pi) q[9];\nu3(3.4152214164162995*pi,0.0819366081313182*pi,1.8906486401023477*pi) q[10];\nu3(3.5831418479238635*pi,0.17666417155019531*pi,1.1079459725785719*pi) q[11];\nu3(3.1999166658149054*pi,2.736870958136178*pi,2.4599780451756654*pi) q[12];\nu3(3.628659690642094*pi,1.7024666714388035*pi,1.3069047854864666*pi) q[13];\nu3(3.5231112687598896*pi,2.4929570869674462*pi,1.507152642179402*pi) q[14];\nRxxyyzz(0.35587911914386006*pi,0.24182881170299986*pi,3.92343987463431*pi) q[0],q[3];\nRxxyyzz(0.3851607875839701*pi,0.3209533030846062*pi,3.749775200637111*pi) q[1],q[8];\nRxxyyzz(0.36501962967646306*pi,0.26384396740197147*pi,0.0*pi) q[10],q[4];\nRxxyyzz(0.4517523525608498*pi,0.3660306845943302*pi,3.9596645358933404*pi) q[5],q[14];\nRxxyyzz(0.46789504014076*pi,0.1707006939552178*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.4839628259582699*pi,0.18275002099173543*pi,0.0*pi) q[7],q[9];\nRxxyyzz(0.4745847430670994*pi,0.14536967688713354*pi,0.0*pi) q[11],q[12];\nu3(3.4259776182557937*pi,3.227535732115465*pi,0.728363402421156*pi) q[0];\nu3(3.816873720336021*pi,3.166964234891805*pi,1.7634611082967078*pi) q[1];\nu3(3.376487886883897*pi,3.4581318065369433*pi,3.7467168469175007*pi) q[3];\nu3(3.644033494008732*pi,-0.261992786828791*pi,0.8034772426412652*pi) q[4];\nu3(3.714897255871817*pi,1.110629575496652*pi,1.584204393385662*pi) q[5];\nu3(3.8051627539440975*pi,3.3422613754654242*pi,2.420888677940284*pi) q[6];\nu3(3.3186124564963375*pi,3.1137911206039015*pi,0.5674976557320742*pi) q[7];\nu3(3.301961896756677*pi,2.7180949061823356*pi,1.1484341220727812*pi) q[8];\nu3(3.7035538622705904*pi,2.738472752814632*pi,1.4435708556511528*pi) q[9];\nu3(3.0462871161635605*pi,0.08437917414524398*pi,0.6441893032043029*pi) q[10];\nu3(3.7202357021657946*pi,-0.2171770418777763*pi,2.0327606874118103*pi) q[11];\nu3(3.625714232379941*pi,0.05956989934157353*pi,0.7868653915478151*pi) q[12];\nu3(3.835036607668978*pi,0.28863160694794876*pi,2.1454566186235007*pi) q[13];\nu3(3.2566963300590075*pi,0.11502878375306291*pi,1.9125027995449084*pi) q[14];\nRxxyyzz(0.4651718766535403*pi,0.2908289698019182*pi,0.0*pi) q[0],q[1];\nRxxyyzz(0.4107673290670601*pi,0.29520879076630846*pi,3.9545058581073005*pi) q[2],q[6];\nRxxyyzz(0.4579110065545805*pi,0.17803978428717715*pi,0.0*pi) q[4],q[3];\nRxxyyzz(0.3437596060700471*pi,0.2210679222268106*pi,0.0*pi) q[10],q[5];\nRxxyyzz(0.36720394913665017*pi,0.17828451864825254*pi,3.9395963744936204*pi) q[12],q[8];\nRxxyyzz(0.18210551964591382*pi,0.12366412864741383*pi,0.0*pi) q[9],q[11];\nRxxyyzz(0.4458162299092798*pi,0.2844379413169383*pi,0.04075083236415252*pi) q[14],q[13];\nu3(3.73649710494024*pi,0.1257380680036353*pi,0.6335894001643902*pi) q[0];\nu3(3.6182315388764583*pi,2.969231744920478*pi,2.1299061956759697*pi) q[1];\nu3(3.5549374525896003*pi,2.9945753471113488*pi,1.5412213684888632*pi) q[2];\nu3(3.7239655263949616*pi,3.469729787194437*pi,1.3076497550878636*pi) q[3];\nu3(3.8181547304233003*pi,0.6016749452944363*pi,1.6112091805482462*pi) q[4];\nu3(3.375663221454898*pi,3.124175507407008*pi,0.9574941739398399*pi) q[5];\nu3(3.0688500713939226*pi,-0.16022757639311935*pi,2.004581110538508*pi) q[6];\nu3(3.3837003648550876*pi,0.88617141968155*pi,0.7317279383708506*pi) q[8];\nu3(3.5853633781375644*pi,2.078367124355283*pi,1.6353683573126183*pi) q[9];\nu3(3.86264518897809*pi,2.481155111908562*pi,2.4249692344385356*pi) q[10];\nu3(3.4464566281243267*pi,0.8971346218289167*pi,0.9805544819890213*pi) q[11];\nu3(3.7472221858858115*pi,2.454637002929113*pi,1.676138880435492*pi) q[12];\nu3(3.3943222834790934*pi,0.21768892389440464*pi,1.2546314070075684*pi) q[13];\nu3(3.41942616264975*pi,2.4442669656221945*pi,0.9469374890916584*pi) q[14];\nRxxyyzz(0.4196179042131699*pi,0.29008039305907374*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.4457419735056001*pi,0.36896894307249195*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.39552742107669003*pi,0.2213480168941353*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.4511332184242405*pi,0.18161419054733055*pi,3.89856450225671*pi) q[5],q[3];\nRxxyyzz(0.45560170794525023*pi,0.2828272987674423*pi,0.0*pi) q[13],q[7];\nRxxyyzz(0.4440429521222398*pi,0.17929218167915775*pi,0.05356772498556761*pi) q[10],q[12];\nRxxyyzz(0.4631332323070989*pi,0.2850748974406827*pi,0.0*pi) q[11],q[14];\nu3(3.4363523971687626*pi,2.273165244915268*pi,1.370427271846361*pi) q[0];\nu3(3.28622592857001*pi,-0.28375550224894797*pi,0.8257681961916671*pi) q[1];\nu3(3.530548692631361*pi,-0.34232163468829446*pi,2.4872745808891215*pi) q[2];\nu3(3.0518044178995156*pi,0.3165385328809649*pi,1.638545529643519*pi) q[3];\nu3(3.535183274650057*pi,0.23804454763775118*pi,1.4290394651034486*pi) q[4];\nu3(3.2333770252868903*pi,-0.32162745148184735*pi,2.268789989576147*pi) q[5];\nu3(3.413491533870918*pi,1.1957093688645863*pi,1.8347136434867537*pi) q[7];\nu3(3.463941536140739*pi,-0.10215917854924456*pi,1.0999414580779763*pi) q[8];\nu3(3.5029378846257417*pi,-0.09595113505724251*pi,1.488088857044759*pi) q[9];\nu3(3.3982520518998314*pi,3.2744193392993237*pi,2.1520074861203295*pi) q[10];\nu3(3.107612786724145*pi,0.5339699237218829*pi,0.5474654479508938*pi) q[11];\nu3(3.5317800729420448*pi,1.1309549370066478*pi,0.881513343042357*pi) q[12];\nu3(3.439720952872654*pi,2.825397119767603*pi,4.280206771389937*pi) q[13];\nu3(3.3551822179418207*pi,3.4164549498681267*pi,0.7514357922220005*pi) q[14];\nRxxyyzz(0.42031061891250987*pi,0.22528046802419527*pi,3.9425455139952597*pi) q[0],q[5];\nRxxyyzz(0.3458746511671701*pi,0.08100872581435414*pi,0.041802733979050544*pi) q[1],q[7];\nRxxyyzz(0.4069397323645545*pi,0.34263613272505666*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.2876347058594795*pi,0.10790329389353337*pi,3.9540666223375602*pi) q[3],q[12];\nRxxyyzz(0.4525868490623004*pi,0.22538301439378994*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.43668817862625986*pi,0.324713192952367*pi,3.9154797405108503*pi) q[9],q[8];\nRxxyyzz(0.4027021283869444*pi,0.12601244289255753*pi,0.0*pi) q[10],q[14];\nu3(3.8227572368464164*pi,3.4565927500422786*pi,1.366516413575276*pi) q[0];\nu3(3.7720511990000136*pi,2.043351369747696*pi,0.5326030909633062*pi) q[1];\nu3(3.288040070187298*pi,2.363942707541417*pi,1.063157994936763*pi) q[2];\nu3(3.3739746647254782*pi,0.6068650929029786*pi,4.108154045926731*pi) q[3];\nu3(3.6131161896076835*pi,2.4278681446968826*pi,0.5226031488011005*pi) q[5];\nu3(3.4257028098251547*pi,3.3489478819608163*pi,0.5725702755263491*pi) q[6];\nu3(3.728543546170674*pi,1.9461620773031472*pi,1.2520975525871565*pi) q[7];\nu3(3.1985655953208982*pi,2.6042282938804586*pi,2.438473823212112*pi) q[8];\nu3(3.2518598620572323*pi,3.331615626554054*pi,1.488406425362295*pi) q[9];\nu3(3.924171387900363*pi,-0.2249584488946893*pi,4.485960073970172*pi) q[10];\nu3(3.1090086133367136*pi,1.8117918217041447*pi,1.3932849496050295*pi) q[11];\nu3(3.605085125295085*pi,2.3850710503722485*pi,0.906924311830143*pi) q[12];\nu3(3.7904752806592215*pi,2.369182019646714*pi,2.349618952481478*pi) q[13];\nu3(3.8787372394923665*pi,3.221467736347816*pi,1.7974433566865053*pi) q[14];\nRxxyyzz(0.38773844813211994*pi,0.3042923934731915*pi,3.75959411000909*pi) q[0],q[9];\nRxxyyzz(0.3930357506997303*pi,0.2218570911717035*pi,0.0*pi) q[4],q[2];\nRxxyyzz(0.44386640940574995*pi,0.24208381306920845*pi,0.0*pi) q[6],q[3];\nRxxyyzz(0.33237729084473994*pi,0.24436209544897292*pi,0.0619785664862853*pi) q[5],q[7];\nRxxyyzz(0.39640382825029*pi,0.27396073591376313*pi,3.78303291586385*pi) q[13],q[8];\nRxxyyzz(0.36670699024482023*pi,0.19682452904629122*pi,3.8951010161471*pi) q[11],q[10];\nRxxyyzz(0.45779183161514025*pi,0.20977429209269927*pi,0.0*pi) q[14],q[12];\nu3(3.033440676926714*pi,-0.06230438059843346*pi,1.7031947994082417*pi) q[0];\nu3(3.355092065512289*pi,3.235667320147054*pi,1.9241517837151514*pi) q[2];\nu3(3.6349225043771316*pi,0.6367858064454006*pi,1.0331945809526097*pi) q[3];\nu3(3.252851347535051*pi,-0.02225424958342953*pi,4.217256302682518*pi) q[4];\nu3(3.9167505411691477*pi,0.3743065335244139*pi,1.938652880147031*pi) q[5];\nu3(3.198092643372209*pi,3.0937988819899394*pi,0.703041880364927*pi) q[6];\nu3(3.3753645251955597*pi,3.234766084542506*pi,3.0021256687476394*pi) q[7];\nu3(3.7079317171838695*pi,0.5963545727119373*pi,0.5219493035370988*pi) q[8];\nu3(3.670571321104889*pi,-0.13897789806182742*pi,2.1544883274000366*pi) q[9];\nu3(3.6691314691876697*pi,0.3031492433807619*pi,1.610229322463871*pi) q[10];\nu3(3.687672975077877*pi,2.106241750286383*pi,1.9214235232646175*pi) q[11];\nu3(3.5475958505838965*pi,0.2550773703076583*pi,2.470345739339847*pi) q[12];\nu3(3.5577370453597985*pi,3.2024783524523417*pi,2.290780840245781*pi) q[13];\nu3(3.434061965164407*pi,2.838230964235781*pi,0.6527443072473487*pi) q[14];\nRxxyyzz(0.39306524742761006*pi,0.10825458206390715*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.4024824778546998*pi,0.11669464789463185*pi,0.045668459584215206*pi) q[1],q[10];\nRxxyyzz(0.4238278848266894*pi,0.34180453874370775*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.4308679934070101*pi,0.29986877950571333*pi,3.91918991156016*pi) q[4],q[3];\nRxxyyzz(0.3240425317774101*pi,0.23164527319307204*pi,3.93384250237224*pi) q[11],q[5];\nRxxyyzz(0.4230948247226499*pi,0.27155790010887426*pi,0.0*pi) q[14],q[8];\nRxxyyzz(0.4202929398259702*pi,0.3256535472836029*pi,3.94581524419537*pi) q[13],q[12];\nu3(3.9024259258304324*pi,3.2086821481629775*pi,1.923342221536047*pi) q[0];\nu3(3.596638827452933*pi,-0.043241664988112216*pi,3.2489022874026285*pi) q[1];\nu3(3.7104899011494155*pi,1.1417255270881084*pi,1.1146868511399033*pi) q[2];\nu3(3.5894283808499523*pi,3.460907425086412*pi,1.1058534692236441*pi) q[3];\nu3(3.7134491087151744*pi,-0.357831535090815*pi,2.298551418383995*pi) q[4];\nu3(3.5730650006368574*pi,3.256061670683816*pi,1.367501080183068*pi) q[5];\nu3(3.451666336948736*pi,-0.35711833337631915*pi,3.7618734363589237*pi) q[7];\nu3(3.7154590140357024*pi,2.7554616631939184*pi,1.3107439840756503*pi) q[8];\nu3(3.5661094168431124*pi,0.7156527241806625*pi,0.8177669931834165*pi) q[9];\nu3(3.6326605123697586*pi,1.5804874573816985*pi,4.16980856449627*pi) q[10];\nu3(3.540520087424757*pi,-0.08727009305003419*pi,1.0149246556538416*pi) q[11];\nu3(3.59258732069498*pi,2.8523341471517143*pi,1.1610903212404742*pi) q[12];\nu3(3.743234446866965*pi,1.871631438185457*pi,0.6406071489017418*pi) q[13];\nu3(3.7037851368733845*pi,0.16655526015070754*pi,2.221215289533648*pi) q[14];\nRxxyyzz(0.447342772319728*pi,0.19008855302754846*pi,0.12517294505581777*pi) q[1],q[0];\nRxxyyzz(0.3141607342932199*pi,0.25265254994642516*pi,0.18283888492331268*pi) q[13],q[2];\nRxxyyzz(0.3682022358343501*pi,0.21208796541869845*pi,0.0*pi) q[14],q[4];\nRxxyyzz(0.35334712012197994*pi,0.30029993746046024*pi,3.9133848804527305*pi) q[5],q[10];\nRxxyyzz(0.33671503809812015*pi,0.28469448231638816*pi,3.7961371251535994*pi) q[6],q[8];\nRxxyyzz(0.4264686166438499*pi,0.307543045928568*pi,0.05955553071138819*pi) q[7],q[12];\nRxxyyzz(0.46062156169307045*pi,0.10224669352584925*pi,0.0*pi) q[11],q[9];\nu3(3.690665937290689*pi,-0.47850586673501017*pi,3.8756520183739753*pi) q[0];\nu3(3.787338896045921*pi,0.1917877575523793*pi,0.5349632994144998*pi) q[1];\nu3(3.2172342966751044*pi,-0.3158043526968204*pi,3.315579790148467*pi) q[2];\nu3(3.892054260007412*pi,3.350217551815095*pi,1.742913092514253*pi) q[4];\nu3(3.0629666314848203*pi,1.110004936744431*pi,0.6374617298780657*pi) q[5];\nu3(3.890155461032116*pi,1.028701062011797*pi,0.950091969928784*pi) q[6];\nu3(3.2905496399767995*pi,0.021072279976505737*pi,1.5102494192052223*pi) q[7];\nu3(3.3215301278926717*pi,2.08630629564671*pi,1.5302688964962132*pi) q[8];\nu3(3.7366086563777627*pi,3.049987997872315*pi,1.1571735942494583*pi) q[9];\nu3(3.954893600496657*pi,3.373287681611656*pi,1.3484525635001146*pi) q[10];\nu3(3.32684720127369*pi,-0.29617543108175004*pi,0.972981137053635*pi) q[11];\nu3(3.409146308185779*pi,3.1113059876367504*pi,1.9658924935381759*pi) q[12];\nu3(3.5943616081089034*pi,1.0268438193938718*pi,0.9131067422190757*pi) q[13];\nu3(3.2326841183470494*pi,0.015312715827046963*pi,2.06076433665737*pi) q[14];\nRxxyyzz(0.38720170480122995*pi,0.36707442466229123*pi,0.07452890412002766*pi) q[4],q[2];\nRxxyyzz(0.42260256092111975*pi,0.20846350019313184*pi,0.04457253476607964*pi) q[5],q[3];\nRxxyyzz(0.45019110923071004*pi,0.2006593185669062*pi,0.06755403614334644*pi) q[6],q[10];\nRxxyyzz(0.42993946290873986*pi,0.3812085423752949*pi,0.0*pi) q[7],q[11];\nRxxyyzz(0.44816447008440974*pi,0.18559660891476215*pi,0.0*pi) q[9],q[8];\nRxxyyzz(0.45000209294222104*pi,0.28453089479732663*pi,0.0*pi) q[14],q[12];\nu3(3.6977731138526786*pi,2.530710753161455*pi,0.821228504333797*pi) q[2];\nu3(3.3225536916397282*pi,-0.02443009388859263*pi,4.39601150778514*pi) q[3];\nu3(3.44662646414526*pi,3.3290305023740676*pi,1.320269477719125*pi) q[4];\nu3(3.5003417625043878*pi,2.2848477718878275*pi,3.8496621517957568*pi) q[5];\nu3(3.7108920428922794*pi,-0.4792695306513268*pi,1.4526944703719766*pi) q[6];\nu3(3.5598887179731364*pi,2.8550998059641746*pi,4.087195470049776*pi) q[7];\nu3(3.92849146343419*pi,0.5209592648508761*pi,0.6968538421847668*pi) q[8];\nu3(3.4633232093138204*pi,-0.13217079249759356*pi,1.106294459242675*pi) q[9];\nu3(3.7984919417579843*pi,-0.22478336720910508*pi,0.9091477878309333*pi) q[10];\nu3(3.3076839789846515*pi,3.491629187057602*pi,2.6287366455122827*pi) q[11];\nu3(3.67878506334731*pi,2.3833099429741633*pi,0.8011018106332917*pi) q[12];\nu3(3.2876995961096287*pi,1.1651101460247424*pi,4.490568474601256*pi) q[14];\nRxxyyzz(0.3550192970327203*pi,0.20909895213114593*pi,0.08800328130203283*pi) q[4],q[0];\nRxxyyzz(0.3174330826567103*pi,0.22795517573205304*pi,3.9071534819099494*pi) q[1],q[3];\nRxxyyzz(0.41473744345226*pi,0.24627981665345594*pi,0.05177010582234884*pi) q[7],q[2];\nRxxyyzz(0.28112315726184*pi,0.13215546738384942*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.3603038847492802*pi,0.230741009117156*pi,3.89079155882043*pi) q[8],q[6];\nRxxyyzz(0.41064393622692025*pi,0.1876236327035512*pi,0.1172925821389059*pi) q[11],q[9];\nRxxyyzz(0.4274882922140707*pi,0.25150977734729774*pi,0.0*pi) q[12],q[13];\nu3(3.3529791539645384*pi,0.2978568800821083*pi,3.16252820795422*pi) q[0];\nu3(3.7462101490759534*pi,-0.43643890185548*pi,1.9180494598190536*pi) q[1];\nu3(3.2717150475062935*pi,1.9742302703803238*pi,4.362205535613886*pi) q[2];\nu3(3.3783674353581423*pi,3.3341848593977503*pi,1.7295864420109786*pi) q[3];\nu3(3.824623388722961*pi,-0.11554766167776698*pi,1.7781577739582737*pi) q[4];\nu3(3.4933248355389916*pi,-0.4722914318640328*pi,4.1493918994701495*pi) q[5];\nu3(3.7666203960241287*pi,1.1866009784045026*pi,1.4052613976078447*pi) q[6];\nu3(3.2420098189181954*pi,-0.1800808461510497*pi,3.8426180195456694*pi) q[7];\nu3(3.4378538585528053*pi,2.1335173861066243*pi,0.7004035842152173*pi) q[8];\nu3(3.3962103513325075*pi,-0.3565681086801489*pi,2.7507011018752197*pi) q[9];\nu3(3.6408699437562224*pi,3.0677494456252656*pi,3.0633940020617563*pi) q[11];\nu3(3.7577384138585455*pi,3.263152774962633*pi,0.813627558257223*pi) q[12];\nu3(3.3844204861238607*pi,-0.09993749684668374*pi,1.0450171590797588*pi) q[13];\nu3(3.3457968794615183*pi,3.3308385798749183*pi,1.9901761438000816*pi) q[14];\nRxxyyzz(0.45869458718732004*pi,0.24056236380109655*pi,3.8717546488913097*pi) q[7],q[1];\nRxxyyzz(0.4226066139712299*pi,0.30278705854527777*pi,0.15424382681815205*pi) q[6],q[2];\nRxxyyzz(0.4465545438352909*pi,0.3753648473424808*pi,0.0*pi) q[8],q[3];\nRxxyyzz(0.3758032298324975*pi,0.2818977538568961*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.4517373683474096*pi,0.3543062311422245*pi,0.06252405663257822*pi) q[14],q[9];\nRxxyyzz(0.40342294226431*pi,0.23664639102639792*pi,3.88997816024764*pi) q[11],q[10];\nu3(3.3200628543930835*pi,3.3483389541036974*pi,0.9279031723234823*pi) q[1];\nu3(3.7551333166822456*pi,1.443597810815377*pi,3.4949264813332377*pi) q[2];\nu3(3.746339102355811*pi,2.665910530903264*pi,0.9454968339721026*pi) q[3];\nu3(3.661869655872313*pi,2.4415971343901868*pi,2.057419326711699*pi) q[4];\nu3(3.4440812251258763*pi,3.202969173412825*pi,0.728152358156426*pi) q[5];\nu3(3.4885141488282425*pi,3.0423465971369588*pi,3.437739471469977*pi) q[6];\nu3(3.2553987167435863*pi,0.8099640222483604*pi,0.7162745570687217*pi) q[7];\nu3(3.8617218671517572*pi,-0.35723322521243794*pi,0.858568578803688*pi) q[8];\nu3(3.4724881217241994*pi,3.1227894237791585*pi,2.967461039436023*pi) q[9];\nu3(3.7938599332995655*pi,1.4715655642642367*pi,2.361956893692899*pi) q[10];\nu3(3.6385787040369286*pi,0.10942454106277721*pi,1.359492364548953*pi) q[11];\nu3(3.9455625651092667*pi,3.3482900525497676*pi,1.0387669790726608*pi) q[14];\nRxxyyzz(0.3404387716718597*pi,0.126767931407326*pi,3.9157687418378115*pi) q[4],q[0];\nRxxyyzz(0.22242905076089337*pi,0.174467922278566*pi,0.0*pi) q[11],q[2];\nRxxyyzz(0.45592328407053084*pi,0.3021036164093118*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.4465909626052298*pi,0.19869333305124534*pi,3.87607741889102*pi) q[6],q[8];\nRxxyyzz(0.3104813710009399*pi,0.25751129024029096*pi,3.8143751992302004*pi) q[7],q[10];\nRxxyyzz(0.43934092875802033*pi,0.12093629624496338*pi,0.0*pi) q[12],q[9];\nRxxyyzz(0.4305717851467801*pi,0.31329198129956604*pi,0.0*pi) q[14],q[13];\nu3(3.361347195220749*pi,-0.35936753782243086*pi,2.273175486366522*pi) q[0];\nu3(3.713411161020638*pi,0.420238389797677*pi,2.255256841438012*pi) q[2];\nu3(3.3628924386647006*pi,0.5904332575471547*pi,1.5775498929367422*pi) q[3];\nu3(3.971948264304701*pi,3.1247293696045517*pi,0.5129900730785502*pi) q[4];\nu3(3.8385548669890115*pi,3.3512336246643057*pi,4.239571504955111*pi) q[5];\nu3(3.3069124093563653*pi,0.7330554629189745*pi,2.3277340559204664*pi) q[6];\nu3(3.3524586840511015*pi,3.4481270538450097*pi,0.7507825717946188*pi) q[7];\nu3(3.4257648865156236*pi,0.5401392165960581*pi,1.6249844418187844*pi) q[8];\nu3(3.2106066630450605*pi,-0.08266039544628251*pi,4.155330728513169*pi) q[9];\nu3(3.2725144719231456*pi,-0.42535986121535174*pi,1.1316437604914928*pi) q[10];\nu3(3.2406437250452447*pi,-0.12392861047742976*pi,3.0550560821197736*pi) q[11];\nu3(3.794850166297735*pi,-0.2904881013609774*pi,1.1320572618392923*pi) q[12];\nu3(3.3810499621386665*pi,0.026168091198373045*pi,1.0614843037996715*pi) q[13];\nu3(3.3315929546077667*pi,-0.05988245937815995*pi,1.0342048062661595*pi) q[14];\nRxxyyzz(0.44711183743971944*pi,0.34727971865101154*pi,3.9061413380945305*pi) q[3],q[0];\nRxxyyzz(0.4363650811480404*pi,0.2239739161206842*pi,0.042317964357611274*pi) q[1],q[14];\nRxxyyzz(0.3867080911606512*pi,0.19028059587163804*pi,0.0*pi) q[12],q[4];\nRxxyyzz(0.4269988510699899*pi,0.2719869333737393*pi,0.1478640900731163*pi) q[5],q[13];\nRxxyyzz(0.33861368466416*pi,0.301831936613457*pi,0.0*pi) q[7],q[6];\nRxxyyzz(0.3755768454523597*pi,0.12257729876426328*pi,3.9245343904450305*pi) q[10],q[8];\nRxxyyzz(0.38608949644211965*pi,0.2130545004883307*pi,0.10747510521131245*pi) q[11],q[9];\nu3(3.3947064138805416*pi,3.2100856699212605*pi,1.08753074824216*pi) q[0];\nu3(3.4944454481644525*pi,2.6318544897745797*pi,1.5665163828484403*pi) q[1];\nu3(3.3928165454200645*pi,0.9574053046683542*pi,1.5041730530068542*pi) q[3];\nu3(3.439354235477607*pi,2.346898435363598*pi,2.2727696884067887*pi) q[4];\nu3(3.412606758274564*pi,1.3063891652105353*pi,0.5543783263670353*pi) q[5];\nu3(3.561707961721301*pi,0.5365041429289179*pi,1.3082033991662143*pi) q[6];\nu3(3.366547149979685*pi,3.133737149572981*pi,0.9935173249783027*pi) q[7];\nu3(3.367187868869132*pi,1.4849556088501772*pi,0.9900542760597086*pi) q[8];\nu3(3.2544549627218924*pi,-0.49600076959390993*pi,3.747755317504389*pi) q[9];\nu3(3.2256028168956803*pi,3.443350745672147*pi,0.7407960124482083*pi) q[10];\nu3(3.6946117726411485*pi,1.356261618873729*pi,4.397406957776244*pi) q[11];\nu3(3.516119392660474*pi,2.034655784225753*pi,0.9421318587407296*pi) q[12];\nu3(3.532018875360896*pi,0.728316116396015*pi,3.9196528265920043*pi) q[13];\nu3(3.425721532299678*pi,0.3483099599276783*pi,3.3693882113411386*pi) q[14];\nmeasure q[14] -> c[4];\nRxxyyzz(0.38699966393002017*pi,0.1988185403261596*pi,3.9347692948047506*pi) q[4],q[0];\nRxxyyzz(0.29378057046087014*pi,0.266305974144037*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.25558457375738025*pi,0.13926667773351697*pi,0.06547832261670727*pi) q[2],q[8];\nRxxyyzz(0.3566389053002995*pi,0.2914924161111001*pi,3.8890715461159395*pi) q[10],q[3];\nRxxyyzz(0.4044045047198805*pi,0.22472667284896855*pi,3.903266099088946*pi) q[5],q[11];\nRxxyyzz(0.43679068085651973*pi,0.231025024137657*pi,0.07963790645969844*pi) q[6],q[13];\nRxxyyzz(0.43463229457985*pi,0.2607757856432094*pi,0.12863577237980878*pi) q[7],q[9];\nu3(3.6975806664995*pi,-0.4348693266294297*pi,1.3198290418942635*pi) q[0];\nu3(3.1654531704933104*pi,3.2616465327122217*pi,1.8361588091906778*pi) q[1];\nu3(3.349937012464011*pi,-0.29760991036577283*pi,1.0408343451075432*pi) q[2];\nu3(3.0980531610485076*pi,-0.361474466151615*pi,0.580352173224238*pi) q[3];\nu3(3.3855134775536913*pi,-0.1405087730468355*pi,0.6581129972786823*pi) q[4];\nu3(3.4402390884410847*pi,3.324180248737474*pi,1.5213403542045238*pi) q[5];\nu3(3.621513535812073*pi,-0.2903791611999256*pi,3.9105464968459507*pi) q[6];\nu3(3.7767976472817484*pi,3.1691854004703592*pi,4.2692689130730805*pi) q[7];\nu3(3.3631970661150596*pi,0.3531628533511003*pi,4.2280914366153315*pi) q[8];\nu3(3.4849778401583893*pi,3.3482204729596643*pi,1.3256183691559191*pi) q[9];\nu3(3.2898994692730987*pi,2.444134042157774*pi,4.354738703592824*pi) q[10];\nu3(3.303535559691654*pi,1.5018467028611604*pi,0.6814359793272096*pi) q[11];\nu3(3.5698389379401703*pi,3.021095230624148*pi,0.5073285985926446*pi) q[12];\nu3(3.385762558812244*pi,2.632508791006307*pi,4.156354236763423*pi) q[13];\nmeasure q[5] -> c[2];\nmeasure q[11] -> c[12];\nRxxyyzz(0.36073226655183*pi,0.1795562565996801*pi,0.0*pi) q[2],q[0];\nRxxyyzz(0.34885412169928987*pi,0.2083395002898193*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.4626998067984902*pi,0.31296372440945497*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.4102680044160998*pi,0.2853472899513686*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.41271975747526957*pi,0.1824572096715441*pi,3.9456617669721106*pi) q[7],q[10];\nRxxyyzz(0.46038959024284015*pi,0.24045997974261546*pi,3.8476907432994*pi) q[13],q[12];\nu3(3.2001138960315516*pi,-0.1609160947154028*pi,1.5145903032715988*pi) q[0];\nu3(0.6147068976522894*pi,-0.2223461427151049*pi,1.6250436625812283*pi) q[1];\nu3(0.3483141302899043*pi,3.439034515517662*pi,2.1619862344742637*pi) q[2];\nu3(3.753231912598006*pi,-0.29384957678096946*pi,1.1544642463646517*pi) q[3];\nu3(1.554913006268861*pi,-0.09250800579000262*pi,0.9171667804637533*pi) q[4];\nu3(3.5445615579421323*pi,2.6270762921271342*pi,1.8603399018219127*pi) q[6];\nu3(3.736725222977649*pi,1.2229160197186242*pi,2.3741069117978606*pi) q[7];\nu3(3.4579139469284352*pi,0.15433564373786046*pi,0.6943411267451385*pi) q[8];\nu3(3.8678074355652607*pi,0.7855604336543762*pi,0.7463803460598464*pi) q[9];\nu3(3.2886242912378494*pi,-0.28260479181520104*pi,1.5247519327681571*pi) q[10];\nu3(3.9754418924457124*pi,3.0170730512367787*pi,1.5700085359705778*pi) q[12];\nu3(3.5782899585641474*pi,3.379619445376168*pi,1.1445337210328779*pi) q[13];\nmeasure q[7] -> c[0];\nmeasure q[4] -> c[1];\nmeasure q[2] -> c[3];\nmeasure q[1] -> c[5];\nmeasure q[6] -> c[6];\nmeasure q[10] -> c[7];\nmeasure q[3] -> c[8];\nmeasure q[13] -> c[9];\nmeasure q[8] -> c[10];\nmeasure q[12] -> c[11];\nmeasure q[0] -> c[13];\nmeasure q[9] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.086599305019259*pi,0.7613374038294931*pi,4.092373791558165*pi) q[0];\nu3(3.2031665563962823*pi,0.9234341152771679*pi,4.466225803723349*pi) q[1];\nu3(3.148219101097592*pi,2.550897595404739*pi,2.482791527397939*pi) q[2];\nu3(3.386814404838209*pi,-0.4318258218883011*pi,2.3192525412030833*pi) q[3];\nu3(3.3730183371514286*pi,0.5315329600703207*pi,0.6330012665593147*pi) q[4];\nu3(3.6107070349789443*pi,2.314962289681967*pi,4.128731169773678*pi) q[5];\nu3(3.136020526427508*pi,3.0768959993672436*pi,3.678168504748773*pi) q[6];\nu3(3.8019282232899583*pi,2.234173929933269*pi,3.7979613522541573*pi) q[7];\nu3(3.7472794531612585*pi,3.3426903525689373*pi,4.14255772595469*pi) q[8];\nu3(3.3546781929545437*pi,2.6192498919160934*pi,1.4276392437638963*pi) q[9];\nu3(3.1276794838708053*pi,0.22348669946079136*pi,3.367490033427818*pi) q[10];\nu3(3.0404614336242908*pi,0.7085101859843466*pi,3.7836391372096756*pi) q[11];\nu3(3.858278328467742*pi,2.6631697077929006*pi,0.7174641823372429*pi) q[12];\nu3(3.8091166679872335*pi,2.7191965962755162*pi,2.0546696907292645*pi) q[13];\nu3(3.689232566925043*pi,1.0588914372915048*pi,0.6358860353535033*pi) q[14];\nRxxyyzz(0.49185083420109*pi,0.10828033846612473*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.4465814821453834*pi,0.2635593818272062*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.3905777647299299*pi,0.13583768928022533*pi,0.09962617395458483*pi) q[2],q[10];\nRxxyyzz(0.4833597455714901*pi,0.24617520785823022*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.39695228726938925*pi,0.04794286234839984*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.45098298717962015*pi,0.13212604375398085*pi,0.0*pi) q[7],q[9];\nRxxyyzz(0.28244555181540854*pi,0.22589885122141817*pi,0.14062161465225786*pi) q[11],q[14];\nu3(3.1809020962316357*pi,3.100430349467554*pi,0.6398517351835431*pi) q[0];\nu3(3.7145686779369123*pi,1.5888090847934064*pi,0.9240485866934873*pi) q[1];\nu3(3.5918903666099298*pi,0.5900337642772382*pi,3.8425508559029438*pi) q[2];\nu3(3.6543869415235073*pi,2.697070330579857*pi,1.938290148731473*pi) q[3];\nu3(3.595150085472431*pi,-0.17718446933113186*pi,1.9185725923582044*pi) q[4];\nu3(3.5150098749192376*pi,2.0383809792968632*pi,1.8490760138585287*pi) q[6];\nu3(3.8023731113699166*pi,2.786285252718362*pi,0.6512565169774955*pi) q[7];\nu3(3.770146487502531*pi,0.22602536473444934*pi,2.1319184084691694*pi) q[8];\nu3(3.7391290889884283*pi,2.918492251494004*pi,4.477865179959142*pi) q[9];\nu3(3.250467856830509*pi,-0.19785418395086657*pi,3.238179085021759*pi) q[10];\nu3(3.1732659460988684*pi,2.9263585114453896*pi,0.6977783472278688*pi) q[11];\nu3(3.641024295435624*pi,1.1717385821868587*pi,1.2963929494636202*pi) q[12];\nu3(3.4744776517040292*pi,0.051749497816078405*pi,1.8954250025766446*pi) q[13];\nu3(3.8584904172214785*pi,-0.0422327459879539*pi,4.288848580975714*pi) q[14];\nRxxyyzz(0.3358220914462202*pi,0.23756609180226995*pi,0.0*pi) q[0],q[1];\nRxxyyzz(0.4506972706316402*pi,0.2140867083563721*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.43952451694183997*pi,0.26117993358576774*pi,0.15127836428895441*pi) q[3],q[9];\nRxxyyzz(0.41186457281227007*pi,0.31986343475582046*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.4504920890841613*pi,0.3270916449728194*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.4376930680493418*pi,0.08925896092864627*pi,0.0*pi) q[7],q[6];\nRxxyyzz(0.3953644122391698*pi,0.2458004709883959*pi,0.17836507803111346*pi) q[13],q[8];\nu3(3.6100358398289476*pi,3.3043314946707705*pi,0.7091942263187008*pi) q[0];\nu3(3.435729238865037*pi,3.057717083854846*pi,1.2637341306821088*pi) q[1];\nu3(3.8360008226148437*pi,-0.4094013298971322*pi,3.890296595024628*pi) q[2];\nu3(3.4646783925941094*pi,3.4601216033013595*pi,1.8440179164634731*pi) q[3];\nu3(3.7237492109751376*pi,3.274043802823854*pi,4.223445334290007*pi) q[4];\nu3(3.13068414318065*pi,3.1871723856138354*pi,4.235635334581948*pi) q[5];\nu3(3.783792814061295*pi,3.105789790147715*pi,4.219831639556392*pi) q[6];\nu3(3.829941899261663*pi,0.7272548513055612*pi,2.0136914192717312*pi) q[7];\nu3(3.865956022050746*pi,0.5271415286112191*pi,3.938263175405932*pi) q[8];\nu3(3.932384448390962*pi,2.9341749447904304*pi,4.2558460593452665*pi) q[9];\nu3(3.461870531004514*pi,0.5306958814034308*pi,1.180949593099178*pi) q[10];\nu3(3.2509783793763107*pi,0.8269062513178767*pi,1.976820664252289*pi) q[12];\nu3(3.850985552893646*pi,-0.26615887928148074*pi,1.8007287772256841*pi) q[13];\nu3(3.695593315214138*pi,0.8773753971498459*pi,1.696146527093837*pi) q[14];\nRxxyyzz(0.42705617869961016*pi,0.18667499762826165*pi,3.94920094785126*pi) q[0],q[5];\nRxxyyzz(0.4803084425778483*pi,0.3212101773399003*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.45047293383444764*pi,0.3468538033202828*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.4405839441915197*pi,0.32517342042262987*pi,0.17676517371179873*pi) q[3],q[4];\nRxxyyzz(0.3526745639113099*pi,0.2527776275935292*pi,0.050285536174671464*pi) q[10],q[6];\nRxxyyzz(0.458154783400339*pi,0.18828741074627164*pi,0.0*pi) q[8],q[7];\nRxxyyzz(0.41494824609670383*pi,0.20122383904958463*pi,0.06833411911876104*pi) q[9],q[11];\nu3(3.565898069024393*pi,0.506054387129782*pi,2.045060376954724*pi) q[0];\nu3(3.8956739511693312*pi,0.6721976353078194*pi,1.7196255016353768*pi) q[1];\nu3(3.449566308802355*pi,2.8284949326871818*pi,1.7594154544693894*pi) q[2];\nu3(3.395104824176798*pi,0.3461122606057947*pi,3.8044269740932983*pi) q[3];\nu3(3.435500708298411*pi,-0.0650169989674273*pi,4.036970660781708*pi) q[4];\nu3(3.443380337028854*pi,2.139689875385681*pi,0.8911596493374918*pi) q[5];\nu3(3.3748098848492516*pi,0.18220766493707874*pi,0.6531685499577218*pi) q[6];\nu3(3.4651450517835567*pi,0.507712052774574*pi,2.1669804623814204*pi) q[7];\nu3(3.7888236086841616*pi,1.3241444952878347*pi,1.4072823286453762*pi) q[8];\nu3(3.668749617558689*pi,-0.35141950829232915*pi,2.2428571108100592*pi) q[9];\nu3(3.67962192945519*pi,1.9541249866838757*pi,1.0647339068283732*pi) q[10];\nu3(3.189696452540606*pi,3.3546312567399186*pi,0.900148433676655*pi) q[11];\nu3(3.1585241671916156*pi,3.4442934013227564*pi,3.693521910390489*pi) q[12];\nu3(3.5957115384063836*pi,0.8812602498521558*pi,0.9185202922951969*pi) q[13];\nRxxyyzz(0.4089366953859501*pi,0.22879103792437339*pi,0.0*pi) q[0],q[4];\nRxxyyzz(0.4295636191205002*pi,0.2073392783138374*pi,0.13591439106600053*pi) q[10],q[1];\nRxxyyzz(0.36979008863576035*pi,0.33583635763230196*pi,3.88739492197746*pi) q[3],q[13];\nRxxyyzz(0.2942857090148402*pi,0.24258500302352826*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.38750228753788024*pi,0.2911737765722955*pi,3.9478435447990905*pi) q[6],q[14];\nu3(3.110249705878115*pi,0.3767196162290165*pi,1.7785688849250878*pi) q[0];\nu3(3.7817420774251884*pi,2.9877088625135877*pi,1.554336420533349*pi) q[1];\nu3(3.479235706893779*pi,0.8198134877674099*pi,2.1898600620669355*pi) q[3];\nu3(3.3120848590585013*pi,0.425407381144434*pi,2.0320015228793085*pi) q[4];\nu3(3.2296172084543584*pi,2.210224661792305*pi,1.4775599726349764*pi) q[5];\nu3(3.461624939587196*pi,0.40415785162316475*pi,1.9868195112472173*pi) q[6];\nu3(3.360694197710508*pi,-0.006553370500589573*pi,0.9463972116343022*pi) q[7];\nu3(3.610849599597755*pi,2.8816807683032124*pi,0.8398256999189306*pi) q[10];\nu3(3.6083967255305196*pi,2.9736678490846837*pi,2.1412035438868924*pi) q[13];\nu3(3.6508943394856272*pi,1.2557632731499595*pi,2.3842156898896696*pi) q[14];\nRxxyyzz(0.3299063540313401*pi,0.12738494735738826*pi,0.1165803292522356*pi) q[0],q[7];\nRxxyyzz(0.44953576219904*pi,0.14895086327091178*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.43687960622593014*pi,0.3132436855401338*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.44361086411228*pi,0.39137984160416317*pi,0.1415816660976459*pi) q[4],q[14];\nRxxyyzz(0.4704874026453799*pi,0.26076084700842195*pi,0.0*pi) q[9],q[5];\nRxxyyzz(0.2792136993171402*pi,0.13055113899953907*pi,0.0707529033157841*pi) q[10],q[8];\nRxxyyzz(0.42233616290279985*pi,0.344715598169155*pi,0.0*pi) q[13],q[11];\nu3(3.176953652770131*pi,2.789625016866945*pi,0.9124022846527836*pi) q[0];\nu3(3.7802898176669077*pi,3.052416587001242*pi,0.5987980249648288*pi) q[1];\nu3(3.21937044721787*pi,3.2465773994518026*pi,4.260182520202299*pi) q[3];\nu3(3.4034775492515896*pi,3.3163399594347465*pi,1.3973410119659826*pi) q[4];\nu3(3.393730546309038*pi,-0.2410943458112481*pi,1.6172623160758013*pi) q[5];\nu3(3.19569035405378*pi,-0.32889702441875496*pi,1.2966567655346648*pi) q[6];\nu3(3.406830096872991*pi,-0.30379715667086626*pi,1.2234329059440654*pi) q[7];\nu3(3.2987366594346965*pi,2.1140351449824832*pi,0.8030771158295196*pi) q[8];\nu3(3.198513906971403*pi,0.3307955784410498*pi,0.8018734161094604*pi) q[9];\nu3(3.378069946630212*pi,1.6260224111946036*pi,1.10035042995207*pi) q[10];\nu3(3.1275401727907246*pi,3.295573753727878*pi,1.9539479565588598*pi) q[11];\nu3(3.6392470248118385*pi,2.9193670805782004*pi,0.5386063602336466*pi) q[12];\nu3(3.4840393384185893*pi,0.6223821594838252*pi,2.169819251685381*pi) q[13];\nu3(3.5050109750826346*pi,0.10749432144228632*pi,4.179943577915895*pi) q[14];\nRxxyyzz(0.26143224177091984*pi,0.14043892425528348*pi,0.054046471812499775*pi) q[0],q[2];\nRxxyyzz(0.32989855565500725*pi,0.269645336453738*pi,0.0*pi) q[4],q[1];\nRxxyyzz(0.40106313290598017*pi,0.2170617038087332*pi,0.07427245101220743*pi) q[3],q[6];\nRxxyyzz(0.43887939104484996*pi,0.24957050454169458*pi,0.12374896139179428*pi) q[10],q[5];\nRxxyyzz(0.45006181382730015*pi,0.12819767265684098*pi,0.09152589229184935*pi) q[13],q[7];\nRxxyyzz(0.35713782499662994*pi,0.2621808726611299*pi,0.0*pi) q[12],q[8];\nRxxyyzz(0.40479381260349057*pi,0.3440948739955074*pi,0.0*pi) q[9],q[14];\nu3(3.7419885053617956*pi,0.9392048244518099*pi,1.0422926358378444*pi) q[0];\nu3(3.2550595171300847*pi,3.4171839535144333*pi,3.609861225900376*pi) q[1];\nu3(3.742095740516098*pi,-0.2551869494733373*pi,4.456486962438904*pi) q[2];\nu3(3.6422718656574022*pi,0.14373136041192214*pi,3.554009483157096*pi) q[3];\nu3(3.89589443606664*pi,2.614858887658402*pi,1.2505947577145156*pi) q[4];\nu3(3.3063158045195977*pi,3.3081226295788118*pi,1.2855844530989722*pi) q[5];\nu3(3.2321597513789646*pi,0.24777753219468013*pi,1.3427406973543463*pi) q[6];\nu3(3.1998661397981056*pi,-0.3246077360567201*pi,2.9000733344599627*pi) q[7];\nu3(3.711514787820497*pi,0.16861244645819584*pi,1.1309298948884905*pi) q[8];\nu3(3.753397394642228*pi,0.14417507273756214*pi,1.549891041303999*pi) q[9];\nu3(3.37307470782845*pi,-0.16358275855392757*pi,1.936285269834773*pi) q[10];\nu3(3.8612464710734558*pi,0.39149835864175064*pi,0.6766001635322412*pi) q[12];\nu3(3.111971289307853*pi,2.107001575168683*pi,0.7347633421872416*pi) q[13];\nu3(3.5213260777783617*pi,2.5254076417641658*pi,0.501055906487691*pi) q[14];\nRxxyyzz(0.4136830681683749*pi,0.2927485245140887*pi,3.8632901404410873*pi) q[0],q[12];\nRxxyyzz(0.4551468594860601*pi,0.29861129608225223*pi,3.885615606738231*pi) q[11],q[2];\nRxxyyzz(0.4448341174924098*pi,0.17673576707825817*pi,3.94714112558046*pi) q[3],q[14];\nRxxyyzz(0.3569759586245309*pi,0.13169094810115056*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.4516461426719246*pi,0.2979092462625409*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.436022763830223*pi,0.2505558112415141*pi,3.909605093365443*pi) q[13],q[10];\nu3(3.6300215223192507*pi,3.22758401815186*pi,1.102379167390826*pi) q[0];\nu3(3.2447483470371163*pi,2.5979098932024414*pi,1.1854720108331818*pi) q[2];\nu3(3.6153344234582327*pi,1.905396051118661*pi,0.6463373958802796*pi) q[3];\nu3(3.383661433926235*pi,2.0043353627650355*pi,0.7614882534895557*pi) q[5];\nu3(3.2844685867905126*pi,2.7932570195480984*pi,2.179473814207462*pi) q[6];\nu3(3.5610566137440904*pi,-0.3157313200926749*pi,4.2063609857704884*pi) q[7];\nu3(3.795084582620843*pi,1.6982666575552106*pi,0.5765562681167893*pi) q[9];\nu3(3.7132422275527075*pi,3.3431404654631836*pi,0.6640951809842117*pi) q[10];\nu3(3.625885661174684*pi,2.6836909922491845*pi,1.5465396296911607*pi) q[11];\nu3(3.6461619382830617*pi,1.9777721236722128*pi,0.7756763944498748*pi) q[12];\nu3(3.4019440625392385*pi,-0.20410117269757277*pi,2.016861624888552*pi) q[13];\nu3(3.682039699029835*pi,3.2912788497314107*pi,0.7413515449285959*pi) q[14];\nRxxyyzz(0.46914119398938314*pi,0.27997243414240125*pi,0.0*pi) q[7],q[1];\nRxxyyzz(0.4583803360071158*pi,0.3548620566328399*pi,0.0*pi) q[4],q[2];\nRxxyyzz(0.4119757827852401*pi,0.25833777648961703*pi,3.9579310424771794*pi) q[3],q[11];\nRxxyyzz(0.4803329098877098*pi,0.41021939057559126*pi,0.0*pi) q[12],q[5];\nRxxyyzz(0.25986161191786306*pi,0.1385880761220588*pi,3.94464914237823*pi) q[6],q[8];\nRxxyyzz(0.43699634675272986*pi,0.15023702394109775*pi,0.05545793377338204*pi) q[13],q[14];\nu3(3.219967972076404*pi,3.2971204894783135*pi,4.471820105537052*pi) q[1];\nu3(3.9272016777071137*pi,2.406268282838224*pi,1.7093037394074846*pi) q[2];\nu3(3.407753188430429*pi,1.04439529045578*pi,0.6979214998984671*pi) q[3];\nu3(3.60007494220795*pi,2.1896468324588807*pi,1.1522025258381727*pi) q[4];\nu3(3.6032058673631164*pi,0.025292663327457943*pi,0.8901657447119298*pi) q[5];\nu3(3.0504519994264063*pi,3.4946417818883684*pi,3.1415306275385584*pi) q[6];\nu3(3.334140515366092*pi,0.93443793646682*pi,1.9970178357238424*pi) q[7];\nu3(3.4178431290259237*pi,2.895267902643089*pi,1.854957916087909*pi) q[8];\nu3(3.575508436323595*pi,0.2366970957936585*pi,1.7935502904519085*pi) q[11];\nu3(3.806002891822738*pi,2.01920638164754*pi,0.5937979966311104*pi) q[12];\nu3(3.5956148212739527*pi,-0.03249220770235678*pi,3.273953719932292*pi) q[13];\nu3(3.327436794123089*pi,0.5497275553465015*pi,0.819228963654316*pi) q[14];\nRxxyyzz(0.39507736869258026*pi,0.27279029569467156*pi,0.1304440815287691*pi) q[0],q[1];\nRxxyyzz(0.4523504686733403*pi,0.25316675447077497*pi,3.8034913422083894*pi) q[2],q[8];\nRxxyyzz(0.42914963902044*pi,0.18243062748326866*pi,0.09156649229975763*pi) q[3],q[10];\nRxxyyzz(0.37629822034873506*pi,0.25085348759010484*pi,0.0*pi) q[11],q[4];\nRxxyyzz(0.2701724890383198*pi,0.22012535006457812*pi,0.0*pi) q[7],q[9];\nu3(3.3527333030535003*pi,2.7378979391380995*pi,1.6340359527775936*pi) q[0];\nu3(3.246995915701396*pi,2.136599734133194*pi,0.7272035940285168*pi) q[1];\nu3(3.578501022526864*pi,2.3456107145705634*pi,1.156004929919772*pi) q[2];\nu3(3.2013893378567593*pi,2.9713845927110665*pi,0.5744202019541198*pi) q[3];\nu3(3.2853434726105073*pi,-0.04538284430811651*pi,1.9854157723440573*pi) q[4];\nu3(3.547358267962403*pi,-0.23450364120045197*pi,1.570684775131984*pi) q[7];\nu3(3.454423229755121*pi,2.317031638165821*pi,2.4421768665174866*pi) q[8];\nu3(3.568077548983383*pi,0.4246843093466638*pi,1.603608437579215*pi) q[9];\nu3(3.318059359315143*pi,3.272269713382271*pi,3.702232929174841*pi) q[10];\nu3(3.595958625073241*pi,3.0815074243787457*pi,4.229302062071747*pi) q[11];\nRxxyyzz(0.3051135079259325*pi,0.061483236725802026*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.42988891975433763*pi,0.12346373811927787*pi,3.924021698173379*pi) q[12],q[1];\nRxxyyzz(0.4185633281257004*pi,0.23999310220853032*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.41500295047613*pi,0.1728566154689745*pi,0.1217514186613276*pi) q[14],q[4];\nRxxyyzz(0.3452932432984302*pi,0.14261849100315294*pi,0.05581011104469269*pi) q[10],q[5];\nRxxyyzz(0.4276706078303704*pi,0.14181589064872707*pi,0.1019329197202943*pi) q[13],q[11];\nu3(3.349544344554036*pi,-0.40365066274388717*pi,0.6141226530596624*pi) q[0];\nu3(3.554454867023518*pi,0.9280914743504654*pi,0.7920673896535266*pi) q[1];\nu3(3.7588378054511415*pi,-0.4102575700807929*pi,3.9527699667564207*pi) q[3];\nu3(3.2402673155188184*pi,0.36615884251163655*pi,3.863534792820253*pi) q[4];\nu3(3.7702098670860917*pi,3.079191645757169*pi,1.6874037254764658*pi) q[5];\nu3(3.617798505048076*pi,0.4821173424936467*pi,1.8835861101159497*pi) q[6];\nu3(3.0603599177004814*pi,0.563729991907596*pi,1.5574256164508646*pi) q[7];\nu3(3.0553905578951053*pi,0.2663192695536446*pi,3.820340674620503*pi) q[10];\nu3(3.4263976514755035*pi,0.5394624340287619*pi,4.028897789492399*pi) q[11];\nu3(3.1627386995557525*pi,2.9974883676814974*pi,1.6386338324946905*pi) q[12];\nu3(3.4566439867515184*pi,1.800874271604937*pi,4.27294660242868*pi) q[13];\nu3(3.7036931804659607*pi,3.031558426846135*pi,3.1374185278474087*pi) q[14];\nRxxyyzz(0.2732406927369598*pi,0.16446288196806824*pi,0.05702574305971453*pi) q[2],q[0];\nRxxyyzz(0.4083618394123585*pi,0.3951537497674354*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.28222408888050976*pi,0.22645160242810436*pi,0.0*pi) q[9],q[5];\nRxxyyzz(0.3944537521696302*pi,0.3439742309349953*pi,0.22619486270166886*pi) q[10],q[6];\nRxxyyzz(0.2825790759540098*pi,0.189599389485541*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.45742968928735017*pi,0.20418700326746156*pi,3.9318663031442806*pi) q[14],q[11];\nu3(3.495517822254443*pi,2.2434319427170997*pi,0.8594597874242147*pi) q[0];\nu3(3.4817980537863478*pi,3.0314141727261257*pi,4.152621542739652*pi) q[2];\nu3(3.46853493458142*pi,-0.38010919682237443*pi,1.586230500875484*pi) q[3];\nu3(3.4497457798074067*pi,-0.09151163878371504*pi,3.9330112125709893*pi) q[5];\nu3(3.462822515903777*pi,-0.05566455832650635*pi,3.849053540811441*pi) q[6];\nu3(3.668280306983612*pi,2.8958304900843004*pi,2.1780889971835435*pi) q[7];\nu3(3.734590010859608*pi,2.990058995426763*pi,0.9415009953175536*pi) q[8];\nu3(3.4129742418498337*pi,2.575583338676812*pi,2.1323884286316854*pi) q[9];\nu3(3.733389294238611*pi,0.2603939085466438*pi,4.39415712868592*pi) q[10];\nu3(3.631061025350582*pi,1.58551953257684*pi,2.45044538203342*pi) q[11];\nu3(3.7076802583721182*pi,0.22593756409849286*pi,2.292007620333071*pi) q[13];\nu3(3.1791912199887875*pi,2.514797778483958*pi,2.123569753087369*pi) q[14];\nRxxyyzz(0.3810167573438402*pi,0.24810843983324382*pi,0.0*pi) q[10],q[0];\nRxxyyzz(0.38803585689461983*pi,0.2970959959940257*pi,0.0*pi) q[8],q[1];\nRxxyyzz(0.35853596669303*pi,0.12535258479797395*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.4170472221365883*pi,0.22617739800273207*pi,0.0*pi) q[4],q[3];\nRxxyyzz(0.4585690005492199*pi,0.19594001636392563*pi,3.9550734597290305*pi) q[7],q[6];\nRxxyyzz(0.38535364596310995*pi,0.18344748330228144*pi,0.0*pi) q[9],q[11];\nRxxyyzz(0.43624228705687906*pi,0.36414134622333993*pi,3.7608496154159607*pi) q[12],q[13];\nu3(3.781081164242838*pi,-0.35856072819356466*pi,3.7556301819297975*pi) q[0];\nu3(3.8500532078825427*pi,2.471242766650003*pi,1.7595942910333682*pi) q[1];\nu3(3.567634822466247*pi,0.7764990014834925*pi,1.9080642685372489*pi) q[2];\nu3(3.9406352993930382*pi,-0.3638547606893977*pi,1.9675117519060488*pi) q[3];\nu3(3.7882322944086564*pi,3.356705106131619*pi,4.102620771623106*pi) q[4];\nu3(3.5888915397003176*pi,3.2171734480232583*pi,1.8395334189176666*pi) q[5];\nu3(3.394306601431506*pi,-0.39125896608879607*pi,1.15103507672816*pi) q[6];\nu3(3.2088720466750282*pi,3.331482325985938*pi,2.10254434056859*pi) q[7];\nu3(3.5774151231536666*pi,0.861518051855028*pi,1.9860070976374837*pi) q[8];\nu3(3.398376956966538*pi,-0.05718934899655426*pi,1.162303264197408*pi) q[9];\nu3(3.1858000734489362*pi,3.404753221618878*pi,3.6473805504301704*pi) q[10];\nu3(3.283361006283144*pi,2.948441445294603*pi,0.7390229954510047*pi) q[11];\nu3(3.208369529694271*pi,0.6442010766110631*pi,0.9331746455432377*pi) q[12];\nu3(3.5956228577908687*pi,2.9541296918014344*pi,1.9282092254770895*pi) q[13];\nRxxyyzz(0.4439348515466799*pi,0.26575385637695836*pi,3.88028363943738*pi) q[12],q[0];\nRxxyyzz(0.39229406164776*pi,0.2984849781807227*pi,0.16103296620908286*pi) q[1],q[5];\nRxxyyzz(0.44286459866528993*pi,0.15521345667344208*pi,0.04617516294941585*pi) q[7],q[2];\nRxxyyzz(0.4067363785301201*pi,0.2724965786234927*pi,3.94129204291189*pi) q[4],q[11];\nRxxyyzz(0.4264529007254403*pi,0.37747238507403036*pi,0.0*pi) q[13],q[6];\nRxxyyzz(0.42049596905629005*pi,0.12962116036437626*pi,3.9302446508542297*pi) q[8],q[10];\nRxxyyzz(0.37986648759804964*pi,0.22280729410148786*pi,3.90591857948455*pi) q[9],q[14];\nu3(3.8619572809551*pi,-0.05100472275819118*pi,1.1376169496304853*pi) q[0];\nu3(3.4571967058212962*pi,3.0288062743236686*pi,0.7874132824694254*pi) q[1];\nu3(3.2553319240054845*pi,2.9669592937036517*pi,3.228798581422493*pi) q[2];\nu3(3.4300367543364163*pi,2.0443840997573943*pi,1.5563388793409327*pi) q[4];\nu3(3.8414540801406503*pi,-0.3186259543537089*pi,3.5574279811282166*pi) q[5];\nu3(3.9044392082311163*pi,-0.30447015826348933*pi,1.1459609558518822*pi) q[6];\nu3(3.0468922414025394*pi,-0.10513489010249222*pi,3.2541252851789633*pi) q[7];\nu3(3.7455003322816784*pi,2.383125360565315*pi,2.3648772928879005*pi) q[8];\nu3(3.1761693987398663*pi,0.48158155987814655*pi,1.8223901874858393*pi) q[9];\nu3(3.6001931045463778*pi,0.49054039897550816*pi,2.195560049377519*pi) q[10];\nu3(3.3311261783730437*pi,0.8466563778832306*pi,0.6993753166074037*pi) q[11];\nu3(3.3909761051991856*pi,-0.4274585429645449*pi,2.1095755998950914*pi) q[12];\nu3(3.571730974699702*pi,0.9655301069953954*pi,4.036506236680423*pi) q[13];\nu3(3.4606538386399115*pi,2.5204088442057797*pi,2.302706679540519*pi) q[14];\nmeasure q[4] -> c[11];\nRxxyyzz(0.44190878991395*pi,0.2613551287902426*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.3852544731913499*pi,0.15898255881332005*pi,0.052158486884998266*pi) q[7],q[1];\nRxxyyzz(0.43752228349051947*pi,0.19098482743288805*pi,3.957360936352421*pi) q[2],q[3];\nRxxyyzz(0.4116505675847799*pi,0.2468159316901516*pi,0.0*pi) q[9],q[6];\nRxxyyzz(0.39883277593710964*pi,0.3506517285832876*pi,3.95552885443281*pi) q[14],q[10];\nRxxyyzz(0.4573417248099694*pi,0.34475266882658995*pi,3.936695062882651*pi) q[12],q[13];\nu3(3.953373822448448*pi,2.053114765013148*pi,1.687090628092077*pi) q[0];\nu3(3.582860932358318*pi,-0.10133311300819003*pi,2.034636146771293*pi) q[1];\nu3(3.5903420764105256*pi,-0.4917216356890459*pi,1.4384644736757242*pi) q[2];\nu3(3.4705545829724147*pi,2.028239992498084*pi,1.3554741994158048*pi) q[3];\nu3(3.5167087435605096*pi,3.214038782735772*pi,4.411175827132066*pi) q[5];\nu3(3.56625131410698*pi,1.8802295094088142*pi,1.2826178120876994*pi) q[6];\nu3(3.64305674429506*pi,3.4283933814233984*pi,4.22794366720095*pi) q[7];\nu3(3.649816214509098*pi,1.109851718306233*pi,1.8104173006119604*pi) q[9];\nu3(3.6818360130850802*pi,2.2180759827366074*pi,1.9109837490040646*pi) q[10];\nu3(3.665673100151012*pi,2.4741319745805743*pi,0.9405537106531439*pi) q[12];\nu3(3.5336100246941045*pi,1.2454433210207383*pi,0.5865244387957222*pi) q[13];\nu3(3.5292521998842057*pi,0.8554669083606568*pi,2.09657541516883*pi) q[14];\nRxxyyzz(0.37722034189538955*pi,0.2675426610902655*pi,3.925382598634711*pi) q[12],q[0];\nRxxyyzz(0.2775942967860461*pi,0.08575025934487823*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.36695759566860997*pi,0.1761154538046048*pi,3.9226898983629397*pi) q[7],q[2];\nRxxyyzz(0.34601971713256596*pi,0.22305763766842523*pi,0.0*pi) q[10],q[3];\nRxxyyzz(0.4369992637904997*pi,0.19734576721715802*pi,0.0*pi) q[13],q[5];\nRxxyyzz(0.3514785872633197*pi,0.15901767994716764*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.42037248879880007*pi,0.3582030078511052*pi,3.95356204017817*pi) q[8],q[14];\nu3(3.127799914657897*pi,2.7689658630788867*pi,0.6370202317115679*pi) q[0];\nu3(0.5316615639318546*pi,-0.10914048438984991*pi,1.6309778269571749*pi) q[1];\nu3(3.523994247820133*pi,0.6601307964110212*pi,1.0859499851341612*pi) q[2];\nu3(3.4482926881056444*pi,2.4500365545543357*pi,1.8334858241108354*pi) q[3];\nu3(3.174750466925003*pi,2.222542563713417*pi,0.6546223826593851*pi) q[5];\nu3(0.1445837708900862*pi,-0.39556878546635854*pi,2.0870981846352192*pi) q[6];\nu3(3.6153210976785495*pi,3.159569232982653*pi,1.3530328879356421*pi) q[7];\nu3(3.3350558945544524*pi,-0.042855416822648706*pi,2.367998517666964*pi) q[8];\nu3(3.1518033468688733*pi,-0.0894707222932749*pi,1.5654969206053337*pi) q[9];\nu3(0.3616143590702173*pi,0.49718999996621005*pi,1.78166373727236*pi) q[10];\nu3(1.1342960513937208*pi,0.060267784451058404*pi,0.6642604841325563*pi) q[11];\nu3(3.5180641603317215*pi,1.1328589055793423*pi,2.079160427874794*pi) q[12];\nu3(3.135741719130632*pi,3.1181388583104575*pi,1.965673412060031*pi) q[13];\nu3(3.2735875424895795*pi,-0.3758655102099304*pi,2.327231973210219*pi) q[14];\nmeasure q[7] -> c[0];\nmeasure q[8] -> c[1];\nmeasure q[12] -> c[2];\nmeasure q[13] -> c[3];\nmeasure q[2] -> c[4];\nmeasure q[0] -> c[5];\nmeasure q[9] -> c[6];\nmeasure q[1] -> c[7];\nmeasure q[6] -> c[8];\nmeasure q[14] -> c[9];\nmeasure q[3] -> c[10];\nmeasure q[11] -> c[12];\nmeasure q[10] -> c[13];\nmeasure q[5] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.4874323303098054*pi,-0.14755937652112505*pi,4.212020012823557*pi) q[0];\nu3(3.3207509014636845*pi,2.071469829520466*pi,1.139446133594996*pi) q[1];\nu3(3.161064838481228*pi,0.3498660734471992*pi,1.6277100100558504*pi) q[2];\nu3(3.5142906986771285*pi,-0.27126514943649904*pi,3.8922478935891824*pi) q[3];\nu3(3.80184132950776*pi,2.598636220024173*pi,0.5985491616151517*pi) q[4];\nu3(3.805012237534491*pi,2.1004956275901905*pi,3.685986519178645*pi) q[5];\nu3(3.1286920934021833*pi,0.4879460884629634*pi,3.6715648574390745*pi) q[6];\nu3(3.134888795832167*pi,2.6069197215213458*pi,3.992235654490254*pi) q[7];\nu3(3.9484911070430675*pi,1.4985754490652767*pi,1.6097658443449725*pi) q[8];\nu3(3.663153311642094*pi,-0.11575061567372863*pi,1.7159117214013273*pi) q[9];\nu3(3.3707287313870338*pi,3.0897324739034984*pi,4.457542646350194*pi) q[10];\nu3(3.233709617434353*pi,-0.1549328401037693*pi,3.1238215118384356*pi) q[11];\nu3(3.649627785881624*pi,3.049378601340192*pi,0.8442813579458588*pi) q[12];\nu3(3.348346289258605*pi,-0.08796647872894553*pi,1.1156606826239495*pi) q[13];\nu3(3.365052969639588*pi,-0.14502146566716945*pi,1.7875583104265131*pi) q[14];\nRxxyyzz(0.38704223347373035*pi,0.266099963922267*pi,0.0*pi) q[0],q[4];\nRxxyyzz(0.32571828397209746*pi,0.09248352802078685*pi,0.0*pi) q[1],q[5];\nRxxyyzz(0.3305074009181599*pi,0.157559932595275*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.3622049851735301*pi,0.10296404339364429*pi,3.9378041997800306*pi) q[3],q[9];\nRxxyyzz(0.4023525257372797*pi,0.2549295069818748*pi,3.837537206054579*pi) q[6],q[12];\nRxxyyzz(0.42106886747251*pi,0.17264639127386214*pi,0.07177919105897243*pi) q[7],q[10];\nRxxyyzz(0.3812040463623005*pi,0.3223555879971331*pi,3.959445387791664*pi) q[13],q[14];\nu3(3.0454570448849587*pi,1.3632964110800314*pi,1.4807191401163298*pi) q[0];\nu3(3.4544478336302626*pi,3.2518486145046297*pi,1.3948070500034047*pi) q[1];\nu3(3.2949750627404475*pi,-0.04195988157378849*pi,0.6983237816755616*pi) q[2];\nu3(3.6694382973313338*pi,2.458999845410916*pi,1.8091417132257201*pi) q[3];\nu3(3.8315323985759977*pi,-0.40062711843503523*pi,2.339157518872982*pi) q[4];\nu3(3.708641636916836*pi,-0.1792979080185758*pi,0.9418018237858388*pi) q[5];\nu3(3.2764105305168205*pi,1.2856790877651612*pi,2.2970690267669105*pi) q[6];\nu3(3.2573214978372365*pi,3.0155601513831454*pi,1.01497706212542*pi) q[7];\nu3(3.8166836984751287*pi,2.3803891043528846*pi,2.165695812345515*pi) q[8];\nu3(3.1683877614624856*pi,2.6715312500067703*pi,1.48009383304452*pi) q[9];\nu3(3.819989468065997*pi,-0.3424880743951282*pi,0.8668934117860982*pi) q[10];\nu3(3.8193297414301206*pi,2.0778822906628727*pi,0.9853732529419794*pi) q[12];\nu3(3.191513693223853*pi,-0.2187838467224622*pi,1.7172910862631516*pi) q[13];\nu3(3.4585703553558136*pi,0.13851993542085472*pi,0.6087621984531624*pi) q[14];\nRxxyyzz(0.4296027781298126*pi,0.18712808851644813*pi,0.0*pi) q[2],q[0];\nRxxyyzz(0.40597449913650996*pi,0.19587830674961104*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.34886725294642007*pi,0.24517909639496893*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.32798588565671016*pi,0.16542075667933676*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.4107822523439204*pi,0.333980378206441*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.48475770681623154*pi,0.15841615124429276*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.3939878262710802*pi,0.2215296030859428*pi,3.8847829487548804*pi) q[9],q[11];\nu3(3.287863013502545*pi,3.014157044507094*pi,1.5690422282312881*pi) q[0];\nu3(3.638204251239929*pi,1.2778619852204034*pi,1.4049988663079702*pi) q[1];\nu3(3.3735413543269903*pi,-0.08788375201043541*pi,4.484079792195582*pi) q[2];\nu3(3.765717655868988*pi,2.526458192507336*pi,1.8383679456218025*pi) q[3];\nu3(3.749531786431917*pi,2.774947214552622*pi,0.5596261506622138*pi) q[4];\nu3(3.565519969683409*pi,3.3372583819223376*pi,0.536988756484241*pi) q[5];\nu3(3.5526268151681046*pi,2.505454889408508*pi,0.6024768144846886*pi) q[6];\nu3(3.3626564298322483*pi,0.08446711230652026*pi,2.232283111282915*pi) q[7];\nu3(3.54663599373601*pi,-0.2598249389020141*pi,4.055588165461442*pi) q[8];\nu3(3.8432820329320805*pi,0.16692757178412232*pi,0.6378126935193014*pi) q[9];\nu3(3.267205180298808*pi,2.6432192447421667*pi,1.6470986191669177*pi) q[10];\nu3(3.2449207113489003*pi,-0.2504496139649306*pi,2.042009195046247*pi) q[11];\nu3(3.826256475703778*pi,3.330850615584687*pi,1.0671371767284374*pi) q[12];\nu3(3.6058897041706763*pi,-0.3781977152955378*pi,1.858042029098378*pi) q[14];\nRxxyyzz(0.4109787226956301*pi,0.21763898221258987*pi,0.09834905372138311*pi) q[5],q[1];\nRxxyyzz(0.42902454641510035*pi,0.2892918802658403*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.22089826440722415*pi,0.17556164574625877*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.42978907639203*pi,0.27638857737936384*pi,0.08532876485071941*pi) q[4],q[9];\nRxxyyzz(0.31869622466700953*pi,0.2264279754778551*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.32498336238831*pi,0.277234344421768*pi,0.05743474985122532*pi) q[8],q[10];\nu3(3.2147187728230904*pi,0.5348892211144232*pi,3.8158529675542314*pi) q[1];\nu3(3.482118098590461*pi,2.810638539165475*pi,1.6731043625341204*pi) q[2];\nu3(3.344668398464477*pi,2.2173456319874156*pi,0.9295191728604312*pi) q[3];\nu3(3.7092225325537513*pi,0.3298967380320421*pi,3.9406493998122354*pi) q[4];\nu3(3.1977458452186704*pi,0.5639205226528481*pi,4.071464569815128*pi) q[5];\nu3(3.172266551901997*pi,-0.013348507090133133*pi,0.7083926529725255*pi) q[7];\nu3(3.3964472501350405*pi,2.558654802708453*pi,1.1573241401538612*pi) q[8];\nu3(3.51115786467076*pi,0.955868475555504*pi,4.239618314906284*pi) q[9];\nu3(3.6399175109049704*pi,3.2816550088973604*pi,3.1455624830099533*pi) q[10];\nu3(3.159953493184004*pi,2.10177446954444*pi,1.2830188678496874*pi) q[11];\nu3(3.665183996521727*pi,1.8780975823496209*pi,1.2921990133630334*pi) q[12];\nu3(3.958912205152953*pi,2.8327764190249933*pi,0.715202290908663*pi) q[14];\nRxxyyzz(0.4062515298210601*pi,0.24326186464131672*pi,3.88603698103757*pi) q[0],q[10];\nRxxyyzz(0.37235695154774967*pi,0.20731693577724647*pi,0.03993878292157951*pi) q[11],q[1];\nRxxyyzz(0.45223958269623*pi,0.38340716044503553*pi,3.8091450168898704*pi) q[4],q[3];\nRxxyyzz(0.3951667397948865*pi,0.23212124981045357*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.3582604267976297*pi,0.21582230482444764*pi,3.83799638671632*pi) q[9],q[7];\nRxxyyzz(0.39729237467603973*pi,0.14464359685954342*pi,0.0*pi) q[8],q[13];\nu3(3.4103395203020646*pi,-0.47236893538899827*pi,1.9479533536923448*pi) q[0];\nu3(3.3632073844668318*pi,3.4524527716716085*pi,2.601292387174208*pi) q[1];\nu3(3.1484654725044563*pi,0.14202666752218995*pi,1.5842119556533873*pi) q[3];\nu3(3.583483395265496*pi,3.425437705020181*pi,2.2603736992557533*pi) q[4];\nu3(3.6002290128699816*pi,3.0010386187928857*pi,0.6873449987616844*pi) q[5];\nu3(3.1960457186165314*pi,3.046542322978434*pi,0.8406405003805881*pi) q[7];\nu3(3.0524919089359472*pi,1.6857473445490623*pi,1.386857998750608*pi) q[8];\nu3(3.5660869825179677*pi,-0.046242037319911555*pi,3.838680021830453*pi) q[9];\nu3(3.4029523148046983*pi,3.477268850373082*pi,1.5922748076350528*pi) q[10];\nu3(3.501348615090363*pi,2.5694191618126574*pi,3.646023651736252*pi) q[11];\nu3(3.8486727494515027*pi,-0.27269051604149575*pi,2.1833705829014565*pi) q[12];\nu3(3.5459184966505246*pi,2.841406072146621*pi,0.7463902553396364*pi) q[13];\nRxxyyzz(0.49241390935313056*pi,0.3886170529414577*pi,0.0*pi) q[4],q[1];\nRxxyyzz(0.4614806182377481*pi,0.33732629871109143*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.4334925594295188*pi,0.17043150542667207*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.43541110359516016*pi,0.3348253790118659*pi,0.13391617059104988*pi) q[11],q[7];\nRxxyyzz(0.4269701992065803*pi,0.21392176229211707*pi,0.10079671681050519*pi) q[13],q[9];\nRxxyyzz(0.4533078745863301*pi,0.17564762348797958*pi,0.1042582689821663*pi) q[14],q[10];\nu3(3.665669010625084*pi,3.4206892930010597*pi,3.2426381616930127*pi) q[1];\nu3(3.6550083058550795*pi,2.4454211663355814*pi,0.6243320897237374*pi) q[2];\nu3(3.358291297966799*pi,-0.39454084510262855*pi,0.9875865595659721*pi) q[3];\nu3(3.187662019670565*pi,0.6016470811561825*pi,3.7951611684691406*pi) q[4];\nu3(3.5628908925683067*pi,0.629414453550659*pi,1.80189312244045*pi) q[6];\nu3(3.6822921626846647*pi,0.2707795705682714*pi,1.6993387400872868*pi) q[7];\nu3(3.2124520255798426*pi,-0.07761933162818196*pi,2.0750432503017366*pi) q[8];\nu3(3.928805579399221*pi,2.7622773557467335*pi,1.273217967724781*pi) q[9];\nu3(3.925755508474856*pi,-0.11158602861384637*pi,3.887674082127713*pi) q[10];\nu3(3.4167659573512186*pi,-0.008196507879197679*pi,4.105761892069937*pi) q[11];\nu3(3.6397104365385657*pi,-0.3608274335003323*pi,4.426845708776753*pi) q[13];\nu3(3.234635225660634*pi,-0.06776251573890235*pi,1.2443784168357082*pi) q[14];\nRxxyyzz(0.4153218324745859*pi,0.31226010539100924*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.36450562897733185*pi,0.18918718436357562*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.36480191732462075*pi,0.23594184295988746*pi,0.1623492858478037*pi) q[12],q[6];\nRxxyyzz(0.42371662846989033*pi,0.32771505236888976*pi,0.0*pi) q[14],q[7];\nRxxyyzz(0.43674618684571*pi,0.16950469341903046*pi,3.9236283920318993*pi) q[9],q[10];\nRxxyyzz(0.4019366042258602*pi,0.3238037698039484*pi,0.0*pi) q[11],q[13];\nu3(3.696263004568448*pi,2.6560122123284353*pi,0.5157232632527519*pi) q[1];\nu3(3.946591568990789*pi,2.5066028395478184*pi,0.8917831183060426*pi) q[3];\nu3(3.3361116915229587*pi,3.465311610687842*pi,4.461451943546097*pi) q[4];\nu3(3.383258548825545*pi,0.08605753690843554*pi,4.189644857673843*pi) q[5];\nu3(3.1853911189755233*pi,3.1826792799799932*pi,1.9480164618313645*pi) q[6];\nu3(3.2798623632605635*pi,3.4044119307751433*pi,4.39423422687303*pi) q[7];\nu3(3.1069119384759163*pi,-0.0840383919600231*pi,1.4456427681148005*pi) q[9];\nu3(3.7208122153559176*pi,0.3949312092097993*pi,1.9485810865986575*pi) q[10];\nu3(3.4161094712673017*pi,0.39949201725883254*pi,0.6806811021667221*pi) q[11];\nu3(3.7171316579697744*pi,-0.0695514747997768*pi,0.5961272527781545*pi) q[12];\nu3(3.22528117065513*pi,-0.44977929405676775*pi,0.6001043309637095*pi) q[13];\nu3(3.6126343222403077*pi,-0.3817133173661704*pi,3.817927857508453*pi) q[14];\nRxxyyzz(0.2886214705616702*pi,0.27872157241446693*pi,0.2343998796724165*pi) q[3],q[0];\nRxxyyzz(0.38762426113668985*pi,0.10948255051617915*pi,0.058123190943870626*pi) q[10],q[1];\nRxxyyzz(0.3888122440238599*pi,0.32026488393453434*pi,3.84621141694776*pi) q[12],q[2];\nRxxyyzz(0.43119514199602993*pi,0.25786466612156733*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.4561795281720903*pi,0.3192391954278891*pi,0.13985756803037105*pi) q[5],q[9];\nRxxyyzz(0.41377483238747015*pi,0.3185239688003674*pi,3.905833768994521*pi) q[14],q[6];\nRxxyyzz(0.3766928904407601*pi,0.23863719824761298*pi,0.14231159321313433*pi) q[13],q[7];\nu3(3.4178637780106818*pi,3.1228216227343664*pi,1.194178160020961*pi) q[0];\nu3(3.310147871525906*pi,1.0024737760366906*pi,4.477842871935399*pi) q[1];\nu3(3.630031972633111*pi,-0.27535801691156125*pi,2.1229399518513077*pi) q[2];\nu3(3.468155172991218*pi,2.4175902861502814*pi,1.5466436693158427*pi) q[3];\nu3(3.1627962846673836*pi,2.6815226593081802*pi,0.5883962370116471*pi) q[4];\nu3(3.6913519966446158*pi,2.3363373463588015*pi,0.9863735038231761*pi) q[5];\nu3(3.913025934140298*pi,-0.14296480656984167*pi,1.7870248589957387*pi) q[6];\nu3(3.144944617797659*pi,0.29129516518513565*pi,3.7884121300435862*pi) q[7];\nu3(3.411396297300498*pi,-0.0004400152955057468*pi,0.9200700051103385*pi) q[9];\nu3(3.3457112350546607*pi,-0.055336723281124545*pi,3.9028516203267514*pi) q[10];\nu3(3.6621616864045206*pi,0.0617055279320009*pi,0.5730175921923766*pi) q[11];\nu3(3.534180528540543*pi,3.1432479216228653*pi,2.0935442753230546*pi) q[12];\nu3(3.573445250225312*pi,0.61155097681364*pi,0.6391286686752192*pi) q[13];\nu3(3.1247152360607613*pi,1.3067335159163638*pi,2.399246517690221*pi) q[14];\nRxxyyzz(0.41366400801689984*pi,0.20381177035831666*pi,0.0*pi) q[13],q[0];\nRxxyyzz(0.34896319930563036*pi,0.28614294069673507*pi,0.1349144362467829*pi) q[12],q[1];\nRxxyyzz(0.3434194059064903*pi,0.2736441488264134*pi,0.08502322935982631*pi) q[2],q[9];\nRxxyyzz(0.4212073935528702*pi,0.23285017170405498*pi,0.0*pi) q[14],q[4];\nRxxyyzz(0.38659478543418*pi,0.19372991713786203*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.37884131103198004*pi,0.2645296122737589*pi,0.09109551880313306*pi) q[6],q[8];\nRxxyyzz(0.48090926161277026*pi,0.2651426573400736*pi,0.0*pi) q[10],q[7];\nu3(3.3885655697124766*pi,2.3743133664911396*pi,0.8167596305519411*pi) q[0];\nu3(3.2879542743580847*pi,0.13218300527571913*pi,1.3547895235017766*pi) q[1];\nu3(3.3041550011547614*pi,2.7472439721151756*pi,3.869629968527642*pi) q[2];\nu3(3.3072551077216232*pi,-0.11120918679971492*pi,4.467308385954796*pi) q[4];\nu3(3.8444198402170118*pi,3.2452543298378767*pi,2.457159662110207*pi) q[5];\nu3(3.3862210924070046*pi,0.6415380226439964*pi,3.6972140898163635*pi) q[6];\nu3(3.279502901858051*pi,1.0333746734839453*pi,1.5164883979724668*pi) q[7];\nu3(3.4726595802160647*pi,2.5324881066728473*pi,2.710504594626605*pi) q[8];\nu3(3.3282115417584004*pi,-0.42042447256561266*pi,0.5483261868368958*pi) q[9];\nu3(3.400055143392819*pi,1.108475650443878*pi,1.4552874666824598*pi) q[10];\nu3(3.294845437802151*pi,1.9247914111154762*pi,1.8871725897500942*pi) q[11];\nu3(3.3246136171043297*pi,2.862931090522507*pi,0.7482331710154011*pi) q[12];\nu3(3.637454075330516*pi,-0.020894647851873283*pi,1.1948153531890715*pi) q[13];\nu3(3.8602180477591848*pi,-0.4796939275251456*pi,2.206959939658065*pi) q[14];\nRxxyyzz(0.3270728660141501*pi,0.21008720496296995*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.36938800126535004*pi,0.28267138808790193*pi,3.937212244241371*pi) q[4],q[1];\nRxxyyzz(0.45777369139934*pi,0.19660199130397915*pi,0.0*pi) q[12],q[2];\nRxxyyzz(0.46982028109419005*pi,0.19329340699409692*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.43034174207135*pi,0.3423198844244148*pi,3.958872426978211*pi) q[11],q[6];\nRxxyyzz(0.35719797637670025*pi,0.31771015352891796*pi,0.04289654778758356*pi) q[13],q[8];\nRxxyyzz(0.4147063065809502*pi,0.33239957117246743*pi,0.0*pi) q[14],q[9];\nu3(3.377568936544994*pi,2.8773531118744415*pi,2.0769337093175135*pi) q[0];\nu3(3.469853751272361*pi,-0.3580923312749694*pi,1.8704168365336282*pi) q[1];\nu3(3.345743272214333*pi,-0.40665672365212774*pi,0.7936477001935149*pi) q[2];\nu3(3.2127465919220723*pi,-0.2603215533748761*pi,2.0379571432120756*pi) q[4];\nu3(3.3602623374792895*pi,0.5957132297089418*pi,0.7320557686175955*pi) q[5];\nu3(3.7403864254708172*pi,0.3195956538720508*pi,2.3244291061938283*pi) q[6];\nu3(3.784884715139845*pi,-0.39034947855131946*pi,2.4458524318740453*pi) q[7];\nu3(3.7726213457753444*pi,0.7582241902317273*pi,0.7837812978235021*pi) q[8];\nu3(3.2291772099649316*pi,0.49771471996010797*pi,1.3126072830183575*pi) q[9];\nu3(3.3623384525500204*pi,-0.09241001379033398*pi,4.055244348449923*pi) q[10];\nu3(3.4827157098357038*pi,1.99989285566897*pi,2.352989562800421*pi) q[11];\nu3(3.8967882339489397*pi,2.275629043349787*pi,2.169497255862159*pi) q[12];\nu3(3.77586531062911*pi,0.5196521822949605*pi,1.5319124888009121*pi) q[13];\nu3(3.303647681365219*pi,0.841250748150822*pi,1.794287316633337*pi) q[14];\nRxxyyzz(0.4427996029411499*pi,0.293686575149044*pi,0.17052826769100232*pi) q[12],q[0];\nRxxyyzz(0.4084278335861908*pi,0.16506164283531186*pi,0.13311817722817487*pi) q[8],q[1];\nRxxyyzz(0.4152542763137693*pi,0.13623999781332363*pi,0.0*pi) q[3],q[2];\nRxxyyzz(0.3832440421479397*pi,0.16993728970754995*pi,0.08814946592263175*pi) q[4],q[9];\nRxxyyzz(0.38557012605009977*pi,0.319541707155814*pi,3.7746983497238102*pi) q[10],q[6];\nRxxyyzz(0.44403592733698005*pi,0.3729984465742499*pi,0.0*pi) q[11],q[7];\nRxxyyzz(0.42671335596094007*pi,0.2973179747912762*pi,0.08046862650606453*pi) q[14],q[13];\nu3(3.8269483940192064*pi,0.7322672509359593*pi,1.1776205390332497*pi) q[0];\nu3(3.7050386999945495*pi,0.6300646039377797*pi,1.313325939371072*pi) q[1];\nu3(3.619261767802515*pi,1.8452949046937963*pi,1.819342712874922*pi) q[2];\nu3(3.5105062249593555*pi,2.7521019838475365*pi,1.2912885800377731*pi) q[3];\nu3(3.725860259285193*pi,1.543452413361691*pi,3.6709064899897372*pi) q[4];\nu3(3.7973296509302727*pi,3.114811239929262*pi,1.079627483020018*pi) q[6];\nu3(3.7273953891426617*pi,3.0594257670426055*pi,3.5280128999052938*pi) q[7];\nu3(3.5861114478362364*pi,0.3452791752190738*pi,0.870239664012114*pi) q[8];\nu3(3.2181786088063435*pi,2.845339588348918*pi,1.6141159010052566*pi) q[9];\nu3(3.6241782457176033*pi,2.564371233943473*pi,0.7056693058788981*pi) q[10];\nu3(3.86451582057213*pi,3.241279242290966*pi,2.902229493365094*pi) q[11];\nu3(3.5355293202489784*pi,-0.19028262403590757*pi,3.0403948871849673*pi) q[12];\nu3(3.7639155162535345*pi,-0.11443173527689887*pi,3.0119885739730825*pi) q[13];\nu3(3.455793221500956*pi,0.3828323613229786*pi,0.6185588760678523*pi) q[14];\nRxxyyzz(0.39311606484681993*pi,0.2495057335315154*pi,0.11487625716157956*pi) q[13],q[0];\nRxxyyzz(0.3093735323850999*pi,0.059346995938812985*pi,0.0*pi) q[14],q[1];\nRxxyyzz(0.42667892122533957*pi,0.21543269670162116*pi,0.10255409730352671*pi) q[2],q[7];\nRxxyyzz(0.22861216160153003*pi,0.09137213296200564*pi,0.04247433466314199*pi) q[3],q[4];\nRxxyyzz(0.4559666985776298*pi,0.07108676884058204*pi,3.94646411666996*pi) q[12],q[5];\nRxxyyzz(0.42194223955447*pi,0.2559092999828645*pi,3.84411433396469*pi) q[9],q[6];\nRxxyyzz(0.4089782206050101*pi,0.31941905520970826*pi,0.0*pi) q[10],q[11];\nu3(3.8374643809073015*pi,-0.25492727795341663*pi,4.113119807085425*pi) q[0];\nu3(3.32836580852686*pi,0.1960261212142782*pi,1.3234954263862244*pi) q[1];\nu3(3.3629747537571184*pi,-0.3571141733684815*pi,4.33658283046829*pi) q[2];\nu3(3.9150804489315427*pi,2.3621717934059747*pi,0.9970184404916733*pi) q[3];\nu3(3.5052496379109277*pi,0.05453694298088396*pi,3.659579612130356*pi) q[4];\nu3(3.540990955330435*pi,3.0771314960665253*pi,1.5243842877764324*pi) q[5];\nu3(3.4514315262679753*pi,1.2008914294418567*pi,2.2730407613192436*pi) q[6];\nu3(3.2217865167156567*pi,0.4103637792806053*pi,3.8311709817948834*pi) q[7];\nu3(3.889698944980313*pi,1.9911867848409708*pi,0.5602690830437211*pi) q[9];\nu3(3.4900747574091464*pi,-0.48665190705722117*pi,3.7315080439870547*pi) q[10];\nu3(3.881032313385481*pi,-0.26125440179988724*pi,2.367065795677214*pi) q[11];\nu3(3.345271167430056*pi,3.3730667821236144*pi,0.6929865566543416*pi) q[12];\nu3(3.4960029092885305*pi,3.3546281333371386*pi,2.9120330512314645*pi) q[13];\nu3(3.2581162754947357*pi,3.2982337267701705*pi,0.6917715219583354*pi) q[14];\nRxxyyzz(0.48271374664258015*pi,0.08631448022928201*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.44823307788880495*pi,0.22982249023218249*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.39843153775714063*pi,0.30589958851210897*pi,0.06519744124466073*pi) q[3],q[10];\nRxxyyzz(0.36795734846414974*pi,0.23587892987418307*pi,3.9207163914674408*pi) q[4],q[7];\nRxxyyzz(0.4648095137763597*pi,0.1866619194559498*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.40544385254325*pi,0.17864633073875272*pi,0.0852773772306891*pi) q[13],q[8];\nu3(3.452295249188936*pi,1.1299781774757671*pi,1.1590687917415896*pi) q[0];\nu3(3.658384032867537*pi,0.23328740158197325*pi,1.1460132304994308*pi) q[2];\nu3(3.5901276374962783*pi,0.28658507588521354*pi,3.856026522622443*pi) q[3];\nu3(3.2486622966460694*pi,-0.03436564437542039*pi,1.176967675354448*pi) q[4];\nu3(3.6615420127784213*pi,-0.002860386302896478*pi,1.2184191085620635*pi) q[5];\nu3(3.351551121780965*pi,0.689440878229507*pi,1.7799992045211*pi) q[6];\nu3(3.5442395898765167*pi,2.999712128501371*pi,1.756615263099464*pi) q[7];\nu3(3.427447836537142*pi,-0.10802523868728942*pi,4.4724575489030425*pi) q[8];\nu3(3.339597771361726*pi,2.2885201012575576*pi,1.7469123949715573*pi) q[9];\nu3(3.340933301449068*pi,-0.27524765522605193*pi,3.3021494687716464*pi) q[10];\nu3(3.47952025810721*pi,1.7917071537542109*pi,1.532751377331429*pi) q[11];\nu3(3.528052321062837*pi,2.275388009581187*pi,4.249681141746699*pi) q[13];\nRxxyyzz(0.4679413577654499*pi,0.256478691906489*pi,0.0*pi) q[13],q[0];\nRxxyyzz(0.39114850846668003*pi,0.29062203033381495*pi,0.0*pi) q[9],q[2];\nRxxyyzz(0.47045313496338015*pi,0.2659554996063944*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.3711943714661802*pi,0.19248941658311658*pi,0.0*pi) q[5],q[4];\nRxxyyzz(0.3538069797686003*pi,0.12481827998289097*pi,0.1020487832969259*pi) q[6],q[8];\nRxxyyzz(0.43888432911102987*pi,0.3381847301468123*pi,3.8613598952272294*pi) q[12],q[7];\nRxxyyzz(0.4198422921666198*pi,0.32782243333944533*pi,3.9321064208661203*pi) q[14],q[10];\nu3(3.60863111657649*pi,1.2831213606260428*pi,1.617898819182094*pi) q[0];\nu3(3.3045470619433743*pi,0.3993533567184453*pi,1.704370876175203*pi) q[2];\nu3(3.3866250397271616*pi,0.7550091204724927*pi,2.0234490481606775*pi) q[3];\nu3(3.426676239625392*pi,2.442835053921902*pi,1.6594010458072717*pi) q[4];\nu3(3.3924460262548206*pi,0.7230683345028543*pi,0.736527242709588*pi) q[5];\nu3(3.2194820549520973*pi,3.4584542502688276*pi,2.232107070156138*pi) q[6];\nu3(3.2518579501468867*pi,0.22716955749795054*pi,1.853472117221616*pi) q[7];\nu3(3.4951511501084562*pi,1.9085731997789002*pi,1.4541850055133563*pi) q[8];\nu3(3.7100867286722616*pi,0.12027031660615495*pi,1.735328051453382*pi) q[9];\nu3(3.5791561225591924*pi,0.056120182992698164*pi,1.1750431666807906*pi) q[10];\nu3(3.2846635298802216*pi,0.7568160358486882*pi,1.5584058023599585*pi) q[11];\nu3(3.44579959083527*pi,1.4093126218380339*pi,0.9592303580922277*pi) q[12];\nu3(3.1409333760019984*pi,1.0221637909363859*pi,1.9066959013414735*pi) q[13];\nu3(3.255192769885387*pi,1.1559435254682309*pi,0.7486688398970549*pi) q[14];\nRxxyyzz(0.43945562823193984*pi,0.22732175028973142*pi,0.09038548001395692*pi) q[0],q[7];\nRxxyyzz(0.4263357436882199*pi,0.19922215782586528*pi,0.10393416090282434*pi) q[3],q[1];\nRxxyyzz(0.41196909506393015*pi,0.2432022658552939*pi,0.043590016371096524*pi) q[13],q[2];\nRxxyyzz(0.42802599509660993*pi,0.255655575046804*pi,3.9554714669667903*pi) q[14],q[5];\nRxxyyzz(0.3393956459549995*pi,0.2704898352353641*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.25494614297732004*pi,0.15364485076127954*pi,0.0589757781803284*pi) q[10],q[8];\nRxxyyzz(0.4386102857113293*pi,0.3522599041586414*pi,0.0*pi) q[9],q[11];\nu3(3.2507014312293334*pi,0.7028386677412923*pi,3.7833460088213635*pi) q[0];\nu3(3.7409998234427584*pi,2.5607209676240412*pi,3.4614045755551763*pi) q[1];\nu3(3.320722790738055*pi,2.554154334581271*pi,3.8369774498290155*pi) q[2];\nu3(3.943719240672234*pi,2.5538528148704556*pi,4.1340253107789655*pi) q[3];\nu3(3.128517228120377*pi,3.4367064838983827*pi,1.5060513538391507*pi) q[5];\nu3(3.504667987761276*pi,3.4536429614438187*pi,0.5415021870255208*pi) q[6];\nu3(3.256796229401333*pi,3.3828604040840355*pi,2.9718929099049003*pi) q[7];\nu3(3.3538512614973266*pi,3.100201368530806*pi,3.117406499765034*pi) q[8];\nu3(3.4418865536406456*pi,0.31752837813983703*pi,1.4407218352537043*pi) q[9];\nu3(3.5281707922930923*pi,2.8325064090850773*pi,3.8860568841501886*pi) q[10];\nu3(3.598314300113853*pi,-0.18761550102546354*pi,0.6685333976667148*pi) q[11];\nu3(3.3239104848116954*pi,-0.2114790246142702*pi,0.6978408682083692*pi) q[12];\nu3(3.479608958682233*pi,-0.23240586008859554*pi,3.7939614616643658*pi) q[13];\nu3(3.467988763350916*pi,0.09159919482398637*pi,1.6275030101244656*pi) q[14];\nmeasure q[5] -> c[5];\nRxxyyzz(0.4023316557053995*pi,0.3814926060631425*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.4221870090148299*pi,0.2886290895780004*pi,0.08016584960943632*pi) q[7],q[1];\nRxxyyzz(0.35192256376226994*pi,0.24639348888603996*pi,0.11136957639027001*pi) q[2],q[11];\nRxxyyzz(0.44779536854349994*pi,0.15295997527567934*pi,0.04216030489099604*pi) q[3],q[8];\nRxxyyzz(0.3463716161004009*pi,0.13743247348098964*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.19175974536070933*pi,0.14150660366756806*pi,3.91852748410008*pi) q[6],q[13];\nRxxyyzz(0.4177873630489305*pi,0.13542082273269174*pi,0.0*pi) q[12],q[14];\nu3(3.390742605923851*pi,1.9158523169495592*pi,4.018430648184223*pi) q[0];\nu3(3.2671248689306807*pi,2.995517496707345*pi,0.9009687049188718*pi) q[1];\nu3(1.2578745696644758*pi,0.9638021265393397*pi,0.5408212390963039*pi) q[2];\nu3(3.390093907312798*pi,0.24144291933973427*pi,4.325888038573561*pi) q[3];\nu3(0.2847886131916131*pi,-0.056130550979420435*pi,0.9536920187163664*pi) q[4];\nu3(3.4562158983903237*pi,3.05727134039323*pi,1.7901683749159336*pi) q[6];\nu3(3.3894446386788806*pi,3.475775887522694*pi,1.7047725316622517*pi) q[7];\nu3(3.2987242602855793*pi,-0.2799074701807778*pi,1.8056119524721963*pi) q[8];\nu3(3.4571336394357206*pi,3.1094262659258947*pi,1.7970859041921026*pi) q[9];\nu3(3.626164558471828*pi,0.29095882832786035*pi,0.6107402497001954*pi) q[10];\nu3(2.8025371606517853*pi,2.57849591218424*pi,3.6855171626628005*pi) q[11];\nu3(3.4539890831932536*pi,2.3658781606376804*pi,1.7133169579427165*pi) q[12];\nu3(0.8282010325608828*pi,-0.19448175501663367*pi,1.1817061138088891*pi) q[13];\nu3(3.6624212849339477*pi,0.33004287593908954*pi,1.7424462312153375*pi) q[14];\nmeasure q[12] -> c[0];\nmeasure q[6] -> c[1];\nmeasure q[14] -> c[2];\nmeasure q[13] -> c[3];\nmeasure q[0] -> c[4];\nmeasure q[3] -> c[6];\nmeasure q[9] -> c[7];\nmeasure q[7] -> c[8];\nmeasure q[4] -> c[9];\nmeasure q[10] -> c[10];\nmeasure q[2] -> c[11];\nmeasure q[11] -> c[12];\nmeasure q[8] -> c[13];\nmeasure q[1] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.057696064759735*pi,-0.012639980892755753*pi,2.007196373591058*pi) q[0];\nu3(3.339791271750097*pi,0.9190171386341721*pi,2.8455196358075376*pi) q[1];\nu3(3.223488214982022*pi,0.37860772553211797*pi,1.0606484461862147*pi) q[2];\nu3(3.7124196831503706*pi,-0.35384592634448214*pi,3.631614153139767*pi) q[3];\nu3(3.48272134606817*pi,0.30392016626733964*pi,3.891878090356374*pi) q[4];\nu3(3.0250141898227776*pi,3.0841582745853318*pi,0.6208273798821793*pi) q[5];\nu3(3.313127559412238*pi,-0.15028168331091962*pi,4.221104278878979*pi) q[6];\nu3(3.326085611051279*pi,3.3987301320065906*pi,3.90190447247577*pi) q[7];\nu3(3.827426121699133*pi,2.2297305398326985*pi,0.5393110330559656*pi) q[8];\nu3(3.541207719511745*pi,2.3376580135698197*pi,1.5931423426564444*pi) q[9];\nu3(3.5890509705282807*pi,-0.14343524650967038*pi,1.5884923417545074*pi) q[10];\nu3(3.2980865281842298*pi,-0.28731977981717893*pi,2.900282937043949*pi) q[11];\nu3(3.499658096966339*pi,3.3553721003025507*pi,2.2732712089550198*pi) q[12];\nu3(3.6328858596500755*pi,3.375026285830639*pi,3.644022778556624*pi) q[13];\nu3(3.2183460774792305*pi,-0.4378554522123116*pi,1.290297814240867*pi) q[14];\nRxxyyzz(0.39282921827475026*pi,0.18859581853599827*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.4392158929652501*pi,0.10725878590855775*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.3820825083668301*pi,0.17046757347514552*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.3824353703056902*pi,0.11141415227261353*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.3375246383470504*pi,0.2276820185967945*pi,0.08154566243818628*pi) q[6],q[11];\nRxxyyzz(0.32870463042360015*pi,0.2153767751536173*pi,0.16041027792554896*pi) q[7],q[12];\nRxxyyzz(0.2976110031817415*pi,0.25357609869921216*pi,0.0*pi) q[10],q[13];\nu3(3.664808031103079*pi,-0.0840578912770652*pi,1.35368297165081*pi) q[0];\nu3(3.6052742863524823*pi,-0.3902194281610026*pi,2.2289602705880656*pi) q[1];\nu3(3.283071382543876*pi,3.1632858134590616*pi,4.387653865590379*pi) q[2];\nu3(3.1820656635308433*pi,-0.31897776440994646*pi,1.0118980995378033*pi) q[3];\nu3(3.5563822212119867*pi,2.0229641353330594*pi,1.4932502527904088*pi) q[4];\nu3(3.79318978363677*pi,-0.47603947945600356*pi,0.7335180111151298*pi) q[5];\nu3(3.442949996364203*pi,1.9444891227044843*pi,1.2903421127358667*pi) q[6];\nu3(3.3647975283562612*pi,0.03455209695310302*pi,3.689030847093872*pi) q[7];\nu3(3.2324954206101317*pi,0.939986682397036*pi,1.8155941797925224*pi) q[8];\nu3(3.6585983337096586*pi,0.24698300423920305*pi,0.7176492993248488*pi) q[10];\nu3(3.498236427226521*pi,2.610675186718182*pi,4.49759573097514*pi) q[11];\nu3(3.440052566852361*pi,3.3172055385347603*pi,4.253254054246672*pi) q[12];\nu3(3.0280445632643427*pi,-0.08392018705088178*pi,1.7474502805509944*pi) q[13];\nu3(3.6457014168644135*pi,3.0953983136863097*pi,0.722237754588686*pi) q[14];\nRxxyyzz(0.4284180322232337*pi,0.32613729065115316*pi,3.857721588114371*pi) q[0],q[13];\nRxxyyzz(0.42842772212750013*pi,0.36336394104481484*pi,3.957571379052281*pi) q[1],q[7];\nRxxyyzz(0.3618472756467099*pi,0.3326386656608795*pi,0.09017559694250275*pi) q[2],q[5];\nRxxyyzz(0.45182038448710016*pi,0.16575143326811226*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.33226884973378035*pi,0.16359227167590984*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.45164201450192465*pi,0.41825130758586687*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.3715046884892099*pi,0.16930209784541006*pi,0.0*pi) q[9],q[12];\nu3(3.6821422813288254*pi,-0.2995714194139531*pi,1.4403551576000768*pi) q[0];\nu3(3.425860956654466*pi,0.773267799448965*pi,1.8304688959925735*pi) q[1];\nu3(3.385894741357288*pi,3.155463913529127*pi,1.6216863642775838*pi) q[2];\nu3(3.7020349924774547*pi,1.6888965150112876*pi,4.492612728825149*pi) q[3];\nu3(3.1947338493109148*pi,-0.20642379571987346*pi,1.3756904239731191*pi) q[4];\nu3(3.2866170376468666*pi,0.30570868239946436*pi,3.4905165751741176*pi) q[5];\nu3(3.804327044345605*pi,0.7212184185385673*pi,0.5143205713333364*pi) q[6];\nu3(3.8472033254592364*pi,1.865400159017744*pi,1.1563730951185938*pi) q[7];\nu3(3.3521174003924354*pi,3.3007859695168094*pi,0.7737399947288259*pi) q[9];\nu3(3.3566498249003787*pi,2.586890271052156*pi,4.470227195562247*pi) q[10];\nu3(3.114582142300216*pi,3.4741970236952864*pi,3.934551757621315*pi) q[11];\nu3(3.641942429704374*pi,-0.27358659984630995*pi,1.1218985576423082*pi) q[12];\nu3(3.085253752841675*pi,3.195736080613834*pi,2.064596783661237*pi) q[13];\nu3(3.141161411502799*pi,0.04311507854138674*pi,2.4374515336078293*pi) q[14];\nRxxyyzz(0.36244161000732966*pi,0.3264291705704872*pi,3.8991015811322303*pi) q[1],q[9];\nRxxyyzz(0.24902674686761017*pi,0.19642077984690154*pi,0.11488922640703558*pi) q[2],q[3];\nRxxyyzz(0.45580126624345996*pi,0.19171969835051716*pi,0.0*pi) q[4],q[6];\nRxxyyzz(0.23399110624127006*pi,0.166098286363777*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.36321388953464995*pi,0.2441068807745892*pi,0.0*pi) q[7],q[8];\nRxxyyzz(0.4321131455222299*pi,0.29780886681656504*pi,3.75617672856224*pi) q[11],q[12];\nu3(3.4589814787395685*pi,3.4680772331590943*pi,1.885066640231008*pi) q[1];\nu3(3.4446202627868776*pi,-0.19233190966999447*pi,3.3965184977094998*pi) q[2];\nu3(3.3298322134929257*pi,3.1711188544100866*pi,1.3044458942673196*pi) q[3];\nu3(3.342158628153208*pi,0.44714530734658686*pi,1.7110516619420308*pi) q[4];\nu3(3.243325486720801*pi,2.658309656657347*pi,1.9684710524228457*pi) q[5];\nu3(3.5343339100152797*pi,0.14915904176332617*pi,0.5750043167143541*pi) q[6];\nu3(3.691154742674313*pi,1.2937910684436589*pi,1.4766528614137662*pi) q[7];\nu3(3.8337785080817053*pi,3.186603268705534*pi,0.6922209126223509*pi) q[8];\nu3(3.6749124116483056*pi,-0.006127145063034745*pi,1.9828934142991486*pi) q[9];\nu3(3.9074393840215724*pi,3.1950190354900325*pi,1.9504797274079704*pi) q[10];\nu3(3.7173242766897348*pi,-0.4202946681391089*pi,1.4082955077667425*pi) q[11];\nu3(3.8681453659319054*pi,0.9046585906203999*pi,0.8116140353109653*pi) q[12];\nRxxyyzz(0.4670241427577496*pi,0.34751579155550627*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.3877589351392099*pi,0.24848227180068788*pi,0.07601366166182907*pi) q[2],q[12];\nRxxyyzz(0.4629705900581219*pi,0.1855350279799115*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.46366920630264197*pi,0.3492211640577747*pi,0.0*pi) q[9],q[4];\nRxxyyzz(0.4310052135651802*pi,0.22987172281673424*pi,0.06075145257427651*pi) q[5],q[6];\nRxxyyzz(0.2850878882673702*pi,0.13172332958069388*pi,3.9236179446202506*pi) q[11],q[7];\nRxxyyzz(0.3842290737061217*pi,0.08696127549416399*pi,0.0*pi) q[10],q[14];\nu3(3.5943298004574284*pi,1.2578744282499963*pi,1.6434528461236109*pi) q[0];\nu3(3.3960776283815672*pi,2.4043096714050947*pi,3.7323497914282138*pi) q[2];\nu3(3.1441164144022062*pi,3.201898579744426*pi,0.5227632634408876*pi) q[3];\nu3(3.3435944640075212*pi,0.3378938071188886*pi,4.470131825330422*pi) q[4];\nu3(3.7178645253191194*pi,1.2504947338724237*pi,0.6110319438387757*pi) q[5];\nu3(3.9192935244058114*pi,1.1493910547267496*pi,4.227575545240905*pi) q[6];\nu3(3.577835590811349*pi,-0.26774187986366205*pi,2.4042755800805757*pi) q[7];\nu3(3.7889933371624505*pi,-0.2095982475228158*pi,0.5461082842452196*pi) q[8];\nu3(3.1464068297947216*pi,2.5922528297044787*pi,1.906722535296904*pi) q[9];\nu3(3.185306516018388*pi,2.218804239324162*pi,1.2611043764814733*pi) q[10];\nu3(3.5331189425983194*pi,0.978892181073802*pi,1.1293032849586317*pi) q[11];\nu3(3.5772639545982376*pi,1.3780279152249713*pi,4.498882752826301*pi) q[12];\nu3(3.586198468657211*pi,0.21535261551518614*pi,0.7816773988187324*pi) q[13];\nu3(3.5752084671162074*pi,1.0920120958765858*pi,1.4876651954199605*pi) q[14];\nRxxyyzz(0.3880537763335995*pi,0.19379262131762331*pi,3.9534727202563396*pi) q[0],q[5];\nRxxyyzz(0.4119632297746198*pi,0.14477409184716228*pi,0.08247584975694061*pi) q[1],q[7];\nRxxyyzz(0.44444164857533025*pi,0.18456774661500094*pi,0.05510329144947543*pi) q[2],q[9];\nRxxyyzz(0.3980791686360202*pi,0.23811381045299895*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.41994184224130016*pi,0.2113213995213612*pi,0.0*pi) q[13],q[4];\nRxxyyzz(0.37044445811811*pi,0.18602433963633128*pi,0.07543222541254264*pi) q[8],q[12];\nRxxyyzz(0.4066986465060399*pi,0.18652657384295454*pi,3.9116111207220996*pi) q[11],q[14];\nu3(3.5765259814373462*pi,2.4237805603498073*pi,2.390055670302118*pi) q[0];\nu3(3.328048477651805*pi,3.162073252350395*pi,1.2318018064503953*pi) q[1];\nu3(3.5207791379875784*pi,-0.3319620123898923*pi,2.8459923649338026*pi) q[2];\nu3(3.609199474886979*pi,2.928377330120525*pi,0.6713469379506334*pi) q[3];\nu3(3.8663200527488293*pi,3.1170859784154796*pi,1.7280398008926585*pi) q[4];\nu3(3.6805780381420004*pi,-0.4590014834128817*pi,0.971980824668448*pi) q[5];\nu3(3.637655826528753*pi,0.13998972632935824*pi,1.0493843797095916*pi) q[6];\nu3(3.3875919013037388*pi,1.6257469998421517*pi,3.5912657776600163*pi) q[7];\nu3(3.3702602811727234*pi,1.0666244082549892*pi,4.429660533736909*pi) q[8];\nu3(3.696854024032002*pi,0.11768872164503741*pi,3.950033008734498*pi) q[9];\nu3(3.397177503318143*pi,0.2015601037665018*pi,1.20287179979977*pi) q[11];\nu3(3.283404166588488*pi,-0.3482256946323339*pi,0.7142998381914016*pi) q[12];\nu3(3.2918764603963293*pi,-0.3357232636471149*pi,1.0625126166935783*pi) q[13];\nu3(3.5239901904437114*pi,-0.21215053735189443*pi,1.5071634941865515*pi) q[14];\nRxxyyzz(0.4355328487923194*pi,0.2863064263254138*pi,3.8194208255378204*pi) q[0],q[1];\nRxxyyzz(0.25090551406437045*pi,0.12225703709972535*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.2786424908646202*pi,0.19739011219085079*pi,3.9007993765967806*pi) q[4],q[3];\nRxxyyzz(0.4658365209442037*pi,0.16082704415674876*pi,0.0*pi) q[14],q[6];\nRxxyyzz(0.30608265762326964*pi,0.1353072050260007*pi,0.12130280665732229*pi) q[11],q[7];\nRxxyyzz(0.46109347316326*pi,0.34879439501096954*pi,0.0*pi) q[13],q[8];\nRxxyyzz(0.4584400168940306*pi,0.3106161305052981*pi,0.0*pi) q[9],q[10];\nu3(3.4318355685416497*pi,0.5247345332092781*pi,0.9297608462277083*pi) q[0];\nu3(3.5395269077225175*pi,3.4726984887911914*pi,2.066221355705889*pi) q[1];\nu3(3.938823222692604*pi,-0.07740498299132365*pi,2.0491654491446614*pi) q[2];\nu3(3.164544860688005*pi,2.00160490848056*pi,1.1350750655510853*pi) q[3];\nu3(3.8382954091774475*pi,-0.4339879082723173*pi,1.310780397544056*pi) q[4];\nu3(3.519035645957906*pi,3.2745378937302982*pi,1.7547837825644368*pi) q[6];\nu3(3.123812036942366*pi,-0.14724164176584953*pi,4.361066834878212*pi) q[7];\nu3(3.567030663354394*pi,-0.19809919439022772*pi,4.378834557260627*pi) q[8];\nu3(3.383148468816322*pi,1.7383093422407212*pi,2.2661218763154984*pi) q[9];\nu3(3.5176305770201806*pi,0.06449369147030559*pi,1.7699763452293586*pi) q[10];\nu3(3.1335448989337307*pi,-0.3561802778182991*pi,1.1520486292490026*pi) q[11];\nu3(3.2967586244643003*pi,1.2937531107582783*pi,1.4301055586348164*pi) q[12];\nu3(3.3622142098827466*pi,3.1241634538479053*pi,0.7952794373534395*pi) q[13];\nu3(3.8942425115441615*pi,1.1888213742736522*pi,1.5539264776363273*pi) q[14];\nRxxyyzz(0.27916538001553015*pi,0.1436467408926012*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.34184107912470996*pi,0.18944631119388422*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.2582563523459398*pi,0.14042790126934523*pi,0.05196103845483613*pi) q[2],q[9];\nRxxyyzz(0.43631737185775077*pi,0.2264029682404406*pi,0.0*pi) q[5],q[3];\nRxxyyzz(0.33771118740719974*pi,0.14376423712598907*pi,3.92814002447499*pi) q[4],q[10];\nRxxyyzz(0.3919530225609388*pi,0.23348915065786813*pi,0.0*pi) q[11],q[12];\nu3(3.4881809934811914*pi,0.24803070174558295*pi,1.0027759349079832*pi) q[0];\nu3(3.987419763009613*pi,-0.11068067209731647*pi,3.6039020527286887*pi) q[1];\nu3(3.4262490872804774*pi,-0.0894708487132247*pi,1.3489522568350043*pi) q[2];\nu3(3.546063607960745*pi,0.4953167658181309*pi,1.3835956726603218*pi) q[3];\nu3(3.76161871263422*pi,-0.043769501336459404*pi,2.0530876870529924*pi) q[4];\nu3(3.2727817535089425*pi,2.263424405774955*pi,1.6897046848198434*pi) q[5];\nu3(3.073299153890212*pi,2.3858163747835723*pi,2.2069238989293076*pi) q[8];\nu3(3.088999844010732*pi,2.013466344003386*pi,3.8173935145657025*pi) q[9];\nu3(3.887775903181206*pi,2.6629989127782245*pi,0.6257473391945907*pi) q[10];\nu3(3.2149029815147756*pi,2.582799759233201*pi,2.0872722640000703*pi) q[11];\nu3(3.6483447580246833*pi,2.2044583097771024*pi,1.8685810686757864*pi) q[12];\nu3(3.801025308400379*pi,3.392192084560386*pi,1.8972182101375652*pi) q[13];\nRxxyyzz(0.4477339390638104*pi,0.35331063555025644*pi,0.0*pi) q[0],q[4];\nRxxyyzz(0.3874433929134199*pi,0.17409732483190157*pi,0.10547213248280934*pi) q[1],q[3];\nRxxyyzz(0.45169467461043045*pi,0.40400468975799253*pi,0.15244395949043255*pi) q[2],q[11];\nRxxyyzz(0.40635302786609967*pi,0.24404793029959623*pi,3.9595084919215005*pi) q[10],q[5];\nRxxyyzz(0.32493925723741024*pi,0.1796282621742078*pi,0.1311228204756869*pi) q[13],q[7];\nRxxyyzz(0.4258967136453893*pi,0.24337550849173006*pi,0.0*pi) q[8],q[14];\nRxxyyzz(0.3095314643895701*pi,0.2153223527726591*pi,0.053487280785090796*pi) q[12],q[9];\nu3(3.311640710632117*pi,2.864766449863137*pi,2.118735474478422*pi) q[0];\nu3(3.52936986341378*pi,1.2293177910100068*pi,0.6306736713420533*pi) q[1];\nu3(3.0564130439312414*pi,-0.15138341515545523*pi,3.8161705940184723*pi) q[2];\nu3(3.6660052619790555*pi,2.3211399343043686*pi,3.68429830453257*pi) q[3];\nu3(3.662559298580214*pi,0.533680609945965*pi,1.9347374184563944*pi) q[4];\nu3(3.660200639995799*pi,2.582726832600488*pi,0.8989684994702007*pi) q[5];\nu3(3.9056149483859173*pi,1.049168225887197*pi,3.9713765399757426*pi) q[7];\nu3(3.911019302298256*pi,2.5424976349227286*pi,1.1168975296268981*pi) q[8];\nu3(3.329278273131909*pi,2.0588965035050224*pi,4.331069546077201*pi) q[9];\nu3(3.6660138793046393*pi,-0.029391513667908098*pi,1.5376121000009295*pi) q[10];\nu3(3.174586050495198*pi,0.4882022415202635*pi,1.200081347143501*pi) q[11];\nu3(3.456388263578795*pi,0.8936211200463107*pi,2.172348359849071*pi) q[12];\nu3(3.52651371230902*pi,3.4779436423588117*pi,0.683063145177532*pi) q[13];\nu3(3.5684633641289167*pi,3.32116881134706*pi,4.3477848716686776*pi) q[14];\nRxxyyzz(0.35362182084785987*pi,0.2535438990559151*pi,0.08476655497545771*pi) q[0],q[7];\nRxxyyzz(0.33155684272894015*pi,0.2850396181639905*pi,3.9112026808038003*pi) q[1],q[12];\nRxxyyzz(0.4216571055289098*pi,0.33239232023310106*pi,3.8501393411594904*pi) q[2],q[3];\nRxxyyzz(0.4201131255208699*pi,0.3344116884680238*pi,0.0*pi) q[11],q[5];\nRxxyyzz(0.3884250530890197*pi,0.14318554071989475*pi,3.9047024899851395*pi) q[6],q[9];\nRxxyyzz(0.41016511304288916*pi,0.2208849743489535*pi,0.0*pi) q[13],q[8];\nRxxyyzz(0.4599468264169003*pi,0.33223738629315414*pi,3.80703653681576*pi) q[14],q[10];\nu3(3.188463207212466*pi,3.296764778054108*pi,2.0076736149694923*pi) q[0];\nu3(3.2942634093910708*pi,2.3721617429029163*pi,4.46732084770073*pi) q[1];\nu3(3.361409027996671*pi,3.2335557595894526*pi,1.263245255171662*pi) q[2];\nu3(3.7208700395070626*pi,0.21898267832376128*pi,2.1567664268271267*pi) q[3];\nu3(3.8613737748838894*pi,-0.4975960337751917*pi,4.1604972843316155*pi) q[5];\nu3(3.9252225565266827*pi,2.94601561877083*pi,1.0971065201380021*pi) q[6];\nu3(3.6765324747707795*pi,3.147964279862193*pi,1.3322297937815128*pi) q[7];\nu3(3.3423229611048826*pi,0.16840671659727813*pi,0.6465840892202014*pi) q[8];\nu3(3.5489585266770813*pi,-0.21389352998061195*pi,2.2020920796803827*pi) q[9];\nu3(3.6482935027431824*pi,3.4214809081893756*pi,0.7259822258736324*pi) q[10];\nu3(3.5522102065907535*pi,2.5855701008847203*pi,0.6666193122443301*pi) q[11];\nu3(3.4483584197495327*pi,2.7411916945286676*pi,0.8539702448702765*pi) q[12];\nu3(3.717544252987895*pi,2.6567690794307977*pi,2.4661295110419283*pi) q[13];\nu3(3.282423460904136*pi,-0.4319183156625962*pi,1.8418147011152102*pi) q[14];\nRxxyyzz(0.4714518118446702*pi,0.2530226796658186*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.4386871332764999*pi,0.3788348388143448*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.4372846078746503*pi,0.3344369731126791*pi,3.8537397656466403*pi) q[3],q[14];\nRxxyyzz(0.44595194905536933*pi,0.26372951461570254*pi,3.75539197022645*pi) q[8],q[4];\nRxxyyzz(0.4569156450484799*pi,0.31286998134046606*pi,3.692160261565*pi) q[7],q[5];\nRxxyyzz(0.33175967544640994*pi,0.21683054936338575*pi,3.957451490248671*pi) q[12],q[6];\nRxxyyzz(0.45151751049668765*pi,0.17808435697439506*pi,0.0*pi) q[13],q[10];\nu3(3.4408310947505183*pi,0.16081621084260245*pi,2.191818284213636*pi) q[0];\nu3(3.7754514763348066*pi,2.2521237618283685*pi,3.925807595111637*pi) q[1];\nu3(3.7734812931683206*pi,0.18812564112809427*pi,0.550417040499569*pi) q[2];\nu3(3.8803769062010915*pi,0.31806685293229364*pi,2.1203327354978923*pi) q[3];\nu3(3.3330432872398474*pi,1.4811106231504212*pi,1.20283236586884*pi) q[4];\nu3(3.9221797400472864*pi,-0.10226988746937204*pi,0.7446939671111723*pi) q[5];\nu3(3.7473169473382355*pi,-0.1183713233700871*pi,0.74493367655817*pi) q[6];\nu3(3.3283274329488326*pi,0.5881406764651032*pi,1.7486753575186476*pi) q[7];\nu3(3.4025125503079288*pi,-0.12638531390778862*pi,0.7779796852782486*pi) q[8];\nu3(3.9923689527107507*pi,2.857275170205183*pi,4.309778625651614*pi) q[10];\nu3(3.7013102434875593*pi,0.0047164464936575445*pi,1.4317532297793476*pi) q[11];\nu3(3.4901634928090965*pi,2.6760930152066065*pi,2.1230785288603324*pi) q[12];\nu3(3.545512002905796*pi,-0.08338539086906388*pi,4.42905813139479*pi) q[13];\nu3(3.452810101049004*pi,-0.2979957834166053*pi,1.5343661588665847*pi) q[14];\nRxxyyzz(0.3998929861817896*pi,0.19885063744960996*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.34693754368093577*pi,0.13150991698555758*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.3874524298713896*pi,0.3216800322433019*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.4215426312561801*pi,0.28088043051123623*pi,3.7917565283279804*pi) q[13],q[5];\nRxxyyzz(0.4726938147249804*pi,0.3870331179673193*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.4529784750649704*pi,0.18893800801166932*pi,3.8981513911882306*pi) q[14],q[10];\nRxxyyzz(0.4711883004506837*pi,0.22812845605916732*pi,0.0*pi) q[12],q[11];\nu3(3.310684865086294*pi,-0.04509931181128146*pi,1.6799626286590605*pi) q[0];\nu3(3.8222645432385636*pi,3.2878037223306333*pi,0.8262305538218495*pi) q[1];\nu3(3.1562767537488585*pi,-0.2738417514309922*pi,0.8393934903231088*pi) q[3];\nu3(3.2277719739686765*pi,2.1768124264868405*pi,1.8912178879512465*pi) q[4];\nu3(3.6963742227354333*pi,2.1096825456427744*pi,1.0386937895457056*pi) q[5];\nu3(3.2234410418826314*pi,3.1091309951901405*pi,1.327693841527571*pi) q[6];\nu3(3.131493663475883*pi,1.2452824675862686*pi,1.3911923821046717*pi) q[7];\nu3(3.1988559718810627*pi,2.5930671136480106*pi,1.7472044117312784*pi) q[8];\nu3(3.281402057573537*pi,-0.3007450078552192*pi,1.19442741114573*pi) q[9];\nu3(3.954903284210416*pi,2.2692956798253165*pi,0.9958894524908182*pi) q[10];\nu3(3.3165212498505063*pi,2.7397940685533175*pi,4.347797878306062*pi) q[11];\nu3(3.542667260847964*pi,1.2734958530332896*pi,0.6236534492847747*pi) q[12];\nu3(3.439341574793512*pi,3.4220779761921003*pi,1.5914273516703712*pi) q[13];\nu3(3.331973707237138*pi,-0.4545740536159887*pi,1.7027542279131254*pi) q[14];\nRxxyyzz(0.24557094373659283*pi,0.16992477999012867*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.4069937626812904*pi,0.25551894783553397*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.41371385887974477*pi,0.27096863601007126*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.4545561924169891*pi,0.3456175402118049*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.40918648439670996*pi,0.21163394745708652*pi,0.07046720728135009*pi) q[13],q[6];\nRxxyyzz(0.44754558125377997*pi,0.2639946968726974*pi,0.15242315916445986*pi) q[8],q[14];\nu3(3.6992214813477062*pi,3.3305180422306027*pi,4.454413611400952*pi) q[0];\nu3(3.5429415795365093*pi,3.485740053153765*pi,2.359783296412356*pi) q[1];\nu3(3.348462660529597*pi,3.1340974293026598*pi,4.171784778521568*pi) q[2];\nu3(3.7347200359954034*pi,2.7955525021707177*pi,0.6582453479450314*pi) q[3];\nu3(3.472104399335749*pi,0.1114109501480871*pi,0.84763204208038*pi) q[5];\nu3(3.6815738362300743*pi,-0.49381255456291717*pi,1.3361184452293418*pi) q[6];\nu3(3.764146694240776*pi,0.5538270303211901*pi,1.1900284719142136*pi) q[7];\nu3(3.280273972014414*pi,1.4673906894415936*pi,4.49772661559131*pi) q[8];\nu3(3.5127981782246267*pi,3.0125003675684003*pi,0.541421129376419*pi) q[10];\nu3(3.340399871654911*pi,3.163321216218978*pi,1.5975195514948934*pi) q[11];\nu3(3.116982364663067*pi,1.3633379929276503*pi,4.48209269738293*pi) q[13];\nu3(3.311793627850937*pi,0.2749726356628699*pi,4.241302362137966*pi) q[14];\nRxxyyzz(0.36516149212320037*pi,0.19627898948609523*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.37850082052603984*pi,0.1445532249827406*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.42155180947475*pi,0.1910419245624695*pi,0.0*pi) q[10],q[4];\nRxxyyzz(0.4669833472690502*pi,0.2800572475560492*pi,0.0*pi) q[7],q[9];\nRxxyyzz(0.21100790662986857*pi,0.148688241290591*pi,0.0*pi) q[8],q[12];\nRxxyyzz(0.4163158684439*pi,0.28234818553990737*pi,3.9470969219426504*pi) q[14],q[13];\nu3(3.391154414993683*pi,-0.43953575965156916*pi,2.4474144698767555*pi) q[0];\nu3(3.530608453025966*pi,0.36672549558045264*pi,1.467099122091346*pi) q[2];\nu3(3.384760096502836*pi,3.3613820583529637*pi,1.143653316391068*pi) q[3];\nu3(3.453614444656764*pi,2.710999476777224*pi,1.5836723094667826*pi) q[4];\nu3(3.424115699650224*pi,2.925321519419127*pi,2.3007024870769897*pi) q[6];\nu3(3.3854384171649317*pi,2.312858546959683*pi,0.8736540642797721*pi) q[7];\nu3(3.3337934375143568*pi,0.0947278466937781*pi,2.48178586869714*pi) q[8];\nu3(3.902954214580662*pi,-0.13106935630183697*pi,0.692196861571881*pi) q[9];\nu3(3.5337917235070204*pi,2.3166236358815655*pi,0.6789326499648521*pi) q[10];\nu3(3.2055884560802936*pi,0.4578687600135938*pi,1.3717988807841763*pi) q[12];\nu3(3.358787146973844*pi,2.3799840804000922*pi,1.8901148762701725*pi) q[13];\nu3(3.1561424941942913*pi,0.8011293765498715*pi,1.0379538924377352*pi) q[14];\nRxxyyzz(0.3726281364723498*pi,0.16241183993778585*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.41842621405246033*pi,0.2526386869685205*pi,3.9147794511974006*pi) q[4],q[3];\nRxxyyzz(0.48647874792016*pi,0.2708480256651634*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.43849679419716003*pi,0.3046319168667395*pi,0.0*pi) q[11],q[6];\nRxxyyzz(0.4467374022757902*pi,0.37796525394625247*pi,0.0*pi) q[12],q[7];\nRxxyyzz(0.27035704886713025*pi,0.14661528358379705*pi,0.06866428992881346*pi) q[13],q[8];\nRxxyyzz(0.3587195569624799*pi,0.151723628124528*pi,0.0*pi) q[9],q[10];\nu3(3.7631669933954823*pi,2.3815073911909774*pi,0.9559962290837003*pi) q[1];\nu3(3.749662721666678*pi,0.3103582002509536*pi,1.9348785270328768*pi) q[2];\nu3(3.712080391022176*pi,-0.17078563299843552*pi,1.3942972690969246*pi) q[3];\nu3(3.23436561432709*pi,2.941186868225491*pi,1.8589165879748117*pi) q[4];\nu3(3.7164824596375614*pi,2.1399721363491233*pi,1.4770818054532273*pi) q[5];\nu3(3.353197698295771*pi,3.434953745056278*pi,2.1300922771705775*pi) q[6];\nu3(3.5131860499591197*pi,2.4312071719855264*pi,1.0092783681757633*pi) q[7];\nu3(3.370375933535488*pi,2.908514688202769*pi,4.109564146706143*pi) q[8];\nu3(3.5952466837257773*pi,2.683398725304925*pi,2.3491644908681275*pi) q[9];\nu3(3.4049787202522364*pi,3.2638999779933417*pi,0.7441281880195003*pi) q[10];\nu3(3.2227616786307696*pi,-0.025326932579789962*pi,4.078447889678472*pi) q[11];\nu3(3.4183919899091118*pi,0.4299552676602221*pi,1.401253630822698*pi) q[12];\nu3(3.3747930678412903*pi,3.438996956592878*pi,0.5397338204156457*pi) q[13];\nu3(3.2289290333007834*pi,-0.34852776849296496*pi,3.7918048499819443*pi) q[14];\nmeasure q[1] -> c[4];\nmeasure q[4] -> c[9];\nmeasure q[2] -> c[13];\nRxxyyzz(0.45942096383519093*pi,0.39924734353265295*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.41567058517704997*pi,0.22939726560824528*pi,0.0493508275592011*pi) q[9],q[3];\nRxxyyzz(0.3121727509589496*pi,0.24532419189258547*pi,3.79680451506949*pi) q[5],q[7];\nRxxyyzz(0.41959249732154036*pi,0.17630836867847727*pi,3.958742969519701*pi) q[6],q[13];\nRxxyyzz(0.4507143765084699*pi,0.2991335770474231*pi,0.11234627222146024*pi) q[12],q[8];\nRxxyyzz(0.4476451583021098*pi,0.2553564520936012*pi,3.9349764406050696*pi) q[11],q[10];\nu3(3.3476335555837236*pi,1.8668726455091176*pi,4.4889118571272615*pi) q[0];\nu3(3.6311960995013783*pi,1.204384517935865*pi,0.6033101089258817*pi) q[3];\nu3(3.5065835968856365*pi,0.3302682941154649*pi,1.7909090106457715*pi) q[5];\nu3(3.181333749006732*pi,1.6905987062450398*pi,0.8070678973971352*pi) q[6];\nu3(0.7012459005560442*pi,0.1043662363680482*pi,1.0928157284698272*pi) q[7];\nu3(3.684984772168511*pi,2.1803382986052835*pi,1.7118051406934183*pi) q[8];\nu3(3.16308610480522*pi,1.3005883701839753*pi,0.7973299129230114*pi) q[9];\nu3(3.36160872669722*pi,-0.31575172500257487*pi,1.8109549719663578*pi) q[10];\nu3(3.316542841721425*pi,0.3082526327966777*pi,2.35231103012276*pi) q[11];\nu3(3.2684628678681764*pi,0.529457056749951*pi,3.201025510496183*pi) q[12];\nu3(3.4725763069527225*pi,1.2521589892022402*pi,0.9575245771697349*pi) q[13];\nu3(3.4940308781401077*pi,0.5126462065084598*pi,1.6156705482026785*pi) q[14];\nmeasure q[9] -> c[0];\nmeasure q[11] -> c[1];\nmeasure q[5] -> c[2];\nmeasure q[12] -> c[3];\nmeasure q[14] -> c[5];\nmeasure q[7] -> c[6];\nmeasure q[10] -> c[7];\nmeasure q[0] -> c[8];\nmeasure q[6] -> c[10];\nmeasure q[13] -> c[11];\nmeasure q[8] -> c[12];\nmeasure q[3] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.361823044626893*pi,2.689061456863661*pi,0.6875327160086809*pi) q[0];\nu3(3.677440408848208*pi,2.038941588831965*pi,1.1936116752376789*pi) q[1];\nu3(3.8646625997737005*pi,3.2076205332190018*pi,1.4548709329595702*pi) q[2];\nu3(3.2933684923676942*pi,0.03927363171245579*pi,4.301090155153767*pi) q[3];\nu3(3.8912005261543983*pi,-0.12104411515595703*pi,1.0100145502400313*pi) q[4];\nu3(3.745599835550153*pi,0.15942773825179368*pi,3.9986389576163255*pi) q[5];\nu3(3.377887151368328*pi,1.4292425717525905*pi,0.7102072123810521*pi) q[6];\nu3(3.6594491979657353*pi,0.2932785429431838*pi,3.780646611001524*pi) q[7];\nu3(3.7214810652374926*pi,-0.2789151702540358*pi,3.404184174832177*pi) q[8];\nu3(3.633414133582579*pi,0.0011095370653777525*pi,1.5498405877201757*pi) q[9];\nu3(3.9105484616804493*pi,3.2138285438640537*pi,4.254845888523381*pi) q[10];\nu3(3.942510047775*pi,0.5764361211508926*pi,4.285863883587227*pi) q[11];\nu3(3.6152293889277*pi,0.14599049007070752*pi,1.379582550668236*pi) q[12];\nu3(3.6883041184358176*pi,0.478477097000958*pi,1.2188406373763419*pi) q[13];\nu3(3.622617413084769*pi,0.8968948050505905*pi,0.7820974982516873*pi) q[14];\nRxxyyzz(0.25775459527118016*pi,0.17744242410654643*pi,0.10272520592016354*pi) q[0],q[6];\nRxxyyzz(0.4230574286068496*pi,0.10616341436261713*pi,3.956517630637661*pi) q[1],q[5];\nRxxyyzz(0.4382363137679502*pi,0.3523558739569417*pi,0.26481162240844913*pi) q[2],q[9];\nRxxyyzz(0.30050927916145*pi,0.09346484488767193*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.38257287289923975*pi,0.16934549188167353*pi,3.908374582560601*pi) q[4],q[7];\nRxxyyzz(0.43432171411386994*pi,0.19984487007908458*pi,3.8519973153821696*pi) q[8],q[13];\nRxxyyzz(0.3587661259318872*pi,0.15071789242396205*pi,0.04162329517729946*pi) q[10],q[11];\nu3(3.2762145186283824*pi,0.09991023302756297*pi,1.1600891848381414*pi) q[0];\nu3(3.6731381807337606*pi,-0.31416411101166175*pi,1.0775271174419552*pi) q[1];\nu3(3.4034152495113172*pi,3.4401131923359727*pi,0.5348112942615053*pi) q[2];\nu3(3.5962852846616897*pi,3.4626549838773615*pi,4.1152322635506735*pi) q[3];\nu3(3.5564753666053393*pi,-0.06674753929825394*pi,1.7777598206178498*pi) q[4];\nu3(3.8074311908544543*pi,2.5559596619806224*pi,1.4882248878432884*pi) q[5];\nu3(3.7096112925646594*pi,0.0760526778643249*pi,3.549310715591881*pi) q[6];\nu3(3.483930722016882*pi,3.271738600820142*pi,1.1932784393528657*pi) q[7];\nu3(3.693667847525462*pi,0.337407427252177*pi,2.3759184386035166*pi) q[8];\nu3(3.582716872435727*pi,3.1265975464467575*pi,2.211614457399952*pi) q[9];\nu3(3.299990845261342*pi,2.7858567607156113*pi,3.9217485703119532*pi) q[10];\nu3(3.0931354033300287*pi,-0.08495533156992763*pi,1.3819530290503144*pi) q[11];\nu3(3.810495970919087*pi,2.1415250618005888*pi,2.403862184651098*pi) q[13];\nu3(3.7072061701793046*pi,-0.47797497756882723*pi,4.042574968936503*pi) q[14];\nRxxyyzz(0.3014480873231202*pi,0.230028728049966*pi,3.92130397273801*pi) q[0],q[4];\nRxxyyzz(0.4578575074080704*pi,0.3074280339941631*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.4072068799025502*pi,0.17563573615752148*pi,0.0*pi) q[5],q[3];\nRxxyyzz(0.2744806262436499*pi,0.19540890214295015*pi,0.1365162051710045*pi) q[6],q[8];\nRxxyyzz(0.38099642859522975*pi,0.12237154385614746*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.4221286911968099*pi,0.2026156762091583*pi,0.07087047639664248*pi) q[9],q[10];\nRxxyyzz(0.38802688173160993*pi,0.22647291434954703*pi,3.94148829599836*pi) q[14],q[12];\nu3(3.57550256756475*pi,0.04042052598675139*pi,1.077141093025951*pi) q[0];\nu3(3.584520607635156*pi,3.4186435379257945*pi,4.039122391068956*pi) q[1];\nu3(3.4336965078613852*pi,2.3804996387401145*pi,1.6657971646374892*pi) q[2];\nu3(3.438684121233311*pi,1.2772939764700548*pi,1.4887755850787676*pi) q[3];\nu3(3.9174855703590366*pi,2.1306465231129654*pi,1.4069731364351066*pi) q[4];\nu3(3.88454703983317*pi,0.36645799784929833*pi,0.5036467629929788*pi) q[5];\nu3(3.450039488957273*pi,0.9299626956983031*pi,0.6434243148945221*pi) q[6];\nu3(3.528317168874332*pi,2.785503935275588*pi,4.232932162633476*pi) q[7];\nu3(3.230168460971814*pi,-0.02100713683141192*pi,0.7848708279283911*pi) q[8];\nu3(3.446521210924719*pi,1.0817344463662106*pi,4.171152159789976*pi) q[9];\nu3(3.282911882211315*pi,2.9712158236408026*pi,1.1562173614510658*pi) q[10];\nu3(3.4926212670046866*pi,2.7315457384805804*pi,1.9187784934596523*pi) q[12];\nu3(3.1952380529363453*pi,3.004709175707359*pi,0.9834798363261318*pi) q[13];\nu3(3.1791549655251545*pi,-0.35882226542916756*pi,2.2240900745651566*pi) q[14];\nRxxyyzz(0.4502111199424397*pi,0.2684022736379159*pi,0.0*pi) q[0],q[1];\nRxxyyzz(0.4319082479276699*pi,0.20965342568258605*pi,0.0*pi) q[13],q[3];\nRxxyyzz(0.4205511372092601*pi,0.2609806624842044*pi,0.04186126767176081*pi) q[4],q[7];\nRxxyyzz(0.28041422905221003*pi,0.23417157660437948*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.39701369401475*pi,0.21392666490071266*pi,3.9606575446117294*pi) q[6],q[11];\nRxxyyzz(0.37215749289957023*pi,0.18501330477072297*pi,0.0*pi) q[14],q[8];\nu3(3.673149787047101*pi,0.9274196213251611*pi,1.5975068473348806*pi) q[0];\nu3(3.6745470860523484*pi,0.12008860905827312*pi,0.606424885371974*pi) q[1];\nu3(3.8660258925167565*pi,0.8044381806420362*pi,1.3669355445993283*pi) q[3];\nu3(3.7298119886606202*pi,2.454774114729073*pi,3.825012913560505*pi) q[4];\nu3(3.6580684061395585*pi,-0.2775446543321962*pi,0.92417296934984*pi) q[5];\nu3(3.6041147588839615*pi,2.2653183085976387*pi,0.5852864816351739*pi) q[6];\nu3(3.2582864454450933*pi,0.8721450670232094*pi,0.6036953733474592*pi) q[7];\nu3(3.6347966502511735*pi,0.060525504610245306*pi,1.7917730234642795*pi) q[8];\nu3(3.5307080766233314*pi,-0.26378602474859747*pi,1.7900777039793332*pi) q[11];\nu3(3.595604791493707*pi,0.49120210227365435*pi,2.2147905352684623*pi) q[12];\nu3(3.30748443115074*pi,0.9795689975477642*pi,1.930170709076651*pi) q[13];\nu3(3.665778602589839*pi,1.2612835917016838*pi,1.4601950197334976*pi) q[14];\nRxxyyzz(0.3853972568251095*pi,0.257369189346965*pi,3.9127808828870094*pi) q[0],q[7];\nRxxyyzz(0.44826527012584994*pi,0.23965159177078918*pi,3.89427671844881*pi) q[1],q[3];\nRxxyyzz(0.21534468175189936*pi,0.10558806317428315*pi,3.95095724337102*pi) q[2],q[5];\nRxxyyzz(0.4452762732834996*pi,0.42871039261085553*pi,0.2362363997473781*pi) q[4],q[9];\nRxxyyzz(0.44887397381517863*pi,0.24015070969169106*pi,3.856997773746713*pi) q[6],q[10];\nRxxyyzz(0.35214745273784015*pi,0.30336234106015825*pi,3.94174698049882*pi) q[8],q[13];\nRxxyyzz(0.3628029842434001*pi,0.15768196352606645*pi,0.0*pi) q[14],q[11];\nu3(3.1264378990191597*pi,3.248389421734201*pi,0.5020410413663265*pi) q[0];\nu3(3.3389536371093427*pi,-0.1895620644155267*pi,2.1089637387649205*pi) q[1];\nu3(3.4987524513549273*pi,3.2421121575215643*pi,3.5796796883620794*pi) q[2];\nu3(3.417917181700242*pi,2.2377888696489685*pi,2.2806544704561933*pi) q[3];\nu3(3.52668716242259*pi,-0.27443637141505295*pi,4.117037169122833*pi) q[4];\nu3(3.4304371472458435*pi,2.540473589677907*pi,0.8257205408226818*pi) q[5];\nu3(3.2989450201241084*pi,2.664000255272689*pi,2.454743928229825*pi) q[6];\nu3(3.156158999853817*pi,3.432864262323949*pi,2.0311002157717795*pi) q[7];\nu3(3.6307714869580883*pi,2.834650419641472*pi,2.1742471349685317*pi) q[8];\nu3(3.575721513597393*pi,0.12891536169776752*pi,4.011264082526595*pi) q[9];\nu3(3.256484918035361*pi,2.363541729730821*pi,2.250621695563592*pi) q[10];\nu3(3.373769357021353*pi,-0.2150426993569094*pi,1.3596934397445808*pi) q[11];\nu3(3.3642285213354226*pi,-0.23572370392194775*pi,1.486450986277419*pi) q[13];\nu3(3.830335401680866*pi,0.4278931358115303*pi,1.752954960726199*pi) q[14];\nRxxyyzz(0.44918509266397033*pi,0.29994436563398363*pi,3.84647725908169*pi) q[0],q[9];\nRxxyyzz(0.3748640466257296*pi,0.3282675435542874*pi,3.6809981743618403*pi) q[1],q[11];\nRxxyyzz(0.42545980763304936*pi,0.3539436196758432*pi,0.24253652451802843*pi) q[2],q[4];\nRxxyyzz(0.4711727527549402*pi,0.11795186134135793*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.27851102160452834*pi,0.09574645473634025*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.42732716240396984*pi,0.3150581803647139*pi,0.0*pi) q[14],q[8];\nu3(3.3648697512692847*pi,3.4209221429604946*pi,2.09482368690259*pi) q[0];\nu3(3.6490522587532492*pi,-0.4902026673876599*pi,1.9001176695079494*pi) q[1];\nu3(3.4538996471442687*pi,3.2074077271603354*pi,2.0459009992063573*pi) q[2];\nu3(3.521306245654368*pi,-0.35323016866047824*pi,0.7117764998346001*pi) q[4];\nu3(3.3204854818420753*pi,3.3147000503940447*pi,4.0774916111229995*pi) q[5];\nu3(3.383717828800455*pi,2.196332523626319*pi,0.5270282483899926*pi) q[7];\nu3(3.1592565244088897*pi,2.53297742281438*pi,0.5442836491502047*pi) q[8];\nu3(3.4211949975080542*pi,1.9622147375525958*pi,0.7068572205274677*pi) q[9];\nu3(3.5985228789706327*pi,-0.4810640210553894*pi,0.6349553508454151*pi) q[11];\nu3(3.340560509814213*pi,-0.3287531260765969*pi,1.6471051169589344*pi) q[12];\nu3(3.538252700707548*pi,2.310025138228562*pi,2.194851015081469*pi) q[13];\nu3(3.415281186769441*pi,-0.054158629608775266*pi,0.693064632100737*pi) q[14];\nRxxyyzz(0.4116657074784521*pi,0.20712560344625897*pi,0.0*pi) q[1],q[0];\nRxxyyzz(0.45540222563675126*pi,0.2478049097282572*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.38374105153731003*pi,0.22962096684518044*pi,0.11831431141964367*pi) q[13],q[3];\nRxxyyzz(0.4176697723973696*pi,0.13957836069094176*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.4667208547896947*pi,0.12053722359161345*pi,0.0*pi) q[8],q[5];\nRxxyyzz(0.45197533871430984*pi,0.31823514869574776*pi,3.9548558993400302*pi) q[14],q[6];\nRxxyyzz(0.43431131921796995*pi,0.08584332931544125*pi,0.0*pi) q[12],q[10];\nu3(3.3942112710000822*pi,2.8506873289868953*pi,1.859697690969388*pi) q[0];\nu3(3.243909523410158*pi,-0.46783189710744677*pi,0.8012057284719329*pi) q[1];\nu3(3.4157201550180654*pi,-0.16380226155491334*pi,1.1386348541036737*pi) q[2];\nu3(3.4996067852989396*pi,1.4685241273749612*pi,0.9543110379605093*pi) q[3];\nu3(3.582876864929546*pi,2.7035075730525246*pi,0.6836306641310648*pi) q[4];\nu3(3.7167697685770484*pi,3.253901254885824*pi,2.34193687175134*pi) q[5];\nu3(3.162712069839058*pi,2.397812434622474*pi,1.3596404601341119*pi) q[6];\nu3(3.651811304641443*pi,3.3354328392342816*pi,3.7173889346364555*pi) q[8];\nu3(3.9249872957327208*pi,0.06751172409545436*pi,4.489879328386147*pi) q[9];\nu3(3.488217494237031*pi,0.13074223917867356*pi,1.933294951357242*pi) q[10];\nu3(3.7568393711693733*pi,0.38589624603538797*pi,1.6990047181536752*pi) q[11];\nu3(3.2473114284034224*pi,0.007625789653424864*pi,4.485097404888172*pi) q[12];\nu3(3.465827975506718*pi,2.9714728357477247*pi,3.1316491394992045*pi) q[13];\nu3(3.2278785370067116*pi,0.020890235269985902*pi,2.0862056410031755*pi) q[14];\nRxxyyzz(0.3334964879561002*pi,0.2714753979143403*pi,0.06988641510534599*pi) q[12],q[3];\nRxxyyzz(0.36495489001730486*pi,0.309848962777036*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.46265003259209814*pi,0.2671291215450309*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.43183134794090006*pi,0.26201468558016416*pi,3.86699778112348*pi) q[9],q[6];\nRxxyyzz(0.36598248799445005*pi,0.21111567739080703*pi,3.9609789056275*pi) q[13],q[8];\nu3(3.3660216796800966*pi,3.457252039019209*pi,4.336255969270846*pi) q[3];\nu3(3.729444766916865*pi,0.7327194213813815*pi,1.096781894721939*pi) q[4];\nu3(3.9533923834470706*pi,0.9432401025136181*pi,0.694025917761401*pi) q[5];\nu3(3.4622996314270282*pi,-0.4518955940839262*pi,2.157548902623308*pi) q[6];\nu3(3.447526961684355*pi,0.18456032058076455*pi,0.6387865566485819*pi) q[7];\nu3(3.3840476438731*pi,0.6895885278207659*pi,2.232062358433617*pi) q[8];\nu3(3.516204263900178*pi,-0.21920539502473313*pi,1.9298015496046794*pi) q[9];\nu3(3.6821557575018082*pi,3.260688135014253*pi,0.8706821432249732*pi) q[10];\nu3(3.6892885200558507*pi,2.3580114122413116*pi,4.364328164012999*pi) q[12];\nu3(3.7202801570413024*pi,1.8857881668314667*pi,2.318790410337551*pi) q[13];\nRxxyyzz(0.4120399007698405*pi,0.22713619842128874*pi,0.06579726503442494*pi) q[0],q[10];\nRxxyyzz(0.37396078381919107*pi,0.32167568712748684*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.21070783312131036*pi,0.1729677972734095*pi,0.0*pi) q[13],q[3];\nRxxyyzz(0.44407241907600004*pi,0.21062102583528763*pi,0.0*pi) q[14],q[4];\nRxxyyzz(0.3516799439311997*pi,0.05233556498129044*pi,0.0*pi) q[12],q[5];\nRxxyyzz(0.2924810444716201*pi,0.2195055406198425*pi,0.13142838143395785*pi) q[6],q[8];\nRxxyyzz(0.3666601034381003*pi,0.2881031996324952*pi,0.0*pi) q[7],q[11];\nu3(3.5022812222473445*pi,3.251506010124917*pi,3.57344683147683*pi) q[0];\nu3(3.5898978692522694*pi,3.112279848158817*pi,1.0004389112046326*pi) q[2];\nu3(3.479118247061848*pi,0.8407182393401835*pi,1.5228892126068656*pi) q[3];\nu3(3.584209048742455*pi,1.4269632609540484*pi,0.9063924522964323*pi) q[4];\nu3(3.617631036552784*pi,-0.3814905385016524*pi,4.083518233154463*pi) q[5];\nu3(3.3887700218007506*pi,3.4503510221803912*pi,3.4056997800142614*pi) q[6];\nu3(3.2061430977133236*pi,0.2510997673859432*pi,0.6749092227268285*pi) q[7];\nu3(3.5242884624402535*pi,3.312741126770848*pi,3.10522501285264*pi) q[8];\nu3(3.1467895257533334*pi,2.890384362369357*pi,1.0042599409912922*pi) q[9];\nu3(3.5695445789961537*pi,-0.47057522370664556*pi,1.0125268578840578*pi) q[10];\nu3(3.8205578963593014*pi,-0.4581501731019488*pi,1.0124765069760904*pi) q[11];\nu3(3.555874414229712*pi,3.4775231191719387*pi,2.0237432859454856*pi) q[12];\nu3(3.7378569366512107*pi,2.932615973261186*pi,1.149775457127307*pi) q[13];\nu3(3.524064935210878*pi,1.1036512881560094*pi,1.5132414927763682*pi) q[14];\nRxxyyzz(0.41060963051069*pi,0.32965563646851326*pi,3.8922713207443906*pi) q[0],q[2];\nRxxyyzz(0.3946341909164501*pi,0.18147858244117515*pi,0.12885179084098652*pi) q[1],q[11];\nRxxyyzz(0.29627951797622004*pi,0.22184972401357683*pi,3.9489584033345206*pi) q[6],q[3];\nRxxyyzz(0.24557439034594042*pi,0.14024376953703976*pi,0.0*pi) q[7],q[4];\nRxxyyzz(0.4412127109869304*pi,0.19368450886033323*pi,0.04698564844997573*pi) q[5],q[10];\nRxxyyzz(0.4895965482170199*pi,0.3411473467438315*pi,0.0*pi) q[8],q[13];\nRxxyyzz(0.459018501014*pi,0.3610896829828265*pi,0.1324565484092659*pi) q[9],q[14];\nu3(3.2585633483625336*pi,3.3751899514493067*pi,2.0196027691426135*pi) q[0];\nu3(3.6643189074460287*pi,1.0621416598771696*pi,0.7716698112405049*pi) q[1];\nu3(3.5988910211164793*pi,2.3506529224496715*pi,2.1552082758045543*pi) q[2];\nu3(3.7234277438435743*pi,-0.10280790610318447*pi,0.922623921339889*pi) q[3];\nu3(3.20216141350882*pi,-0.2880062302127965*pi,1.0395843879644504*pi) q[4];\nu3(3.952571529420389*pi,-0.26381794649893087*pi,1.4562269812128812*pi) q[5];\nu3(3.8204319416854093*pi,0.780230790007781*pi,1.2455717527197177*pi) q[6];\nu3(3.794480469270362*pi,2.575114885075654*pi,2.1686933518917875*pi) q[7];\nu3(3.649150871594853*pi,3.0183702542990263*pi,4.270867751988674*pi) q[8];\nu3(3.7813695237533516*pi,0.6782740111420167*pi,1.7145885335744444*pi) q[9];\nu3(3.6513528926154235*pi,-0.18226130023352644*pi,4.452061048941015*pi) q[10];\nu3(3.2194269880110324*pi,2.8868639215601135*pi,3.5283484017950135*pi) q[11];\nu3(3.0868224683862713*pi,-0.30873459747593934*pi,3.920291690867766*pi) q[13];\nu3(3.495765921417889*pi,0.025713701140381517*pi,1.1568865795619296*pi) q[14];\nRxxyyzz(0.4258931081858895*pi,0.22881951210951756*pi,0.13757728089184515*pi) q[0],q[8];\nRxxyyzz(0.35372044391786966*pi,0.19314070585790422*pi,0.06253503723457499*pi) q[2],q[11];\nRxxyyzz(0.40691891439352024*pi,0.2238822290018787*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.29771700026044995*pi,0.15451173658895545*pi,3.951129365392161*pi) q[6],q[12];\nRxxyyzz(0.4356443809454099*pi,0.2652941546661902*pi,0.0*pi) q[14],q[7];\nRxxyyzz(0.42282240951164085*pi,0.07158170211309589*pi,0.0*pi) q[9],q[13];\nu3(3.0605663778977834*pi,3.147818259168638*pi,3.7128162574779475*pi) q[0];\nu3(3.5277318420913044*pi,0.716464557559843*pi,1.2064752844419537*pi) q[2];\nu3(3.4178569449610845*pi,3.1634653122127374*pi,1.076505781643027*pi) q[3];\nu3(3.3188135020026595*pi,1.081173351825993*pi,1.028371590377093*pi) q[4];\nu3(3.626658581771806*pi,3.2176434922076873*pi,2.1319706561901204*pi) q[6];\nu3(3.418176820342032*pi,0.31701094211505676*pi,1.5105180796629012*pi) q[7];\nu3(3.318851784901284*pi,2.073652129957322*pi,4.384420583843212*pi) q[8];\nu3(3.50200724668744*pi,0.39659524174594063*pi,1.2015180985676805*pi) q[9];\nu3(3.5356130425627494*pi,3.2755733899427577*pi,3.80531621155676*pi) q[11];\nu3(3.458729596894265*pi,0.3504523634409774*pi,0.5861104961105369*pi) q[12];\nu3(3.590171224988138*pi,3.134429414695512*pi,0.8436934988059437*pi) q[13];\nu3(3.6599644439117327*pi,2.703456994670564*pi,1.1435242869146487*pi) q[14];\nRxxyyzz(0.43355809962640024*pi,0.10031747072291541*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.45838329651433*pi,0.14999729219839433*pi,0.07156119946134257*pi) q[2],q[8];\nRxxyyzz(0.30296217264191005*pi,0.2521209913399409*pi,0.0*pi) q[6],q[3];\nRxxyyzz(0.34731591735781997*pi,0.13880490075369956*pi,0.0*pi) q[13],q[4];\nRxxyyzz(0.4832858228598207*pi,0.23459631435699013*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.4457731503765897*pi,0.27890195857758315*pi,0.0*pi) q[10],q[7];\nRxxyyzz(0.4372058360857397*pi,0.1468068858831807*pi,0.0*pi) q[12],q[9];\nu3(3.3166612821849344*pi,3.3650727885501572*pi,1.1971718466768784*pi) q[1];\nu3(3.3033787138521795*pi,0.49009200884654847*pi,3.669380806603397*pi) q[2];\nu3(3.6975378249769686*pi,3.200739727485393*pi,0.6027389631218606*pi) q[3];\nu3(3.770489218057887*pi,0.5150805846734889*pi,1.3474734469949003*pi) q[4];\nu3(3.960244531526576*pi,0.2231557911387838*pi,1.375063363935657*pi) q[5];\nu3(3.194387496201993*pi,-0.06210984330172298*pi,4.299701939063162*pi) q[6];\nu3(3.8193156810791686*pi,0.30032258963376846*pi,1.579299412234091*pi) q[7];\nu3(3.5236159103013205*pi,3.1697669730117743*pi,1.384382358709409*pi) q[8];\nu3(3.401587956571995*pi,0.5648120686370515*pi,4.213764454704287*pi) q[9];\nu3(3.5735956925076855*pi,0.6859236623963387*pi,1.9678190968778841*pi) q[10];\nu3(3.4760645402039674*pi,3.2639866299303764*pi,1.2680902819697573*pi) q[11];\nu3(3.5663162964955393*pi,1.299081291874737*pi,1.6463848146641618*pi) q[12];\nu3(3.215664921171211*pi,0.869861602144947*pi,4.006670547030695*pi) q[13];\nu3(3.6380394132542424*pi,2.76304657158821*pi,1.1057225581945733*pi) q[14];\nRxxyyzz(0.38063897503162014*pi,0.1769546904414772*pi,3.93640445329393*pi) q[0],q[10];\nRxxyyzz(0.47113660291332693*pi,0.2394831619784752*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.32668075130722984*pi,0.1588451116481*pi,0.10057986660034768*pi) q[2],q[5];\nRxxyyzz(0.2898014458542199*pi,0.116298559398619*pi,0.04607613499740504*pi) q[3],q[9];\nRxxyyzz(0.40682202144346935*pi,0.22149031565194133*pi,0.0*pi) q[14],q[6];\nRxxyyzz(0.39073671879109106*pi,0.23464423937278966*pi,0.0*pi) q[11],q[7];\nRxxyyzz(0.37233516013732004*pi,0.32374650417237705*pi,0.0*pi) q[13],q[8];\nu3(3.2644390256132265*pi,2.2937737777190756*pi,0.6219742464157729*pi) q[0];\nu3(3.6224997446939837*pi,2.9717608768512798*pi,1.799498235099002*pi) q[1];\nu3(3.5804797717807055*pi,2.8189668613447103*pi,0.9882385659984676*pi) q[2];\nu3(3.5032263865182998*pi,0.7002167684477798*pi,0.9496659176346235*pi) q[3];\nu3(3.126696432549942*pi,3.464205431336999*pi,0.5756405458891525*pi) q[5];\nu3(3.6424465769775*pi,3.1278091261957885*pi,0.952451207296112*pi) q[6];\nu3(3.361372220613789*pi,2.663639701911604*pi,0.577492662765155*pi) q[7];\nu3(3.1769121017335813*pi,-0.38332953702677*pi,3.9845559128907038*pi) q[8];\nu3(3.1683025602318677*pi,0.14147003064095232*pi,4.424961214743318*pi) q[9];\nu3(3.3769961094685454*pi,0.7625950971907931*pi,1.9023103380916488*pi) q[10];\nu3(3.4904763671683097*pi,2.9739662018327224*pi,1.904731329890157*pi) q[11];\nu3(3.368974819662424*pi,3.3240908479211417*pi,1.1131296465104321*pi) q[12];\nu3(3.161082716850036*pi,1.9788231308622644*pi,1.2769466337302422*pi) q[13];\nu3(3.6794763525954823*pi,2.506964096510435*pi,1.2830618347603757*pi) q[14];\nRxxyyzz(0.40522433460060014*pi,0.3234655813663104*pi,0.043326220288465195*pi) q[0],q[13];\nRxxyyzz(0.18340082823877957*pi,0.04386928400801793*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.4283162500323101*pi,0.394227236198444*pi,0.15661842259807557*pi) q[2],q[10];\nRxxyyzz(0.32154040003930895*pi,0.2549512124787956*pi,0.0*pi) q[12],q[3];\nRxxyyzz(0.3915089721238201*pi,0.28007188540848826*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.3612250104867899*pi,0.27755381293329784*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.43550685818429946*pi,0.25691658475277634*pi,0.0*pi) q[7],q[14];\nu3(3.7934379340064868*pi,2.636714306202178*pi,1.1468478309205052*pi) q[0];\nu3(3.4007229366291822*pi,3.094163648178042*pi,1.5817620843533122*pi) q[1];\nu3(3.3298687568320737*pi,0.28077541990372046*pi,4.284787033325305*pi) q[2];\nu3(3.171559629756286*pi,3.347972565525129*pi,1.0548442012280042*pi) q[3];\nu3(3.5664050565480303*pi,2.460976642130602*pi,1.317449569601983*pi) q[5];\nu3(3.6267772469069826*pi,-0.2562371596355649*pi,0.761741456918005*pi) q[6];\nu3(3.195681841108558*pi,0.6390053195279857*pi,0.9715632393758944*pi) q[7];\nu3(3.8725805030819664*pi,0.2280911876123911*pi,2.4942207434767276*pi) q[8];\nu3(3.7458871615263556*pi,0.19845085894169712*pi,1.6890356523286*pi) q[9];\nu3(3.340337451562302*pi,-0.14494207549812288*pi,3.4092355347526064*pi) q[10];\nu3(3.5858795919495963*pi,2.984472988776864*pi,1.6919400851696242*pi) q[11];\nu3(3.6720843342363683*pi,0.28238275122695944*pi,2.0001295084438597*pi) q[12];\nu3(3.2080742242644993*pi,0.12151402015379098*pi,1.5577965365586646*pi) q[13];\nu3(3.1424715306463082*pi,-0.135298519241851*pi,1.6916047420899167*pi) q[14];\nRxxyyzz(0.35961953341637204*pi,0.20653248428499849*pi,0.05644788385654387*pi) q[0],q[14];\nRxxyyzz(0.41083660095425956*pi,0.19722402424531102*pi,3.85029592901153*pi) q[7],q[1];\nRxxyyzz(0.34845680319172*pi,0.17550343558776949*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.43313254993860995*pi,0.2155979903537979*pi,0.0*pi) q[10],q[5];\nRxxyyzz(0.4499646928686101*pi,0.287357263940065*pi,0.19809769873218952*pi) q[6],q[13];\nRxxyyzz(0.43295988874583*pi,0.31490601283093644*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.3958446483334899*pi,0.20120463235016797*pi,0.09543344022959575*pi) q[11],q[12];\nu3(1.8323647349207688*pi,3.1225552202496765*pi,0.9613862194166387*pi) q[0];\nu3(3.3599147706206427*pi,0.4576069574093211*pi,1.67390591875927*pi) q[1];\nu3(3.2622266346691697*pi,3.4560546910965777*pi,0.5522746532636149*pi) q[3];\nu3(3.496214864641176*pi,0.5276385290014782*pi,1.5100607663009864*pi) q[4];\nu3(3.0932693295881735*pi,3.15990338253369*pi,4.187143542166843*pi) q[5];\nu3(3.211166412283662*pi,3.388219302848909*pi,3.4138583644891463*pi) q[6];\nu3(3.3136727334234513*pi,1.9549738878009828*pi,0.9482363490100516*pi) q[7];\nu3(3.3299826011890477*pi,-0.1865920523368882*pi,4.3474968920473405*pi) q[8];\nu3(3.4834955876270546*pi,0.06951780549808717*pi,1.0385077198254526*pi) q[9];\nu3(3.36030231822079*pi,-0.05636411730541313*pi,0.5458941290357248*pi) q[10];\nu3(3.319017411226937*pi,3.498548068323892*pi,1.3325569184721453*pi) q[11];\nu3(3.3559542439720085*pi,2.8540108154619097*pi,0.6538226441172367*pi) q[12];\nu3(3.3941330810833588*pi,2.893639475461045*pi,0.6606891628814329*pi) q[13];\nu3(2.6524040828390625*pi,2.6461823103740167*pi,4.022782445565818*pi) q[14];\nmeasure q[0] -> c[0];\nmeasure q[14] -> c[5];\nmeasure q[9] -> c[14];\nRxxyyzz(0.4580589396163205*pi,0.24591227166270002*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.42845553270721976*pi,0.2384724465893987*pi,0.14982317278148388*pi) q[2],q[13];\nRxxyyzz(0.4468537199733801*pi,0.2443905442627835*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.25763962747234037*pi,0.11189613935282594*pi,0.0*pi) q[4],q[6];\nRxxyyzz(0.4257534277558399*pi,0.3663355166474869*pi,0.0*pi) q[7],q[11];\nRxxyyzz(0.46674318409356985*pi,0.2597409774054765*pi,0.0*pi) q[10],q[12];\nu3(3.347242755767263*pi,3.4903480400367526*pi,0.7114293625122814*pi) q[1];\nu3(3.4609706203301642*pi,0.13583042578550852*pi,3.007484157740089*pi) q[2];\nu3(3.1343645413441115*pi,-0.4727138187129454*pi,4.002612198882101*pi) q[3];\nu3(0.27289024216783303*pi,0.12600210049982763*pi,1.2262862026315688*pi) q[4];\nu3(3.4244925117464717*pi,0.32021757452716804*pi,1.222560115251786*pi) q[5];\nu3(1.6519493013197544*pi,0.0831765988617158*pi,1.2622620193969587*pi) q[6];\nu3(3.4810038175190616*pi,3.126741817002761*pi,0.8387434281873962*pi) q[7];\nu3(3.4670515724426174*pi,1.9083546156075024*pi,1.8940981790218254*pi) q[8];\nu3(3.3112847293103873*pi,0.9039584227918125*pi,1.2634268524691143*pi) q[10];\nu3(3.455751958513352*pi,2.172934868737178*pi,0.9061124007388048*pi) q[11];\nu3(3.2187452990623147*pi,1.4985319970131616*pi,1.4708370022711996*pi) q[12];\nu3(3.4237469523140804*pi,0.10085050034561949*pi,4.060172697786919*pi) q[13];\nmeasure q[4] -> c[1];\nmeasure q[3] -> c[2];\nmeasure q[6] -> c[3];\nmeasure q[2] -> c[4];\nmeasure q[7] -> c[6];\nmeasure q[13] -> c[7];\nmeasure q[5] -> c[8];\nmeasure q[10] -> c[9];\nmeasure q[11] -> c[10];\nmeasure q[8] -> c[11];\nmeasure q[1] -> c[12];\nmeasure q[12] -> c[13];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.5903827719363175*pi,2.0141596825423935*pi,4.1840173529426*pi) q[0];\nu3(3.546956423019455*pi,2.6785837150189233*pi,1.3654083077995818*pi) q[1];\nu3(3.684874609652133*pi,2.152750549008469*pi,3.435132776382585*pi) q[2];\nu3(3.5696714992734107*pi,0.19208578843841673*pi,2.433134619137059*pi) q[3];\nu3(3.7160800140789574*pi,0.10882449374601155*pi,4.041203558852119*pi) q[4];\nu3(3.5380536834701286*pi,-0.036966391950346345*pi,4.32920232766611*pi) q[5];\nu3(3.608789229473787*pi,-0.00025076803707113626*pi,3.337118713071277*pi) q[6];\nu3(3.685443834068731*pi,3.2207531780956042*pi,2.1506707191860306*pi) q[7];\nu3(3.3011595887073253*pi,2.5309007844622626*pi,4.337342765914992*pi) q[8];\nu3(3.5450197224171807*pi,-0.28040632385077346*pi,4.145126165253054*pi) q[9];\nu3(3.2486708374203106*pi,3.4939827995376245*pi,1.5750401945427628*pi) q[10];\nu3(3.494613790672637*pi,0.04586243688890168*pi,1.9860051383022443*pi) q[11];\nu3(3.694097383144175*pi,3.379779661832663*pi,1.0797623921890498*pi) q[12];\nu3(3.7428178657399602*pi,3.3967354926976805*pi,0.7161713584514009*pi) q[13];\nu3(3.086821765231438*pi,-0.1724218864053042*pi,2.4765409645485073*pi) q[14];\nRxxyyzz(0.3904054368129698*pi,0.2666037685209814*pi,3.84143857486859*pi) q[0],q[12];\nRxxyyzz(0.2801857358159572*pi,0.16446548089315638*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.45871561119946935*pi,0.41276361924635263*pi,3.811628793029281*pi) q[2],q[3];\nRxxyyzz(0.4370618024461098*pi,0.25870960277022315*pi,0.11667884551454201*pi) q[4],q[11];\nRxxyyzz(0.3186196057656501*pi,0.1637048858252519*pi,0.09307237126450829*pi) q[5],q[9];\nRxxyyzz(0.2718527817880298*pi,0.18049046886138953*pi,0.09519695472902212*pi) q[7],q[14];\nRxxyyzz(0.4397916499395196*pi,0.36983374166046645*pi,0.15155189603055597*pi) q[10],q[13];\nu3(3.3193289742908645*pi,1.788293179688064*pi,0.6757166466492048*pi) q[0];\nu3(3.2657896446603827*pi,2.220350501809757*pi,2.022856897620832*pi) q[1];\nu3(3.527114001793998*pi,0.8424815632582439*pi,1.9494011185458622*pi) q[2];\nu3(3.371991495455421*pi,3.0082681611793003*pi,0.8474464808067701*pi) q[3];\nu3(3.0724612835961285*pi,0.6646182657651518*pi,3.7685858096962157*pi) q[4];\nu3(3.920503098364049*pi,0.5208177046280755*pi,1.552853449849218*pi) q[5];\nu3(3.3682324189198716*pi,0.6865367628868695*pi,0.5980217806404076*pi) q[7];\nu3(3.5357984885322855*pi,2.953489085697103*pi,0.5709794627396887*pi) q[8];\nu3(3.161175078584574*pi,2.358215347355898*pi,1.0042913913188707*pi) q[9];\nu3(3.357754552385919*pi,2.295797963357741*pi,2.128256051556079*pi) q[10];\nu3(3.606344387312397*pi,2.0098622406856306*pi,4.040013483877097*pi) q[11];\nu3(3.014108067546327*pi,0.7094387124914934*pi,0.8037614934982087*pi) q[12];\nu3(3.286503715028118*pi,2.6436590071986954*pi,1.9223757512957709*pi) q[13];\nu3(3.700384303226719*pi,0.2863560753068144*pi,1.3524782986716095*pi) q[14];\nRxxyyzz(0.36655925210268026*pi,0.24395642250675129*pi,3.9039926797729905*pi) q[0],q[11];\nRxxyyzz(0.39462548310928025*pi,0.29771613109445416*pi,0.0840217706355784*pi) q[1],q[12];\nRxxyyzz(0.3842705932705007*pi,0.3453445600353593*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.36560368700362933*pi,0.2868628235889483*pi,0.13348064510996746*pi) q[3],q[14];\nRxxyyzz(0.39554432129457034*pi,0.3260181483944482*pi,3.9531704484735695*pi) q[8],q[4];\nRxxyyzz(0.4399785609825706*pi,0.2842474268726521*pi,0.16060353788547846*pi) q[5],q[7];\nRxxyyzz(0.2715157830867797*pi,0.19151036634736873*pi,0.0*pi) q[9],q[13];\nu3(3.7484582171734533*pi,2.548794297090228*pi,0.864346141342418*pi) q[0];\nu3(3.4153969443401904*pi,3.3887999856673927*pi,3.1893860005576182*pi) q[1];\nu3(3.53743849142195*pi,2.7277779149949293*pi,1.7035764904236828*pi) q[2];\nu3(3.5688194175345997*pi,0.10901540979909907*pi,1.0950549540367196*pi) q[3];\nu3(3.365646680769599*pi,1.0198045956094623*pi,0.7979047538830679*pi) q[4];\nu3(3.0794852323589206*pi,0.09336904713319383*pi,3.9120790563784915*pi) q[5];\nu3(3.1096458769915096*pi,0.029310743088283076*pi,0.8034519984222925*pi) q[6];\nu3(3.7387547460074373*pi,3.335609719493886*pi,3.936562055877348*pi) q[7];\nu3(3.6230602014791793*pi,-0.1963179415865836*pi,1.6936935999799054*pi) q[8];\nu3(3.174715324066484*pi,2.451938614695276*pi,2.433937270095237*pi) q[9];\nu3(3.8702078442832546*pi,0.07767347579310235*pi,1.2261836673273612*pi) q[11];\nu3(3.0994501419217135*pi,-0.2741455922275359*pi,3.769520542713862*pi) q[12];\nu3(3.7291751267409103*pi,3.4848979795438133*pi,2.3641114312681717*pi) q[13];\nu3(3.5866404085180426*pi,0.4346996661794762*pi,4.221151155890357*pi) q[14];\nRxxyyzz(0.4563525332194899*pi,0.24462321094730755*pi,0.09030954613920895*pi) q[0],q[13];\nRxxyyzz(0.39779935496437013*pi,0.2583801986476262*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.4271812953837895*pi,0.24469440150255328*pi,3.8914066207817606*pi) q[4],q[12];\nRxxyyzz(0.4640022057419577*pi,0.22301361816859355*pi,0.0*pi) q[8],q[5];\nRxxyyzz(0.42493815859637984*pi,0.3093544620120332*pi,0.0*pi) q[10],q[11];\nu3(3.2447943504406527*pi,0.032772218358391614*pi,3.935174352563375*pi) q[0];\nu3(3.9316618778023917*pi,2.860524446600683*pi,4.321152652292799*pi) q[1];\nu3(3.174930050563935*pi,-0.3200753012748335*pi,0.8382858455064133*pi) q[4];\nu3(3.6995130835873313*pi,-0.4003150804887695*pi,1.2528452456867547*pi) q[5];\nu3(3.5898261066828567*pi,3.401601721252799*pi,0.6682218670920106*pi) q[8];\nu3(3.6564382479015145*pi,3.170833317585484*pi,0.7213643092587825*pi) q[9];\nu3(3.101318121148096*pi,-0.4351780090938291*pi,1.2601025136860367*pi) q[10];\nu3(3.280300183639425*pi,0.6402754663192523*pi,2.1938427112528913*pi) q[11];\nu3(3.639196081031953*pi,2.3214172990105095*pi,1.7983052719918886*pi) q[12];\nu3(3.7780157713217517*pi,0.03649370172050703*pi,1.625839107678774*pi) q[13];\nRxxyyzz(0.45801272803661*pi,0.14383873805368597*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.44990582170956994*pi,0.20619536401936145*pi,3.8901202270217596*pi) q[7],q[1];\nRxxyyzz(0.3525907528141198*pi,0.2377315662306052*pi,3.8500832782761503*pi) q[2],q[13];\nRxxyyzz(0.35560572395316925*pi,0.21959108866295218*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.4302893082286201*pi,0.3910835902303714*pi,0.05690123421122539*pi) q[5],q[12];\nRxxyyzz(0.4597464097141897*pi,0.3797121749333221*pi,0.07864001364113093*pi) q[6],q[8];\nRxxyyzz(0.3463401532422998*pi,0.17111795320800605*pi,0.07647228661280892*pi) q[11],q[14];\nu3(3.7902733773759705*pi,0.34488491416544287*pi,0.6486082162585798*pi) q[0];\nu3(3.2919934269091984*pi,2.7582803751837424*pi,2.398136973865776*pi) q[1];\nu3(3.6007203614887846*pi,1.1930083591011782*pi,0.9018309699898677*pi) q[2];\nu3(3.650285655845444*pi,0.4571504040084453*pi,0.8710584621040653*pi) q[3];\nu3(3.683892835189806*pi,2.73811587120359*pi,4.435549697779383*pi) q[5];\nu3(3.651576959352408*pi,3.294604247410313*pi,0.7998566779662322*pi) q[6];\nu3(3.3438588113537566*pi,2.8257252977615126*pi,0.6303972369652171*pi) q[7];\nu3(3.1894783413598162*pi,2.731460407904981*pi,1.2488109015655775*pi) q[8];\nu3(3.249463325813996*pi,0.17723435203936022*pi,1.1950974339519267*pi) q[9];\nu3(3.089086586539086*pi,0.06044464298396379*pi,2.3297193089421206*pi) q[10];\nu3(3.5670776815883305*pi,3.0623083441997414*pi,0.9394774142403188*pi) q[11];\nu3(3.397419316224554*pi,3.2514127102892587*pi,2.7647477032623926*pi) q[12];\nu3(3.3045257416595555*pi,0.36244926439263425*pi,2.2199629876556695*pi) q[13];\nu3(3.2328839361757398*pi,2.387271674312588*pi,3.729176131354161*pi) q[14];\nRxxyyzz(0.40278783119029*pi,0.32820435094999295*pi,3.894394081768141*pi) q[0],q[5];\nRxxyyzz(0.23917449490745935*pi,0.1703910472725615*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.39913926194330973*pi,0.27614618471061064*pi,0.08423385265826333*pi) q[8],q[2];\nRxxyyzz(0.3531470656658299*pi,0.30305619528779293*pi,0.0*pi) q[6],q[3];\nRxxyyzz(0.43046795312859*pi,0.38459396665585155*pi,0.13540343481938955*pi) q[4],q[11];\nRxxyyzz(0.43637821973799973*pi,0.4118135676670979*pi,0.0*pi) q[10],q[7];\nRxxyyzz(0.39934390409056064*pi,0.14155314122988316*pi,0.0*pi) q[9],q[13];\nu3(3.2675646683169686*pi,0.36792169533424024*pi,2.299713041016004*pi) q[0];\nu3(3.583099183432534*pi,3.068005097685554*pi,0.7648701648431961*pi) q[1];\nu3(3.7259155656109053*pi,2.523315559895315*pi,3.9375125929099806*pi) q[2];\nu3(3.3814945911174616*pi,-0.44734516918065703*pi,0.5255966981760136*pi) q[3];\nu3(3.3986346960440255*pi,-0.1217797250314035*pi,2.495187972125872*pi) q[4];\nu3(3.5819226503169093*pi,0.9754427821262641*pi,0.7070124634278718*pi) q[5];\nu3(3.548444613360752*pi,1.534077299150029*pi,1.3532671111575292*pi) q[6];\nu3(3.801630056483283*pi,2.7289805177321176*pi,0.9124168802117976*pi) q[7];\nu3(3.3555219463846195*pi,0.5601550246456846*pi,0.9149311614927256*pi) q[8];\nu3(3.6813824631758454*pi,3.0577835053118796*pi,0.5040330119460242*pi) q[9];\nu3(3.261223827695588*pi,-0.1727763433072369*pi,1.1452654619413218*pi) q[10];\nu3(3.5568328869939503*pi,3.382069817982745*pi,2.029363826957008*pi) q[11];\nu3(3.6737308918354166*pi,-0.3849885143836199*pi,3.6632908188013147*pi) q[13];\nu3(3.9311400780530747*pi,1.1127283751397814*pi,4.193359283491526*pi) q[14];\nRxxyyzz(0.24242776733966054*pi,0.1778368256379681*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.3738576501499402*pi,0.1675248301955721*pi,3.960083203694881*pi) q[13],q[1];\nRxxyyzz(0.4531443341228094*pi,0.43318768031561583*pi,0.09340059567893011*pi) q[2],q[9];\nRxxyyzz(0.3338203187626706*pi,0.31319591744317976*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.41646044789009995*pi,0.21232187631629262*pi,0.0*pi) q[7],q[4];\nRxxyyzz(0.3904180004360999*pi,0.2392672316640484*pi,0.0710422563033755*pi) q[5],q[11];\nRxxyyzz(0.38190793788302957*pi,0.2516070716270964*pi,0.0*pi) q[8],q[12];\nu3(3.584491283555883*pi,-0.037883884026651216*pi,2.0957541140444915*pi) q[0];\nu3(3.1738641443029967*pi,2.256901664674448*pi,2.2523942302904065*pi) q[1];\nu3(3.5044927037323825*pi,2.281347326345104*pi,0.8738074787881089*pi) q[2];\nu3(3.3840040884603924*pi,0.8926364195448246*pi,4.271449815594158*pi) q[3];\nu3(3.6258964851933855*pi,0.6576805266923684*pi,1.5603031736188981*pi) q[4];\nu3(3.077342303237857*pi,3.3572625376769487*pi,2.7077993551677726*pi) q[5];\nu3(3.518924836013983*pi,0.17634756752726966*pi,1.4073265288378312*pi) q[6];\nu3(3.184074435746973*pi,0.6933076435909664*pi,0.8407832219739413*pi) q[7];\nu3(3.534863508267398*pi,-0.1768790653034757*pi,1.4595169710324845*pi) q[8];\nu3(3.5601718844433368*pi,2.150993844852311*pi,0.563824197051634*pi) q[9];\nu3(3.0350414921452002*pi,-0.33873997436735537*pi,2.328868774790201*pi) q[11];\nu3(3.617639045366188*pi,-0.42139594797554314*pi,3.7687120158383673*pi) q[12];\nu3(3.501344446174098*pi,2.490195937888674*pi,0.5592497055755246*pi) q[13];\nu3(3.7573002888427136*pi,0.3634471360834297*pi,1.2949832686801455*pi) q[14];\nRxxyyzz(0.4599446306603153*pi,0.2721596359775007*pi,3.8960510852402024*pi) q[0],q[1];\nRxxyyzz(0.4282248189108504*pi,0.33990515152186407*pi,3.9057155619586*pi) q[5],q[2];\nRxxyyzz(0.37690104145554015*pi,0.22210501349830403*pi,0.0*pi) q[4],q[3];\nRxxyyzz(0.3808664154872399*pi,0.29854029608524313*pi,0.20636321605691507*pi) q[6],q[10];\nRxxyyzz(0.4795800575581901*pi,0.43924766978132407*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.43329222717201*pi,0.23632000289807042*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.46344045808750967*pi,0.1830479022882081*pi,0.0*pi) q[13],q[11];\nu3(3.8142604726050444*pi,0.6761570815255324*pi,1.0937474004010097*pi) q[0];\nu3(3.7123425431893033*pi,-0.1035370510252549*pi,1.8002908109621045*pi) q[1];\nu3(3.7470143077212517*pi,-0.3437760307384967*pi,2.0715858339589435*pi) q[2];\nu3(3.6967367486042373*pi,0.22546102851733973*pi,1.581945128714353*pi) q[3];\nu3(3.7361345354901307*pi,3.0442048642836546*pi,0.5823643330836217*pi) q[4];\nu3(3.596484409819514*pi,-0.2106782556448279*pi,0.9485867195356221*pi) q[5];\nu3(3.361193450693693*pi,2.4175887589265774*pi,0.7054760518843971*pi) q[6];\nu3(3.4948860665517514*pi,0.35252802801944416*pi,1.1191622783700406*pi) q[7];\nu3(3.581722593718545*pi,1.7311026744459408*pi,1.6869697454984725*pi) q[8];\nu3(3.5538439676901383*pi,3.4393879020475526*pi,0.8347560619665213*pi) q[9];\nu3(3.5565356469619784*pi,1.4479282322128588*pi,1.4326998094041752*pi) q[10];\nu3(3.684278093609723*pi,2.227118689608394*pi,0.9075594346725018*pi) q[11];\nu3(3.5529380895780753*pi,-0.27256027352022427*pi,1.5263161462994024*pi) q[12];\nu3(3.256240631556321*pi,2.2966186073225874*pi,1.7339995609375236*pi) q[13];\nRxxyyzz(0.32628886907296023*pi,0.21049686802289802*pi,3.875690615114289*pi) q[6],q[2];\nRxxyyzz(0.4285370719017596*pi,0.27947153081204373*pi,0.06627705929000152*pi) q[7],q[3];\nRxxyyzz(0.4078136388184203*pi,0.3015620560073622*pi,0.06910525798425571*pi) q[4],q[9];\nRxxyyzz(0.37665884682342*pi,0.25108563851678634*pi,0.12085518497843403*pi) q[5],q[12];\nRxxyyzz(0.33505718897635983*pi,0.2556352536688*pi,0.051458367910923286*pi) q[8],q[10];\nRxxyyzz(0.4382239875093501*pi,0.3521106543127313*pi,0.07734389278161975*pi) q[13],q[14];\nu3(3.923001329948166*pi,-0.35257139352655376*pi,3.812749062051422*pi) q[2];\nu3(3.6890709225302682*pi,-0.34849728116390255*pi,3.2648791043119667*pi) q[3];\nu3(3.492884875206353*pi,-0.08000906752569048*pi,3.711782939371458*pi) q[4];\nu3(3.6528551783129553*pi,0.17263887465112138*pi,4.22412995053946*pi) q[5];\nu3(3.3048506918813385*pi,3.0024062752620937*pi,4.130269412589718*pi) q[6];\nu3(3.5319753847877964*pi,1.8755884347034995*pi,0.5320532487240125*pi) q[7];\nu3(3.7432013750075575*pi,2.8247346556398916*pi,4.412682576737316*pi) q[8];\nu3(3.6942899006717353*pi,-0.04810874445263169*pi,1.1457733360721494*pi) q[9];\nu3(3.506665802622825*pi,3.097284313914977*pi,0.8398548683982868*pi) q[10];\nu3(3.458264894418998*pi,2.304804463621669*pi,3.6636547501879533*pi) q[12];\nu3(3.4724058246613687*pi,0.6750696645660048*pi,0.6068581403326772*pi) q[13];\nu3(3.4134475034331175*pi,0.6023117318639415*pi,0.9964657139572222*pi) q[14];\nRxxyyzz(0.2788419566469604*pi,0.23849986532522216*pi,3.9256896062105*pi) q[0],q[12];\nRxxyyzz(0.4446438189817102*pi,0.1211397365859242*pi,3.953139795726889*pi) q[7],q[1];\nRxxyyzz(0.4397504259440994*pi,0.1824925323715576*pi,0.0*pi) q[2],q[3];\nRxxyyzz(0.47099148421751635*pi,0.32382713731783985*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.3954186561111697*pi,0.3563962809527084*pi,3.818522979755949*pi) q[5],q[10];\nRxxyyzz(0.27815335631503957*pi,0.1448966325241261*pi,3.9021568284514903*pi) q[6],q[14];\nRxxyyzz(0.4014318323354802*pi,0.38812411939683433*pi,0.0*pi) q[8],q[9];\nu3(3.47789581097917*pi,0.49814755408813316*pi,4.191148121199414*pi) q[0];\nu3(3.0409403876897843*pi,1.1345961949670444*pi,0.5536937915067028*pi) q[1];\nu3(3.2702462787314825*pi,3.322709737381201*pi,3.914676898017113*pi) q[2];\nu3(3.2344917212419078*pi,2.8360708836634663*pi,4.170738029411773*pi) q[3];\nu3(3.7980156098779942*pi,0.3289462639772014*pi,4.4960134747595335*pi) q[4];\nu3(3.53559511867897*pi,1.0398615182491584*pi,0.6595517656601722*pi) q[5];\nu3(3.5904913508717753*pi,0.34282421438081867*pi,2.0167919572412507*pi) q[6];\nu3(3.406109549423314*pi,2.2957304426556453*pi,0.8773635525001602*pi) q[7];\nu3(3.628455480422565*pi,1.8790661365410224*pi,4.308012822949614*pi) q[8];\nu3(3.7885412296614547*pi,0.10950792157399314*pi,1.879451934629308*pi) q[9];\nu3(3.2444538119081754*pi,2.586882047952706*pi,1.1666273376307998*pi) q[10];\nu3(3.7984671333765543*pi,2.4358110647456983*pi,2.1265540544009287*pi) q[11];\nu3(3.48290802977728*pi,0.014460270224426086*pi,0.7824400291851443*pi) q[12];\nu3(3.3968500469355543*pi,0.20050192548488477*pi,2.1366244254068754*pi) q[14];\nRxxyyzz(0.37208529240530985*pi,0.24454478174585426*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.42030630670552993*pi,0.2664512903686061*pi,3.92108811224608*pi) q[2],q[1];\nRxxyyzz(0.4437636641179997*pi,0.2981499035748296*pi,0.14878266111938557*pi) q[3],q[10];\nRxxyyzz(0.35692806501637087*pi,0.14860421305201588*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.3611855564567499*pi,0.1863578660900153*pi,3.930812114450831*pi) q[5],q[9];\nRxxyyzz(0.3565243670446798*pi,0.10597313557266519*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.4592295705679504*pi,0.1713097041443113*pi,0.0402657069692764*pi) q[8],q[13];\nu3(3.7167808436675243*pi,3.3409953457633472*pi,1.5078148004912728*pi) q[0];\nu3(3.770601721546372*pi,-0.4487269307165257*pi,0.902508351862918*pi) q[1];\nu3(3.33522869066286*pi,2.0938511929414174*pi,0.7188231248486288*pi) q[2];\nu3(3.81612135636291*pi,0.49545974670151915*pi,0.7162853574369019*pi) q[3];\nu3(3.499459306273935*pi,-0.37595221156933234*pi,0.860872202308417*pi) q[4];\nu3(3.7387853799650506*pi,-0.2458593840903524*pi,1.7830291529278768*pi) q[5];\nu3(3.426176870663144*pi,0.8709893644074578*pi,0.5166176167955685*pi) q[6];\nu3(3.6213615590374815*pi,1.1813532949019074*pi,4.37551235807509*pi) q[8];\nu3(3.3718151584739537*pi,-0.09627379627570204*pi,1.129861757124722*pi) q[9];\nu3(3.7455281901494355*pi,2.4725950890543382*pi,4.287045894377295*pi) q[10];\nu3(3.701877033315629*pi,-0.2574834096731461*pi,0.8598480204154593*pi) q[11];\nu3(3.592669344013054*pi,2.4986288050318093*pi,0.8253973948251049*pi) q[12];\nu3(3.3640094236441325*pi,1.9279325457081922*pi,4.45646264893*pi) q[13];\nu3(3.6340320230441026*pi,2.5978544808193984*pi,1.6517604638063568*pi) q[14];\nRxxyyzz(0.4844538697512498*pi,0.1980665933064336*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.4027280965025637*pi,0.17551860151837806*pi,0.0*pi) q[14],q[1];\nRxxyyzz(0.42150332683219954*pi,0.0812856449327453*pi,0.05680853861590405*pi) q[11],q[2];\nRxxyyzz(0.37293635945968506*pi,0.23246705046968952*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.2948163920641803*pi,0.13034561345618245*pi,0.0*pi) q[10],q[4];\nRxxyyzz(0.4184657389426397*pi,0.1718130760420078*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.4519185193167884*pi,0.21773391055286606*pi,0.0*pi) q[6],q[13];\nu3(3.576830942694685*pi,2.7379970356344074*pi,1.7628944326086704*pi) q[0];\nu3(3.3605130221946395*pi,-0.4191578231213129*pi,4.359944667114038*pi) q[1];\nu3(3.4570336458069217*pi,1.9448218722288937*pi,4.1714211353634445*pi) q[2];\nu3(3.341523438462224*pi,-0.27728962103504506*pi,4.049804598860479*pi) q[3];\nu3(3.3931831058836455*pi,0.012605882632848231*pi,2.2396705693399923*pi) q[4];\nu3(3.1030850873238975*pi,2.297944085496794*pi,1.29790086413193*pi) q[5];\nu3(3.6363794998327115*pi,-0.3926998882319509*pi,1.035599817362241*pi) q[6];\nu3(3.6860795128491026*pi,2.3893353396524706*pi,2.036728471511316*pi) q[8];\nu3(3.533581608883875*pi,1.0451524575759614*pi,1.8897392187670974*pi) q[9];\nu3(3.692088551484177*pi,0.7088244237782071*pi,0.8674322241600154*pi) q[10];\nu3(3.4440480527320885*pi,3.1749394526823003*pi,1.8813743322478853*pi) q[11];\nu3(3.527314879887845*pi,0.1783253285303087*pi,2.039063375992133*pi) q[12];\nu3(3.351396050493423*pi,0.29575968763970895*pi,4.3623458052071316*pi) q[13];\nu3(3.250406983647818*pi,-0.40307284388654885*pi,4.309790538213968*pi) q[14];\nRxxyyzz(0.473052005260581*pi,0.3146899972979026*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.40836738207695966*pi,0.2764261218128965*pi,3.9055102311507497*pi) q[1],q[2];\nRxxyyzz(0.45973048467904976*pi,0.19147346150506203*pi,3.9577137272935907*pi) q[8],q[3];\nRxxyyzz(0.45553749350511996*pi,0.19273277603461605*pi,3.9162577009683694*pi) q[7],q[4];\nRxxyyzz(0.3719786686111501*pi,0.26969386459901834*pi,3.92894677531052*pi) q[6],q[14];\nRxxyyzz(0.35350351489226994*pi,0.32373508111290517*pi,0.0*pi) q[13],q[10];\nRxxyyzz(0.36760527638758994*pi,0.10409801708499349*pi,3.95379282083599*pi) q[12],q[11];\nu3(3.552365475547172*pi,0.2836622923953688*pi,0.9882028293237668*pi) q[0];\nu3(3.6999843996937196*pi,-0.08445495475742426*pi,1.7182517254210234*pi) q[1];\nu3(3.6656552988450706*pi,3.3064558320962636*pi,1.5877297923347848*pi) q[2];\nu3(3.7400578200170793*pi,2.1431721730270406*pi,0.7513584520215582*pi) q[3];\nu3(3.876737315379196*pi,2.5812666408424265*pi,2.4032436157609864*pi) q[4];\nu3(3.188483046996557*pi,2.5186845755798584*pi,2.3477250917895596*pi) q[6];\nu3(3.6063709132594295*pi,2.8221645214343*pi,1.4871495679181819*pi) q[7];\nu3(3.396617201767528*pi,0.5207776684498611*pi,1.3358318825959823*pi) q[8];\nu3(3.560949886965483*pi,-0.34495229808724137*pi,0.5640553341672508*pi) q[9];\nu3(3.2048609611383005*pi,-0.41389760837756906*pi,0.5000689744481592*pi) q[10];\nu3(3.2848449398069497*pi,-0.4583347329416346*pi,1.332671961790255*pi) q[11];\nu3(3.169621367158865*pi,3.0062373248677403*pi,1.9507689561794452*pi) q[12];\nu3(3.760026278817925*pi,0.6269286094314792*pi,2.443955755449581*pi) q[13];\nu3(3.89189126585351*pi,2.72803073676414*pi,1.750145111423522*pi) q[14];\nRxxyyzz(0.3580096375069909*pi,0.08925872702775672*pi,0.0*pi) q[12],q[0];\nRxxyyzz(0.4404901676556898*pi,0.2632045660219511*pi,3.8464239696702194*pi) q[1],q[5];\nRxxyyzz(0.40636224298734014*pi,0.3061046926616703*pi,3.8166242029950794*pi) q[7],q[2];\nRxxyyzz(0.4815700031663521*pi,0.3987746164879714*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.48137405637438*pi,0.1888205354073217*pi,0.0*pi) q[9],q[4];\nRxxyyzz(0.466187657036901*pi,0.17565236616213753*pi,0.0*pi) q[8],q[14];\nRxxyyzz(0.4366301588411905*pi,0.17599199565133894*pi,0.0*pi) q[13],q[11];\nu3(3.396205151227317*pi,2.038694033631459*pi,0.9963582464889*pi) q[0];\nu3(3.58134377423033*pi,0.06504800366036201*pi,1.4076022221374676*pi) q[1];\nu3(3.822785539531182*pi,2.3704606309385565*pi,1.9356387766556629*pi) q[2];\nu3(3.6029368126096912*pi,-0.48629231382579186*pi,2.7308750082603783*pi) q[3];\nu3(3.2796643278569686*pi,-0.1888174182364556*pi,0.9296493834807947*pi) q[4];\nu3(3.519485778672604*pi,-0.3684427812369737*pi,0.5779811804703829*pi) q[5];\nu3(3.2901750579548072*pi,0.47353307381263454*pi,3.8438396000194195*pi) q[6];\nu3(3.7923251172982355*pi,2.8079583391186813*pi,1.654946315543477*pi) q[7];\nu3(3.3461858751023503*pi,0.4326547354410031*pi,1.0399275786367461*pi) q[8];\nu3(3.445953045719572*pi,0.005833905943050777*pi,1.4614959446867504*pi) q[9];\nu3(3.6336510432023768*pi,3.262708906002512*pi,1.5375226235439192*pi) q[11];\nu3(3.595102562736657*pi,0.65881213700418*pi,1.8761275472575283*pi) q[12];\nu3(3.5663847287297603*pi,2.7791289691587906*pi,4.482336995997137*pi) q[13];\nu3(3.268904454807654*pi,3.029398321833196*pi,4.099589892412144*pi) q[14];\nRxxyyzz(0.22317959412443322*pi,0.17997594149383112*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.45944712371063995*pi,0.344115394189541*pi,0.15178815805021592*pi) q[1],q[2];\nRxxyyzz(0.3145855749798997*pi,0.1710471911512066*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.35112145889908*pi,0.1500313266369241*pi,0.0*pi) q[13],q[4];\nRxxyyzz(0.4054467160195553*pi,0.21162785409627127*pi,0.0*pi) q[12],q[6];\nRxxyyzz(0.36788727200185056*pi,0.0993994217073696*pi,0.0*pi) q[7],q[11];\nRxxyyzz(0.39344252215918996*pi,0.24869177094563977*pi,0.0*pi) q[9],q[10];\nu3(0.2010023293035331*pi,0.5385177088638071*pi,1.8300075934001723*pi) q[0];\nu3(3.540876821229743*pi,2.160392343006527*pi,4.433424332373987*pi) q[1];\nu3(3.472981880266702*pi,1.841641234633077*pi,4.354948198866781*pi) q[2];\nu3(3.6826811984315686*pi,-0.17110779807628285*pi,3.5080550225583833*pi) q[3];\nu3(3.0996626427120515*pi,-0.37142995033431636*pi,0.8460866854182836*pi) q[4];\nu3(3.5197370553121434*pi,0.8798538442387858*pi,1.380517453613694*pi) q[5];\nu3(3.300042022596959*pi,3.207464896993374*pi,0.8409434265151958*pi) q[6];\nu3(3.496849689109008*pi,0.76317741615109*pi,1.13398714631006*pi) q[7];\nu3(3.286839872746362*pi,-0.3698550222505494*pi,2.2602550822388663*pi) q[8];\nu3(3.153931209040602*pi,2.222348358750235*pi,1.7019420986853078*pi) q[9];\nu3(3.7616126688313583*pi,0.5733376230932832*pi,2.069426002827511*pi) q[10];\nu3(3.323571116586772*pi,0.753049011704948*pi,1.8878229654867362*pi) q[11];\nu3(3.2653502110009245*pi,-0.49914952061001316*pi,3.7724607599877293*pi) q[12];\nu3(3.543489935749857*pi,3.398313259827573*pi,3.5315912047999216*pi) q[13];\nmeasure q[0] -> c[14];\nRxxyyzz(0.4389415927406707*pi,0.2112326406372207*pi,0.0*pi) q[13],q[1];\nRxxyyzz(0.3481239549041879*pi,0.25530573517409927*pi,0.0*pi) q[12],q[2];\nRxxyyzz(0.4600557039317761*pi,0.19023848507577878*pi,0.0*pi) q[7],q[3];\nRxxyyzz(0.39030675486080973*pi,0.2889082117053211*pi,0.05312174517581521*pi) q[9],q[4];\nRxxyyzz(0.3807210237913497*pi,0.30558203496620584*pi,3.84484928720779*pi) q[6],q[5];\nRxxyyzz(0.3988582164135295*pi,0.2509522356462872*pi,0.0*pi) q[8],q[14];\nRxxyyzz(0.2644921908842711*pi,0.06501015258862453*pi,0.0*pi) q[11],q[10];\nu3(3.407766103019365*pi,1.033526413557606*pi,1.8435805962956844*pi) q[1];\nu3(3.5232059162767015*pi,3.4021796299045595*pi,2.1635035584222466*pi) q[2];\nu3(3.5630173003134793*pi,2.8708987463474207*pi,0.7847687945728986*pi) q[3];\nu3(3.815382833591454*pi,1.5538058355638653*pi,0.508377086904729*pi) q[4];\nu3(3.2335779042151147*pi,0.37649707862171644*pi,1.3956238429964336*pi) q[5];\nu3(3.360356500987744*pi,2.443063259936594*pi,1.88624513613557*pi) q[6];\nu3(3.7317260935176355*pi,3.49490803797897*pi,0.5595217095122598*pi) q[7];\nu3(3.4605882136060475*pi,-0.35182845828360465*pi,2.240579324428544*pi) q[8];\nu3(3.450431299515618*pi,1.6175039956014414*pi,0.8472428997247465*pi) q[9];\nu3(3.6166687867067884*pi,-0.20500932817106737*pi,2.2823462643307453*pi) q[10];\nu3(0.4930088701326181*pi,3.2697896689794064*pi,1.3350798923328266*pi) q[11];\nu3(0.6837447194215948*pi,3.368711265418348*pi,1.3652919166075754*pi) q[12];\nu3(3.155008917084631*pi,-0.2848108786979471*pi,1.424262028504117*pi) q[13];\nu3(3.5896402046439153*pi,0.06253584660612121*pi,2.1322130090489573*pi) q[14];\nmeasure q[9] -> c[0];\nmeasure q[14] -> c[1];\nmeasure q[1] -> c[2];\nmeasure q[10] -> c[3];\nmeasure q[3] -> c[4];\nmeasure q[8] -> c[5];\nmeasure q[6] -> c[6];\nmeasure q[11] -> c[7];\nmeasure q[13] -> c[8];\nmeasure q[2] -> c[9];\nmeasure q[5] -> c[10];\nmeasure q[4] -> c[11];\nmeasure q[7] -> c[12];\nmeasure q[12] -> c[13];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.609542932371778*pi,-0.03607304509973874*pi,3.11552110424112*pi) q[0];\nu3(3.205303691086937*pi,2.8408802702333578*pi,2.8515592211798886*pi) q[1];\nu3(3.4505984532015814*pi,2.24712879397946*pi,1.433244266341899*pi) q[2];\nu3(3.5755115402318447*pi,3.0717615092786903*pi,1.8077748253039627*pi) q[3];\nu3(3.21404412290486*pi,0.027770968432457965*pi,1.527007140459494*pi) q[4];\nu3(3.915432234229261*pi,3.2726390349797807*pi,0.5850006183173972*pi) q[5];\nu3(3.597048384740797*pi,-0.3676044260250131*pi,1.400129395978718*pi) q[6];\nu3(3.5038719284151556*pi,2.5937444168200123*pi,1.8269139379641088*pi) q[7];\nu3(3.468344031573231*pi,0.6068359271478474*pi,1.5453255354636894*pi) q[8];\nu3(3.16983248339682*pi,2.5889688774903985*pi,0.6280678617463147*pi) q[9];\nu3(3.3220979515730598*pi,3.1741945254886224*pi,1.2247682967951015*pi) q[10];\nu3(3.605497791264688*pi,2.066870648049477*pi,2.1123828763906074*pi) q[11];\nu3(3.3743996127111484*pi,-0.2205462483806181*pi,2.372807358849486*pi) q[12];\nu3(3.2783510085441496*pi,2.5267683554528118*pi,1.3338305355144688*pi) q[13];\nu3(3.8552007026191966*pi,3.124646417208906*pi,1.9240419869166998*pi) q[14];\nRxxyyzz(0.4769709472741398*pi,0.2836043710630777*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.43529240775455946*pi,0.20115172282097468*pi,0.07647584923143931*pi) q[1],q[3];\nRxxyyzz(0.3501342495137899*pi,0.19743269526131613*pi,0.12608280063011978*pi) q[2],q[7];\nRxxyyzz(0.4328826199307799*pi,0.3307357528732897*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.34931546831528426*pi,0.3297257967895737*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.3760000700294598*pi,0.09175014513520992*pi,0.04951730946411359*pi) q[10],q[14];\nRxxyyzz(0.472795778226733*pi,0.13353277545124098*pi,0.0*pi) q[11],q[12];\nu3(3.7812683946737526*pi,2.724576639684806*pi,1.1428030258354647*pi) q[0];\nu3(3.763093027786713*pi,0.8957052076992666*pi,0.6351863983212698*pi) q[1];\nu3(3.3483764301443824*pi,-0.3740830597701671*pi,0.8430857037308697*pi) q[2];\nu3(3.671446603025588*pi,0.32643006475317227*pi,4.021733984243469*pi) q[3];\nu3(3.826428678259941*pi,1.6612462881915722*pi,1.6350357563252484*pi) q[4];\nu3(3.6792668428934023*pi,0.7456943984434581*pi,1.2745287624366242*pi) q[6];\nu3(3.055149484995222*pi,3.4057279748155485*pi,2.2030854108350217*pi) q[7];\nu3(3.2823510254513546*pi,-0.28887887599727213*pi,3.3461029988432758*pi) q[8];\nu3(3.4267312948129214*pi,-0.1342266367911884*pi,0.9161027027807704*pi) q[9];\nu3(3.2225656354264105*pi,0.10566821035653173*pi,4.273155995653522*pi) q[10];\nu3(3.5141463523389103*pi,3.1629568161649466*pi,2.331879584158969*pi) q[11];\nu3(3.379538903815278*pi,2.642380879115778*pi,0.5946116704973603*pi) q[12];\nu3(3.5990213985090636*pi,0.09028450117264408*pi,2.127390922697579*pi) q[13];\nu3(3.72609138054829*pi,2.804372056169173*pi,3.6373671778440917*pi) q[14];\nRxxyyzz(0.4460803958322801*pi,0.23423314507740892*pi,3.84593031971652*pi) q[0],q[5];\nRxxyyzz(0.20542692225270331*pi,0.10225346138710756*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.4332126711627501*pi,0.23112812636359825*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.46279773477971986*pi,0.10297817738876358*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.38894523844497986*pi,0.1615865741598439*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.4237957921734101*pi,0.289867381509626*pi,0.0*pi) q[7],q[10];\nRxxyyzz(0.4281164887838602*pi,0.15285037926966072*pi,3.9132453207074*pi) q[12],q[13];\nu3(3.3699237494618792*pi,3.0554735447043075*pi,1.3539956518041358*pi) q[0];\nu3(3.729042477770883*pi,3.2047140188287506*pi,4.212640764115513*pi) q[1];\nu3(3.508932067227982*pi,-0.42472641079766893*pi,1.2850262586911878*pi) q[2];\nu3(3.5290642365572715*pi,2.3144548293155793*pi,0.8931818668360698*pi) q[3];\nu3(3.6324021849293255*pi,0.6343935147656077*pi,2.1930265198501893*pi) q[4];\nu3(3.0655282236191335*pi,3.0472883121135634*pi,1.795331363309156*pi) q[5];\nu3(3.500517351233615*pi,1.0997619192705788*pi,1.877415892683003*pi) q[6];\nu3(3.386125090566528*pi,3.0730060835057555*pi,4.03988754016488*pi) q[7];\nu3(3.1807421008749377*pi,0.8923880187243431*pi,1.3072762550907115*pi) q[9];\nu3(3.2838297694638086*pi,0.14656255384352157*pi,1.7129175868888185*pi) q[10];\nu3(3.2810745837774546*pi,0.2755361485830188*pi,1.4146742241575783*pi) q[11];\nu3(3.5458908431722858*pi,0.3455952075661479*pi,1.9477501944068119*pi) q[12];\nu3(3.26971265100003*pi,2.8267038922915964*pi,1.4537092466515933*pi) q[13];\nu3(3.6424630446018638*pi,3.444716562166877*pi,0.5947964230622946*pi) q[14];\nRxxyyzz(0.4598206269134598*pi,0.30966351408695214*pi,0.26062403266249445*pi) q[0],q[6];\nRxxyyzz(0.2857375345519303*pi,0.09647090746561315*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.36691073119847994*pi,0.1920094447996754*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.36521412125480024*pi,0.182269964277622*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.43697763645097*pi,0.16180962880601782*pi,0.08640544073796362*pi) q[11],q[13];\nRxxyyzz(0.36144047758713227*pi,0.2883423558291096*pi,0.0*pi) q[12],q[14];\nu3(3.2888831434641763*pi,-0.05109270472586869*pi,1.0928347338153463*pi) q[0];\nu3(3.183168414500103*pi,2.2341601875200614*pi,0.8112216514285806*pi) q[2];\nu3(3.8975502901784784*pi,1.8163396805039569*pi,1.265522392062814*pi) q[3];\nu3(3.732580351682782*pi,2.8808664272776285*pi,2.0323056618760416*pi) q[4];\nu3(3.748087531140316*pi,-0.3372620358707713*pi,3.6721678176732393*pi) q[5];\nu3(3.601403429588324*pi,-0.3588229963952164*pi,3.5266784815725027*pi) q[6];\nu3(3.104466253651162*pi,3.437970047358334*pi,4.268197678199398*pi) q[8];\nu3(3.719634201123502*pi,-0.20168554000108457*pi,1.3347935712747032*pi) q[10];\nu3(3.323310844456934*pi,0.7984890459563727*pi,4.253008701857822*pi) q[11];\nu3(3.166502963286047*pi,2.83798731880733*pi,0.6936228172052639*pi) q[12];\nu3(3.3275401795839405*pi,0.5547527604071543*pi,3.7513366467963465*pi) q[13];\nu3(3.8263569381702665*pi,1.107444111793901*pi,1.158990968231278*pi) q[14];\nRxxyyzz(0.42976502333111005*pi,0.1945105847579909*pi,3.91999422623795*pi) q[0],q[10];\nRxxyyzz(0.4330062141630503*pi,0.31226494168231567*pi,0.07409568208167965*pi) q[1],q[12];\nRxxyyzz(0.43939284083409*pi,0.34285794791524943*pi,3.938073408931171*pi) q[2],q[13];\nRxxyyzz(0.4297593942183199*pi,0.24657990495168755*pi,3.89548799820036*pi) q[3],q[6];\nRxxyyzz(0.44903364108024985*pi,0.27058513942072715*pi,3.9067276193194*pi) q[4],q[14];\nRxxyyzz(0.35747053715009003*pi,0.24713779241470146*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.4250976938782799*pi,0.28997836183778297*pi,3.90915188996164*pi) q[9],q[11];\nu3(3.2263136791966573*pi,2.144399615170753*pi,2.0690653032400435*pi) q[0];\nu3(3.025895001171801*pi,0.2708032635189722*pi,4.280149233056129*pi) q[1];\nu3(3.4563290788540115*pi,-0.27337537568615966*pi,1.0903971086275817*pi) q[2];\nu3(3.836802255634912*pi,0.6625376274977728*pi,2.0964546267535664*pi) q[3];\nu3(3.64454621589649*pi,-0.32086271911927045*pi,1.1396590233152595*pi) q[4];\nu3(3.630364770170741*pi,0.08162855048579254*pi,4.357496920361023*pi) q[5];\nu3(3.633604082596823*pi,2.59134102345676*pi,1.247259655570092*pi) q[6];\nu3(3.368374881926888*pi,2.929670570075081*pi,0.893821248952593*pi) q[7];\nu3(3.4608425614138243*pi,3.2742570806355435*pi,1.2831561936424452*pi) q[9];\nu3(3.457482659541138*pi,-0.37195765454460117*pi,1.4982348349914885*pi) q[10];\nu3(3.4575369700567493*pi,0.41474632199700934*pi,1.5052651123938159*pi) q[11];\nu3(3.2983322709573324*pi,2.110491189644773*pi,3.5195437931148255*pi) q[12];\nu3(3.5257490874027866*pi,1.0549135538792918*pi,2.4552400656876885*pi) q[13];\nu3(3.234196704092599*pi,2.8324408961385434*pi,0.7429372993354786*pi) q[14];\nRxxyyzz(0.4525302182131198*pi,0.21216284412177533*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.4142418259465699*pi,0.2198116575990494*pi,0.046681856248578374*pi) q[2],q[8];\nRxxyyzz(0.28935333421176945*pi,0.13627234125511667*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.38049213736424997*pi,0.32332883483181096*pi,0.04887862347996025*pi) q[4],q[7];\nRxxyyzz(0.42843661390786025*pi,0.17899379351684802*pi,3.8735388402934*pi) q[5],q[6];\nRxxyyzz(0.41993436875785106*pi,0.1780164228062331*pi,0.0*pi) q[9],q[10];\nRxxyyzz(0.4107925483626499*pi,0.25391364582671105*pi,0.04224775513944746*pi) q[11],q[13];\nu3(3.757841292238831*pi,-0.2044587639475668*pi,4.409183753054958*pi) q[1];\nu3(3.8723020410277487*pi,3.4278510888021216*pi,3.103738448426263*pi) q[2];\nu3(3.466658693853978*pi,-0.18695234985147313*pi,1.148032158800583*pi) q[3];\nu3(3.426136928890903*pi,2.2869084583454526*pi,0.5851007107340037*pi) q[4];\nu3(3.559100105747285*pi,-0.3404216069649514*pi,2.2969455808008687*pi) q[5];\nu3(3.3142362156668375*pi,3.121381131571337*pi,2.0028011246815325*pi) q[6];\nu3(3.665220648778209*pi,0.6325786259741775*pi,4.150605829744077*pi) q[7];\nu3(3.4492298843153124*pi,2.5481337630506977*pi,1.0080984552004668*pi) q[8];\nu3(3.493527777658761*pi,0.04812708069176441*pi,4.081713345326294*pi) q[9];\nu3(3.3381608527140765*pi,-0.37967728692166725*pi,1.2862364118629237*pi) q[10];\nu3(3.406419694299631*pi,3.341085553226242*pi,0.970298039102611*pi) q[11];\nu3(3.52029888190767*pi,1.936540014381778*pi,1.2787452271356448*pi) q[12];\nu3(3.4347206709881766*pi,-0.4718027779870133*pi,1.686084353176092*pi) q[13];\nu3(3.365663577878515*pi,0.1934803454275874*pi,2.1584168856082675*pi) q[14];\nRxxyyzz(0.45063137577557033*pi,0.2803988254642143*pi,0.10931525405774245*pi) q[0],q[6];\nRxxyyzz(0.4308740520293167*pi,0.312196794384791*pi,0.0*pi) q[5],q[1];\nRxxyyzz(0.36372744961236997*pi,0.1997589903707655*pi,3.9030266999168504*pi) q[3],q[4];\nRxxyyzz(0.40072941868700007*pi,0.17264820563991823*pi,0.0*pi) q[7],q[11];\nRxxyyzz(0.4564772150746599*pi,0.24624350327353012*pi,3.93747802296629*pi) q[10],q[8];\nRxxyyzz(0.3880469329683688*pi,0.20845455035093818*pi,0.0*pi) q[9],q[14];\nRxxyyzz(0.3879119988880602*pi,0.18599832331692498*pi,0.1228528213013186*pi) q[13],q[12];\nu3(3.5462633534292998*pi,3.270789531804847*pi,4.374258548410593*pi) q[0];\nu3(3.278690614491654*pi,2.8144800417478186*pi,2.278836388726391*pi) q[1];\nu3(3.672624734898309*pi,2.6943244565594346*pi,1.0191938309530677*pi) q[3];\nu3(3.5021172029441394*pi,0.9067634168892189*pi,0.5167763957660081*pi) q[4];\nu3(3.223612537579946*pi,1.9825415783108715*pi,1.2689215685115594*pi) q[5];\nu3(3.5625035849421005*pi,2.435520500858244*pi,4.454259017532923*pi) q[6];\nu3(3.5831395731113997*pi,-0.35228761777823503*pi,1.7715026099728086*pi) q[7];\nu3(3.1443410382651864*pi,0.09479444515216073*pi,1.165494500244563*pi) q[8];\nu3(3.5990473741704716*pi,2.4459072687817796*pi,1.5037771013527126*pi) q[9];\nu3(3.5297049027897542*pi,-0.016423945993866595*pi,1.6378848088437945*pi) q[10];\nu3(3.44983799517278*pi,0.26297931352652815*pi,1.123029783221705*pi) q[11];\nu3(3.5499999401554696*pi,2.1756619454929926*pi,0.7512735587654076*pi) q[12];\nu3(3.35905451806825*pi,0.5777256009988614*pi,3.7224602124193353*pi) q[13];\nu3(3.617226854143661*pi,-0.2854335698344473*pi,0.614089600131674*pi) q[14];\nRxxyyzz(0.39697937553061025*pi,0.26377486814533335*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.44565848531795194*pi,0.22111916438871557*pi,0.06871887154149373*pi) q[2],q[14];\nRxxyyzz(0.4519474139530002*pi,0.1598930606711103*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.38972187887739007*pi,0.3453706794486072*pi,0.11674246790087199*pi) q[6],q[7];\nRxxyyzz(0.36538426642400024*pi,0.13936333534102308*pi,0.0*pi) q[8],q[12];\nRxxyyzz(0.3677628072045704*pi,0.2362714132945382*pi,3.898861549398451*pi) q[10],q[13];\nu3(3.7825810610411392*pi,-0.3740691772491097*pi,3.7021494877929384*pi) q[0];\nu3(3.3718852531254937*pi,-0.03565332874269783*pi,3.5318292124543955*pi) q[2];\nu3(3.4164242845956605*pi,3.3479758240376496*pi,2.2480081512653394*pi) q[3];\nu3(3.7295092799498155*pi,-0.23530413007855844*pi,1.2091013971728715*pi) q[4];\nu3(3.414749409593051*pi,3.2524652049049076*pi,1.15911212956847*pi) q[6];\nu3(3.751642734448391*pi,2.005929229386856*pi,4.413076110231776*pi) q[7];\nu3(3.7823810433989467*pi,3.284606681262308*pi,4.379452153741598*pi) q[8];\nu3(3.6092821503191947*pi,-0.10379439575844701*pi,1.956615993355979*pi) q[10];\nu3(3.8039089285496726*pi,0.4499556174167798*pi,1.6041905146613928*pi) q[11];\nu3(3.4586797925534913*pi,-0.09293088198762112*pi,1.6432185768582719*pi) q[12];\nu3(3.3274718680183533*pi,2.4521263476877664*pi,2.0994892971990384*pi) q[13];\nu3(3.1655080892833074*pi,2.926773711099087*pi,4.271983313505142*pi) q[14];\nRxxyyzz(0.4209799728536301*pi,0.29674109879438754*pi,0.13377918980697245*pi) q[0],q[11];\nRxxyyzz(0.4415082834460101*pi,0.2193851000485072*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.4673855545624903*pi,0.23125031127107132*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.4868905905967603*pi,0.20215249396374457*pi,0.0*pi) q[10],q[4];\nRxxyyzz(0.33418495619989996*pi,0.1492780887193842*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.3445687856651346*pi,0.21993865306776395*pi,0.0*pi) q[6],q[8];\nu3(3.4140573030521235*pi,2.6205833512257493*pi,1.2909272567589236*pi) q[0];\nu3(3.5798539759337893*pi,0.8327814670471523*pi,1.7100785303645938*pi) q[1];\nu3(3.67461567693297*pi,2.605165437476406*pi,1.1220723351918562*pi) q[3];\nu3(3.581358681067678*pi,-0.19215473741537825*pi,1.7064700224923794*pi) q[4];\nu3(3.7065058840822056*pi,1.382767959519791*pi,1.9107766579864964*pi) q[5];\nu3(3.158813404939255*pi,-0.4703301492709364*pi,3.1626063924788586*pi) q[6];\nu3(3.170817931827217*pi,-0.2775631187189005*pi,1.1600402915082446*pi) q[8];\nu3(3.525683077315725*pi,-0.41560196758097007*pi,0.5518231999096568*pi) q[9];\nu3(3.7191569674151905*pi,-0.03860028346716915*pi,4.192429993667329*pi) q[10];\nu3(3.6389353783804226*pi,2.892785817026513*pi,3.2464310216874064*pi) q[11];\nu3(3.547247558956902*pi,3.2172801616043207*pi,2.0453412859585898*pi) q[12];\nu3(3.2059597407781983*pi,0.05765450498342961*pi,0.9686798564409026*pi) q[13];\nRxxyyzz(0.23751281581598094*pi,0.10461515677120392*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.3826772844197295*pi,0.18224009483136516*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.44836711445123*pi,0.38399895717203186*pi,0.0*pi) q[12],q[3];\nRxxyyzz(0.42939760510112945*pi,0.3517075304729878*pi,0.07099727367267898*pi) q[4],q[7];\nRxxyyzz(0.42213556806389*pi,0.24709648837621526*pi,0.13813037209396398*pi) q[9],q[10];\nRxxyyzz(0.3578811724411502*pi,0.20814607131730511*pi,3.8676889012843105*pi) q[14],q[13];\nu3(3.677895146783507*pi,-0.026609808205721786*pi,3.162602541658824*pi) q[0];\nu3(3.67828721463317*pi,-0.2982040039822146*pi,1.1609799210201395*pi) q[1];\nu3(3.1974693856534895*pi,3.2831660809187593*pi,2.735717417818023*pi) q[3];\nu3(3.7062594488877427*pi,0.09344707816250064*pi,4.204334185076503*pi) q[4];\nu3(3.281335143244563*pi,0.7623447251501283*pi,1.540764936177466*pi) q[5];\nu3(3.2052196197470657*pi,0.176912802604543*pi,3.305303873848361*pi) q[7];\nu3(3.6834507974043054*pi,1.0261532978245334*pi,4.218518149476074*pi) q[9];\nu3(3.1901095580913696*pi,2.7574685449256338*pi,1.0562433108922218*pi) q[10];\nu3(3.0682282861895276*pi,2.809855472628426*pi,1.538649490584283*pi) q[11];\nu3(3.745160251626664*pi,2.3646604017801565*pi,4.359203736156708*pi) q[12];\nu3(3.1053509653615725*pi,2.783023874978525*pi,2.4686272858267078*pi) q[13];\nu3(3.34886829477522*pi,0.22238954274386147*pi,1.5301101876077512*pi) q[14];\nRxxyyzz(0.45741244693815064*pi,0.10291690118889041*pi,0.0*pi) q[7],q[0];\nRxxyyzz(0.3987856013007002*pi,0.26181250722076055*pi,0.0*pi) q[5],q[1];\nRxxyyzz(0.3873944528777403*pi,0.21030199126808702*pi,0.039482086856731095*pi) q[2],q[13];\nRxxyyzz(0.428880827512895*pi,0.23865110429702685*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.39904529295633007*pi,0.23721184630561787*pi,3.86663512988949*pi) q[10],q[4];\nRxxyyzz(0.4306142071814198*pi,0.28974407202848523*pi,3.947726985755841*pi) q[8],q[12];\nRxxyyzz(0.3704160441721802*pi,0.24031641657449102*pi,3.9110304369852606*pi) q[11],q[14];\nu3(3.3603509593423944*pi,3.4145170375324434*pi,4.299614974649561*pi) q[0];\nu3(3.7180194001096347*pi,0.4851831810437591*pi,1.7530384036749358*pi) q[1];\nu3(3.502514044698615*pi,3.4582383685913314*pi,1.450852099113466*pi) q[2];\nu3(3.697768867391729*pi,-0.3637720038746248*pi,1.5886536716114312*pi) q[3];\nu3(3.6831886080256826*pi,1.3184310878044032*pi,1.685129283980972*pi) q[4];\nu3(3.333741710739396*pi,0.8420781032775388*pi,2.016174397330027*pi) q[5];\nu3(3.579215232749835*pi,3.3062099225258894*pi,1.8625194128150957*pi) q[6];\nu3(3.16956020213408*pi,0.6490439622709656*pi,0.740046742011836*pi) q[7];\nu3(3.4758677649220515*pi,0.3422050321306236*pi,0.6390174250331095*pi) q[8];\nu3(3.2622198366406634*pi,-0.08279948634778583*pi,2.3299495870943563*pi) q[10];\nu3(3.5819867956600135*pi,0.07334190384612516*pi,1.7737774260839858*pi) q[11];\nu3(3.4679373179168875*pi,2.1360572414816255*pi,0.6658468296570033*pi) q[12];\nu3(3.3097767494570633*pi,-0.407192236333211*pi,0.9507748298953029*pi) q[13];\nu3(3.34371931010659*pi,3.2188468596459763*pi,1.842029323312266*pi) q[14];\nRxxyyzz(0.34772265803054964*pi,0.2547685275821059*pi,3.94067080310275*pi) q[0],q[8];\nRxxyyzz(0.40886900785406066*pi,0.3058719160337271*pi,0.0*pi) q[14],q[1];\nRxxyyzz(0.19954518038858027*pi,0.1908521649352377*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.38429056720231014*pi,0.1462203875470396*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.3399723962848097*pi,0.1776597463812133*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.37530158501692146*pi,0.1351917249605088*pi,0.0*pi) q[10],q[6];\nRxxyyzz(0.43127013134554026*pi,0.32958695792467607*pi,0.0*pi) q[9],q[11];\nu3(3.2501544491540333*pi,3.153984485949124*pi,0.6716953946634796*pi) q[0];\nu3(3.846264694647466*pi,0.7603140004444489*pi,0.9009077950036166*pi) q[1];\nu3(3.526233988301522*pi,3.116494085698082*pi,1.304058732093031*pi) q[2];\nu3(3.7901947850589663*pi,2.9258860974326484*pi,1.1205454770683345*pi) q[3];\nu3(3.63272990691478*pi,-0.08825351983191959*pi,2.1766518282347236*pi) q[4];\nu3(3.4960214845091424*pi,2.2744230436460846*pi,1.6082683094062598*pi) q[5];\nu3(3.319481369182336*pi,3.1927557377388416*pi,0.5563020608162073*pi) q[6];\nu3(3.140787808955423*pi,3.0226511305280477*pi,2.058563596569644*pi) q[8];\nu3(3.5282519889487327*pi,0.2608089274296922*pi,1.787148207063196*pi) q[9];\nu3(3.8375757228171476*pi,-0.13106858555132084*pi,0.920393139821579*pi) q[10];\nu3(3.570206828861813*pi,-0.09679276804646852*pi,2.2485105285679037*pi) q[11];\nu3(3.5221736807441584*pi,-0.2427294944149994*pi,2.416198722740285*pi) q[12];\nu3(3.812348562699523*pi,0.7033651182295113*pi,0.9698125219878153*pi) q[13];\nu3(3.709444610728745*pi,0.6510815660943532*pi,0.9544441215265909*pi) q[14];\nRxxyyzz(0.32465950425633994*pi,0.21198580022649027*pi,3.9484809837812893*pi) q[5],q[0];\nRxxyyzz(0.44293975539913966*pi,0.38518979132794506*pi,0.0*pi) q[12],q[1];\nRxxyyzz(0.45060256590604997*pi,0.2902123157466274*pi,0.13387380005315025*pi) q[2],q[13];\nRxxyyzz(0.48172571981428036*pi,0.3156498111223951*pi,0.0*pi) q[9],q[3];\nRxxyyzz(0.4634856739423957*pi,0.23915599254502418*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.1314290542607619*pi,0.10461405376879662*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.4273093024426924*pi,0.23215062538428022*pi,0.0*pi) q[11],q[8];\nu3(3.450396832931551*pi,2.6915199001533647*pi,1.377779802380979*pi) q[0];\nu3(3.7404062328615257*pi,-0.14504803359476348*pi,1.092558632577242*pi) q[1];\nu3(3.209774892508327*pi,0.3032572843007878*pi,4.2501324298095895*pi) q[2];\nu3(3.379540110317348*pi,0.7650949287662407*pi,0.9619251648242328*pi) q[3];\nu3(3.5076338178571365*pi,0.5296749708874322*pi,1.4226718756227617*pi) q[4];\nu3(3.7622488175355824*pi,-0.20957076973439215*pi,3.3164055625961137*pi) q[5];\nu3(3.6142860830891474*pi,2.0686280295673356*pi,0.9402172181853183*pi) q[6];\nu3(3.681309214773969*pi,2.7703098209938175*pi,2.091739021237766*pi) q[7];\nu3(3.59575699947176*pi,3.226242635933078*pi,0.9133040938206074*pi) q[8];\nu3(3.754677673653361*pi,2.845094847726502*pi,1.3959450926532941*pi) q[9];\nu3(3.6212056899750533*pi,2.49079258126431*pi,0.926449275906176*pi) q[11];\nu3(3.705678264820881*pi,3.409932516247453*pi,0.6454525097676026*pi) q[12];\nu3(3.56497508059097*pi,2.276349438180687*pi,4.368425551310442*pi) q[13];\nu3(3.622827138623232*pi,-0.48118151077217414*pi,1.5071202778857964*pi) q[14];\nRxxyyzz(0.4256844435197902*pi,0.20826643084252927*pi,0.18113092046308849*pi) q[0],q[4];\nRxxyyzz(0.43433850243336014*pi,0.3742554134302958*pi,0.12085747494325716*pi) q[14],q[1];\nRxxyyzz(0.45480741221064314*pi,0.15314373770353673*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.3298698587490599*pi,0.2348480888711575*pi,3.925486633556381*pi) q[10],q[3];\nRxxyyzz(0.3932463087343398*pi,0.284744282370733*pi,0.06589576254729747*pi) q[5],q[9];\nRxxyyzz(0.48519236277361*pi,0.20812112561582397*pi,0.0*pi) q[12],q[13];\nu3(3.4006111296497266*pi,-0.3566090846429506*pi,3.1917936894870707*pi) q[0];\nu3(3.5498770531673984*pi,0.7463471981345324*pi,3.993191428178398*pi) q[1];\nu3(3.0255727324340578*pi,3.062487685637525*pi,1.9475238232184173*pi) q[2];\nu3(3.410520643382637*pi,2.5021790928160508*pi,1.1835243261734496*pi) q[3];\nu3(3.4540025883709857*pi,1.300575875111918*pi,1.2801358053527714*pi) q[4];\nu3(3.4420965940462365*pi,3.270208192667307*pi,1.9088205472092319*pi) q[5];\nu3(3.6040775113292542*pi,0.9664382085632239*pi,1.2643014691248462*pi) q[6];\nu3(3.365347653197674*pi,2.6376887901945896*pi,3.9993268044108756*pi) q[9];\nu3(3.5586669396957085*pi,0.8222638985034161*pi,0.7150777512075694*pi) q[10];\nu3(3.520315013723342*pi,-0.10859450003284932*pi,0.7137286711510026*pi) q[12];\nu3(3.3278909323806207*pi,0.6585213516573272*pi,0.7235321360555548*pi) q[13];\nu3(3.6443713649931055*pi,0.5618998516005527*pi,2.0353630743792084*pi) q[14];\nmeasure q[2] -> c[2];\nmeasure q[6] -> c[10];\nRxxyyzz(0.2855637015561089*pi,0.1510374028175543*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.41393052899845084*pi,0.3557575468813221*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.4010757134682099*pi,0.3356070761081094*pi,3.857294538375159*pi) q[12],q[3];\nRxxyyzz(0.3367672753756804*pi,0.21240823330375613*pi,0.0*pi) q[8],q[4];\nRxxyyzz(0.4874190695475935*pi,0.22896535039495447*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.19568552166287956*pi,0.15419257701296574*pi,0.0*pi) q[7],q[10];\nu3(0.13256155283063056*pi,-0.31713008276392685*pi,2.3010488336252743*pi) q[0];\nu3(3.203287114485124*pi,0.13918782019610765*pi,4.334769467785891*pi) q[1];\nu3(3.254266214888185*pi,-0.22760533629587265*pi,1.8678968094758797*pi) q[3];\nu3(3.692391169378558*pi,0.8822711515329327*pi,2.05994941944578*pi) q[4];\nu3(3.8208402144109868*pi,3.183606606199403*pi,1.1379439664579594*pi) q[5];\nu3(3.5940076567513066*pi,0.5410387484434744*pi,2.0599370333767917*pi) q[7];\nu3(3.582334712661356*pi,2.8142250087322305*pi,0.8711242669399932*pi) q[8];\nu3(3.2710074648994287*pi,-0.05440569083276309*pi,2.3029026488533395*pi) q[9];\nu3(3.666317078414037*pi,0.295204592896279*pi,0.7830706603994597*pi) q[10];\nu3(3.2016916114182425*pi,2.875254122280893*pi,1.113200070107089*pi) q[11];\nu3(3.5552228226418343*pi,-0.357633773353768*pi,0.598604275434226*pi) q[12];\nu3(3.4241403248460287*pi,-0.10155787257497761*pi,2.2026068872597593*pi) q[13];\nmeasure q[0] -> c[8];\nRxxyyzz(0.39247478322905*pi,0.338173014411138*pi,0.10941640298757621*pi) q[9],q[1];\nRxxyyzz(0.4670060811081399*pi,0.27581879570050116*pi,0.0*pi) q[7],q[3];\nRxxyyzz(0.4095158027156599*pi,0.3077098423749831*pi,0.0*pi) q[10],q[4];\nRxxyyzz(0.42780882888481386*pi,0.36900274931615284*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.4555835115239999*pi,0.4298127893100876*pi,3.9248716512826896*pi) q[8],q[11];\nRxxyyzz(0.3511751730759203*pi,0.21404990315639028*pi,0.10491230052107792*pi) q[14],q[12];\nu3(3.6289777312990203*pi,2.1975264939948325*pi,0.7895428635327685*pi) q[1];\nu3(3.752527126059568*pi,1.0571142187781966*pi,1.4320881644176828*pi) q[3];\nu3(3.2971179565324107*pi,-0.026969933416333913*pi,1.3373950855258334*pi) q[4];\nu3(3.289210211319258*pi,2.71116137906699*pi,0.7421913168428577*pi) q[5];\nu3(3.5944165610995085*pi,3.0754235695662664*pi,0.7288025373626219*pi) q[7];\nu3(3.4178982724830775*pi,2.4330578966917527*pi,1.3484081769674305*pi) q[8];\nu3(3.745392771379608*pi,-0.49975111565678315*pi,1.1497866444759632*pi) q[9];\nu3(3.2268725745753404*pi,0.4889571625288207*pi,4.36420770064704*pi) q[10];\nu3(3.7617652179487946*pi,2.952833504409913*pi,4.072729909661441*pi) q[11];\nu3(2.2047223167596117*pi,1.0972227843750004*pi,4.398689540855846*pi) q[12];\nu3(3.3431647849839377*pi,2.880612379855539*pi,0.567927368705873*pi) q[13];\nu3(3.459778721779072*pi,2.84843737178651*pi,1.547548290142272*pi) q[14];\nmeasure q[8] -> c[0];\nmeasure q[14] -> c[1];\nmeasure q[11] -> c[3];\nmeasure q[10] -> c[4];\nmeasure q[7] -> c[5];\nmeasure q[12] -> c[6];\nmeasure q[9] -> c[7];\nmeasure q[13] -> c[9];\nmeasure q[3] -> c[11];\nmeasure q[5] -> c[12];\nmeasure q[1] -> c[13];\nmeasure q[4] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.5164058858668534*pi,3.042410663809643*pi,3.1503134550954126*pi) q[0];\nu3(3.190302230954055*pi,0.7203024580711572*pi,0.5488525636217794*pi) q[1];\nu3(3.296322783555508*pi,2.713932008111792*pi,3.5415278169669318*pi) q[2];\nu3(3.254840302750092*pi,-0.34236515505537257*pi,0.5986323100266233*pi) q[3];\nu3(3.818362618166666*pi,-0.28854877782404786*pi,2.5024332584254383*pi) q[4];\nu3(3.360100244273479*pi,3.1721863379993334*pi,0.5663459152146345*pi) q[5];\nu3(3.7488263240098028*pi,2.8477739415132506*pi,2.980977626256619*pi) q[6];\nu3(3.6309796830742975*pi,3.4346762248396*pi,1.0337531999510134*pi) q[7];\nu3(3.6600739752829385*pi,3.3708818581736764*pi,2.9596736069947482*pi) q[8];\nu3(3.725725082591461*pi,0.7697057299508987*pi,3.7210595302596596*pi) q[9];\nu3(3.5198745636207893*pi,-0.16090819635525166*pi,4.284345736967574*pi) q[10];\nu3(3.623062284528606*pi,0.49743293683936574*pi,4.121495877806558*pi) q[11];\nu3(3.532839083291349*pi,-0.034887957041398354*pi,2.0240214444975457*pi) q[12];\nu3(3.304088516370361*pi,0.18052839345814053*pi,4.049014417514421*pi) q[13];\nu3(3.46955229920205*pi,0.23826062632633482*pi,1.1753800585041714*pi) q[14];\nRxxyyzz(0.43556186111013007*pi,0.32058921737220747*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.3846655374979506*pi,0.3044532600101847*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.40797224411203026*pi,0.2828363654040445*pi,3.887998418056151*pi) q[4],q[14];\nRxxyyzz(0.3784608177793101*pi,0.18346695560629253*pi,3.9170355014847402*pi) q[5],q[11];\nRxxyyzz(0.20636776608962004*pi,0.16160338944061758*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.3813751722661197*pi,0.13509501833101706*pi,0.05145091629550306*pi) q[8],q[10];\nRxxyyzz(0.34067908948197945*pi,0.2754103315408294*pi,3.8651557997324097*pi) q[9],q[13];\nu3(3.7236201214416704*pi,0.7768658941506223*pi,2.157046496159544*pi) q[0];\nu3(3.7390817164807726*pi,3.336857659727597*pi,1.4101085342611417*pi) q[1];\nu3(3.5368506932691774*pi,2.055223267567465*pi,0.9598699034220476*pi) q[2];\nu3(3.2134609637404874*pi,0.6268492792771485*pi,1.5233757967927959*pi) q[3];\nu3(3.2344362883432534*pi,-0.0465611336913902*pi,1.3352757251841239*pi) q[4];\nu3(3.4897146076800367*pi,2.676646160565338*pi,0.9080891111449971*pi) q[5];\nu3(3.536938310472549*pi,2.3313939356543147*pi,2.0439698141861973*pi) q[7];\nu3(3.4214709505852*pi,2.814143605952661*pi,0.6979831243775113*pi) q[8];\nu3(3.5465461414160093*pi,0.1713996415516792*pi,1.6792611712489915*pi) q[9];\nu3(3.29890348657049*pi,2.676417658906572*pi,4.420434523587447*pi) q[10];\nu3(3.3298403198012836*pi,-0.39243757684720737*pi,2.2137787865326146*pi) q[11];\nu3(3.6018380401359336*pi,0.19287237132793833*pi,2.428187696890136*pi) q[12];\nu3(3.4339364899440805*pi,3.4825792362463694*pi,0.7253546465778382*pi) q[13];\nu3(3.641314497723931*pi,0.28718988418561653*pi,1.7144765806833009*pi) q[14];\nRxxyyzz(0.42067043364452994*pi,0.39851166331604637*pi,0.07436504022393109*pi) q[0],q[2];\nRxxyyzz(0.3944132645425801*pi,0.1397588147153197*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.2586495990640397*pi,0.12999951343738658*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.4603793353674903*pi,0.13815379411242368*pi,0.04498863702489957*pi) q[4],q[8];\nRxxyyzz(0.43466263302064023*pi,0.12012838186337604*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.42070229376464263*pi,0.17688244540790254*pi,0.0*pi) q[10],q[11];\nRxxyyzz(0.38979807252487003*pi,0.3284734716074494*pi,3.8894595392787394*pi) q[12],q[13];\nu3(3.4826056559443175*pi,2.9013514905829356*pi,0.6069903149033102*pi) q[0];\nu3(3.2964423001789176*pi,0.781603382904716*pi,1.7807790790168245*pi) q[1];\nu3(3.935249780353225*pi,-0.34595321874537616*pi,4.006342657601577*pi) q[2];\nu3(3.216943380989706*pi,-0.4382741471692939*pi,3.898654942644878*pi) q[3];\nu3(3.554110911957543*pi,3.4739553903842193*pi,2.7463163094293166*pi) q[4];\nu3(3.486538926352035*pi,0.15987278326554488*pi,4.3932980594954625*pi) q[5];\nu3(3.901820331921794*pi,2.658627697182732*pi,1.838545515603355*pi) q[7];\nu3(3.246021641457086*pi,-0.44633390733811357*pi,4.268183889147244*pi) q[8];\nu3(3.556950046492932*pi,-0.03289369428542699*pi,2.2326342031871445*pi) q[9];\nu3(3.2183383784420183*pi,-0.22825471133453257*pi,3.8565337070099295*pi) q[10];\nu3(3.389383628714927*pi,-0.32419210463010795*pi,0.6804480712315231*pi) q[11];\nu3(3.801684814038145*pi,2.0454143017020017*pi,0.9058620254830272*pi) q[12];\nu3(3.1044169509988997*pi,2.2509563771046235*pi,0.972236639051685*pi) q[13];\nu3(3.577609780847741*pi,2.517914903614696*pi,1.8654537660656623*pi) q[14];\nRxxyyzz(0.3940018580207202*pi,0.3167531377245642*pi,0.07754291857585205*pi) q[0],q[10];\nRxxyyzz(0.3345935760702706*pi,0.23194082906065927*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.4292677244298596*pi,0.22045577235877573*pi,3.8818493334046007*pi) q[2],q[5];\nRxxyyzz(0.38193394808219017*pi,0.23503263079002645*pi,3.9072170535222708*pi) q[9],q[3];\nRxxyyzz(0.4055111367077999*pi,0.28284097438409894*pi,3.9219776482396007*pi) q[14],q[6];\nRxxyyzz(0.3654642592734848*pi,0.24132352076065322*pi,3.87939552193984*pi) q[11],q[12];\nu3(3.1667231533386495*pi,0.878584606638793*pi,0.6199487442543483*pi) q[0];\nu3(3.552525911192895*pi,2.9713822147799105*pi,3.8739385091859417*pi) q[1];\nu3(3.6359877981856665*pi,0.6290882054250968*pi,1.2842237655266326*pi) q[2];\nu3(3.1510468008108954*pi,2.7239098004145754*pi,0.6484529451569441*pi) q[3];\nu3(3.72696782640679*pi,2.028211175586993*pi,0.5640943400756417*pi) q[5];\nu3(3.5508590708089898*pi,-0.49382095270406334*pi,1.2580728490239945*pi) q[6];\nu3(3.502187755615361*pi,2.0970398274814093*pi,0.5489591279322026*pi) q[9];\nu3(3.428068299628652*pi,2.751376988659098*pi,1.4842626140591981*pi) q[10];\nu3(3.651911262582484*pi,2.2267729459812204*pi,0.8702575828836658*pi) q[11];\nu3(3.3563029152466344*pi,1.9356870529867587*pi,2.0665522435200625*pi) q[12];\nu3(3.6440870811824704*pi,-0.20811021653379513*pi,1.7199161258723805*pi) q[13];\nu3(3.041694808988946*pi,3.3223736116651814*pi,1.7068684624389634*pi) q[14];\nRxxyyzz(0.3074126041286611*pi,0.13726557459280597*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.4669151277187359*pi,0.13683329651718168*pi,0.0*pi) q[6],q[1];\nRxxyyzz(0.4708459003319394*pi,0.28391617432757776*pi,0.0*pi) q[14],q[4];\nRxxyyzz(0.4393973854893388*pi,0.3494705638132152*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.41471269778121445*pi,0.18868219116845164*pi,0.0*pi) q[8],q[10];\nRxxyyzz(0.40889600089900524*pi,0.21516319999045033*pi,3.901011530783057*pi) q[9],q[13];\nu3(3.5377760838922216*pi,3.497245719115379*pi,1.1278626099207745*pi) q[0];\nu3(3.512940031966944*pi,0.46795365707336156*pi,1.0409926596498735*pi) q[1];\nu3(3.0783137210267633*pi,2.387963254048893*pi,1.934416756188163*pi) q[2];\nu3(3.3638547099157803*pi,0.08922381738131235*pi,4.475359549020473*pi) q[4];\nu3(3.340507509387111*pi,2.542522431630479*pi,1.4947184960869977*pi) q[5];\nu3(3.110027802971398*pi,3.467670336898232*pi,0.7238305950913448*pi) q[6];\nu3(3.312508475067773*pi,2.616369477897165*pi,2.4916961131291875*pi) q[7];\nu3(3.4408844861933465*pi,0.023868059812390152*pi,2.4981098200627874*pi) q[8];\nu3(3.4362573325631067*pi,-0.34501073567130636*pi,1.0843736800125678*pi) q[9];\nu3(3.2346215540655106*pi,-0.14430909014251297*pi,2.3894255776692046*pi) q[10];\nu3(3.1621820474130984*pi,0.906196619553246*pi,2.0867362991084994*pi) q[13];\nu3(3.7741501186187367*pi,2.1520240013719723*pi,1.041185770980157*pi) q[14];\nRxxyyzz(0.4212423233705399*pi,0.2763105878412465*pi,3.9112849999401096*pi) q[0],q[1];\nRxxyyzz(0.42433110308955035*pi,0.11265261956126615*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.41915690259421623*pi,0.23252470072703257*pi,0.0*pi) q[4],q[3];\nRxxyyzz(0.44667399465070007*pi,0.06626514154344544*pi,0.054056218693263575*pi) q[5],q[12];\nRxxyyzz(0.31408695954830007*pi,0.17633906345299044*pi,0.06721574256922835*pi) q[14],q[8];\nRxxyyzz(0.37651803601785994*pi,0.2518947903993941*pi,0.0*pi) q[10],q[11];\nu3(3.752642737995083*pi,-0.4129255421180714*pi,1.1330446070884022*pi) q[0];\nu3(3.338651833480795*pi,0.4578695901160843*pi,0.5967107564239402*pi) q[1];\nu3(3.2032578239880536*pi,0.4679170718554111*pi,1.6820651553135697*pi) q[2];\nu3(3.465600935925145*pi,0.30103186049961583*pi,0.7649594934400981*pi) q[3];\nu3(3.6539980915205703*pi,1.2577190772211693*pi,1.419216477441592*pi) q[4];\nu3(3.4953029334827206*pi,2.8660348460201632*pi,3.3608245619989607*pi) q[5];\nu3(3.3078792272088036*pi,-0.18832168157448037*pi,0.6404262261240108*pi) q[6];\nu3(3.3907910872014018*pi,3.0238701831772263*pi,3.6936868973451022*pi) q[8];\nu3(3.211776244697805*pi,2.2525997522242083*pi,1.0295619556149727*pi) q[10];\nu3(3.398930980954031*pi,2.6669998084588884*pi,0.8205624076400244*pi) q[11];\nu3(3.654693537713261*pi,2.975338439690823*pi,1.8139805487135954*pi) q[12];\nu3(3.4408054853101944*pi,3.2818086506822253*pi,1.1808208906706794*pi) q[14];\nRxxyyzz(0.4065588869645903*pi,0.2774572071776601*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.39353833550435047*pi,0.27402217999687817*pi,0.0*pi) q[7],q[1];\nRxxyyzz(0.35731723726037945*pi,0.205814357837113*pi,3.87415004942475*pi) q[3],q[14];\nRxxyyzz(0.3506026618938796*pi,0.13674315850790375*pi,3.954790232746401*pi) q[11],q[4];\nRxxyyzz(0.4288207184494502*pi,0.3335441773547363*pi,0.18914062419515684*pi) q[10],q[8];\nu3(3.461161392950317*pi,2.6714548663495687*pi,4.471752704730453*pi) q[0];\nu3(3.5421544481696836*pi,2.392032062072278*pi,0.7476536733002338*pi) q[1];\nu3(3.3102510311792437*pi,-0.4941203499243*pi,2.4260420846824626*pi) q[3];\nu3(3.221727459546291*pi,3.1373408468528874*pi,1.2350597015050275*pi) q[4];\nu3(3.198591409888816*pi,0.02428381012519165*pi,0.721934879480945*pi) q[5];\nu3(3.1798087062808125*pi,-0.3190751192319663*pi,3.7676809021448365*pi) q[7];\nu3(3.6376401289057654*pi,1.8839222511474434*pi,0.7229638542937049*pi) q[8];\nu3(3.226496633163616*pi,1.003605416263051*pi,4.192180578564728*pi) q[10];\nu3(3.580210206142271*pi,0.9364313039433279*pi,1.446354206376069*pi) q[11];\nu3(3.5647894167298624*pi,1.6560056112518327*pi,1.6165280138030536*pi) q[14];\nRxxyyzz(0.43781397927179994*pi,0.14852126218335832*pi,0.08121602169885199*pi) q[2],q[10];\nRxxyyzz(0.3297182575181198*pi,0.22657689484905008*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.3996919366982495*pi,0.16197701514119395*pi,3.9098546016980507*pi) q[14],q[4];\nRxxyyzz(0.4342385770270601*pi,0.18650525565571743*pi,3.9427179545038697*pi) q[8],q[6];\nRxxyyzz(0.3689022220826299*pi,0.14853068743622222*pi,3.897025523244441*pi) q[13],q[11];\nu3(3.284995719898557*pi,1.705588013616964*pi,0.6794058043466671*pi) q[2];\nu3(3.876024203824545*pi,3.242967793271128*pi,0.836273332597631*pi) q[3];\nu3(3.7128353144526782*pi,2.38677934310398*pi,2.1420995098466937*pi) q[4];\nu3(3.4572830120595537*pi,3.380570112932561*pi,2.1834344626165425*pi) q[6];\nu3(3.754425301491404*pi,-0.16765905479879406*pi,1.9615908190770366*pi) q[8];\nu3(3.6392945443175724*pi,1.0383371906862184*pi,4.39666718255183*pi) q[10];\nu3(3.9470409886029594*pi,-0.2242668924510452*pi,1.0285512035840814*pi) q[11];\nu3(3.299574284016695*pi,2.208996745437287*pi,2.1593629157987264*pi) q[12];\nu3(3.80221910635085*pi,2.596195452807783*pi,1.4867803935680335*pi) q[13];\nu3(3.144407282604495*pi,2.4671712654966256*pi,2.13128488373588*pi) q[14];\nRxxyyzz(0.4185165569573898*pi,0.3509449848872191*pi,3.7969417305803894*pi) q[0],q[6];\nRxxyyzz(0.4519883301626707*pi,0.12688796878385145*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.4397576321939898*pi,0.23542824898470027*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.40195177285227024*pi,0.33888081313085905*pi,0.0*pi) q[11],q[4];\nRxxyyzz(0.45266632970548004*pi,0.15477541292216146*pi,0.0*pi) q[10],q[5];\nRxxyyzz(0.4205734948080302*pi,0.38137508586733126*pi,0.2370880421835242*pi) q[14],q[8];\nu3(3.311736836996781*pi,-0.23915957558490042*pi,1.6477799046262245*pi) q[0];\nu3(3.848956580090299*pi,-0.1824824717641334*pi,2.491891092333396*pi) q[2];\nu3(3.288354915152721*pi,0.8668269144010088*pi,1.2844995515060238*pi) q[3];\nu3(3.3019478915431337*pi,0.7305644452351121*pi,1.2297078248262074*pi) q[4];\nu3(3.6951194511818053*pi,0.8339998708118348*pi,1.181848530196005*pi) q[5];\nu3(3.638652639533376*pi,0.14892815815167604*pi,2.408024855735089*pi) q[6];\nu3(3.7328103601415004*pi,2.043814852718895*pi,0.8247645492694733*pi) q[8];\nu3(3.1492959298726784*pi,3.194225555130659*pi,0.6488075717208535*pi) q[9];\nu3(3.5051107570348483*pi,0.7675997224319762*pi,1.6693197376995077*pi) q[10];\nu3(3.8955782307268247*pi,-0.16807727086352203*pi,0.7323965841536602*pi) q[11];\nu3(3.379335265848566*pi,-0.3415324114522174*pi,0.8038525979022801*pi) q[13];\nu3(3.5006943210021406*pi,0.9540115025991005*pi,3.564581594839532*pi) q[14];\nRxxyyzz(0.2220028289758699*pi,0.1780877556612075*pi,0.05280264175944627*pi) q[0],q[14];\nRxxyyzz(0.33213668563625875*pi,0.16910750064435698*pi,0.0*pi) q[13],q[1];\nRxxyyzz(0.3483751332110302*pi,0.2478936032588761*pi,0.053281467216706346*pi) q[2],q[12];\nRxxyyzz(0.4297941607293644*pi,0.12023925417628234*pi,0.0*pi) q[6],q[4];\nRxxyyzz(0.44917563000463*pi,0.2968713842592428*pi,0.2175278606094658*pi) q[5],q[8];\nRxxyyzz(0.4034759149182801*pi,0.1375278911982396*pi,0.10482137475911772*pi) q[7],q[11];\nRxxyyzz(0.3374729824726297*pi,0.2323952549084154*pi,0.0*pi) q[9],q[10];\nu3(3.3620549288796364*pi,3.432462603343317*pi,0.930053505117972*pi) q[0];\nu3(3.8479009931603017*pi,0.3715758063622211*pi,0.5231465751732848*pi) q[1];\nu3(3.660513739348409*pi,0.7421586720794031*pi,0.9005137443317346*pi) q[2];\nu3(3.38501777108967*pi,1.0802263120364377*pi,1.1531226078221408*pi) q[4];\nu3(3.822329039835269*pi,0.7380275826858895*pi,4.309561565649284*pi) q[5];\nu3(3.610734313206412*pi,2.347562848052073*pi,1.9827859712981453*pi) q[6];\nu3(3.1934477814639024*pi,3.079337381501275*pi,3.1359984766624214*pi) q[7];\nu3(3.3352272054779264*pi,0.7614461507329784*pi,3.9906220698314043*pi) q[8];\nu3(3.4171806556878797*pi,2.4145717999221143*pi,2.0626056741181267*pi) q[9];\nu3(3.2850040210759683*pi,2.87487706315891*pi,0.8784190166470149*pi) q[10];\nu3(3.7696105566091007*pi,0.10566791965752298*pi,1.684345800039243*pi) q[11];\nu3(3.614412593042418*pi,-0.3676527028841955*pi,2.7191326439812604*pi) q[12];\nu3(3.365763872290782*pi,0.19794402874818373*pi,0.8634185052870813*pi) q[13];\nu3(3.497548747120659*pi,2.3472921666922266*pi,4.232545042706166*pi) q[14];\nRxxyyzz(0.3460868587393698*pi,0.08478176848203*pi,0.043545049224071875*pi) q[0],q[10];\nRxxyyzz(0.38268335554777*pi,0.26976563651813557*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.3296668733047296*pi,0.18615807419638886*pi,3.921348028455389*pi) q[3],q[7];\nRxxyyzz(0.4521908500825066*pi,0.19840980293701893*pi,0.0*pi) q[5],q[4];\nRxxyyzz(0.3568884121222094*pi,0.23156201788973174*pi,3.9370562815024694*pi) q[12],q[6];\nRxxyyzz(0.34159099188361053*pi,0.27799419352377575*pi,0.0*pi) q[9],q[14];\nu3(3.7797972698013895*pi,2.999277813099126*pi,1.6621613599743048*pi) q[0];\nu3(3.8210437783135704*pi,1.0718904412704897*pi,0.8062386855318526*pi) q[2];\nu3(3.66211587080196*pi,0.5696357321034573*pi,0.9212100393159496*pi) q[3];\nu3(3.1428688544719714*pi,0.3717568962762251*pi,1.6647611251940773*pi) q[4];\nu3(3.613082345368457*pi,1.0331508025212226*pi,1.8534255067064203*pi) q[5];\nu3(3.2871413380951795*pi,0.2680720022829801*pi,0.5517054436569646*pi) q[6];\nu3(3.2369653610060687*pi,2.80313139380329*pi,1.2078188920467325*pi) q[7];\nu3(3.687185568817738*pi,2.8937439757913794*pi,4.017637106187646*pi) q[9];\nu3(3.418113505716623*pi,2.279913250279192*pi,4.400487813625128*pi) q[10];\nu3(3.5067173461058356*pi,0.016480983809738614*pi,0.8935040335612658*pi) q[11];\nu3(3.5074894028220482*pi,3.2429229396951547*pi,3.6896314650051303*pi) q[12];\nu3(3.401511502164901*pi,-0.3223371018724496*pi,0.5319531651551035*pi) q[14];\nRxxyyzz(0.28554930021088043*pi,0.25329495505729727*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.48747499981079*pi,0.30431355763552026*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.34957999873859*pi,0.08939792688671677*pi,0.0*pi) q[14],q[2];\nRxxyyzz(0.38799325148234987*pi,0.29447448813654103*pi,0.05845813672857327*pi) q[3],q[8];\nRxxyyzz(0.44504802333356974*pi,0.19695005412114241*pi,0.0*pi) q[13],q[6];\nRxxyyzz(0.3514938623388598*pi,0.2330455578327575*pi,0.0*pi) q[7],q[10];\nu3(3.786950296643166*pi,0.17471785557596142*pi,3.743747061954478*pi) q[0];\nu3(3.4035580720668994*pi,2.5184516213837433*pi,2.0929569229806217*pi) q[1];\nu3(3.476777431487153*pi,0.3293733342012938*pi,0.8100425567397284*pi) q[2];\nu3(3.577474310438424*pi,-0.40792688424103907*pi,3.9249748799750064*pi) q[3];\nu3(3.2930735083601212*pi,2.472563845317529*pi,1.1537724531639193*pi) q[6];\nu3(3.168795496929772*pi,2.7801903788651727*pi,0.7465672232330673*pi) q[7];\nu3(3.714932526708789*pi,1.7824633207230192*pi,4.219419212051325*pi) q[8];\nu3(3.293889938423561*pi,1.8905808130430923*pi,1.3775569750727135*pi) q[9];\nu3(3.6677609273113245*pi,3.3361295843087153*pi,0.667785973986097*pi) q[10];\nu3(3.368146820809753*pi,-0.10790949664815597*pi,4.442363779145794*pi) q[12];\nu3(3.4517433192778073*pi,0.8420217027664769*pi,0.9685112014115348*pi) q[13];\nu3(3.584254040484992*pi,0.5821438382403117*pi,2.298500290733317*pi) q[14];\nRxxyyzz(0.43368463971156024*pi,0.36025152409553884*pi,0.17143233392871074*pi) q[0],q[6];\nRxxyyzz(0.39177588518943995*pi,0.3819682144942027*pi,0.08870224222092027*pi) q[11],q[1];\nRxxyyzz(0.44202726110632007*pi,0.22429852161269653*pi,0.09982302517539576*pi) q[2],q[4];\nRxxyyzz(0.39754560087905055*pi,0.3253468266575541*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.4189902599237595*pi,0.2516874067039211*pi,3.9577964512807307*pi) q[5],q[8];\nRxxyyzz(0.33268967879392985*pi,0.17055790244957159*pi,0.09961631900504475*pi) q[14],q[7];\nRxxyyzz(0.4251092219971602*pi,0.12512668070889305*pi,0.062036125216572424*pi) q[12],q[10];\nu3(3.7334503297675976*pi,2.4907202490067553*pi,1.0898523943525589*pi) q[0];\nu3(3.4482327951901635*pi,0.3496365793755103*pi,3.720983997820892*pi) q[1];\nu3(3.3416021915725205*pi,2.3049573632195273*pi,0.765848768044325*pi) q[2];\nu3(3.6804261033334855*pi,-0.3549265973722533*pi,1.1806329850361355*pi) q[3];\nu3(3.5499056240073186*pi,3.0730959603088537*pi,1.2641022908652313*pi) q[4];\nu3(3.520439920740424*pi,-0.3322562745202077*pi,0.8132335162202313*pi) q[5];\nu3(3.530472047503545*pi,3.1217136448990814*pi,3.8415787283050054*pi) q[6];\nu3(3.5541875983751994*pi,3.0519820578689245*pi,3.8422801166702563*pi) q[7];\nu3(3.6062794226873*pi,3.3685157173153524*pi,1.266628730314236*pi) q[8];\nu3(3.6295780068061014*pi,1.0568906148273123*pi,4.49328284749038*pi) q[10];\nu3(3.185794347325265*pi,-0.031128821567159903*pi,2.4382613097556414*pi) q[11];\nu3(3.1665571643886334*pi,-0.43428607568077016*pi,2.1388216538887668*pi) q[12];\nu3(3.4189308067690902*pi,2.5916795383717828*pi,3.7967645324895374*pi) q[13];\nu3(3.8287902109900727*pi,2.7597188091562*pi,2.3824999032230454*pi) q[14];\nRxxyyzz(0.28182283367008537*pi,0.1573433186559554*pi,0.08014860809017943*pi) q[0],q[14];\nRxxyyzz(0.3724228793959209*pi,0.3207321638745224*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.4550305236221601*pi,0.3292569955799279*pi,3.9182684525523404*pi) q[11],q[2];\nRxxyyzz(0.36522395189774026*pi,0.3213874752669206*pi,3.872070942425291*pi) q[5],q[4];\nRxxyyzz(0.32277255375386005*pi,0.15626139884673107*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.3758832009324396*pi,0.2298258686465609*pi,3.94651023740815*pi) q[9],q[7];\nRxxyyzz(0.3438117085195921*pi,0.17526657985512983*pi,0.0*pi) q[12],q[13];\nu3(1.1147489612498547*pi,0.9677545311355187*pi,0.5308976350644284*pi) q[0];\nu3(3.167639563069026*pi,2.5361870334295302*pi,2.3999945682482036*pi) q[1];\nu3(3.6037384588674177*pi,0.6504690114355987*pi,0.8087539521847424*pi) q[2];\nu3(3.7434955727115704*pi,-0.19759173248510997*pi,1.009449869202292*pi) q[3];\nu3(3.529344691175828*pi,0.7704267809193248*pi,2.3229253518473296*pi) q[4];\nu3(3.5401934758415274*pi,-0.4135156206965451*pi,0.9281430377509503*pi) q[5];\nu3(3.3968245987889305*pi,-0.030442516601655423*pi,3.5932810616269686*pi) q[6];\nu3(3.352629423462056*pi,2.2047297694163355*pi,0.9057226544389039*pi) q[7];\nu3(3.1831585855658653*pi,2.6454390077163352*pi,1.6826968960927267*pi) q[9];\nu3(3.7199018807823188*pi,0.599670638612422*pi,2.253054940321813*pi) q[10];\nu3(3.5159367691448353*pi,3.0072268482823783*pi,2.3054487801641077*pi) q[11];\nu3(3.2198454689413163*pi,-0.17323914091944848*pi,0.9177819147981144*pi) q[12];\nu3(3.6780618140137245*pi,0.9363883496839334*pi,1.8593789978494115*pi) q[13];\nu3(3.824233076161621*pi,0.02446293338366623*pi,3.1799881370872582*pi) q[14];\nmeasure q[0] -> c[1];\nRxxyyzz(0.44342842400358995*pi,0.27334694678404575*pi,3.88622198879756*pi) q[2],q[1];\nRxxyyzz(0.39884536885093996*pi,0.1800081137444748*pi,0.06861948379729021*pi) q[9],q[3];\nRxxyyzz(0.30452890369812985*pi,0.19315118640475104*pi,3.9314644307738806*pi) q[8],q[4];\nRxxyyzz(0.3985946163938605*pi,0.17790450022739013*pi,3.90618439946894*pi) q[7],q[5];\nRxxyyzz(0.31499939359823026*pi,0.20972405856818277*pi,0.0*pi) q[13],q[6];\nRxxyyzz(0.42499262673156024*pi,0.2853212029582144*pi,0.0*pi) q[12],q[11];\nu3(3.5208751440289743*pi,0.5929068240449962*pi,0.7541695325952134*pi) q[1];\nu3(3.572507537512398*pi,-0.46253367776158216*pi,0.9439073521673773*pi) q[2];\nu3(3.5924737498403445*pi,2.6277981992267754*pi,3.6273965053917343*pi) q[3];\nu3(3.571842158094055*pi,2.9346945373433417*pi,1.7833894460379343*pi) q[4];\nu3(3.5076557368336534*pi,3.450774061447267*pi,2.2563044007262505*pi) q[5];\nu3(3.7794120766333728*pi,-0.43656729388063675*pi,4.297029967484941*pi) q[6];\nu3(3.0656694770899726*pi,3.057980846777687*pi,1.7172486500533082*pi) q[7];\nu3(3.775927309551174*pi,0.3364302040898508*pi,4.40355965300689*pi) q[8];\nu3(3.627576282919816*pi,3.3766629594262234*pi,1.4192609630281194*pi) q[9];\nu3(3.70821569923427*pi,2.957546062180626*pi,0.9548856406369102*pi) q[11];\nu3(3.2212477022327883*pi,-0.2252805230153957*pi,2.2602577891605544*pi) q[12];\nu3(3.764685636368559*pi,2.0516558291341838*pi,0.75091009495786*pi) q[13];\nRxxyyzz(0.48855947941861355*pi,0.052385110841317806*pi,0.0*pi) q[9],q[1];\nRxxyyzz(0.43424882351308935*pi,0.1599078255944713*pi,3.922250193135141*pi) q[13],q[2];\nRxxyyzz(0.4118270675763096*pi,0.18210490873438823*pi,0.0*pi) q[8],q[3];\nRxxyyzz(0.45987953878116006*pi,0.4308393171006393*pi,0.05406421359073299*pi) q[14],q[4];\nRxxyyzz(0.3738242896895685*pi,0.35058124019837555*pi,0.0*pi) q[12],q[5];\nRxxyyzz(0.4296693988359697*pi,0.2496455345289066*pi,3.890378669821701*pi) q[6],q[10];\nRxxyyzz(0.4175020341407598*pi,0.24638774641676686*pi,0.0*pi) q[7],q[11];\nu3(3.3450503139588683*pi,2.177768572385475*pi,0.7601197318872088*pi) q[1];\nu3(3.356661088056869*pi,0.451637086265122*pi,2.3811506948308487*pi) q[2];\nu3(3.5542981798728577*pi,0.6980349881323753*pi,1.254535723063593*pi) q[3];\nu3(3.252931673965403*pi,2.6918887113038155*pi,1.9439061843386982*pi) q[4];\nu3(3.7643141910578506*pi,0.8573430057407851*pi,0.6612237861049737*pi) q[5];\nu3(3.536138728903141*pi,1.8393103438590197*pi,0.5616118094713616*pi) q[6];\nu3(3.413698070453731*pi,3.026002000272066*pi,1.7066526765552965*pi) q[7];\nu3(3.4648542619286022*pi,2.7602881101115253*pi,0.7356383287641934*pi) q[8];\nu3(3.5655492406316696*pi,-0.22455115754854338*pi,0.5651772566899291*pi) q[9];\nu3(3.5206150181361306*pi,1.9750050825355605*pi,0.9131079698098561*pi) q[10];\nu3(3.8409285969154823*pi,0.9856350008263128*pi,2.1084322504023243*pi) q[11];\nu3(3.592283150768814*pi,2.9952473305551517*pi,0.9685339301747251*pi) q[12];\nu3(3.8223009405123682*pi,0.20875379999974064*pi,1.598560630444009*pi) q[13];\nu3(3.5981519206347077*pi,1.9018902249746383*pi,1.0369567579208818*pi) q[14];\nmeasure q[6] -> c[0];\nmeasure q[13] -> c[2];\nmeasure q[14] -> c[3];\nmeasure q[1] -> c[4];\nmeasure q[5] -> c[5];\nmeasure q[7] -> c[6];\nmeasure q[11] -> c[7];\nmeasure q[10] -> c[8];\nmeasure q[12] -> c[9];\nmeasure q[2] -> c[10];\nmeasure q[3] -> c[11];\nmeasure q[8] -> c[12];\nmeasure q[4] -> c[13];\nmeasure q[9] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.616835589991371*pi,0.14044229458063717*pi,2.6123908629697503*pi) q[0];\nu3(3.5932909826123955*pi,2.3798926128367426*pi,1.8014217825608485*pi) q[1];\nu3(3.2722378186712935*pi,3.2884707641613935*pi,1.1039364600440353*pi) q[2];\nu3(3.693817391995601*pi,-0.37082361667797464*pi,2.4762401870163027*pi) q[3];\nu3(3.5030970588973482*pi,3.275333113534341*pi,3.9267522112280364*pi) q[4];\nu3(3.478458165412963*pi,3.476504811422263*pi,3.2430082755561065*pi) q[5];\nu3(3.706422626353361*pi,3.0867002068198337*pi,0.5050195613912036*pi) q[6];\nu3(3.443969795687427*pi,2.6456840218191355*pi,0.5259608748301763*pi) q[7];\nu3(3.4684981532716437*pi,-0.45221850835452637*pi,4.110362605030462*pi) q[8];\nu3(3.6620779627053572*pi,2.5196733759548673*pi,1.044113014706891*pi) q[9];\nu3(3.3207528353963482*pi,0.1372272819325152*pi,1.1373135811026662*pi) q[10];\nu3(3.521627386581255*pi,0.8744029093881505*pi,1.3059602194356383*pi) q[11];\nu3(3.396612730608141*pi,3.1357185820710054*pi,4.402065830432466*pi) q[12];\nu3(3.765595684808813*pi,3.3740002448615973*pi,1.4585198881011845*pi) q[13];\nu3(3.949693876026901*pi,3.4758886516978524*pi,2.899101848117863*pi) q[14];\nRxxyyzz(0.4447426975828699*pi,0.342915438395889*pi,3.7290615716931796*pi) q[0],q[1];\nRxxyyzz(0.38074021232249955*pi,0.32354479604633657*pi,3.9491800768478207*pi) q[2],q[14];\nRxxyyzz(0.38053937843519986*pi,0.3127754521563633*pi,3.9116613816358297*pi) q[3],q[6];\nRxxyyzz(0.41425670174562*pi,0.29961128135310616*pi,3.938445864983299*pi) q[4],q[7];\nRxxyyzz(0.4249431510096898*pi,0.357697772902311*pi,0.189039430063467*pi) q[5],q[12];\nRxxyyzz(0.4539631506677998*pi,0.33301741140847874*pi,0.0*pi) q[8],q[13];\nRxxyyzz(0.42452839654006025*pi,0.1390610805823247*pi,0.0*pi) q[9],q[11];\nu3(3.9028832109924885*pi,3.181847481004123*pi,4.449873235176103*pi) q[0];\nu3(3.2683967795142377*pi,2.7758488066308566*pi,0.533370904611786*pi) q[1];\nu3(3.854587981736947*pi,3.377555073865486*pi,2.3727646395252213*pi) q[2];\nu3(3.0976796618422933*pi,3.2091493175894596*pi,1.6016027280353067*pi) q[3];\nu3(3.738442429353193*pi,-0.26937086432973223*pi,1.1227775477411264*pi) q[4];\nu3(3.340674394731139*pi,3.2073760239903186*pi,3.7633177992197564*pi) q[5];\nu3(3.5330451433225187*pi,1.745749370543578*pi,2.349409355274643*pi) q[6];\nu3(3.750962276533545*pi,0.893390404576131*pi,1.8942161190127083*pi) q[7];\nu3(3.887284925101174*pi,2.6023511245223525*pi,0.5807109705378855*pi) q[8];\nu3(3.1209667630240854*pi,1.121809776168853*pi,1.13965707557519*pi) q[9];\nu3(3.7993875202506153*pi,0.5038546075532511*pi,1.1921130069962764*pi) q[11];\nu3(3.736688778668676*pi,-0.32577581574141756*pi,2.2804264168865953*pi) q[12];\nu3(3.61995847338741*pi,-0.15034494730222558*pi,1.1417769405334615*pi) q[13];\nu3(3.5629564383675127*pi,2.371622577822162*pi,0.9491919312284183*pi) q[14];\nRxxyyzz(0.44530176006584987*pi,0.2931415736068373*pi,3.843547782880091*pi) q[0],q[12];\nRxxyyzz(0.36600576601697016*pi,0.22202139245750274*pi,0.15297318728888754*pi) q[1],q[10];\nRxxyyzz(0.3817631998477097*pi,0.1834016099022283*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.3783079461122899*pi,0.32299822931901745*pi,0.13070920925874138*pi) q[3],q[11];\nRxxyyzz(0.39244927369911*pi,0.3122965221268764*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.35008976905340033*pi,0.24355778912869575*pi,3.86571797493378*pi) q[5],q[6];\nRxxyyzz(0.4514031064156875*pi,0.19829518724880124*pi,0.0*pi) q[8],q[9];\nu3(3.057226318732799*pi,-0.14174368072458554*pi,2.092649553659184*pi) q[0];\nu3(3.509802452901838*pi,-0.10431238464054526*pi,0.6715928975096942*pi) q[1];\nu3(3.766068443837346*pi,2.493896230683303*pi,2.2907058516710403*pi) q[2];\nu3(3.7411408826996926*pi,-0.3689713306587161*pi,3.2282487416268513*pi) q[3];\nu3(3.5494173870288015*pi,-0.27962926590955534*pi,0.9942378148777498*pi) q[4];\nu3(3.3237827068927315*pi,3.4161112412204284*pi,2.0917235712311513*pi) q[5];\nu3(3.2973412102365542*pi,2.2990383170555226*pi,1.7599988886919316*pi) q[6];\nu3(3.075899554915844*pi,2.0590295228402455*pi,4.406183768310209*pi) q[7];\nu3(3.439623906663373*pi,-0.4530007339415421*pi,1.7666824980873796*pi) q[8];\nu3(3.5360760868213523*pi,0.36123318040135954*pi,1.5765088755075674*pi) q[9];\nu3(3.3180263984552982*pi,0.107219414336444*pi,0.5484386666216199*pi) q[10];\nu3(3.2247574482492958*pi,1.12199550908225*pi,0.7911251022201453*pi) q[11];\nu3(3.802778148728361*pi,-0.4073016610780239*pi,2.3909592904451777*pi) q[12];\nu3(3.384415786380006*pi,2.5745195959249987*pi,3.9341267973812144*pi) q[14];\nRxxyyzz(0.3425928291396595*pi,0.15539289699577985*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.33677353354131945*pi,0.16266893126485593*pi,3.94846942796217*pi) q[1],q[9];\nRxxyyzz(0.4428303193373795*pi,0.3791046590387914*pi,3.76635639058852*pi) q[2],q[6];\nRxxyyzz(0.40133300782992964*pi,0.1416564720881479*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.3777432746898398*pi,0.14420144433108462*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.3121688512341399*pi,0.2702569310716516*pi,3.90693852253653*pi) q[8],q[10];\nRxxyyzz(0.29562821145930984*pi,0.19875962471159525*pi,0.0*pi) q[12],q[14];\nu3(3.9077517215233457*pi,2.774707337459792*pi,1.312278373752902*pi) q[0];\nu3(3.8578573957263442*pi,0.5858357500723614*pi,1.1211418478787645*pi) q[1];\nu3(3.69056985572408*pi,2.5853761054861835*pi,1.4291606499384584*pi) q[2];\nu3(3.3437047915712683*pi,3.0270702655375157*pi,1.6159293389236082*pi) q[3];\nu3(3.5584785945715693*pi,-0.18538378887072127*pi,3.892628382163787*pi) q[4];\nu3(3.038895453816733*pi,-0.4847070940026844*pi,1.267476712704755*pi) q[5];\nu3(3.8983979259935198*pi,0.10206253315731384*pi,1.6415556364749335*pi) q[6];\nu3(3.8975158452227743*pi,2.3752127480057035*pi,2.2212417780683293*pi) q[7];\nu3(3.6192362940280276*pi,-0.3364121373571458*pi,1.9438105478667425*pi) q[8];\nu3(3.628585387330625*pi,0.4017534898269397*pi,0.9966683741000046*pi) q[9];\nu3(3.592074393605819*pi,0.14842953122375302*pi,1.127906803191416*pi) q[10];\nu3(3.5366119247892867*pi,3.333948277959632*pi,0.8721819870422198*pi) q[11];\nu3(3.475995052818999*pi,-0.25519917405545123*pi,0.9951080956856151*pi) q[12];\nu3(3.8411967001390566*pi,-0.4365151354348742*pi,1.8905145650511828*pi) q[14];\nRxxyyzz(0.42279204431167994*pi,0.37044808848942073*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.38410740398566995*pi,0.24713496827289125*pi,3.9044453252865403*pi) q[1],q[3];\nRxxyyzz(0.33678551367029985*pi,0.231822451961051*pi,3.93069059031437*pi) q[2],q[8];\nRxxyyzz(0.4479705380020805*pi,0.08709993619344132*pi,3.9228191475132395*pi) q[5],q[4];\nRxxyyzz(0.4086986021647499*pi,0.35007029303706116*pi,0.08489035794677427*pi) q[6],q[11];\nRxxyyzz(0.4316113256363501*pi,0.29449233796535845*pi,3.93955558522101*pi) q[7],q[14];\nRxxyyzz(0.45824070212661006*pi,0.30238159197074066*pi,0.0*pi) q[10],q[13];\nu3(3.4827217177266054*pi,-0.4135409826937847*pi,1.7474610206590797*pi) q[0];\nu3(3.2424778296072354*pi,3.2555717353397964*pi,2.2123900916646075*pi) q[1];\nu3(3.881095528279804*pi,2.7667691176293996*pi,3.7718411566814956*pi) q[2];\nu3(3.3035897694615737*pi,2.7243073979754344*pi,0.6725595423745276*pi) q[3];\nu3(3.2029000502552485*pi,3.4037296540486546*pi,1.24831919284915*pi) q[4];\nu3(3.3427822471283095*pi,2.4793154895996175*pi,2.4230362056434713*pi) q[5];\nu3(3.601625858250788*pi,1.3862525539852102*pi,4.450605603020753*pi) q[6];\nu3(3.827302674937109*pi,2.3317757448382963*pi,1.9363830357347962*pi) q[7];\nu3(3.681308430709217*pi,2.7941585783448764*pi,0.7273659504302159*pi) q[8];\nu3(3.785532469452028*pi,0.9170496653910771*pi,0.526896513189423*pi) q[9];\nu3(3.590555386087531*pi,0.6960131668326537*pi,1.9653672189022413*pi) q[10];\nu3(3.5971565017246*pi,3.4903688113120888*pi,1.4480039853064917*pi) q[11];\nu3(3.5226109137237778*pi,0.8400841402550914*pi,1.2115519466190394*pi) q[13];\nu3(3.0750710772827463*pi,1.1318086108389949*pi,2.469807322029771*pi) q[14];\nRxxyyzz(0.4604446682942407*pi,0.38394010196448125*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.4647797760988701*pi,0.33457216017115865*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.4548367801704498*pi,0.2666073072261873*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.44682369382613*pi,0.32162221627098164*pi,3.78085637566715*pi) q[4],q[6];\nRxxyyzz(0.42672738676663974*pi,0.35978612349866745*pi,3.8194456044217504*pi) q[7],q[12];\nRxxyyzz(0.3991383869856299*pi,0.2466473179966449*pi,3.92684067032215*pi) q[8],q[10];\nRxxyyzz(0.44397802230804995*pi,0.32204103798374295*pi,3.9072051419633205*pi) q[9],q[11];\nu3(3.7567271226085235*pi,0.28140588741869155*pi,4.342299725886018*pi) q[0];\nu3(3.6175103795068893*pi,1.6552514627933572*pi,1.5594940779859523*pi) q[1];\nu3(3.1930454421557477*pi,1.1919596732342579*pi,0.556562214190117*pi) q[2];\nu3(3.6578653124532616*pi,2.433110905507289*pi,1.9341961615058498*pi) q[3];\nu3(3.309169158256134*pi,-0.06066775873817898*pi,1.3614702517411692*pi) q[4];\nu3(3.800578939129834*pi,2.6997228978374834*pi,0.9803564278142689*pi) q[6];\nu3(3.8257241326819744*pi,2.177221574191159*pi,0.7404194715406347*pi) q[7];\nu3(3.366935656283523*pi,3.2749466398930855*pi,1.364713716581881*pi) q[8];\nu3(3.6217543253499302*pi,0.2392685294770147*pi,2.227932076631009*pi) q[9];\nu3(3.3539084697555532*pi,0.04066677340990488*pi,2.196869025015765*pi) q[10];\nu3(3.5009652105331726*pi,0.5920069164549588*pi,1.769809888558277*pi) q[11];\nu3(3.532822545804745*pi,0.5644319861945284*pi,1.6450331283023734*pi) q[12];\nu3(3.367283436479315*pi,-0.1763043171939802*pi,0.7853698921917993*pi) q[13];\nu3(3.309488296390363*pi,2.246558814307263*pi,2.208122875021604*pi) q[14];\nRxxyyzz(0.45607563153481046*pi,0.22762734437551913*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.4526087169662599*pi,0.2661047035094732*pi,3.8578878466101703*pi) q[1],q[5];\nRxxyyzz(0.40254183251509007*pi,0.2526405452998773*pi,3.9543356557704694*pi) q[2],q[13];\nRxxyyzz(0.4227623748196101*pi,0.28774261535753587*pi,3.9369962173603703*pi) q[3],q[12];\nRxxyyzz(0.4398592592877196*pi,0.32112190082967595*pi,0.22277559338291655*pi) q[4],q[14];\nRxxyyzz(0.3940493611666499*pi,0.3422483242696899*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.3458954212538333*pi,0.26703452514702786*pi,0.0*pi) q[9],q[10];\nu3(3.5669056676534305*pi,0.2615920922830355*pi,1.4473301431293395*pi) q[0];\nu3(3.40992778551119*pi,0.34791861333604146*pi,0.8226074396297696*pi) q[1];\nu3(3.4924256193768572*pi,3.3401335200811544*pi,2.2378404772418587*pi) q[2];\nu3(3.289331441603203*pi,2.752001761439557*pi,0.8494273089898101*pi) q[3];\nu3(3.257049934346363*pi,-0.32704632171228504*pi,1.612075153954975*pi) q[4];\nu3(3.6944688717355514*pi,0.7461305895200385*pi,2.191065764966891*pi) q[5];\nu3(3.3499824984697293*pi,-0.4555173415525266*pi,0.5025801817118634*pi) q[6];\nu3(3.4988482408400325*pi,-0.41981228852403*pi,0.5610316534684161*pi) q[8];\nu3(3.7008166460352494*pi,0.06771265051417241*pi,1.4744746688622028*pi) q[9];\nu3(3.365249995017005*pi,-0.13067320259570936*pi,4.140199436082691*pi) q[10];\nu3(3.2921640607137674*pi,0.681109658860805*pi,0.9014256667071834*pi) q[11];\nu3(3.442671405549686*pi,2.5399715691673013*pi,1.037611259910836*pi) q[12];\nu3(3.193716276798207*pi,1.2805084866248555*pi,0.5328033220487356*pi) q[13];\nu3(3.6308156691858935*pi,0.836748607729523*pi,4.259990655039056*pi) q[14];\nRxxyyzz(0.40314043279569134*pi,0.05314890148616991*pi,0.0*pi) q[0],q[4];\nRxxyyzz(0.4719320576460104*pi,0.15948460028838596*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.4297684262982101*pi,0.37681579712826174*pi,3.67877380186218*pi) q[2],q[3];\nRxxyyzz(0.38352079277204976*pi,0.28474165075854607*pi,3.7929769124163197*pi) q[5],q[7];\nRxxyyzz(0.42211879678745007*pi,0.33418202855827417*pi,0.3074404713444725*pi) q[6],q[14];\nRxxyyzz(0.4540671416948401*pi,0.3836979915485142*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.3484443592550993*pi,0.27608145706954446*pi,0.0*pi) q[10],q[12];\nu3(3.6519645008017854*pi,-0.15735332364281174*pi,4.484067496361062*pi) q[0];\nu3(3.770057892340961*pi,2.66700859411507*pi,0.5716594713940875*pi) q[1];\nu3(3.638798359636773*pi,3.465424848865709*pi,1.775696183703626*pi) q[2];\nu3(3.2522112290606304*pi,3.4700095592360323*pi,1.5431307026647278*pi) q[3];\nu3(3.505837035245307*pi,0.548311357468479*pi,0.8558330041116942*pi) q[4];\nu3(3.1233254701481803*pi,-0.1570558684839758*pi,1.7609630381059147*pi) q[5];\nu3(3.765880464210212*pi,-0.4913601670522103*pi,1.747663183955973*pi) q[6];\nu3(3.6520768265825247*pi,2.980731472073652*pi,1.5998064604688107*pi) q[7];\nu3(3.905116415913845*pi,1.2490063996900953*pi,4.307361404907253*pi) q[8];\nu3(3.1710726117022006*pi,-0.1247079281863368*pi,1.3411708555649546*pi) q[9];\nu3(3.788731008958959*pi,0.6943312538825097*pi,2.054211862554345*pi) q[10];\nu3(3.2058258020781603*pi,2.308323682547418*pi,3.844733279312715*pi) q[12];\nu3(3.748987212044266*pi,0.9311915416081278*pi,1.82140776402984*pi) q[13];\nu3(3.3152060313804257*pi,0.7998030866487529*pi,4.472855139617412*pi) q[14];\nRxxyyzz(0.31493434156362987*pi,0.19897474043292596*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.36888872459844985*pi,0.17834222025933014*pi,3.9233077014564604*pi) q[3],q[9];\nRxxyyzz(0.3657052690785406*pi,0.22228091029580466*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.3995846010298063*pi,0.27422227342608363*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.38837331919366985*pi,0.27656998495933266*pi,0.0992705539994618*pi) q[7],q[14];\nRxxyyzz(0.38462411684959374*pi,0.21050531101582337*pi,0.0*pi) q[10],q[11];\nu3(3.4412820705517317*pi,0.9148077355052746*pi,2.0210339466175666*pi) q[2];\nu3(3.5930798840165057*pi,2.057913248771354*pi,1.9761760114871363*pi) q[3];\nu3(3.3828947590170504*pi,-0.18648086150826115*pi,0.8125402995804833*pi) q[5];\nu3(3.3915956765285245*pi,0.14064919567311374*pi,1.00065383594669*pi) q[6];\nu3(3.6845608228508966*pi,3.4151773978951043*pi,3.990705224451366*pi) q[7];\nu3(3.4450891128361816*pi,2.535404862066441*pi,2.3239444257475146*pi) q[8];\nu3(3.624623052215168*pi,2.3417555387992803*pi,2.193008101047097*pi) q[9];\nu3(3.158520076484897*pi,0.7429274077273389*pi,1.2113148609961342*pi) q[10];\nu3(3.8138714697677614*pi,1.2210682903837922*pi,1.2586431523625725*pi) q[11];\nu3(3.8324381136913153*pi,0.5727284811887354*pi,2.0229674736225487*pi) q[12];\nu3(3.6942223285182596*pi,3.4588164750701287*pi,0.8505338958461559*pi) q[13];\nu3(3.69065492953658*pi,0.13480759393613917*pi,1.7348360663725488*pi) q[14];\nRxxyyzz(0.2301254052165799*pi,0.212336455196529*pi,0.11843740420049897*pi) q[0],q[6];\nRxxyyzz(0.439951111459541*pi,0.19021321311717898*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.46555939935536417*pi,0.12315750512035262*pi,0.0*pi) q[5],q[2];\nRxxyyzz(0.39146559094864003*pi,0.1420772076593382*pi,0.06999927150515539*pi) q[12],q[3];\nRxxyyzz(0.4366303643343499*pi,0.22272503313025907*pi,0.044875595849928805*pi) q[4],q[14];\nRxxyyzz(0.41449873923200986*pi,0.39470596634691324*pi,0.0*pi) q[8],q[13];\nu3(3.5112350246381796*pi,2.994970537854422*pi,3.7169220952681097*pi) q[0];\nu3(3.2684699994384516*pi,0.04341320545508531*pi,1.0929170609564038*pi) q[1];\nu3(3.779355556037016*pi,2.854423310430215*pi,1.689190931256202*pi) q[2];\nu3(3.5008953087756245*pi,3.0181484380146566*pi,1.1218467635307048*pi) q[3];\nu3(3.3692232528239727*pi,1.40756891662061*pi,0.5889933919815047*pi) q[4];\nu3(3.697479193895137*pi,-0.3115757765113315*pi,0.9402511503435114*pi) q[5];\nu3(3.2561589381082623*pi,1.927236057124957*pi,3.6059122708736613*pi) q[6];\nu3(3.64695240878934*pi,0.8251496438832353*pi,1.2731253457065215*pi) q[7];\nu3(3.2010782586604956*pi,0.3476328065980394*pi,4.041388136397336*pi) q[8];\nu3(3.3759014389219977*pi,-0.13406900266913785*pi,3.5187048137027617*pi) q[12];\nu3(3.4328656638271227*pi,3.0778728423837856*pi,0.6117620799501317*pi) q[13];\nu3(3.8183519754103505*pi,2.9573423209514234*pi,3.602347331386701*pi) q[14];\nRxxyyzz(0.46787467302149033*pi,0.18284109127238157*pi,0.0*pi) q[12],q[0];\nRxxyyzz(0.38821648016917965*pi,0.32329712263841004*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.19454674740034017*pi,0.1464590037654272*pi,0.0*pi) q[13],q[6];\nRxxyyzz(0.4352640014123502*pi,0.2630416939453773*pi,0.05411038531114371*pi) q[8],q[9];\nRxxyyzz(0.4420384207251403*pi,0.3494917012194389*pi,3.8080452830861007*pi) q[11],q[14];\nu3(3.498980887705982*pi,3.0458437413619546*pi,1.897850397474362*pi) q[0];\nu3(3.9090339192613555*pi,2.980727898289791*pi,4.4550535702286*pi) q[3];\nu3(3.419862140285237*pi,0.03187897712577947*pi,1.5023662545706364*pi) q[6];\nu3(3.4259909709257568*pi,0.3707523267378534*pi,3.4892651563414168*pi) q[8];\nu3(3.8789071938422985*pi,2.1223259237101777*pi,1.0683603034500477*pi) q[9];\nu3(3.4485562789673567*pi,0.1075296175085999*pi,1.3129617108095166*pi) q[10];\nu3(3.4701213173136223*pi,0.7842701917240844*pi,2.442225157192648*pi) q[11];\nu3(3.5037562916075675*pi,2.411617101490615*pi,2.1456958758586366*pi) q[12];\nu3(3.6647167015051196*pi,0.7999859833182204*pi,0.6143689935678427*pi) q[13];\nu3(3.3453721440569537*pi,2.5255477803742634*pi,0.92592935461641*pi) q[14];\nRxxyyzz(0.4270684448436807*pi,0.20851100760058916*pi,0.0*pi) q[1],q[0];\nRxxyyzz(0.4743988238881398*pi,0.16484454383507896*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.4410385424997276*pi,0.268538333493455*pi,0.0*pi) q[11],q[3];\nRxxyyzz(0.47985314413249136*pi,0.2035429522905856*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.39769674176240993*pi,0.27020974634039346*pi,0.0529888802774856*pi) q[10],q[6];\nRxxyyzz(0.3424217633764003*pi,0.19956862831727218*pi,0.0*pi) q[12],q[7];\nRxxyyzz(0.3218298676620841*pi,0.23590424407110522*pi,0.0*pi) q[8],q[14];\nu3(3.3940894096021963*pi,0.29096379125212046*pi,2.466776572583949*pi) q[0];\nu3(3.154172347067991*pi,0.9304686222666523*pi,1.2950555262799175*pi) q[1];\nu3(3.6203850911288415*pi,1.2566280515359276*pi,1.7027714876967521*pi) q[2];\nu3(3.793790018474707*pi,1.039682108352462*pi,1.2432258956260076*pi) q[3];\nu3(3.595683443019369*pi,-0.3303565944117737*pi,1.7573673659983182*pi) q[4];\nu3(3.3498437784601487*pi,2.839712857314852*pi,3.334744731525133*pi) q[6];\nu3(3.606744969477163*pi,3.422365447086702*pi,0.5966286467560962*pi) q[7];\nu3(3.295588655146886*pi,2.763141824888431*pi,0.9901745071814128*pi) q[8];\nu3(3.7275586917185457*pi,0.5423673200023575*pi,0.8279334637686765*pi) q[9];\nu3(3.254427285854755*pi,1.1290873005131332*pi,0.7377051595060607*pi) q[10];\nu3(3.4463613730009177*pi,-0.2657971108211762*pi,4.1981061249412015*pi) q[11];\nu3(3.1074056315393648*pi,-0.1503995486493499*pi,3.750878639835684*pi) q[12];\nu3(3.1263095538224572*pi,2.925636104256916*pi,1.6047077106102168*pi) q[13];\nu3(3.474688002613072*pi,-0.2543374939385076*pi,0.5750335542910832*pi) q[14];\nRxxyyzz(0.38522796430773987*pi,0.11885759020344189*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.3905437362499754*pi,0.09893871011766808*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.2946117408669001*pi,0.2531017254320189*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.3018648791470201*pi,0.19873884082794602*pi,0.0*pi) q[5],q[4];\nRxxyyzz(0.4475133184589999*pi,0.18333163167431366*pi,0.0*pi) q[9],q[6];\nRxxyyzz(0.3964115542504598*pi,0.08351648653282245*pi,0.06795882936510449*pi) q[10],q[14];\nRxxyyzz(0.42575817796397064*pi,0.06079096238375925*pi,0.0*pi) q[13],q[11];\nu3(3.6505454602448286*pi,2.591909088943104*pi,0.728807146668601*pi) q[0];\nu3(3.134032997473251*pi,-0.4558094690921366*pi,3.6533182093638987*pi) q[1];\nu3(3.2326398561647216*pi,0.9670842414596734*pi,2.3706636706009547*pi) q[2];\nu3(3.657548417848993*pi,-0.33160774004430404*pi,1.4681777421259334*pi) q[3];\nu3(3.6819630606112224*pi,3.293388465323442*pi,2.3492865012595634*pi) q[4];\nu3(3.7380102621749116*pi,-0.12445261717293299*pi,0.7308875552846779*pi) q[5];\nu3(3.684800119343774*pi,0.9613322315800055*pi,1.0745517965719702*pi) q[6];\nu3(3.576004413468561*pi,1.0780153367918788*pi,1.2971460064591227*pi) q[7];\nu3(3.927659751902141*pi,0.17479840283505688*pi,1.8921917887692208*pi) q[8];\nu3(3.4299873981749953*pi,3.014603136788007*pi,0.7620777117501198*pi) q[9];\nu3(3.423629427559267*pi,3.3663421010441787*pi,2.3538199434685154*pi) q[10];\nu3(3.626799817015503*pi,0.6104377068954618*pi,1.0129004507134278*pi) q[11];\nu3(3.8596133501884307*pi,3.48416919747854*pi,3.584683938828867*pi) q[13];\nu3(3.2654239810101653*pi,-0.18402697815214064*pi,0.8226599619879233*pi) q[14];\nRxxyyzz(0.3679910741621197*pi,0.24296320682410855*pi,3.9255012832773204*pi) q[12],q[1];\nRxxyyzz(0.4666333786728497*pi,0.19830553347594038*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.3554315454934202*pi,0.1401955708231739*pi,3.934262201156029*pi) q[3],q[5];\nRxxyyzz(0.4608689772616699*pi,0.3246300640632662*pi,0.12593292145805327*pi) q[6],q[13];\nRxxyyzz(0.4595877486336528*pi,0.3693410810007215*pi,0.0*pi) q[7],q[9];\nRxxyyzz(0.3889248486949607*pi,0.19031609028058072*pi,0.0*pi) q[10],q[8];\nRxxyyzz(0.27820215367176904*pi,0.1888444745395068*pi,0.0*pi) q[11],q[14];\nu3(3.7655122228001354*pi,0.29357337168070163*pi,0.5880707624042962*pi) q[1];\nu3(3.4577835976978912*pi,1.417638065109637*pi,1.4723694992858998*pi) q[2];\nu3(3.753327996189139*pi,3.466270930145375*pi,0.7957359465285763*pi) q[3];\nu3(3.634193720087855*pi,0.4275549014672969*pi,1.7200980445906784*pi) q[4];\nu3(3.6915113515363034*pi,-0.3948279755552119*pi,3.653908546928968*pi) q[5];\nu3(3.827634414621651*pi,3.1601975320722073*pi,1.4427088657535228*pi) q[6];\nu3(3.429998703260339*pi,2.246540089272785*pi,4.4703982324767*pi) q[7];\nu3(3.359859277426484*pi,0.3182634311893946*pi,1.67173466795539*pi) q[8];\nu3(3.651905337717814*pi,2.9162667299171487*pi,1.6705415124763372*pi) q[9];\nu3(3.73665629337501*pi,0.21462074960932842*pi,1.2953270926896236*pi) q[10];\nu3(3.67397787660535*pi,3.375544977660813*pi,4.3829096616045105*pi) q[11];\nu3(3.2931857969633382*pi,3.475659478728579*pi,2.20650033151205*pi) q[12];\nu3(3.5107527239951755*pi,0.3239993752342477*pi,0.6008626576559298*pi) q[13];\nu3(3.272772656308404*pi,3.383321021234929*pi,1.507585756353216*pi) q[14];\nRxxyyzz(0.4405616359668999*pi,0.13405959356466188*pi,0.10536027053421199*pi) q[12],q[0];\nRxxyyzz(0.29788336519958014*pi,0.2638693196097581*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.28868460711403043*pi,0.2282701506408794*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.4368267321612098*pi,0.06073410668280943*pi,0.0*pi) q[6],q[4];\nRxxyyzz(0.4343946091667791*pi,0.2806819984452694*pi,3.8670634003914497*pi) q[14],q[5];\nRxxyyzz(0.4540696862433098*pi,0.2630672095828397*pi,0.14205459150759905*pi) q[7],q[13];\nRxxyyzz(0.4528971671075702*pi,0.29882484224988204*pi,0.0*pi) q[9],q[8];\nu3(3.515872522335328*pi,0.09365592778475706*pi,3.240003600503682*pi) q[0];\nu3(3.638391170502575*pi,-0.4242001050926514*pi,0.9004081675380426*pi) q[1];\nu3(3.660783189687115*pi,-0.32613059779020914*pi,2.2279735378971965*pi) q[2];\nu3(3.7546377065392806*pi,-0.4962628810294037*pi,0.9479018074279688*pi) q[3];\nu3(3.8058075331585237*pi,2.5230502874006793*pi,2.4729072201271762*pi) q[4];\nu3(3.4843682489348313*pi,2.2616190978669986*pi,1.714924959713475*pi) q[5];\nu3(3.275427027432787*pi,0.4211100436719377*pi,1.2185926264146634*pi) q[6];\nu3(3.177491906022602*pi,-0.42116092399942107*pi,3.082953054945295*pi) q[7];\nu3(3.723004372444513*pi,1.080218662083825*pi,1.4015960822579512*pi) q[8];\nu3(3.491185803136445*pi,0.20866283727361778*pi,1.6838546958571854*pi) q[9];\nu3(3.6959791608897024*pi,-0.1407249108762716*pi,4.387907378306707*pi) q[10];\nu3(3.2451779198334014*pi,2.5905488316344556*pi,3.473684842619513*pi) q[12];\nu3(3.3548607782000928*pi,2.735779203812414*pi,0.9206499600568363*pi) q[13];\nu3(3.694206186685832*pi,-0.2460098663109871*pi,0.7669814159868145*pi) q[14];\nmeasure q[6] -> c[9];\nRxxyyzz(0.4160573405433*pi,0.22868794991233246*pi,0.06878655983388884*pi) q[3],q[0];\nRxxyyzz(0.36471638086443997*pi,0.19897432251825986*pi,3.8950145989600795*pi) q[1],q[13];\nRxxyyzz(0.31898877116416996*pi,0.1707449876136451*pi,3.9389285879662594*pi) q[2],q[5];\nRxxyyzz(0.4632982931563472*pi,0.3308934381381886*pi,0.0*pi) q[11],q[4];\nRxxyyzz(0.3765309073461496*pi,0.22352468374493265*pi,0.19319533568628192*pi) q[7],q[14];\nRxxyyzz(0.46068578371419977*pi,0.29514532494409196*pi,0.0*pi) q[12],q[8];\nRxxyyzz(0.3024154836987003*pi,0.2671563698257603*pi,0.0*pi) q[9],q[10];\nu3(3.68555397745175*pi,-0.011699329455820973*pi,1.4493557276074476*pi) q[0];\nu3(3.8336471242383436*pi,2.537438819787235*pi,1.9213387917217015*pi) q[1];\nu3(1.8069189856341727*pi,2.87112753830019*pi,1.4450436889215907*pi) q[2];\nu3(3.3070716596123746*pi,0.3076731019306618*pi,1.9669899122652783*pi) q[3];\nu3(3.835033136265503*pi,2.913367551343642*pi,0.6773614566096469*pi) q[4];\nu3(2.5832699452810948*pi,3.26611038493215*pi,1.1124113703092804*pi) q[5];\nu3(3.462569182743942*pi,0.361187448928588*pi,3.3058870261676168*pi) q[7];\nu3(3.2431772709933364*pi,0.07237236227282395*pi,1.4921235931571855*pi) q[8];\nu3(0.4868893031148545*pi,-0.2982408724694502*pi,2.2900678773739296*pi) q[9];\nu3(1.7925296922886191*pi,3.0860263670911725*pi,1.8436696523795435*pi) q[10];\nu3(3.3335669877493466*pi,2.1976941220150996*pi,1.659358852135449*pi) q[11];\nu3(3.453117522276006*pi,0.32519235732686025*pi,4.165077096482452*pi) q[12];\nu3(3.691447096612747*pi,1.5928029221486195*pi,0.5387318228896465*pi) q[13];\nu3(3.6533445026544578*pi,1.4615135471661613*pi,0.7058743089558934*pi) q[14];\nmeasure q[12] -> c[0];\nmeasure q[3] -> c[1];\nmeasure q[9] -> c[2];\nmeasure q[2] -> c[3];\nmeasure q[7] -> c[4];\nmeasure q[8] -> c[5];\nmeasure q[14] -> c[6];\nmeasure q[1] -> c[7];\nmeasure q[0] -> c[8];\nmeasure q[4] -> c[10];\nmeasure q[13] -> c[11];\nmeasure q[5] -> c[12];\nmeasure q[11] -> c[13];\nmeasure q[10] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.400432558146618*pi,3.430182360414124*pi,1.4257088015524957*pi) q[0];\nu3(3.140745692552795*pi,0.8088008565308762*pi,3.8862762734375496*pi) q[1];\nu3(3.454180726788172*pi,3.3473053231330665*pi,2.8916721737851794*pi) q[2];\nu3(3.358339933606207*pi,0.37388573015768256*pi,1.5404880029901071*pi) q[3];\nu3(3.62713734133066*pi,-0.25313006144014427*pi,2.1748229565110107*pi) q[4];\nu3(3.2053416174890588*pi,-0.35782945656731246*pi,0.7970523164543879*pi) q[5];\nu3(3.438476767516452*pi,-0.19521602080711364*pi,2.3316406539229035*pi) q[6];\nu3(3.3996736654227426*pi,2.594875386168658*pi,4.4422441576529295*pi) q[7];\nu3(3.5605825959256907*pi,-0.15825303983059974*pi,3.8767462836155566*pi) q[8];\nu3(3.621362489890548*pi,0.38117805529088644*pi,3.742948550915845*pi) q[9];\nu3(3.490779050301679*pi,2.8256897951639433*pi,3.596259159586621*pi) q[10];\nu3(3.094462254526534*pi,-0.07937830482391806*pi,1.5044889753210389*pi) q[11];\nu3(3.43188785787036*pi,3.0977192297797576*pi,1.6839808635227764*pi) q[12];\nu3(3.2452257789617835*pi,2.7416583825849177*pi,4.022545788531431*pi) q[13];\nu3(3.1190525709955543*pi,2.7618476902431337*pi,1.761576458645565*pi) q[14];\nRxxyyzz(0.3979931047281502*pi,0.30730424708850734*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.40980959583166765*pi,0.10806222715969394*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.4087220064062801*pi,0.1525915036410211*pi,0.1446107818768372*pi) q[2],q[12];\nRxxyyzz(0.4234129364969994*pi,0.37860042816858974*pi,3.9214443018427207*pi) q[3],q[14];\nRxxyyzz(0.4115827444850195*pi,0.2298754857851798*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.4605837451597998*pi,0.22067809862849955*pi,0.16376749609297914*pi) q[6],q[9];\nRxxyyzz(0.4054343786834398*pi,0.22611589386602196*pi,3.95862128732073*pi) q[7],q[11];\nu3(3.397314420087733*pi,0.5994246582140026*pi,1.9576028131646885*pi) q[0];\nu3(3.6029383215443658*pi,0.31764175101115144*pi,1.448680727327444*pi) q[1];\nu3(3.250682654758538*pi,0.3494546339159602*pi,3.6059445840466355*pi) q[2];\nu3(3.741887783400791*pi,-0.46799427992797715*pi,1.2243039396003548*pi) q[3];\nu3(3.701864725536418*pi,3.1844876998066254*pi,0.8337537668426577*pi) q[5];\nu3(3.5007984040722757*pi,3.2885196670337686*pi,2.9787830292262805*pi) q[6];\nu3(3.277039784364083*pi,0.4773103421475877*pi,1.9133098484780864*pi) q[7];\nu3(3.8231565980536364*pi,3.2019018840301667*pi,0.9209458352647042*pi) q[8];\nu3(3.841296402228041*pi,-0.44088386898386944*pi,2.9180398312706486*pi) q[9];\nu3(3.480313617203927*pi,2.9480426664918147*pi,0.8004222006500847*pi) q[10];\nu3(3.7302762191065972*pi,2.606229201848534*pi,1.705608103903728*pi) q[11];\nu3(3.1740551293851604*pi,2.6784082780754304*pi,1.5906102982955022*pi) q[12];\nu3(3.9246916944261856*pi,0.2848625546443755*pi,1.0889318989706902*pi) q[13];\nu3(3.2914159925991733*pi,0.04707360649108505*pi,0.5136324311019433*pi) q[14];\nRxxyyzz(0.21122718875924998*pi,0.18472482370086896*pi,3.9521157773122706*pi) q[5],q[0];\nRxxyyzz(0.41483887158988986*pi,0.2202609938435933*pi,0.15109822358477235*pi) q[8],q[1];\nRxxyyzz(0.3667229656233896*pi,0.14720624384132905*pi,3.9544758004131406*pi) q[2],q[7];\nRxxyyzz(0.3386983147903901*pi,0.2596490192578953*pi,0.12829986264593796*pi) q[4],q[12];\nRxxyyzz(0.36656079264544955*pi,0.24643050253887686*pi,3.94042888676567*pi) q[13],q[6];\nRxxyyzz(0.46235559247165114*pi,0.17775378122497987*pi,0.0*pi) q[9],q[14];\nRxxyyzz(0.4435964785379597*pi,0.2952038451936684*pi,0.05548639122139678*pi) q[10],q[11];\nu3(3.7614137084846875*pi,1.925806066446444*pi,1.208347633350063*pi) q[0];\nu3(3.5896833144587865*pi,-0.13302270840549624*pi,0.8063554320093211*pi) q[1];\nu3(3.67665655164121*pi,2.828947695186755*pi,1.9360898890052298*pi) q[2];\nu3(3.3877580717881535*pi,0.028164379071912826*pi,3.925108521259733*pi) q[4];\nu3(3.453306641316795*pi,3.334173534366132*pi,0.5312722991548995*pi) q[5];\nu3(3.8662043344127808*pi,0.4340451497944061*pi,0.522977348762721*pi) q[6];\nu3(3.949673615875042*pi,2.4866484527716683*pi,1.6076499037540222*pi) q[7];\nu3(3.6886372234061624*pi,3.098976224646279*pi,3.213976222525258*pi) q[8];\nu3(3.751802029944203*pi,3.1077032572668157*pi,3.9933472013850504*pi) q[9];\nu3(3.3024276688644933*pi,2.0886941654573907*pi,1.6076597351530988*pi) q[10];\nu3(3.2848325514181633*pi,0.6618043878246973*pi,4.177676345214104*pi) q[11];\nu3(3.5753338641543*pi,0.7756664026703619*pi,0.9058293397554746*pi) q[12];\nu3(3.760917257781562*pi,0.0761031700854855*pi,1.4368877314975252*pi) q[13];\nu3(3.0985962369772384*pi,3.2117782978780527*pi,1.207226152821594*pi) q[14];\nRxxyyzz(0.4545034822001176*pi,0.3022649618836184*pi,0.0*pi) q[6],q[0];\nRxxyyzz(0.3124176264498201*pi,0.19097223907631655*pi,0.0*pi) q[12],q[1];\nRxxyyzz(0.2833814229971199*pi,0.1919520804837429*pi,0.06705087546070665*pi) q[2],q[11];\nRxxyyzz(0.3463156335410902*pi,0.2046517424168589*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.43591162232735015*pi,0.19794595456773806*pi,3.93170357480439*pi) q[5],q[14];\nRxxyyzz(0.47400828885644586*pi,0.32093694051433475*pi,0.0*pi) q[8],q[7];\nRxxyyzz(0.33706617105539083*pi,0.28531247163164697*pi,0.0*pi) q[13],q[10];\nu3(3.640801148024447*pi,-0.3627040181353691*pi,0.6879897606887502*pi) q[0];\nu3(3.296411959347076*pi,0.7799730123531363*pi,0.8760619976183149*pi) q[1];\nu3(3.0697437741269566*pi,2.6693672534904236*pi,4.050235157454054*pi) q[2];\nu3(3.766864002825976*pi,2.5488117164008*pi,1.7491838359733447*pi) q[3];\nu3(3.61488392123252*pi,-0.4360318481175944*pi,1.6668325214874242*pi) q[5];\nu3(3.464946120048552*pi,-0.04582205095340147*pi,0.5622584675249822*pi) q[6];\nu3(3.3470372703947877*pi,3.358529724135111*pi,1.1136312570328104*pi) q[7];\nu3(3.227531509708942*pi,3.1461100518430345*pi,4.331044329957925*pi) q[8];\nu3(3.6580015343990797*pi,3.327459384401071*pi,0.7727182101277801*pi) q[9];\nu3(3.50421992272622*pi,2.531834298018653*pi,2.2059057586373356*pi) q[10];\nu3(3.6520110291501866*pi,1.7909235571064475*pi,1.4114915253860634*pi) q[11];\nu3(3.262351115675848*pi,2.129254669381112*pi,1.052698457674114*pi) q[12];\nu3(3.333095047673207*pi,1.020493735615047*pi,1.6581976011432182*pi) q[13];\nu3(3.327044370571485*pi,0.561567091694074*pi,0.9820107932951818*pi) q[14];\nRxxyyzz(0.4248102603083399*pi,0.18492212489571724*pi,0.0*pi) q[10],q[1];\nRxxyyzz(0.19530576054612017*pi,0.10095646595491736*pi,0.04356630621142088*pi) q[2],q[9];\nRxxyyzz(0.4433114132831718*pi,0.22766192016758613*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.3370575289869899*pi,0.22626869433573304*pi,0.09386380176705167*pi) q[5],q[13];\nRxxyyzz(0.32319731597821966*pi,0.25353452980028424*pi,0.0*pi) q[14],q[11];\nu3(3.513866769558892*pi,-0.3970102804659944*pi,4.4732352425653*pi) q[1];\nu3(3.6352853859603997*pi,2.7304082413957165*pi,2.1480567081529007*pi) q[2];\nu3(3.3903221002590573*pi,0.14912770217919924*pi,4.442872534302665*pi) q[4];\nu3(3.2360228981490105*pi,1.7439370922763793*pi,1.1573674181659712*pi) q[5];\nu3(3.2246536853788257*pi,2.8067523335298414*pi,0.9906013804846877*pi) q[9];\nu3(3.4264120210354636*pi,1.0994790019010847*pi,1.7496627875748179*pi) q[10];\nu3(3.1633817854192836*pi,0.38171743244446976*pi,1.0058936985593414*pi) q[11];\nu3(3.576157672702899*pi,3.277189524710379*pi,2.426309028862378*pi) q[12];\nu3(3.087367752667977*pi,3.4188158037340246*pi,1.8845349669566085*pi) q[13];\nu3(3.904780063413184*pi,-0.43869051786801205*pi,3.660399352034349*pi) q[14];\nRxxyyzz(0.37450850283499976*pi,0.23573459436740318*pi,3.911173249349741*pi) q[1],q[0];\nRxxyyzz(0.44545379554742026*pi,0.3144888889081839*pi,0.07868989047462623*pi) q[2],q[4];\nRxxyyzz(0.4029327011603003*pi,0.2907068835963922*pi,3.8561452416602706*pi) q[3],q[13];\nRxxyyzz(0.46356190598798963*pi,0.11433754392733042*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.3326117758068406*pi,0.2294857377928996*pi,3.8138353251275117*pi) q[6],q[10];\nRxxyyzz(0.43189262163412667*pi,0.09797253033134501*pi,0.0*pi) q[12],q[14];\nu3(3.5285682638951523*pi,1.9871103884245316*pi,2.4436419861929286*pi) q[0];\nu3(3.2482002813062336*pi,2.3342195748161982*pi,1.061480426133678*pi) q[1];\nu3(3.5113369341752194*pi,0.3440191211869854*pi,1.0492910362322954*pi) q[2];\nu3(3.610682897600917*pi,-0.4853788281228779*pi,1.6036128887794594*pi) q[3];\nu3(3.400504823230425*pi,0.6521732572502348*pi,2.8320527616918407*pi) q[4];\nu3(3.3120132220093677*pi,2.4754896760236043*pi,1.9583751911077774*pi) q[5];\nu3(3.1911591596587483*pi,-0.18275073081531312*pi,4.117848081558722*pi) q[6];\nu3(3.4660071999223065*pi,3.1120866806384626*pi,4.467910125236524*pi) q[10];\nu3(3.5827394304439917*pi,2.2269501257964004*pi,1.1743100014679932*pi) q[11];\nu3(3.358351919878908*pi,-0.3614739205509463*pi,1.191374446698216*pi) q[12];\nu3(3.244800673908476*pi,0.3190631399605972*pi,0.6056358882743842*pi) q[13];\nu3(3.295321350203583*pi,3.480797995163749*pi,0.77959588663271*pi) q[14];\nRxxyyzz(0.42218655903563074*pi,0.3023015606748666*pi,0.0*pi) q[8],q[0];\nRxxyyzz(0.24083568582509965*pi,0.1381663685729695*pi,3.9061415231594108*pi) q[1],q[13];\nRxxyyzz(0.31901948363770927*pi,0.22055305607168862*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.42090053037924013*pi,0.20385686920675183*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.3103211798656199*pi,0.17749340871382613*pi,0.0*pi) q[7],q[4];\nu3(3.552873486351282*pi,-0.3037870681009646*pi,0.5575185641736762*pi) q[0];\nu3(3.491471282430557*pi,0.5962854655482177*pi,0.6980797214390846*pi) q[1];\nu3(3.4428800380962428*pi,2.3023260279902247*pi,1.6266984241705122*pi) q[2];\nu3(3.681598103680009*pi,0.9026559590644367*pi,1.7027984422856346*pi) q[3];\nu3(3.292206008114184*pi,-0.3948877561428734*pi,2.3147377081362555*pi) q[4];\nu3(3.088688383104742*pi,1.931574235626579*pi,0.5173359817605774*pi) q[5];\nu3(3.3238443229872714*pi,2.374323296131121*pi,1.5568502425099513*pi) q[7];\nu3(3.326700298764615*pi,3.0661153849928073*pi,1.0616967724133004*pi) q[8];\nu3(3.424927153440145*pi,0.26633903846295104*pi,1.4081614626357584*pi) q[11];\nu3(3.2422467912191797*pi,-0.1537817618028759*pi,0.7543202819094175*pi) q[13];\nRxxyyzz(0.4113888095929098*pi,0.31684799356772875*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.4360462869111831*pi,0.2502279476452618*pi,3.8912988060475304*pi) q[1],q[3];\nRxxyyzz(0.2981105035232495*pi,0.24561204410750026*pi,3.90092834568612*pi) q[2],q[5];\nRxxyyzz(0.3498388868576702*pi,0.09649000438232003*pi,0.043956192431275465*pi) q[14],q[4];\nRxxyyzz(0.42146377393860984*pi,0.2548897009762193*pi,0.21812451761593707*pi) q[8],q[7];\nRxxyyzz(0.3340570612674053*pi,0.2150791130585442*pi,0.0*pi) q[11],q[9];\nu3(3.68329720921472*pi,0.12546671860588365*pi,1.7088350174536897*pi) q[0];\nu3(3.641728511465156*pi,3.336006657113234*pi,0.687031915077525*pi) q[1];\nu3(3.3153847402291006*pi,-0.4633235503654217*pi,3.789717440054619*pi) q[2];\nu3(3.343282738717182*pi,0.5822411059240609*pi,0.5297475194162171*pi) q[3];\nu3(3.4303115034865357*pi,-0.21804026074209987*pi,0.8799508679292138*pi) q[4];\nu3(3.4209163090421213*pi,1.0306516658437808*pi,1.6307579128462415*pi) q[5];\nu3(3.2979582773071954*pi,1.8788089036901692*pi,4.367593205087376*pi) q[7];\nu3(3.5849016109433904*pi,-0.4518093409795043*pi,2.989963905350922*pi) q[8];\nu3(3.4931611556816065*pi,-0.4885621830797797*pi,1.2249877897012005*pi) q[9];\nu3(3.6399912088393624*pi,3.2738155570576284*pi,3.5526234214340855*pi) q[11];\nu3(3.7779008392979803*pi,2.0852158340689937*pi,1.65597375003285*pi) q[12];\nu3(3.3672371423649174*pi,2.382662731675611*pi,0.7216127339023733*pi) q[14];\nRxxyyzz(0.26408726029828966*pi,0.1543627793268929*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.4046718478390497*pi,0.18174613946120116*pi,3.9226551020603697*pi) q[2],q[13];\nRxxyyzz(0.4178234369523103*pi,0.29964036892995527*pi,0.046600152056191835*pi) q[12],q[4];\nRxxyyzz(0.4044004141542901*pi,0.35078933366786624*pi,3.899254353267411*pi) q[7],q[6];\nRxxyyzz(0.4648082634729498*pi,0.3772071568834223*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.37980841300965035*pi,0.29842127584603345*pi,0.14435695871965457*pi) q[14],q[10];\nu3(3.080405744691312*pi,3.2458056236459623*pi,1.3136067300055787*pi) q[0];\nu3(3.4708356159369176*pi,3.0888732441679965*pi,1.5288283489687091*pi) q[2];\nu3(3.5599733269288585*pi,1.0728742281715118*pi,4.460038806544072*pi) q[4];\nu3(3.504076354382176*pi,0.39188373096003004*pi,1.3375098473773963*pi) q[5];\nu3(3.521467655741064*pi,-0.499725278914909*pi,1.2984654997516243*pi) q[6];\nu3(3.759371548256458*pi,0.4875829769290154*pi,1.0852465106705154*pi) q[7];\nu3(3.4571880004888684*pi,2.8109521569285985*pi,4.354410970454659*pi) q[8];\nu3(3.663065152171028*pi,-0.051672704519459156*pi,1.2901516612727784*pi) q[10];\nu3(3.7773262420596034*pi,1.2097798694980524*pi,4.40133918740419*pi) q[11];\nu3(3.0966503213384557*pi,-0.4699351575479602*pi,3.2079882903268624*pi) q[12];\nu3(3.4199958985736414*pi,3.3176814597233113*pi,1.436151745255788*pi) q[13];\nu3(3.4297314435510717*pi,2.8296851154304683*pi,3.2726346484190514*pi) q[14];\nRxxyyzz(0.3720455198183697*pi,0.20603543748381095*pi,3.876921055136341*pi) q[0],q[10];\nRxxyyzz(0.41084373149888975*pi,0.17013422741147857*pi,3.9160862910929795*pi) q[2],q[14];\nRxxyyzz(0.37908766020618934*pi,0.26483927315464234*pi,3.8900980730730605*pi) q[3],q[11];\nRxxyyzz(0.41902572812227*pi,0.3815049039490167*pi,0.0*pi) q[8],q[4];\nRxxyyzz(0.3955226116465998*pi,0.2717571128241112*pi,3.94525756731265*pi) q[5],q[6];\nRxxyyzz(0.36147399006073033*pi,0.26328897048489797*pi,0.0*pi) q[12],q[7];\nRxxyyzz(0.4042988421735202*pi,0.24801589942234736*pi,0.07896032735700549*pi) q[9],q[13];\nu3(3.313768907300683*pi,0.7428262390942517*pi,2.3896779465401554*pi) q[0];\nu3(3.623836327345245*pi,-0.32966197084434967*pi,1.8426348642102561*pi) q[2];\nu3(3.3227370821618853*pi,-0.3777403043677846*pi,0.9102928872683069*pi) q[3];\nu3(3.3293772592415825*pi,-0.37722176736232826*pi,4.015118374636362*pi) q[4];\nu3(3.713360923010074*pi,-0.3594304979629305*pi,0.8695626419715561*pi) q[5];\nu3(3.7028916101731566*pi,2.7358970088857677*pi,2.155324728800107*pi) q[6];\nu3(3.3294629934651327*pi,0.4291806857549125*pi,1.3965508932362392*pi) q[7];\nu3(3.471140138868328*pi,2.241993479087758*pi,3.8146707118576177*pi) q[8];\nu3(3.3947393288222987*pi,3.3561702343780513*pi,4.027159348019628*pi) q[9];\nu3(3.221058385347213*pi,-0.025996163671039352*pi,1.776540928341129*pi) q[10];\nu3(3.3776354354021483*pi,1.9575689140761297*pi,2.087260003134704*pi) q[11];\nu3(3.684010543415135*pi,2.4469942427117197*pi,1.6590290164901984*pi) q[12];\nu3(3.1756626125374763*pi,3.1570177564760504*pi,0.8267881170743065*pi) q[13];\nu3(3.405681316382368*pi,1.1308399876266066*pi,0.5313940344282511*pi) q[14];\nRxxyyzz(0.4597921384490501*pi,0.061813791724836586*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.37555180758815754*pi,0.2256242145868348*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.4099644019672*pi,0.30555071609310097*pi,0.08494063042424015*pi) q[4],q[11];\nRxxyyzz(0.3184105269261296*pi,0.17469848400734422*pi,3.9216111533012104*pi) q[5],q[9];\nRxxyyzz(0.42974270464025977*pi,0.13082257708146186*pi,0.06534795527979745*pi) q[6],q[13];\nRxxyyzz(0.4287298325494901*pi,0.27830382203257203*pi,3.8068246434525097*pi) q[7],q[8];\nRxxyyzz(0.4201670054287*pi,0.3111963301316892*pi,0.08726690363103985*pi) q[12],q[10];\nu3(3.671284910731054*pi,2.8010173881984493*pi,4.217011436086418*pi) q[1];\nu3(3.855469744464909*pi,2.3032362693097386*pi,2.185919338878386*pi) q[2];\nu3(3.385136813933952*pi,3.100568739420524*pi,0.5834647241043447*pi) q[3];\nu3(3.783784711652066*pi,-0.20026115732783645*pi,1.856324695129366*pi) q[4];\nu3(3.3580099456748966*pi,-0.03984614942920739*pi,0.7440664223066092*pi) q[5];\nu3(3.7094897470432415*pi,3.2614918133735467*pi,1.0525276599741913*pi) q[6];\nu3(3.601051270042795*pi,2.873664953628527*pi,1.6976574323706775*pi) q[7];\nu3(3.500248164880933*pi,3.3566021811532987*pi,1.2365776138483704*pi) q[8];\nu3(3.4840816620086548*pi,2.9599212136511204*pi,1.2882792246205867*pi) q[9];\nu3(3.6577576030013974*pi,-0.37398855765431405*pi,2.722472241837139*pi) q[10];\nu3(3.4891852581061453*pi,1.7891308258689018*pi,0.7795294309410125*pi) q[11];\nu3(3.7803316605919965*pi,0.7487982324219626*pi,3.894089438464836*pi) q[12];\nu3(3.8091734056212787*pi,2.3694552136526053*pi,0.5423331189364002*pi) q[13];\nu3(3.158859372581599*pi,0.6946333156000615*pi,1.7656025288520214*pi) q[14];\nRxxyyzz(0.36820145638272994*pi,0.282794737339483*pi,0.0*pi) q[7],q[0];\nRxxyyzz(0.4030956274175105*pi,0.25753503878883266*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.3712597978760801*pi,0.2526202400677636*pi,0.04831191612709867*pi) q[2],q[12];\nRxxyyzz(0.29748550061018975*pi,0.25543196688580894*pi,3.92567970972064*pi) q[9],q[3];\nRxxyyzz(0.3978556232974003*pi,0.22949364778245807*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.44323583358646*pi,0.3517356128458484*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.4290072402902702*pi,0.263915719381688*pi,3.89417855788855*pi) q[13],q[10];\nu3(3.3544178144248273*pi,0.6320458423169417*pi,0.9683001414097018*pi) q[0];\nu3(3.2944208307151053*pi,2.6489935205299564*pi,0.6982505434543543*pi) q[1];\nu3(3.443376684802164*pi,0.8685613200491833*pi,3.893887424500896*pi) q[2];\nu3(3.581391800289597*pi,2.662208775532337*pi,0.5687342297851581*pi) q[3];\nu3(3.55631721367067*pi,0.8037464980578535*pi,2.0725029707218203*pi) q[4];\nu3(3.5261536555809543*pi,1.0391812044052422*pi,1.053923961778425*pi) q[5];\nu3(3.188571555979901*pi,3.1397004523134635*pi,1.2693144335519122*pi) q[7];\nu3(3.132665081423358*pi,0.09491768998880135*pi,1.4016051372869813*pi) q[8];\nu3(3.2239352987164533*pi,-0.24877421987386916*pi,0.6677788058212404*pi) q[9];\nu3(3.34512803720292*pi,2.5126333141986787*pi,1.2927007719852295*pi) q[10];\nu3(3.7635627933522273*pi,0.5110448399243088*pi,0.7562010940539866*pi) q[11];\nu3(3.6797383777795885*pi,0.13112980650521222*pi,3.142029549709516*pi) q[12];\nu3(3.7273985714967655*pi,0.9983807640520661*pi,0.8169983401961853*pi) q[13];\nu3(3.376679009599614*pi,0.4697049453774712*pi,4.487117446733118*pi) q[14];\nRxxyyzz(0.47557965331822993*pi,0.13794555472196457*pi,0.0*pi) q[13],q[0];\nRxxyyzz(0.4360585638964699*pi,0.2911358618655884*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.39894774777379016*pi,0.08087567211874713*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.3881867732509098*pi,0.322120165026166*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.3338507987042202*pi,0.14065493694946873*pi,0.042892926217605876*pi) q[14],q[4];\nRxxyyzz(0.24690559125730438*pi,0.10367904093104896*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.44509137006125066*pi,0.31128446846906754*pi,0.0*pi) q[7],q[6];\nu3(3.505787889952435*pi,-0.026117238276602395*pi,0.5185616357406773*pi) q[0];\nu3(3.1540265183154115*pi,0.7560519212091019*pi,1.8395256398645052*pi) q[1];\nu3(3.3839533338964127*pi,2.4874866228129604*pi,1.0255961786561132*pi) q[2];\nu3(3.120691449362103*pi,-0.1442372302317586*pi,0.9923471912995612*pi) q[3];\nu3(3.681080538328035*pi,3.211986307980219*pi,3.5257054386038855*pi) q[4];\nu3(3.7384827840732924*pi,0.8435700648941913*pi,1.459417814333436*pi) q[5];\nu3(3.178406753514559*pi,-0.49542819735854665*pi,2.2611470617037233*pi) q[6];\nu3(3.115345960666461*pi,1.8834012520952936*pi,1.8572235240061308*pi) q[7];\nu3(3.5883561275989067*pi,3.4121649811273094*pi,1.2359112105292422*pi) q[8];\nu3(3.7945109062456868*pi,3.36229599840197*pi,1.2795672011577062*pi) q[9];\nu3(3.7918208681355714*pi,0.7949892913357162*pi,1.4252049380656482*pi) q[10];\nu3(3.7307135332074215*pi,3.298316227288263*pi,1.1916563435822902*pi) q[12];\nu3(3.5712973395297825*pi,3.333770505028688*pi,1.2664411899431585*pi) q[13];\nu3(3.2204708979141428*pi,0.24894092169390625*pi,4.249899893908822*pi) q[14];\nRxxyyzz(0.45859928339445005*pi,0.2643065641069751*pi,3.928170617969601*pi) q[0],q[4];\nRxxyyzz(0.4802421785100486*pi,0.21932487922042765*pi,0.0*pi) q[9],q[1];\nRxxyyzz(0.27765177913037004*pi,0.20882431175443372*pi,0.14134189103930783*pi) q[2],q[14];\nRxxyyzz(0.4158321050391499*pi,0.30517905019332336*pi,0.06075546467285153*pi) q[7],q[3];\nRxxyyzz(0.41769765371317547*pi,0.2151551244405937*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.447767861023341*pi,0.23682180565268962*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.4164771220030802*pi,0.27021204866595605*pi,0.0*pi) q[12],q[13];\nu3(3.406403926374144*pi,2.7418610444806704*pi,1.5435335560808463*pi) q[0];\nu3(3.746321019447283*pi,2.6706500649599234*pi,0.8119479695208286*pi) q[1];\nu3(3.9083609498196807*pi,3.1574460794600254*pi,4.313010375350686*pi) q[2];\nu3(3.571544947536702*pi,1.7647430082313633*pi,4.009709859693048*pi) q[3];\nu3(3.3533701789128214*pi,2.297286155456833*pi,1.1859823854561329*pi) q[4];\nu3(3.3339875671646033*pi,0.2529931627402232*pi,0.7465959962292411*pi) q[5];\nu3(3.2944883002503227*pi,-0.40169458953559656*pi,0.616671610795652*pi) q[6];\nu3(3.6507390354818883*pi,2.261228556378941*pi,3.789416504936851*pi) q[7];\nu3(3.577950928535*pi,0.05452703999830166*pi,2.3939349387473725*pi) q[9];\nu3(3.7962658052679856*pi,-0.3691860451172145*pi,1.6107047905018486*pi) q[10];\nu3(3.711360941591031*pi,0.8233776258485233*pi,1.1296979441505177*pi) q[11];\nu3(3.5131445758056166*pi,2.516626043483999*pi,0.6033497306751864*pi) q[12];\nu3(3.4152591187482946*pi,1.138458195755094*pi,0.518504894316397*pi) q[13];\nu3(3.523230941698533*pi,0.5419081788107687*pi,0.9343658123362739*pi) q[14];\nRxxyyzz(0.3713855751817898*pi,0.20961523983633432*pi,3.86112974493811*pi) q[14],q[0];\nRxxyyzz(0.29314570368831033*pi,0.22364475873617096*pi,0.07927852031198235*pi) q[2],q[3];\nRxxyyzz(0.42121843743847*pi,0.33206613984756755*pi,3.740249247106659*pi) q[4],q[8];\nRxxyyzz(0.3630304168366898*pi,0.1627444711462332*pi,3.8750983089936804*pi) q[6],q[12];\nRxxyyzz(0.35489735833811975*pi,0.17310520723213585*pi,0.0*pi) q[7],q[13];\nu3(3.5828704818735426*pi,-0.39408636594518764*pi,1.1051337762997688*pi) q[0];\nu3(3.8242158601357144*pi,0.19786433858157293*pi,4.216910130676254*pi) q[2];\nu3(3.9367811818783958*pi,3.4772329734572063*pi,1.5883293060806318*pi) q[3];\nu3(3.29380848312306*pi,0.12987804603025555*pi,2.060025887273162*pi) q[4];\nu3(3.4951727817062754*pi,0.8014132450783109*pi,1.0702386178542547*pi) q[6];\nu3(3.9767042891779396*pi,3.4492142279130613*pi,3.6432469669080496*pi) q[7];\nu3(3.4196141903172084*pi,3.006034005557951*pi,0.5698598687814929*pi) q[8];\nu3(3.289303032565468*pi,3.218681732625944*pi,1.236241192905843*pi) q[12];\nu3(1.971714117802775*pi,3.3725355649510016*pi,0.7508920746488935*pi) q[13];\nu3(3.680909033624339*pi,0.9336600388561285*pi,2.014382000960394*pi) q[14];\nmeasure q[13] -> c[8];\nRxxyyzz(0.4238984233535291*pi,0.2642583438709637*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.44035978135021925*pi,0.30052609661701624*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.39425616173220007*pi,0.2828454836946524*pi,3.887136966312751*pi) q[2],q[9];\nRxxyyzz(0.3691797651644103*pi,0.2636303228499026*pi,0.0*pi) q[14],q[3];\nRxxyyzz(0.43204561151445975*pi,0.2846856667663913*pi,0.0*pi) q[5],q[4];\nRxxyyzz(0.38724294364293016*pi,0.3323123810174401*pi,0.127925408732076*pi) q[11],q[6];\nRxxyyzz(0.43183589718370025*pi,0.20789310636274833*pi,0.11228149535660237*pi) q[12],q[8];\nu3(3.253328929865478*pi,1.4211969394124235*pi,4.054509118198714*pi) q[0];\nu3(3.395017034789268*pi,0.7630464287861196*pi,1.375689956203105*pi) q[1];\nu3(3.653671912486266*pi,1.196526096589758*pi,0.8334073593825675*pi) q[2];\nu3(3.654993539484901*pi,-0.3928716239356618*pi,1.0598550181375432*pi) q[3];\nu3(3.550168026924348*pi,0.46891707488449885*pi,0.5931623599184666*pi) q[4];\nu3(3.2589547189409642*pi,1.3861486692464824*pi,4.314537655914816*pi) q[5];\nu3(3.4317368093402654*pi,2.947365287337849*pi,1.8855020771096096*pi) q[6];\nu3(3.5102034257254227*pi,1.0920763348625713*pi,1.3835607845042928*pi) q[7];\nu3(3.650168864008331*pi,1.2742372497086767*pi,0.7311611399864936*pi) q[8];\nu3(3.653598018448082*pi,-0.05071069599425537*pi,1.1188163715497472*pi) q[9];\nu3(3.632347264135108*pi,0.1711386219631552*pi,0.7756138410054652*pi) q[10];\nu3(3.3357622071191013*pi,3.4583035561213737*pi,1.9504095472419347*pi) q[11];\nu3(3.3925348749113633*pi,-0.27056230303899165*pi,4.33687779045136*pi) q[12];\nu3(3.661372067722386*pi,2.4166927381708008*pi,0.770208984759785*pi) q[14];\nmeasure q[7] -> c[0];\nmeasure q[2] -> c[1];\nmeasure q[9] -> c[2];\nmeasure q[14] -> c[3];\nmeasure q[11] -> c[4];\nmeasure q[5] -> c[5];\nmeasure q[6] -> c[6];\nmeasure q[12] -> c[7];\nmeasure q[3] -> c[9];\nmeasure q[1] -> c[10];\nmeasure q[10] -> c[11];\nmeasure q[0] -> c[12];\nmeasure q[4] -> c[13];\nmeasure q[8] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.784425989595647*pi,3.367646224327165*pi,1.7397221977559205*pi) q[0];\nu3(3.8452498454154895*pi,0.9557971026573309*pi,1.5220116160458046*pi) q[1];\nu3(3.515786450617073*pi,0.9020241731827217*pi,0.5977533438011635*pi) q[2];\nu3(3.3214318704331185*pi,-0.3719780402011854*pi,2.5303612153591484*pi) q[3];\nu3(3.276323524265304*pi,-0.34708516492895325*pi,0.645165622308495*pi) q[4];\nu3(3.7011203325395265*pi,2.6400692083112847*pi,0.790542844521867*pi) q[5];\nu3(3.3552718935175183*pi,-0.21800077887689484*pi,0.5421501693942501*pi) q[6];\nu3(3.9786972266900076*pi,3.3313181217440286*pi,1.8000584766151957*pi) q[7];\nu3(3.745141159674246*pi,3.319192584860134*pi,1.0602073798797382*pi) q[8];\nu3(3.2924515638016274*pi,-0.41942458639049607*pi,3.838428627035042*pi) q[9];\nu3(3.366222219324066*pi,2.6502666641368338*pi,0.758878364606475*pi) q[10];\nu3(3.241486914721078*pi,2.9715162181444925*pi,1.1492503137579864*pi) q[11];\nu3(3.506549110597891*pi,2.726780938275428*pi,4.177189877296435*pi) q[12];\nu3(3.305379370856026*pi,-0.11312174361436067*pi,0.9528210051582979*pi) q[13];\nu3(3.7473943565585484*pi,0.7468333524987931*pi,3.013237774820036*pi) q[14];\nRxxyyzz(0.3972893044155167*pi,0.344546528414438*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.3746359697461089*pi,0.23538435552416617*pi,3.935071518812573*pi) q[1],q[5];\nRxxyyzz(0.3855658155185102*pi,0.21820629105764583*pi,3.8293084683649194*pi) q[2],q[8];\nRxxyyzz(0.45816146392889*pi,0.3277695000766035*pi,3.89616261511802*pi) q[4],q[6];\nRxxyyzz(0.37498010410364*pi,0.3373556097101482*pi,0.0*pi) q[7],q[14];\nRxxyyzz(0.45431300489484994*pi,0.2093063517216165*pi,0.0*pi) q[9],q[11];\nRxxyyzz(0.43863839114418857*pi,0.2401901716186111*pi,0.0989009874362926*pi) q[10],q[12];\nu3(3.468866637895685*pi,2.3413918681430097*pi,1.9146766120751602*pi) q[0];\nu3(3.2596734864539*pi,-0.2650016815681883*pi,1.7401142909812541*pi) q[1];\nu3(3.4341255454451294*pi,3.1531719776455374*pi,2.2171761762873015*pi) q[2];\nu3(3.7021327534829553*pi,0.13085471950624317*pi,0.5893927869157759*pi) q[3];\nu3(3.412042576623226*pi,0.5075484302429538*pi,1.6500218965343472*pi) q[4];\nu3(3.6293141352416436*pi,3.147163318835116*pi,0.8781758603222856*pi) q[5];\nu3(3.723515215930537*pi,0.09972223395768232*pi,1.5995719254621164*pi) q[6];\nu3(3.663160325850233*pi,3.498666729526882*pi,1.2075336569507242*pi) q[7];\nu3(3.745157115047695*pi,-0.17383542823162412*pi,1.0045531684936546*pi) q[8];\nu3(3.3272138487773026*pi,2.935944453556537*pi,0.520980100357721*pi) q[9];\nu3(3.2865919536946233*pi,3.3616207761316286*pi,2.286045649443399*pi) q[10];\nu3(3.6857625724899448*pi,1.8246491059007828*pi,1.3494190825318126*pi) q[11];\nu3(3.8681250197340105*pi,-0.4517859600575873*pi,3.846752492040525*pi) q[12];\nu3(3.7749501418305487*pi,0.6413101860775849*pi,2.306807206639751*pi) q[14];\nRxxyyzz(0.44136617994726013*pi,0.4009139385139804*pi,0.24934046585390124*pi) q[1],q[10];\nRxxyyzz(0.46200739004274993*pi,0.27079601899374295*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.35708249402409026*pi,0.218517630827475*pi,0.11426575659772098*pi) q[6],q[14];\nRxxyyzz(0.42072272646603015*pi,0.3123563562990832*pi,0.0*pi) q[7],q[8];\nRxxyyzz(0.4720264848208403*pi,0.3189238920029821*pi,0.0*pi) q[9],q[13];\nu3(3.700164489687949*pi,1.8779132234572593*pi,4.064873936664686*pi) q[1];\nu3(3.122602696226498*pi,2.6036475268038446*pi,1.2616196052624773*pi) q[2];\nu3(3.5304028350310745*pi,0.2380570679965388*pi,0.6319131190892664*pi) q[6];\nu3(3.8238955355671815*pi,-0.22909550792554245*pi,3.8365300397669904*pi) q[7];\nu3(3.2489118484004704*pi,0.040383662651033436*pi,1.4513927567006664*pi) q[8];\nu3(3.623721060218535*pi,2.58306710756072*pi,1.339767816651681*pi) q[9];\nu3(3.790657034296149*pi,-0.4174769519047219*pi,3.9325345087553183*pi) q[10];\nu3(3.516540330418122*pi,3.4464627151992833*pi,2.4453069801219867*pi) q[11];\nu3(3.5375892449704107*pi,3.1305468857753564*pi,2.2912031420402483*pi) q[13];\nu3(3.328623686999948*pi,-0.26319998273574097*pi,1.0809812251173982*pi) q[14];\nRxxyyzz(0.4524444574649097*pi,0.20791839430856646*pi,0.09980336866055355*pi) q[0],q[6];\nRxxyyzz(0.45432143842681594*pi,0.3782103074516501*pi,3.8808816911692867*pi) q[2],q[4];\nRxxyyzz(0.43996529594793*pi,0.315079571045001*pi,0.16697916902917959*pi) q[3],q[7];\nRxxyyzz(0.27339127646770006*pi,0.17449184545499685*pi,3.9332630519480194*pi) q[5],q[14];\nRxxyyzz(0.46252521571810945*pi,0.21678420557879996*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.40207117089934097*pi,0.3263546848890613*pi,0.0*pi) q[11],q[13];\nu3(3.5904061122869004*pi,-0.4995412866189167*pi,2.735083194701329*pi) q[0];\nu3(3.402597342481989*pi,1.192228503157963*pi,1.4677774590725083*pi) q[2];\nu3(3.3565622293436332*pi,0.10326911499162417*pi,3.9532134982271403*pi) q[3];\nu3(3.112246803134475*pi,-0.49396420052917084*pi,1.9407783959468796*pi) q[4];\nu3(3.1564176382557427*pi,1.9266355835884057*pi,1.3045447350873554*pi) q[5];\nu3(3.7729400832563638*pi,0.46022944374501995*pi,4.036171138740512*pi) q[6];\nu3(3.801000715678876*pi,0.572611610995432*pi,3.8702192106491506*pi) q[7];\nu3(3.333733188003391*pi,-0.2822792885226939*pi,2.1413135324078976*pi) q[8];\nu3(3.3601136358189803*pi,0.017164135617414367*pi,1.954646269520427*pi) q[9];\nu3(3.3315154896997594*pi,1.7283610694191975*pi,1.5811036370240665*pi) q[11];\nu3(3.4316781975658732*pi,3.1834291054513293*pi,0.6051127402934606*pi) q[13];\nu3(3.7422716144972337*pi,2.342411700474765*pi,1.1751088044847224*pi) q[14];\nRxxyyzz(0.3841983664722898*pi,0.21518077442231132*pi,0.0*pi) q[1],q[0];\nRxxyyzz(0.4651739182130701*pi,0.14622137464910667*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.4545556671318095*pi,0.20652563420295644*pi,3.8539926566276*pi) q[5],q[12];\nRxxyyzz(0.24631055848860062*pi,0.20651629617954037*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.3680460206504401*pi,0.11507808905005235*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.36946551412272005*pi,0.20509155036327845*pi,0.06330936610170018*pi) q[11],q[14];\nu3(3.6007687471640475*pi,3.3233652530579016*pi,2.4944500883150678*pi) q[0];\nu3(3.3532339952425*pi,3.0759055289784403*pi,1.0717545354460116*pi) q[1];\nu3(3.7004603560748457*pi,0.052690335070618155*pi,2.0305299696261825*pi) q[3];\nu3(3.7579515842752853*pi,0.0898323931255629*pi,1.84936691639765*pi) q[5];\nu3(3.5401230842621745*pi,0.6891206983896567*pi,1.0826020170560011*pi) q[6];\nu3(3.3543498427543064*pi,0.16683138134261422*pi,0.6516819216105985*pi) q[7];\nu3(3.3233645518963666*pi,0.6265480311402207*pi,1.0365424068645734*pi) q[8];\nu3(3.3840377957550696*pi,1.1179786466489843*pi,1.6351061992927034*pi) q[10];\nu3(3.9441970090231475*pi,2.1296168710505476*pi,1.4856923261644908*pi) q[11];\nu3(3.7865605878681396*pi,0.5638022137293963*pi,0.7721009208481941*pi) q[12];\nu3(3.535107029543556*pi,-0.4763913868559582*pi,2.0304524600921248*pi) q[13];\nu3(3.201941168206795*pi,2.783528297847323*pi,0.6117746347591353*pi) q[14];\nRxxyyzz(0.40406861426932983*pi,0.19825929894945304*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.45984925023994017*pi,0.13659264062112014*pi,3.91994981971924*pi) q[1],q[14];\nRxxyyzz(0.42986902159994955*pi,0.19248799899236288*pi,0.04161505992806242*pi) q[2],q[13];\nRxxyyzz(0.4164369139732701*pi,0.26168196764659923*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.44023931744398004*pi,0.24108351791181723*pi,0.08103135753375539*pi) q[5],q[8];\nRxxyyzz(0.347189299804349*pi,0.22925228192226577*pi,0.15044965205262928*pi) q[7],q[9];\nRxxyyzz(0.34893277476285*pi,0.22825662446072714*pi,3.952960234919431*pi) q[10],q[11];\nu3(3.0300596334969194*pi,-0.29084901033684657*pi,4.396457132322505*pi) q[0];\nu3(3.595674762504848*pi,-0.05190536075542973*pi,1.732042670559382*pi) q[1];\nu3(3.831934591773575*pi,3.333337423244733*pi,1.6194756790446858*pi) q[2];\nu3(3.710852692871665*pi,-0.3328935262592627*pi,1.4248824515447214*pi) q[3];\nu3(3.545748950808382*pi,1.0225718172658884*pi,1.0486873016623237*pi) q[4];\nu3(3.775687400526605*pi,0.8817354077110604*pi,1.188926432581363*pi) q[5];\nu3(3.5533111545857543*pi,1.006536794986149*pi,1.389810729187237*pi) q[7];\nu3(3.354360541314544*pi,0.916936877032628*pi,0.7295039644753668*pi) q[8];\nu3(3.1049561266161594*pi,0.6454545867032575*pi,4.432171025672941*pi) q[9];\nu3(3.399709869758545*pi,1.68474136480449*pi,0.8621735441238563*pi) q[10];\nu3(3.054020732975201*pi,-0.1798154693298718*pi,3.896183433811218*pi) q[11];\nu3(3.2885243584617756*pi,0.13869630770477182*pi,1.790300865688833*pi) q[12];\nu3(3.285530459273806*pi,-0.2611188058878864*pi,2.94399282643678*pi) q[13];\nu3(3.2171668209065993*pi,1.7583504071734333*pi,2.4721252428245193*pi) q[14];\nRxxyyzz(0.4690403403292792*pi,0.2914536812869435*pi,0.0*pi) q[8],q[0];\nRxxyyzz(0.44467130699110147*pi,0.3399852311748097*pi,0.06549386128615176*pi) q[1],q[12];\nRxxyyzz(0.30846151320472714*pi,0.21567015817089352*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.4373376991872202*pi,0.25510274409613987*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.4264383987759902*pi,0.22173997573532023*pi,3.9307277921626493*pi) q[4],q[6];\nRxxyyzz(0.48512438802577995*pi,0.11675425040759668*pi,0.0*pi) q[11],q[14];\nu3(3.3182772463173342*pi,2.944816688475562*pi,0.969870480871636*pi) q[0];\nu3(3.7763000464424747*pi,-0.023795317768232127*pi,3.1055094348567334*pi) q[1];\nu3(3.2851056118298105*pi,0.009544269731163846*pi,2.1011881472786036*pi) q[2];\nu3(3.1628113480760356*pi,0.9512803208248579*pi,1.7461166601244273*pi) q[3];\nu3(3.881002841553886*pi,1.916081021363111*pi,2.3353685938383064*pi) q[4];\nu3(3.379728456587306*pi,0.18789608816393777*pi,1.0257531883103912*pi) q[5];\nu3(3.5997895853933186*pi,0.3753301463535751*pi,2.397399708382361*pi) q[6];\nu3(3.5547522512777183*pi,1.2532548330955222*pi,1.6454011219019926*pi) q[8];\nu3(3.346729286179812*pi,2.4010040060599653*pi,1.7588840749680557*pi) q[10];\nu3(3.868235430113221*pi,0.27118692993196714*pi,1.5209955210197985*pi) q[11];\nu3(3.401303437740559*pi,3.012762262180903*pi,1.9196001142265706*pi) q[12];\nu3(3.517591018356809*pi,2.305904387279516*pi,2.1479646491895075*pi) q[14];\nRxxyyzz(0.36341439314099033*pi,0.1667584195610453*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.37923488696837093*pi,0.17696628094876987*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.35890297578367125*pi,0.06627551305739088*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.3923796408600202*pi,0.2156528911970832*pi,3.88789864547794*pi) q[7],q[6];\nRxxyyzz(0.4263386222520298*pi,0.36170196586748604*pi,3.8262610060402995*pi) q[10],q[13];\nu3(3.8856359532514992*pi,2.611299178633271*pi,1.6696309807014522*pi) q[2];\nu3(3.650540656252067*pi,0.7503074011464357*pi,1.7606061943470188*pi) q[3];\nu3(3.3210814772677746*pi,0.5705473873420646*pi,0.6623479895550886*pi) q[4];\nu3(3.028653173539511*pi,-0.4145220484950218*pi,1.4860803808074565*pi) q[6];\nu3(3.6371756322408038*pi,0.33145775043700576*pi,1.5621128777236049*pi) q[7];\nu3(3.457778137930812*pi,3.2857717648457467*pi,4.033649010502577*pi) q[8];\nu3(3.8449805265291004*pi,2.4461608314502485*pi,1.0360670256208127*pi) q[10];\nu3(3.6783905250511846*pi,3.2974369770520067*pi,1.8866445619389995*pi) q[11];\nu3(3.2749183844843746*pi,-0.28496084366159163*pi,0.7565206775350493*pi) q[13];\nu3(3.6077278319942607*pi,-0.4552557804096366*pi,2.2077331962110947*pi) q[14];\nRxxyyzz(0.4167907386172546*pi,0.32293909827242173*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.3751930455705924*pi,0.203433484284818*pi,0.0*pi) q[11],q[1];\nRxxyyzz(0.43957494575664985*pi,0.27410737471861424*pi,3.887895638338639*pi) q[6],q[3];\nRxxyyzz(0.41647280063306974*pi,0.21658360794986162*pi,0.04787171991237036*pi) q[5],q[4];\nRxxyyzz(0.3711527166762298*pi,0.3029913698636123*pi,3.9556696167419005*pi) q[9],q[14];\nRxxyyzz(0.36191071566439*pi,0.20478649207186325*pi,3.9298819061984496*pi) q[12],q[10];\nu3(3.370743983064304*pi,2.302999226972731*pi,4.303242027101378*pi) q[0];\nu3(3.7408782291434415*pi,2.6265067479620576*pi,1.1651689277201318*pi) q[1];\nu3(3.3444564777763013*pi,0.715424711996004*pi,2.2928929129604043*pi) q[3];\nu3(3.834397649201271*pi,0.6269443534081844*pi,0.690840501851987*pi) q[4];\nu3(3.237361087514313*pi,0.7566185766097007*pi,0.8975934933456458*pi) q[5];\nu3(3.609480074924563*pi,0.08517140498401776*pi,1.9087452178711515*pi) q[6];\nu3(3.794596350746542*pi,0.22654474256237966*pi,1.9233419604729471*pi) q[7];\nu3(3.6115146381065557*pi,0.010509520373740644*pi,1.6267865776170165*pi) q[9];\nu3(3.7388905642911423*pi,2.919963938160536*pi,1.6524605157803576*pi) q[10];\nu3(3.549901674785929*pi,2.145042858558052*pi,1.63135930792492*pi) q[11];\nu3(3.200069679960695*pi,2.725656871165497*pi,2.4570266576838113*pi) q[12];\nu3(3.527748303109085*pi,3.440286300032759*pi,0.6750389880666052*pi) q[14];\nRxxyyzz(0.4308676026693701*pi,0.4272666327445584*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.43919439861278076*pi,0.2172548510170771*pi,0.0*pi) q[9],q[3];\nRxxyyzz(0.37461259932850277*pi,0.21688332652207287*pi,0.0*pi) q[12],q[4];\nRxxyyzz(0.4274174702904495*pi,0.3545412895496641*pi,3.9554991518479103*pi) q[5],q[8];\nRxxyyzz(0.3714319736198802*pi,0.21762772307251332*pi,3.9127396728965107*pi) q[10],q[14];\nu3(3.8086060194972684*pi,3.0690268570252384*pi,2.9522797618842955*pi) q[2];\nu3(3.3380471404760783*pi,0.6527039956153735*pi,1.437179555887276*pi) q[3];\nu3(3.324405842069632*pi,-0.3757117138982522*pi,1.953352052336826*pi) q[4];\nu3(3.5216557326078357*pi,1.919915590017785*pi,0.627970229505415*pi) q[5];\nu3(3.6413581842298695*pi,0.050327116417292816*pi,3.0838345492428427*pi) q[6];\nu3(3.3236629312928403*pi,3.2646711818273197*pi,2.09173146873849*pi) q[8];\nu3(3.5712420797826314*pi,2.3666423171809923*pi,0.7944080656020072*pi) q[9];\nu3(3.1259915614664497*pi,3.2414456080269263*pi,2.0304163477382264*pi) q[10];\nu3(3.275628478565879*pi,0.17395454876150662*pi,4.2895841546489475*pi) q[12];\nu3(3.498673999898685*pi,2.11168399842313*pi,1.4236977326490043*pi) q[14];\nRxxyyzz(0.3607216149518492*pi,0.28632098395616*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.31818003137597983*pi,0.0885566115698544*pi,0.0*pi) q[2],q[3];\nRxxyyzz(0.47107422436270074*pi,0.18580347370040695*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.2977656613235645*pi,0.19432006440459804*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.4482916745614598*pi,0.32780434634920924*pi,0.10484465839210103*pi) q[6],q[12];\nRxxyyzz(0.4387425590174395*pi,0.32117151623022483*pi,3.77591326178626*pi) q[10],q[7];\nRxxyyzz(0.47390926205472983*pi,0.1928396971501356*pi,0.0*pi) q[11],q[8];\nu3(3.7355000565990806*pi,2.607657627713677*pi,0.6880273762752811*pi) q[1];\nu3(3.4388536352690546*pi,3.213862159619307*pi,0.7277944071040395*pi) q[2];\nu3(3.0545635565302556*pi,0.9271958687717827*pi,1.7794597831244698*pi) q[3];\nu3(3.4926115410165837*pi,3.052307631215641*pi,4.062244300230573*pi) q[4];\nu3(3.4615580275600193*pi,0.3105596737874531*pi,1.7001545640712377*pi) q[5];\nu3(3.8787149885575576*pi,-0.28792935109373596*pi,0.752773032100777*pi) q[6];\nu3(3.2701908639629345*pi,0.5954736582755589*pi,1.860966166369682*pi) q[7];\nu3(3.848623010439015*pi,3.2980581309159076*pi,1.1504575058517863*pi) q[8];\nu3(3.4069494908432163*pi,3.495557511072734*pi,4.141808338522626*pi) q[9];\nu3(3.162888733217633*pi,2.252244235694499*pi,1.0077794831961882*pi) q[10];\nu3(3.1818552108721136*pi,3.422842412946518*pi,1.0025257072221403*pi) q[11];\nu3(3.1922832352869444*pi,-0.2955672087571194*pi,2.865483093525643*pi) q[12];\nu3(3.3995754733114074*pi,3.496640731237416*pi,1.6511978303787975*pi) q[13];\nu3(3.5814451876838116*pi,3.0271425287589806*pi,1.3872717927127993*pi) q[14];\nRxxyyzz(0.18873602865168992*pi,0.14024933178039667*pi,0.0*pi) q[2],q[0];\nRxxyyzz(0.37612657496008073*pi,0.23407623713333703*pi,0.0*pi) q[6],q[1];\nRxxyyzz(0.3936894629815084*pi,0.19531248442176266*pi,0.11500786329894262*pi) q[3],q[5];\nRxxyyzz(0.4195237872644526*pi,0.315610150700644*pi,0.0*pi) q[14],q[4];\nRxxyyzz(0.4569149256481802*pi,0.2611353207096063*pi,0.06773357646223079*pi) q[13],q[7];\nRxxyyzz(0.4671072287082201*pi,0.35611073274927396*pi,0.0*pi) q[8],q[12];\nRxxyyzz(0.31073275409078993*pi,0.20138641557798032*pi,0.11829747539037605*pi) q[11],q[10];\nu3(3.337117219083351*pi,3.137663323757316*pi,1.5537254417170132*pi) q[0];\nu3(3.852908360464506*pi,3.204842263748282*pi,4.094194141104834*pi) q[1];\nu3(3.5193336427261173*pi,-0.39299190860201594*pi,2.07575507946551*pi) q[2];\nu3(3.595204014921161*pi,2.6155515496647816*pi,3.5541007216700793*pi) q[3];\nu3(3.4306831307663934*pi,-0.11957322007531557*pi,2.1111455891688387*pi) q[4];\nu3(3.1749834149491543*pi,1.0151438738090337*pi,4.212964500864619*pi) q[5];\nu3(3.541878650829444*pi,0.42772556997882205*pi,2.273722526506945*pi) q[6];\nu3(3.473098228126217*pi,1.6250269739181027*pi,4.3763726224991935*pi) q[7];\nu3(3.6998785917231154*pi,2.387299336542119*pi,1.1323111398275123*pi) q[8];\nu3(3.3968210980713156*pi,3.4218771348405914*pi,1.7141598147281556*pi) q[10];\nu3(3.5592435191989242*pi,2.951235321232695*pi,3.9505550637920424*pi) q[11];\nu3(3.7551226658580257*pi,2.1160496779741846*pi,2.0436518484818893*pi) q[12];\nu3(3.4875134626929807*pi,2.775209707423931*pi,1.2179261376168675*pi) q[13];\nu3(3.652206676119948*pi,1.1804383866195187*pi,1.7864705394311344*pi) q[14];\nRxxyyzz(0.42985861264332*pi,0.24042867005243235*pi,3.871168675164841*pi) q[0],q[8];\nRxxyyzz(0.39493124244838984*pi,0.27756064030459193*pi,0.0*pi) q[13],q[1];\nRxxyyzz(0.2885976822901801*pi,0.17054639420953244*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.3683985983677198*pi,0.20640563219213837*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.4230443297945901*pi,0.2886291680927231*pi,3.81708171501721*pi) q[11],q[6];\nRxxyyzz(0.4523465189727802*pi,0.30155587829463215*pi,0.0*pi) q[9],q[7];\nu3(3.577273870127791*pi,3.458604015128812*pi,0.7882135780234891*pi) q[0];\nu3(3.832505058482125*pi,3.1447423606059948*pi,0.7637199171181588*pi) q[1];\nu3(3.132084836193466*pi,0.5567671819976667*pi,4.0834284020727685*pi) q[2];\nu3(3.3660637770468633*pi,0.05939950699787655*pi,0.6571698911998747*pi) q[4];\nu3(3.6966627773327803*pi,0.452367396015118*pi,1.895518797171079*pi) q[5];\nu3(3.590266877417171*pi,2.8307375975857694*pi,2.1319947662330136*pi) q[6];\nu3(3.7170991721122286*pi,0.2215136918474797*pi,1.8203989179304445*pi) q[7];\nu3(3.698373557653467*pi,2.3165973333231253*pi,1.976389895042188*pi) q[8];\nu3(3.3943440490176466*pi,3.4807585544012625*pi,1.0316034452389484*pi) q[9];\nu3(3.9388740694466366*pi,3.396689224707007*pi,2.1947470960862145*pi) q[11];\nu3(3.631322943395869*pi,0.1746759166833619*pi,2.0223125250489145*pi) q[12];\nu3(3.322777604498471*pi,3.1479154183454345*pi,2.436450290346259*pi) q[13];\nRxxyyzz(0.4342039642506498*pi,0.3464846594091223*pi,0.0*pi) q[11],q[0];\nRxxyyzz(0.4123865944519499*pi,0.20247578869251026*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.28629747066757893*pi,0.2609576538905882*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.42406397621075*pi,0.29401615548100135*pi,0.09265274603019517*pi) q[9],q[6];\nRxxyyzz(0.3264632026858697*pi,0.28272043416922266*pi,0.0*pi) q[13],q[10];\nRxxyyzz(0.4164840576248907*pi,0.21154978315516093*pi,0.0*pi) q[14],q[12];\nu3(3.620405131185864*pi,2.702829853661794*pi,1.7006448610582146*pi) q[0];\nu3(3.790114623486747*pi,0.08841406487439141*pi,0.7916320604398432*pi) q[1];\nu3(3.3619832707895063*pi,2.3953356454097006*pi,1.5985633575346494*pi) q[2];\nu3(3.8586094832033426*pi,1.9079775240693602*pi,1.4467243461485837*pi) q[3];\nu3(3.447468170019726*pi,0.7205450945226377*pi,3.8430449020001984*pi) q[6];\nu3(3.560417096495791*pi,0.2723393431129577*pi,0.8096404348760913*pi) q[8];\nu3(3.2466212444627573*pi,0.7341267966150373*pi,0.8389454630556619*pi) q[9];\nu3(3.536300238716806*pi,2.9922903762927104*pi,4.069927510034704*pi) q[10];\nu3(3.381719779158533*pi,0.7638923221143148*pi,1.84439205226908*pi) q[11];\nu3(3.052588367121186*pi,-0.4250453032945526*pi,4.094646985334642*pi) q[12];\nu3(3.716789490445145*pi,2.9895339755773933*pi,1.4927367554626985*pi) q[13];\nu3(3.184715707455878*pi,0.4797279318775224*pi,1.4553965839796859*pi) q[14];\nRxxyyzz(0.42376271239436036*pi,0.4005350733640363*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.38695394885979995*pi,0.31164682240099845*pi,0.04742840814936651*pi) q[13],q[1];\nRxxyyzz(0.45221662277534147*pi,0.0*pi,0.0*pi) q[7],q[3];\nRxxyyzz(0.3882882462375902*pi,0.30374425807001704*pi,0.0*pi) q[11],q[4];\nRxxyyzz(0.42078745974558995*pi,0.16087766534790693*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.4542046977669201*pi,0.4236302385419273*pi,0.14685209548731204*pi) q[10],q[6];\nRxxyyzz(0.45752307145534044*pi,0.256682332116305*pi,0.0*pi) q[9],q[12];\nu3(3.5419598991911605*pi,-0.18731346269564636*pi,1.1536978479580098*pi) q[0];\nu3(3.3335609229875875*pi,-0.08330633555780853*pi,3.1177811361079946*pi) q[1];\nu3(3.184048440089617*pi,3.4430369618635526*pi,2.249723715379807*pi) q[2];\nu3(3.351107278554509*pi,3.1310947324504537*pi,1.0310602231848371*pi) q[3];\nu3(3.401575088229263*pi,3.4902520088622584*pi,0.7639780985015228*pi) q[4];\nu3(3.447574757898742*pi,0.38455302250546697*pi,4.464803881273822*pi) q[5];\nu3(3.4053644623699926*pi,2.8462849517650533*pi,1.773952782824581*pi) q[6];\nu3(3.674402426638918*pi,3.116073691451925*pi,0.7596888783072606*pi) q[7];\nu3(3.6498220373952206*pi,3.069691982206911*pi,1.1405138889283517*pi) q[9];\nu3(3.291954513557851*pi,-0.28978291946795165*pi,0.8659483407953256*pi) q[10];\nu3(3.311092790383257*pi,0.24612128364026964*pi,0.9078646707488299*pi) q[11];\nu3(3.312626565932735*pi,2.527706293549345*pi,2.2576080504440865*pi) q[12];\nu3(3.701712419350367*pi,-0.05800393354733974*pi,1.47490905820851*pi) q[13];\nu3(3.6415522393542705*pi,2.6000506824794716*pi,1.0845525496110566*pi) q[14];\nmeasure q[3] -> c[6];\nRxxyyzz(0.4289338991708006*pi,0.17717219726958078*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.45067985624824003*pi,0.22445975739638788*pi,0.10010468095889902*pi) q[10],q[1];\nRxxyyzz(0.37722659810921033*pi,0.1677441460006528*pi,0.0*pi) q[14],q[2];\nRxxyyzz(0.43900503177074995*pi,0.3193847040762621*pi,0.13281650911216034*pi) q[4],q[5];\nRxxyyzz(0.40395309459829015*pi,0.18377313994605543*pi,3.945424175417889*pi) q[9],q[6];\nRxxyyzz(0.48598536253886104*pi,0.19815218161257686*pi,0.0*pi) q[13],q[8];\nRxxyyzz(0.42142895652349*pi,0.30671469014302244*pi,0.0*pi) q[11],q[12];\nu3(3.497439899847369*pi,1.0680299558893263*pi,1.405858199329536*pi) q[0];\nu3(3.5766649688942747*pi,0.12519982074128322*pi,3.2317976426513835*pi) q[1];\nu3(3.6962574605049614*pi,1.0862421565888445*pi,1.615449112697659*pi) q[2];\nu3(3.4406587990419335*pi,2.287770252481263*pi,0.607724558225547*pi) q[4];\nu3(3.4868932039728677*pi,3.0204906830173743*pi,1.6648357555792608*pi) q[5];\nu3(3.1744315952347373*pi,2.401876939537305*pi,0.5670749948512315*pi) q[6];\nu3(3.8044463369721253*pi,0.06155472661635608*pi,2.355943128862877*pi) q[7];\nu3(3.123352001266891*pi,2.789169549229868*pi,0.6244128987700835*pi) q[8];\nu3(3.4110656888054023*pi,-0.4533188085091059*pi,1.9391085161140165*pi) q[9];\nu3(3.3965231437465895*pi,1.2096245702749693*pi,0.7502794364130368*pi) q[10];\nu3(3.4765265819362576*pi,1.462310338827491*pi,1.8814465307902815*pi) q[11];\nu3(3.583655083306969*pi,3.033451072880569*pi,2.338072480687303*pi) q[12];\nu3(3.1831875542631654*pi,0.9501886827596278*pi,1.4257533797629274*pi) q[13];\nu3(3.394706303265603*pi,-0.4085205572173063*pi,1.3357369507379406*pi) q[14];\nmeasure q[4] -> c[0];\nmeasure q[9] -> c[1];\nmeasure q[7] -> c[2];\nmeasure q[8] -> c[3];\nmeasure q[10] -> c[4];\nmeasure q[11] -> c[5];\nmeasure q[13] -> c[7];\nmeasure q[0] -> c[8];\nmeasure q[1] -> c[9];\nmeasure q[2] -> c[10];\nmeasure q[12] -> c[11];\nmeasure q[14] -> c[12];\nmeasure q[5] -> c[13];\nmeasure q[6] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.802559346127488*pi,3.146144208804423*pi,2.4881986010422437*pi) q[0];\nu3(3.5422007668082633*pi,-0.40268474239488145*pi,0.6356661861801526*pi) q[1];\nu3(3.385724341323206*pi,3.13157117960093*pi,3.66788276260705*pi) q[2];\nu3(3.0553081284132335*pi,2.3032851479678547*pi,4.012985416784323*pi) q[3];\nu3(3.7098222554443643*pi,3.3597564089252496*pi,3.7438901430779943*pi) q[4];\nu3(3.5000708970261654*pi,2.1811281139733247*pi,2.1896754184825054*pi) q[5];\nu3(3.5932799805164963*pi,-0.006382816174836492*pi,1.605492187430149*pi) q[6];\nu3(3.5461357903548714*pi,2.38239176041302*pi,2.729095752305941*pi) q[7];\nu3(3.3290341023696404*pi,2.582512955414633*pi,2.2542401072840894*pi) q[8];\nu3(3.794765236202882*pi,-0.27667258642736026*pi,1.1701615013709201*pi) q[9];\nu3(3.512489141170799*pi,3.2805616408247564*pi,1.926670769991098*pi) q[10];\nu3(3.788890138699689*pi,0.25324831910241674*pi,4.353870829291834*pi) q[11];\nu3(3.6398187653460345*pi,-0.4250585741087032*pi,1.0576229151892034*pi) q[12];\nu3(3.2718007130421163*pi,0.4841992677034992*pi,3.2054070480793095*pi) q[13];\nu3(3.4940986768194247*pi,-0.28363569355102736*pi,3.143328860980755*pi) q[14];\nRxxyyzz(0.2873855542583499*pi,0.10076661754702076*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.4489996506158409*pi,0.3878141697234573*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.3964635892412095*pi,0.21950868713142846*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.3614750138175401*pi,0.23081829522644534*pi,3.927970745993001*pi) q[3],q[4];\nRxxyyzz(0.42039264255991987*pi,0.33516569747511843*pi,0.039995920355958586*pi) q[5],q[13];\nRxxyyzz(0.44834733182887954*pi,0.2893274803900448*pi,0.171330026448472*pi) q[6],q[14];\nRxxyyzz(0.3611031552174603*pi,0.21616182422114116*pi,3.932593658605061*pi) q[7],q[12];\nu3(3.4338174724528563*pi,2.244665465499768*pi,0.8757704045097707*pi) q[0];\nu3(3.228515721252692*pi,-0.1124841331227211*pi,0.6141347714385611*pi) q[1];\nu3(3.444952933018187*pi,3.406600118916313*pi,4.190925801635525*pi) q[2];\nu3(3.291834528931398*pi,3.2973235221506574*pi,0.712243152643093*pi) q[3];\nu3(3.4070782719993575*pi,0.5047291960097158*pi,1.79197497289129*pi) q[4];\nu3(3.7598224819243473*pi,3.2566900602495554*pi,4.028281961241116*pi) q[5];\nu3(3.353504026651928*pi,3.0458708883990786*pi,3.405885010230813*pi) q[6];\nu3(3.5060497970361677*pi,0.7743969259671968*pi,2.4045601754148196*pi) q[7];\nu3(3.3020542071991343*pi,-0.2340092897877707*pi,0.9525344338130151*pi) q[8];\nu3(3.7879700824310754*pi,2.241606059880998*pi,0.9069973493462085*pi) q[9];\nu3(3.8311588525184677*pi,2.0772396679761664*pi,3.9779948213077914*pi) q[11];\nu3(3.63229184432142*pi,2.9062957290531104*pi,2.035916041120402*pi) q[12];\nu3(3.208240900432387*pi,-0.4665787968574504*pi,2.074534521110117*pi) q[13];\nu3(3.345621952149448*pi,0.21986707616226653*pi,3.84101991961799*pi) q[14];\nRxxyyzz(0.45838805447682995*pi,0.3159073302950959*pi,3.7687156028275997*pi) q[7],q[0];\nRxxyyzz(0.3136634451439386*pi,0.18046654574397003*pi,0.0*pi) q[10],q[1];\nRxxyyzz(0.3702740162534398*pi,0.23544708084009613*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.4207304838280802*pi,0.22095886087089534*pi,0.0*pi) q[9],q[3];\nRxxyyzz(0.3775724572039506*pi,0.2930794486368439*pi,0.1513761881755178*pi) q[11],q[5];\nRxxyyzz(0.4461391115984804*pi,0.2792426344494938*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.43268572787289994*pi,0.4224890085388999*pi,0.10992079964747781*pi) q[8],q[13];\nu3(3.8290169066344717*pi,0.3508247738212267*pi,2.2618300650449568*pi) q[0];\nu3(3.606770051398364*pi,1.9205364029693865*pi,4.1019421411191175*pi) q[1];\nu3(3.264902481656146*pi,3.459375333645897*pi,3.629196319980223*pi) q[2];\nu3(3.490603982580058*pi,-0.41884802796614357*pi,1.476215089651392*pi) q[3];\nu3(3.686130953298506*pi,0.8071121507863666*pi,4.391621736166205*pi) q[5];\nu3(3.580970606938087*pi,3.3198061092616347*pi,4.005049809395212*pi) q[6];\nu3(3.6075381170678784*pi,2.320701337897136*pi,1.4543828130213976*pi) q[7];\nu3(3.532286629631655*pi,-0.30956599044228883*pi,1.2508157153653894*pi) q[8];\nu3(3.3369917181496067*pi,2.277666083150196*pi,1.0197519563622268*pi) q[9];\nu3(3.410965037510271*pi,0.3503720122909808*pi,2.0417878952664186*pi) q[10];\nu3(3.0854736936895395*pi,0.12745280209216148*pi,4.3174251199545415*pi) q[11];\nu3(3.5085269327065847*pi,0.10449262967432094*pi,1.4353638077351811*pi) q[12];\nu3(3.382961958015967*pi,2.4408455767716113*pi,0.9006944615571777*pi) q[13];\nu3(3.4769979507674784*pi,0.803127158532353*pi,1.4019113134938517*pi) q[14];\nRxxyyzz(0.4253370321061394*pi,0.21658377201006296*pi,3.926073768672131*pi) q[2],q[0];\nRxxyyzz(0.328615123088279*pi,0.1876587662120518*pi,0.0*pi) q[5],q[1];\nRxxyyzz(0.3934634254468899*pi,0.2714429022858611*pi,3.876236098106841*pi) q[3],q[4];\nRxxyyzz(0.36611963890900023*pi,0.2702241774894978*pi,0.0*pi) q[11],q[6];\nRxxyyzz(0.4211495897580304*pi,0.17876510768280363*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.40839514531141*pi,0.3251396384827581*pi,3.951776349040541*pi) q[9],q[13];\nRxxyyzz(0.3633397651214497*pi,0.18495533733685243*pi,0.0*pi) q[10],q[14];\nu3(3.8903051638426116*pi,3.332270744719115*pi,1.8930509705451017*pi) q[0];\nu3(3.159136217071384*pi,1.9996057957961044*pi,1.5635891314639765*pi) q[1];\nu3(3.1724676627295905*pi,2.493050398373464*pi,1.9046711910499061*pi) q[2];\nu3(3.738597328434512*pi,3.4415331139814183*pi,1.0397926983212131*pi) q[3];\nu3(3.485505541036137*pi,3.234847211075402*pi,2.125669916563436*pi) q[4];\nu3(3.5221787291576487*pi,-0.18926647049063816*pi,2.7787034152217194*pi) q[5];\nu3(3.629802658348944*pi,2.2467518781662403*pi,2.200000510105567*pi) q[6];\nu3(3.6687754526084095*pi,-0.3195168614608339*pi,3.720849341645007*pi) q[7];\nu3(3.2952044296027463*pi,2.841302335366657*pi,1.5218843054643303*pi) q[9];\nu3(3.514644660451217*pi,-0.35540098243803664*pi,0.9132273245622118*pi) q[10];\nu3(3.589805851744605*pi,3.356157146424136*pi,1.5691388597383895*pi) q[11];\nu3(3.2395467052250653*pi,0.8495996222815922*pi,1.3583987897265226*pi) q[12];\nu3(3.816837105233154*pi,0.8066495329299761*pi,2.1120139758845844*pi) q[13];\nu3(3.841355341437075*pi,-0.004642876204589252*pi,1.1294783385283012*pi) q[14];\nRxxyyzz(0.3012281964684396*pi,0.21953618197355818*pi,0.041392916101250066*pi) q[6],q[0];\nRxxyyzz(0.4288659611902901*pi,0.33685162169174027*pi,3.9151550486452504*pi) q[1],q[12];\nRxxyyzz(0.41257134607974005*pi,0.3016946018905984*pi,0.15139024748835672*pi) q[3],q[10];\nRxxyyzz(0.4394301095172698*pi,0.2163882183229596*pi,3.86616647526557*pi) q[4],q[5];\nRxxyyzz(0.3854339037570097*pi,0.26119754858677213*pi,3.88615772216522*pi) q[9],q[7];\nRxxyyzz(0.2572035663751403*pi,0.23102747914622057*pi,0.09127953749098161*pi) q[8],q[13];\nRxxyyzz(0.33535315642100033*pi,0.29870784433686604*pi,3.92580578097869*pi) q[11],q[14];\nu3(3.4316638691098253*pi,0.4315523697353917*pi,4.038259332709483*pi) q[0];\nu3(3.7635251986025606*pi,3.47010319890134*pi,1.3009307092562263*pi) q[1];\nu3(3.4599116866517767*pi,0.12105098969975747*pi,3.898090499745023*pi) q[3];\nu3(3.4380005628066597*pi,0.02666267170738701*pi,1.6097503875942665*pi) q[4];\nu3(3.4924661775431542*pi,1.0800198468967879*pi,2.3517335967897117*pi) q[5];\nu3(3.842003653857824*pi,-0.40769339355782386*pi,3.532647807935704*pi) q[6];\nu3(3.3739661372860446*pi,0.4674610936895599*pi,1.4697494353608653*pi) q[7];\nu3(3.3677229189125564*pi,-0.14523321585235915*pi,1.713019770256016*pi) q[8];\nu3(3.1606638558652964*pi,-0.4718977837430876*pi,1.743336902499486*pi) q[9];\nu3(3.068373297365111*pi,-0.29524125182437433*pi,1.9679036972503448*pi) q[10];\nu3(3.560243004362086*pi,1.0322389240590635*pi,2.2901832796134474*pi) q[11];\nu3(3.6204560037871527*pi,2.780277519834728*pi,1.8964456804170502*pi) q[12];\nu3(3.536932573540851*pi,0.725213662168011*pi,0.7033383908058237*pi) q[13];\nu3(3.677216840001869*pi,2.8487183291708207*pi,0.9230810177483827*pi) q[14];\nRxxyyzz(0.3699172413074897*pi,0.19837964647404716*pi,0.0*pi) q[8],q[0];\nRxxyyzz(0.4653581919746601*pi,0.2990870142473572*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.41939557789098014*pi,0.2890691449877125*pi,0.19307843320175014*pi) q[2],q[10];\nRxxyyzz(0.3248502429961596*pi,0.07250460489524724*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.3739765255433589*pi,0.2570390041211983*pi,0.0*pi) q[9],q[5];\nRxxyyzz(0.45959633717647996*pi,0.40638400805084185*pi,0.11728666612347105*pi) q[6],q[13];\nRxxyyzz(0.43714734279504963*pi,0.2951058230421948*pi,0.0*pi) q[12],q[14];\nu3(3.4854099271928813*pi,2.9209679492219793*pi,4.4013006857248*pi) q[0];\nu3(3.1377105043475924*pi,0.7093788127646212*pi,1.071133232770093*pi) q[1];\nu3(3.4905276837956865*pi,2.7000956996599483*pi,0.5582490922072765*pi) q[2];\nu3(3.681059065497771*pi,0.8345796199040607*pi,1.0097254610013575*pi) q[4];\nu3(3.782771628288045*pi,3.48744692420838*pi,1.1770162207980195*pi) q[5];\nu3(3.6935370999379686*pi,3.207335886543873*pi,0.9168645287777879*pi) q[6];\nu3(3.2918394106992537*pi,2.7731962085772004*pi,4.239577142333489*pi) q[7];\nu3(3.3657870328740893*pi,-0.07839149732809442*pi,1.0323925464326553*pi) q[8];\nu3(3.505256018675068*pi,0.7496804897543656*pi,0.8770777830672025*pi) q[9];\nu3(3.265917915535277*pi,2.3550488155072298*pi,1.1977817729130937*pi) q[10];\nu3(3.581547636805007*pi,0.526998687744993*pi,1.799131082264843*pi) q[11];\nu3(3.566783070290465*pi,-0.04240835417580724*pi,0.7947421856892944*pi) q[12];\nu3(3.6512908808356768*pi,0.6296018203440275*pi,1.1076749851519851*pi) q[13];\nu3(3.4722956419788087*pi,2.33354511788111*pi,0.7900701422554179*pi) q[14];\nRxxyyzz(0.4296758040005302*pi,0.3706429963003637*pi,0.06480073510804552*pi) q[3],q[0];\nRxxyyzz(0.3776766209170899*pi,0.3174103435827896*pi,3.8916755735583095*pi) q[11],q[1];\nRxxyyzz(0.42685186260004204*pi,0.11679299499436457*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.34935860819176945*pi,0.28079094180156483*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.4363509409485904*pi,0.105744538114947*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.4518193904260718*pi,0.27079855935518904*pi,0.0*pi) q[8],q[13];\nRxxyyzz(0.42162082129573003*pi,0.13748633164653293*pi,3.915172028467751*pi) q[10],q[12];\nu3(3.3537159180993807*pi,0.22007261610645978*pi,1.4900369794579862*pi) q[0];\nu3(3.6949660450205943*pi,1.1101470781670209*pi,0.6568081885333665*pi) q[1];\nu3(3.7564253751445413*pi,3.1849554429188043*pi,4.412950763588868*pi) q[2];\nu3(3.301492848698434*pi,-0.08814210450761972*pi,1.003380798490431*pi) q[3];\nu3(3.8674594800647077*pi,2.221268067924256*pi,0.5225631725464089*pi) q[4];\nu3(3.767227252450976*pi,0.6532988593879416*pi,1.8755157139474898*pi) q[5];\nu3(3.882630234339797*pi,2.069788595216555*pi,1.214959122548921*pi) q[6];\nu3(3.5553120867809387*pi,-0.354711973735852*pi,0.6867469100861985*pi) q[8];\nu3(3.9507041162934446*pi,0.44967295525512274*pi,1.5001813635820367*pi) q[9];\nu3(3.9081192957115873*pi,3.1221652417960195*pi,2.195818801340524*pi) q[10];\nu3(3.261522748152099*pi,1.014026198732163*pi,2.442894123700854*pi) q[11];\nu3(3.3892543294140953*pi,2.5299742383813104*pi,2.4026054240096535*pi) q[12];\nu3(3.8163508426139883*pi,-0.4071736206338493*pi,1.039651971206192*pi) q[13];\nu3(3.7012434689630536*pi,-0.14505204125954485*pi,1.5144441011234422*pi) q[14];\nRxxyyzz(0.4168577112232841*pi,0.3873209785222933*pi,0.0*pi) q[6],q[0];\nRxxyyzz(0.43961056163185075*pi,0.295075656501568*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.45695606330075*pi,0.30168724839957695*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.31102312615894995*pi,0.2854588608615365*pi,0.050080916600918624*pi) q[4],q[12];\nRxxyyzz(0.47569520456034475*pi,0.1910356109745952*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.3262553712897498*pi,0.11173743977174022*pi,0.0*pi) q[9],q[14];\nRxxyyzz(0.46066758409503006*pi,0.39244651821190435*pi,0.04628524680475854*pi) q[13],q[11];\nu3(3.3310419758232364*pi,2.1960786242715513*pi,4.15994704067983*pi) q[0];\nu3(3.283123447340286*pi,2.323121135007143*pi,0.846866952952182*pi) q[1];\nu3(3.555096701555911*pi,3.232057442728793*pi,3.9137795321252695*pi) q[2];\nu3(3.7574255850086864*pi,3.091350845769766*pi,0.8523114572418149*pi) q[3];\nu3(3.8929340789719786*pi,2.358832278142863*pi,1.091824073862346*pi) q[4];\nu3(3.42446065594152*pi,2.136172686262401*pi,1.2974522968757796*pi) q[5];\nu3(3.360344962210493*pi,-0.3261065308403747*pi,1.4687728967188407*pi) q[6];\nu3(3.8126561257226848*pi,3.4696472773793703*pi,1.4229268406982254*pi) q[8];\nu3(3.714685716123862*pi,-0.18464703335557597*pi,3.2402125314695205*pi) q[9];\nu3(3.4746381772019186*pi,2.145295348252323*pi,1.6758738979443122*pi) q[10];\nu3(3.4642846715674063*pi,-0.10777797122763466*pi,3.5357605978814224*pi) q[11];\nu3(3.427757523198923*pi,3.0044566808036346*pi,0.8483029015182205*pi) q[12];\nu3(3.8985435506702886*pi,0.6213061001687699*pi,0.9735718654740336*pi) q[13];\nu3(3.740631520707522*pi,0.035648028932388054*pi,2.03183811832009*pi) q[14];\nRxxyyzz(0.4260643849759802*pi,0.22746540023102987*pi,0.059847449419454246*pi) q[12],q[1];\nRxxyyzz(0.2482486166353104*pi,0.1357195230651672*pi,0.0*pi) q[2],q[3];\nRxxyyzz(0.45690491072484013*pi,0.2897433851435802*pi,0.10127668198079585*pi) q[11],q[4];\nRxxyyzz(0.43887006040589016*pi,0.13563909399552726*pi,3.9221724536843503*pi) q[10],q[5];\nRxxyyzz(0.22280993414132022*pi,0.07555199130274914*pi,0.0*pi) q[7],q[14];\nRxxyyzz(0.4148494750963296*pi,0.2699587188894311*pi,3.8447774433658695*pi) q[13],q[9];\nu3(3.448649328605883*pi,0.04090205956582982*pi,1.686706053536346*pi) q[1];\nu3(3.723652412989792*pi,2.5360332352845685*pi,1.105574234891249*pi) q[2];\nu3(3.762985608686471*pi,0.7696609898342488*pi,1.3685407173839148*pi) q[3];\nu3(3.3626026283489363*pi,2.5926751093073928*pi,1.3993173760744713*pi) q[4];\nu3(3.3497604947859028*pi,1.9715044697309674*pi,2.0428988011634965*pi) q[5];\nu3(3.653293924483525*pi,-0.49181271465522347*pi,2.4731443651823533*pi) q[7];\nu3(3.467097898779061*pi,-0.22113997504867244*pi,2.1491308664869226*pi) q[9];\nu3(3.4586887553047436*pi,3.1960644999699506*pi,1.8436275697545095*pi) q[10];\nu3(3.168547529478295*pi,-0.20589285283084413*pi,2.939523390357346*pi) q[11];\nu3(3.497862901480876*pi,3.0015902638013467*pi,0.9818207488204296*pi) q[12];\nu3(3.564338988204606*pi,-0.475707890932307*pi,1.9148594206341767*pi) q[13];\nu3(3.2451063521569554*pi,3.2355749852447744*pi,0.9822865709435438*pi) q[14];\nRxxyyzz(0.3883285301885101*pi,0.23215039956517747*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.41146675058238985*pi,0.23728624894108033*pi,0.13748375256898623*pi) q[14],q[1];\nRxxyyzz(0.4753242378439002*pi,0.1770432954438741*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.4518677665551399*pi,0.18073876388780205*pi,0.04628016891884814*pi) q[13],q[4];\nRxxyyzz(0.4290373911876402*pi,0.33994030349811116*pi,0.10493517192711826*pi) q[8],q[5];\nRxxyyzz(0.45977336307634087*pi,0.21569043111957686*pi,0.0*pi) q[7],q[6];\nRxxyyzz(0.4087628144147*pi,0.22150870286292745*pi,3.8803477234807104*pi) q[11],q[12];\nu3(3.3620125520752726*pi,-0.46556157800674375*pi,1.4017007475871999*pi) q[0];\nu3(3.4496471758040137*pi,0.2913401149184208*pi,4.013001555743754*pi) q[1];\nu3(3.600161474348717*pi,2.443084469125088*pi,1.3422504926296432*pi) q[2];\nu3(3.619066238867665*pi,3.489767458008021*pi,2.206475088290047*pi) q[3];\nu3(3.9574500786197673*pi,1.1044610554152952*pi,4.487715517086496*pi) q[4];\nu3(3.544126935503797*pi,0.263098923271035*pi,0.9664871079767843*pi) q[5];\nu3(3.4729042660095613*pi,-0.2708727046083349*pi,4.494243074077849*pi) q[6];\nu3(3.543481875395322*pi,3.0004673502901307*pi,0.5309831968001733*pi) q[7];\nu3(3.464527975096555*pi,-0.19132524000677242*pi,3.1307491672454084*pi) q[8];\nu3(3.561288811906436*pi,0.4698705269193142*pi,1.9713307418571555*pi) q[9];\nu3(3.258760693800182*pi,1.1183384424482097*pi,0.5775421997295633*pi) q[11];\nu3(3.8361903847336833*pi,-0.4579845448348795*pi,1.5394529783610578*pi) q[12];\nu3(3.4074735804359095*pi,-0.10057565827902154*pi,0.9649548027076114*pi) q[13];\nu3(3.326387743462104*pi,2.6723657172004196*pi,4.277026198071077*pi) q[14];\nRxxyyzz(0.45699252218072006*pi,0.4007169709534838*pi,3.8436964819862602*pi) q[0],q[7];\nRxxyyzz(0.47844942305680205*pi,0.1701656640037138*pi,0.0*pi) q[13],q[1];\nRxxyyzz(0.4168015919062818*pi,0.3173297443949315*pi,3.8756842437746926*pi) q[2],q[3];\nRxxyyzz(0.36094468094508975*pi,0.10985071776449828*pi,0.08362367523305725*pi) q[4],q[12];\nRxxyyzz(0.41111359456979013*pi,0.31026474029911166*pi,0.0*pi) q[9],q[6];\nRxxyyzz(0.3866673732816498*pi,0.2661334522463471*pi,0.0*pi) q[10],q[11];\nu3(3.591233110546821*pi,3.3686545078815398*pi,0.6961427787723644*pi) q[0];\nu3(3.656382458415873*pi,3.1954855543056935*pi,4.2926832315258645*pi) q[1];\nu3(3.6008106098001855*pi,2.3365214844041207*pi,1.9102937377780407*pi) q[2];\nu3(3.6996161490478876*pi,2.6950962603944593*pi,2.0663931010054073*pi) q[3];\nu3(3.379668479520099*pi,-0.36760797607821083*pi,3.4045700992266945*pi) q[4];\nu3(3.342020870199109*pi,0.013592516633309182*pi,0.9500041810157568*pi) q[6];\nu3(3.8824018825928452*pi,0.49646283993178064*pi,0.9397752540945056*pi) q[7];\nu3(3.3398593209685035*pi,3.002995985303267*pi,0.886486763293783*pi) q[9];\nu3(3.428502328364738*pi,0.3094752844555466*pi,0.690991487352937*pi) q[10];\nu3(3.479471642975244*pi,0.7847330879468624*pi,1.4934954113704115*pi) q[11];\nu3(3.0645998844448465*pi,0.40377337901577837*pi,4.054987593546681*pi) q[12];\nu3(3.1462578783309407*pi,2.015115351023541*pi,1.536441228171479*pi) q[13];\nRxxyyzz(0.41083586661136007*pi,0.23729718759352145*pi,3.9530307327426297*pi) q[0],q[12];\nRxxyyzz(0.44571605598416*pi,0.254587122116668*pi,0.060944407656956884*pi) q[7],q[4];\nRxxyyzz(0.40764157942162*pi,0.22539799527332968*pi,0.21157501638773973*pi) q[9],q[5];\nRxxyyzz(0.40009945233322025*pi,0.32853451027400293*pi,0.040145647302027763*pi) q[11],q[6];\nRxxyyzz(0.3906662617472296*pi,0.10949066790903836*pi,0.05489753051546234*pi) q[8],q[13];\nRxxyyzz(0.3710853449955103*pi,0.13560289635378187*pi,0.05747747275289674*pi) q[10],q[14];\nu3(3.2485943442292236*pi,3.0053589303705412*pi,1.8530203077542828*pi) q[0];\nu3(3.620514585942729*pi,-0.2895541366413087*pi,3.2529504717589166*pi) q[4];\nu3(3.6220897153393117*pi,0.8223130528384881*pi,0.6792853243107287*pi) q[5];\nu3(3.5997719198913516*pi,-0.05483710680691267*pi,3.389070301908623*pi) q[6];\nu3(3.5063659379370247*pi,2.6790223749854167*pi,1.0755539084569277*pi) q[7];\nu3(3.2403174716138823*pi,1.6952153649100747*pi,0.6243994352557769*pi) q[8];\nu3(3.4031487414708144*pi,3.445907970154695*pi,3.4422772607631504*pi) q[9];\nu3(3.392006954617961*pi,0.5492513968831165*pi,1.228609719806303*pi) q[10];\nu3(3.686957461864699*pi,0.006329688741020245*pi,1.8080455424078996*pi) q[11];\nu3(3.6155886143622697*pi,3.126302263060542*pi,2.170289303708724*pi) q[12];\nu3(3.43638461966285*pi,0.9033906122887334*pi,4.3977816258778235*pi) q[13];\nu3(3.575555081672683*pi,0.016546576354331988*pi,1.3562194737777866*pi) q[14];\nRxxyyzz(0.40872722859500943*pi,0.24223723042083195*pi,3.95448105722316*pi) q[0],q[1];\nRxxyyzz(0.4189894456733896*pi,0.062159513877249495*pi,0.0*pi) q[14],q[3];\nRxxyyzz(0.3640522901011397*pi,0.3289046016102153*pi,3.8656481433195804*pi) q[4],q[5];\nRxxyyzz(0.4276442387970497*pi,0.2600375336163374*pi,0.0*pi) q[9],q[6];\nRxxyyzz(0.28275599101312116*pi,0.14628362095686942*pi,3.9353802001905827*pi) q[7],q[13];\nRxxyyzz(0.48333689515279044*pi,0.13039009963936454*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.44659462504468017*pi,0.3700263478343913*pi,0.0*pi) q[10],q[12];\nu3(3.8124495724087284*pi,3.27374672575262*pi,2.10925402087046*pi) q[0];\nu3(3.6004109783886538*pi,0.231311779586028*pi,1.049214684574403*pi) q[1];\nu3(3.7652719708471505*pi,2.980796219386143*pi,1.7126977759684887*pi) q[3];\nu3(3.7487561325593006*pi,-0.19862998628403683*pi,0.8090450223822385*pi) q[4];\nu3(3.6929096433868156*pi,2.4267787849176177*pi,1.7728819713987511*pi) q[5];\nu3(3.769356950185924*pi,-0.23026405785866*pi,1.659458806131276*pi) q[6];\nu3(3.750272021405708*pi,3.1452674707670285*pi,2.452509793437915*pi) q[7];\nu3(3.4188553402676964*pi,-0.1897093186984899*pi,1.2017004135551346*pi) q[8];\nu3(3.883090252718702*pi,1.3840245975661158*pi,0.9431800400652399*pi) q[9];\nu3(3.938181269076589*pi,3.110470203268892*pi,1.8832451947846216*pi) q[10];\nu3(3.489527528245363*pi,0.4788551004574163*pi,2.0086606491879198*pi) q[11];\nu3(3.909542809904138*pi,0.45402266686056136*pi,0.8429394243174755*pi) q[12];\nu3(3.320208849150685*pi,-0.17104671367346025*pi,0.509092105266316*pi) q[13];\nu3(3.2358559559481908*pi,0.9900532371051276*pi,1.5309915094619722*pi) q[14];\nRxxyyzz(0.4507604181674999*pi,0.17071935147726625*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.4161189757985505*pi,0.2969717587327112*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.3352520963103095*pi,0.2217112096011623*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.46110580195960016*pi,0.19135786115176867*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.3983439085114502*pi,0.2689612010344902*pi,3.9426562098707993*pi) q[10],q[5];\nRxxyyzz(0.4010107001156703*pi,0.16533848530240514*pi,0.0*pi) q[11],q[14];\nu3(3.2911802800016305*pi,0.1792271330536006*pi,1.9436481050761278*pi) q[0];\nu3(3.2466351604221053*pi,0.9704276143020807*pi,1.1544235481591585*pi) q[1];\nu3(3.478997561968162*pi,2.953659253091447*pi,1.0315212029875231*pi) q[2];\nu3(3.718113254734317*pi,2.585374515908442*pi,2.023484290839227*pi) q[3];\nu3(3.1306608852292652*pi,0.7499509467640375*pi,2.021258998157142*pi) q[4];\nu3(3.8402065677430826*pi,0.8287561598234356*pi,0.8224207957379974*pi) q[5];\nu3(3.399115420628316*pi,0.35623173566081456*pi,2.428499987557584*pi) q[6];\nu3(3.354089759454123*pi,1.3719901627846198*pi,1.3855514005980094*pi) q[9];\nu3(3.027277541595775*pi,0.631980864211976*pi,1.7840570479708824*pi) q[10];\nu3(3.8515630861334342*pi,1.0810785378065213*pi,1.8579116517868615*pi) q[11];\nu3(3.324714929527267*pi,-0.14929880739850354*pi,2.066733969594808*pi) q[12];\nu3(3.8534640642623748*pi,-0.08567984098957337*pi,1.3868411101165508*pi) q[14];\nRxxyyzz(0.40200918869906044*pi,0.19094967345659442*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.2654586043474585*pi,0.16141533677588216*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.4612493563287009*pi,0.27482103605568475*pi,0.0*pi) q[10],q[2];\nRxxyyzz(0.3991850372219109*pi,0.14782655627771701*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.4512446421056042*pi,0.2056938951948615*pi,3.904636776289715*pi) q[8],q[5];\nRxxyyzz(0.32635486114295004*pi,0.23458932780308484*pi,3.8814274679204903*pi) q[6],q[11];\nRxxyyzz(0.45630069373420007*pi,0.2286198884423576*pi,0.11928809641074328*pi) q[9],q[7];\nu3(3.6375709160338707*pi,2.8518389047126655*pi,4.405273080376819*pi) q[0];\nu3(0.8846797031538425*pi,3.4358120116376285*pi,1.347378164856771*pi) q[1];\nu3(3.6154232469782146*pi,-0.3726089398237784*pi,1.2423947537711166*pi) q[2];\nu3(3.2410167787839597*pi,0.4930489057966454*pi,1.976332293887326*pi) q[4];\nu3(3.4705604755695254*pi,0.2944985900761129*pi,1.3715807903318666*pi) q[5];\nu3(3.7560366618009495*pi,3.1056789504308133*pi,4.250042116810755*pi) q[6];\nu3(3.8068753732098126*pi,0.13364448974632215*pi,4.061724621729068*pi) q[7];\nu3(3.543607236327192*pi,2.455155691760301*pi,1.8335557282512314*pi) q[8];\nu3(3.353442875180848*pi,0.6771192608283494*pi,1.9870100000026836*pi) q[9];\nu3(3.712933614277912*pi,2.4184544661220277*pi,2.3581978580310063*pi) q[10];\nu3(3.560105662433033*pi,-0.49084325452326666*pi,0.5878413833743357*pi) q[11];\nu3(3.564410137998974*pi,0.1627392962060067*pi,2.1835231832671425*pi) q[12];\nu3(3.5699254819738515*pi,0.6449181116381837*pi,0.6056895570143705*pi) q[13];\nu3(3.906830394997187*pi,1.3533490121995175*pi,1.5697339540303734*pi) q[14];\nmeasure q[8] -> c[1];\nmeasure q[1] -> c[7];\nmeasure q[13] -> c[10];\nmeasure q[12] -> c[12];\nmeasure q[5] -> c[13];\nRxxyyzz(0.45021233631702984*pi,0.3781338607082543*pi,3.947845532518679*pi) q[0],q[2];\nRxxyyzz(0.44143773660527974*pi,0.27441170982265684*pi,0.0*pi) q[7],q[3];\nRxxyyzz(0.3394415593556902*pi,0.16425452451727818*pi,0.0*pi) q[11],q[4];\nRxxyyzz(0.34563723351817*pi,0.2569493274751127*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.38735291872212574*pi,0.28520339443809395*pi,0.0*pi) q[10],q[14];\nu3(3.6434266314767694*pi,1.3714616742209595*pi,0.7719772274707397*pi) q[0];\nu3(3.4719455033046276*pi,1.4047032367412133*pi,1.7683931670823134*pi) q[2];\nu3(3.554173925638576*pi,0.7025767182484208*pi,2.0670045555094463*pi) q[3];\nu3(3.3205162996804547*pi,3.3307070221797277*pi,2.013107185160256*pi) q[4];\nu3(0.3701304408648134*pi,3.2593780079059087*pi,0.5415975867843041*pi) q[6];\nu3(3.2985079751201902*pi,0.16657568055620808*pi,4.370669513752696*pi) q[7];\nu3(3.1699279871304853*pi,3.1486864149984854*pi,1.8453936348322104*pi) q[9];\nu3(3.602684188833306*pi,2.865747295261235*pi,1.024631222606681*pi) q[10];\nu3(0.42067705705551284*pi,3.2970925234975628*pi,0.6786061411403597*pi) q[11];\nu3(3.3102833559307614*pi,1.8677748284026459*pi,1.6812355040066609*pi) q[14];\nmeasure q[0] -> c[0];\nmeasure q[6] -> c[2];\nmeasure q[2] -> c[3];\nmeasure q[4] -> c[4];\nmeasure q[14] -> c[5];\nmeasure q[9] -> c[6];\nmeasure q[10] -> c[8];\nmeasure q[7] -> c[9];\nmeasure q[3] -> c[11];\nmeasure q[11] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.2184807417583468*pi,0.8475606723828271*pi,1.0846816622662687*pi) q[0];\nu3(3.176254067782472*pi,3.272472095137728*pi,3.8077843017482946*pi) q[1];\nu3(3.4339684969377955*pi,0.6742856375239212*pi,0.7187524151251201*pi) q[2];\nu3(3.3389628591378497*pi,-0.40057143433816506*pi,0.9881828660322891*pi) q[3];\nu3(3.1115451334868602*pi,2.2414093567730617*pi,3.7506767461885104*pi) q[4];\nu3(3.5660594799376493*pi,-0.09164541402492854*pi,3.9348433090000583*pi) q[5];\nu3(3.650087640121945*pi,0.6638752215321395*pi,2.16686865379265*pi) q[6];\nu3(3.476965102532866*pi,0.5894064977960956*pi,1.5947154688637712*pi) q[7];\nu3(3.539130469887133*pi,3.37473489929791*pi,0.7391798883882879*pi) q[8];\nu3(3.3457131466643384*pi,3.280046510761656*pi,1.387032558421601*pi) q[9];\nu3(3.7819044548396556*pi,-0.3580824954235565*pi,1.257942120965807*pi) q[10];\nu3(3.3105702869597473*pi,1.0627911503104919*pi,3.9081890480278485*pi) q[11];\nu3(3.4840904095835223*pi,3.157169154169437*pi,3.5146866068585716*pi) q[12];\nu3(3.3413594961478252*pi,2.233724899701953*pi,4.071376659954114*pi) q[13];\nu3(3.9350177639639448*pi,2.7941912208086093*pi,1.8221157536471613*pi) q[14];\nRxxyyzz(0.4081304884631298*pi,0.09828074974918533*pi,0.0*pi) q[0],q[1];\nRxxyyzz(0.38705980101391*pi,0.10350488778628464*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.47604568409292025*pi,0.2205973811560238*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.45284464427581017*pi,0.21457859260434398*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.3459171701598799*pi,0.28854131083534584*pi,0.179314439276391*pi) q[6],q[11];\nRxxyyzz(0.44940471853072017*pi,0.41572654299121403*pi,0.20276722510473877*pi) q[7],q[9];\nRxxyyzz(0.4669894529467504*pi,0.15470305001616502*pi,0.0*pi) q[10],q[14];\nu3(3.6844742233788885*pi,2.9285319683986843*pi,0.5194369395244087*pi) q[0];\nu3(3.426832592127928*pi,-0.056133156072577406*pi,1.463748455665324*pi) q[1];\nu3(3.6118979471029458*pi,1.2276650759024164*pi,1.2868442695142508*pi) q[2];\nu3(3.4773565545474994*pi,2.879611359949611*pi,1.4564834584703121*pi) q[3];\nu3(3.7195183149464723*pi,3.0385091912431896*pi,1.921237604490994*pi) q[4];\nu3(3.4772915669070437*pi,-0.0484877119022602*pi,0.7022255587338084*pi) q[5];\nu3(3.790290619952657*pi,-0.3830561887820777*pi,3.719463107998578*pi) q[6];\nu3(3.8457423652676668*pi,0.282423031643979*pi,3.994951960779271*pi) q[7];\nu3(3.5782919292355184*pi,-0.06967710932536963*pi,4.304550979452394*pi) q[9];\nu3(3.4046440163353764*pi,-0.3526800970208499*pi,0.689748400717662*pi) q[10];\nu3(3.628779971238034*pi,-0.2620609032094468*pi,0.944520743416531*pi) q[11];\nu3(3.3474253552829474*pi,3.331763886803243*pi,0.5767940726798053*pi) q[12];\nu3(3.709081221747283*pi,0.17817875099527525*pi,1.885698667564185*pi) q[13];\nu3(3.280212274838429*pi,2.5849622302398454*pi,0.7813624991660609*pi) q[14];\nRxxyyzz(0.4805165215703302*pi,0.29325628637447076*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.38746734703997016*pi,0.27346130270387126*pi,3.88337617979973*pi) q[1],q[10];\nRxxyyzz(0.3881912977177301*pi,0.1766080855342712*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.43220028133502975*pi,0.288889490120581*pi,0.0895625128902919*pi) q[3],q[11];\nRxxyyzz(0.43467530492995987*pi,0.28660392128061807*pi,0.04780679079794043*pi) q[5],q[13];\nRxxyyzz(0.44062874589232004*pi,0.30117441291678126*pi,3.8640534504064803*pi) q[7],q[14];\nRxxyyzz(0.33980857587336966*pi,0.23862136272368684*pi,3.8978456911962294*pi) q[8],q[9];\nu3(3.5752813495717497*pi,3.1378558489275385*pi,0.9438802575247611*pi) q[0];\nu3(3.427516078470664*pi,-0.27493667691734447*pi,1.8488319863529448*pi) q[1];\nu3(3.377193268469579*pi,3.0221482446946335*pi,1.667132321936618*pi) q[2];\nu3(3.6070693046141002*pi,2.343369786084721*pi,1.094090660152393*pi) q[3];\nu3(3.909562476349253*pi,2.411269587079387*pi,4.285284118308263*pi) q[5];\nu3(3.406486403884548*pi,3.1316430182499007*pi,2.126460181346245*pi) q[6];\nu3(3.484022362918174*pi,-0.2750622508332913*pi,1.2928021347337622*pi) q[7];\nu3(3.0611224967693955*pi,3.366838378802165*pi,1.7561744416669192*pi) q[8];\nu3(3.2930139721887315*pi,3.2297219961729176*pi,1.0288545040895278*pi) q[9];\nu3(3.3506213175303436*pi,0.07928757588489921*pi,1.3450595270100212*pi) q[10];\nu3(3.7120774123461837*pi,0.5328938915209893*pi,1.2772664992716376*pi) q[11];\nu3(3.4703373731727063*pi,0.3667686577016911*pi,0.6767516638091533*pi) q[12];\nu3(3.434575896232902*pi,0.4985104199114163*pi,4.2354677505450145*pi) q[13];\nu3(3.2239510877963964*pi,2.1463018034175647*pi,1.114622225692825*pi) q[14];\nRxxyyzz(0.40835923621632986*pi,0.310850786668278*pi,3.89485531784826*pi) q[3],q[0];\nRxxyyzz(0.33507456410693004*pi,0.2532983143151534*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.27094421261798984*pi,0.09398281478724035*pi,0.05257847153449813*pi) q[2],q[8];\nRxxyyzz(0.44371079055454*pi,0.24163288815102812*pi,0.1695773936137837*pi) q[4],q[5];\nRxxyyzz(0.4432497844238351*pi,0.16629815555251604*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.3129442724389402*pi,0.24884956799351032*pi,0.04732383682175012*pi) q[10],q[13];\nRxxyyzz(0.4224547916242002*pi,0.2650097360463951*pi,0.0*pi) q[12],q[14];\nu3(3.5393161750901863*pi,-0.002090425272207763*pi,1.9002922233079096*pi) q[0];\nu3(3.755083831128616*pi,2.947685910885171*pi,1.2044562991413816*pi) q[1];\nu3(3.840372898516922*pi,2.602295624605705*pi,1.441732375201254*pi) q[2];\nu3(3.4578249636405483*pi,-0.4457658063248535*pi,1.0871335922182739*pi) q[3];\nu3(3.619847497473893*pi,0.33009239721501293*pi,0.5554281595253929*pi) q[4];\nu3(3.709850780620876*pi,0.5329977050672448*pi,3.9662244970262654*pi) q[5];\nu3(3.2603159513676125*pi,0.5968820632685827*pi,1.4518427520083375*pi) q[6];\nu3(3.261135845477752*pi,0.09758037992575941*pi,0.6462150902408378*pi) q[7];\nu3(3.481640931002287*pi,1.198324334944802*pi,4.052550346994591*pi) q[8];\nu3(3.6537407179382777*pi,0.472084866140699*pi,4.041065133643649*pi) q[10];\nu3(3.728969940390215*pi,-0.4339175230025185*pi,1.3738392359078697*pi) q[11];\nu3(3.1899541293398963*pi,-0.49582256577049694*pi,2.335218031421515*pi) q[12];\nu3(3.7368089738417503*pi,2.454750606683757*pi,4.473137786832048*pi) q[13];\nu3(3.328577156349109*pi,3.1913754740845928*pi,4.4436202955425825*pi) q[14];\nRxxyyzz(0.45653801478965983*pi,0.3335957516258503*pi,0.045261565269787425*pi) q[0],q[13];\nRxxyyzz(0.3655727361167376*pi,0.13134682173935297*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.3288041960646897*pi,0.18620527850776558*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.3869385970785602*pi,0.28914597206792*pi,3.8562397601503005*pi) q[5],q[6];\nRxxyyzz(0.3487099620696998*pi,0.3301147325958649*pi,3.9490624572678996*pi) q[7],q[9];\nRxxyyzz(0.4219135530774195*pi,0.2090151717662163*pi,0.0*pi) q[10],q[14];\nRxxyyzz(0.4854555371910775*pi,0.30882815775654104*pi,0.0*pi) q[11],q[12];\nu3(3.626394784233754*pi,0.8629936104659213*pi,0.9041809419547023*pi) q[0];\nu3(3.3731717053592067*pi,0.7034076492490322*pi,2.1287555865943606*pi) q[1];\nu3(3.677246193140164*pi,-0.39250813766372317*pi,0.6078497761887602*pi) q[2];\nu3(3.2098346870903702*pi,0.6470477151756997*pi,1.9605657974523947*pi) q[3];\nu3(3.712653607635409*pi,2.2343658567303515*pi,1.1889998424581893*pi) q[4];\nu3(3.4283574335827827*pi,3.006832587686474*pi,0.7155870380056406*pi) q[5];\nu3(3.3232234751127034*pi,2.2098920008447687*pi,1.1558014557817655*pi) q[6];\nu3(3.8790974862806054*pi,3.3202530519022266*pi,1.2214883538582733*pi) q[7];\nu3(3.3491215846597218*pi,-0.3628831607538755*pi,0.897200551338528*pi) q[9];\nu3(3.7754241475992547*pi,2.9087664743355566*pi,0.6928625388695189*pi) q[10];\nu3(3.2371399754305172*pi,2.0727339909351334*pi,1.9262326246389825*pi) q[11];\nu3(3.622704778266139*pi,0.6959103272100748*pi,0.9906975283574628*pi) q[12];\nu3(3.6357618503382167*pi,3.1359641075815032*pi,0.5373269615341718*pi) q[13];\nu3(3.1546378230853964*pi,1.0090430760678948*pi,1.6420260259014494*pi) q[14];\nRxxyyzz(0.4132836591859391*pi,0.2613685246267443*pi,0.0*pi) q[12],q[0];\nRxxyyzz(0.4131551278615398*pi,0.12187470613910992*pi,0.04155657721186864*pi) q[1],q[11];\nRxxyyzz(0.41651811930252414*pi,0.15471949496364623*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.35039118471161984*pi,0.29803311687369494*pi,3.8807591284928193*pi) q[3],q[5];\nRxxyyzz(0.34468095027397394*pi,0.2675911249624119*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.4192428092235594*pi,0.33399495542491864*pi,0.0*pi) q[7],q[10];\nRxxyyzz(0.3780820505564906*pi,0.163104670253985*pi,0.0*pi) q[9],q[14];\nu3(3.7088994774139286*pi,-0.03079646565725702*pi,0.6046475703160767*pi) q[0];\nu3(3.8033800137305924*pi,3.2301740775828858*pi,3.1024857070366614*pi) q[1];\nu3(3.1509341953796763*pi,3.036717226163427*pi,0.5118948262643999*pi) q[2];\nu3(3.2062273692385768*pi,0.0971325800833358*pi,2.0299905332471413*pi) q[3];\nu3(3.6043894651648514*pi,3.0224757644192968*pi,3.8659066508708704*pi) q[4];\nu3(3.1581744476945546*pi,1.093811264118228*pi,4.183202339689672*pi) q[5];\nu3(3.5375695229719155*pi,3.36190507076809*pi,1.5852408936094637*pi) q[6];\nu3(3.480597439444879*pi,1.2009620544423474*pi,1.4856759895311018*pi) q[7];\nu3(3.6340391130662373*pi,1.263774872144789*pi,1.6456446923932817*pi) q[8];\nu3(3.4149908628507544*pi,0.6978125990924231*pi,1.5247801553051068*pi) q[9];\nu3(3.6827573748568843*pi,-0.49213664076014196*pi,1.1086077933451248*pi) q[10];\nu3(3.6363344257638555*pi,2.044790153441921*pi,4.270341467927217*pi) q[11];\nu3(3.875176377859098*pi,0.5602071883839119*pi,0.5797590427522054*pi) q[12];\nu3(3.7227115831763964*pi,0.7132920292391147*pi,0.9888718916486089*pi) q[14];\nRxxyyzz(0.3125736252906902*pi,0.2690739807028024*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.4626974307873004*pi,0.31690245394394445*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.4371194232393402*pi,0.31974263814164683*pi,0.17608645927357264*pi) q[3],q[9];\nRxxyyzz(0.43029818476978965*pi,0.18775346698441595*pi,0.10264313723342182*pi) q[12],q[7];\nRxxyyzz(0.47460619225866996*pi,0.3139676610838916*pi,0.0*pi) q[10],q[13];\nu3(3.4568264727634546*pi,3.4747741294172085*pi,0.8122628781391201*pi) q[0];\nu3(3.7006722275790893*pi,3.255279756143663*pi,1.003717563505755*pi) q[1];\nu3(3.3317849832786903*pi,2.711458186150571*pi,3.8634859177624765*pi) q[3];\nu3(3.159240881106605*pi,2.594694091543933*pi,2.484327901051365*pi) q[5];\nu3(3.732060732092237*pi,0.07506281309094742*pi,4.312681655934075*pi) q[7];\nu3(3.4744478799409566*pi,-0.3567067913633626*pi,2.947139055377285*pi) q[9];\nu3(3.6364026114236863*pi,2.853218197865338*pi,1.0165903129748222*pi) q[10];\nu3(3.8795435995323437*pi,3.06837546653645*pi,1.793958781206555*pi) q[12];\nu3(3.8670892733955022*pi,0.3153888945880744*pi,0.6321140847070104*pi) q[13];\nu3(3.3086505876843173*pi,0.7214489796561665*pi,0.9153992530844028*pi) q[14];\nRxxyyzz(0.4509099855767902*pi,0.39102705875938426*pi,0.17957527522960848*pi) q[0],q[14];\nRxxyyzz(0.43584838614360033*pi,0.2514431374369478*pi,0.09857410181466283*pi) q[1],q[10];\nRxxyyzz(0.4544705344704*pi,0.23590478888951874*pi,0.1831786707460986*pi) q[3],q[11];\nRxxyyzz(0.44906343490325984*pi,0.36227518528055946*pi,0.1704863888929138*pi) q[5],q[13];\nRxxyyzz(0.29543044339724*pi,0.21023234200417296*pi,3.93461988915454*pi) q[8],q[7];\nRxxyyzz(0.362759882057879*pi,0.3393294439987029*pi,0.0*pi) q[12],q[9];\nu3(3.0810448114512132*pi,-0.05959877299465505*pi,0.8297729176821673*pi) q[0];\nu3(3.6970421854202558*pi,-0.4461105221678739*pi,1.5526122699831795*pi) q[1];\nu3(3.5662231540139424*pi,3.192392691156963*pi,3.950167489885213*pi) q[3];\nu3(3.8123371770609245*pi,2.8583505016710626*pi,4.376123653806969*pi) q[5];\nu3(3.192445572412937*pi,2.7775686721068187*pi,4.298988012685395*pi) q[7];\nu3(3.5014907188737645*pi,3.343098597529247*pi,1.429813678558367*pi) q[8];\nu3(3.6356470271840156*pi,0.03607526536129879*pi,0.8272726252748477*pi) q[9];\nu3(3.699906090983001*pi,-0.43224624053392546*pi,3.4034521942193674*pi) q[10];\nu3(3.2749481457702894*pi,2.900082782909002*pi,1.4702823562084442*pi) q[11];\nu3(3.6937329360506292*pi,-0.3897251393687736*pi,1.9523270066158265*pi) q[12];\nu3(3.5597131887349853*pi,0.6914836446899071*pi,0.6519719703156763*pi) q[13];\nu3(3.351062205717615*pi,3.1573553680913617*pi,0.5449795313565354*pi) q[14];\nRxxyyzz(0.37558767988834035*pi,0.2981936503833622*pi,0.16663687758649634*pi) q[0],q[5];\nRxxyyzz(0.45191929866899183*pi,0.26456650161339956*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.40001503787222004*pi,0.10978969919597248*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.3907977120054599*pi,0.19245744866382625*pi,0.04965290420943224*pi) q[3],q[12];\nRxxyyzz(0.22694534056706006*pi,0.16870214260454308*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.46232875779351945*pi,0.15905433075227404*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.39012569690261023*pi,0.2530796405701752*pi,3.9056607570415096*pi) q[9],q[13];\nu3(3.429641804078209*pi,0.9781314506847969*pi,0.8859402635002634*pi) q[0];\nu3(3.543574999821745*pi,2.9662340013305335*pi,4.07330394919072*pi) q[1];\nu3(3.1680886619933077*pi,1.9818228646484806*pi,1.1061912421265814*pi) q[2];\nu3(3.25704291007991*pi,0.8574200071041649*pi,0.6977936944131775*pi) q[3];\nu3(3.6209986237895064*pi,-0.03886179190163008*pi,1.2513328276996374*pi) q[4];\nu3(3.732238208855364*pi,1.9320538667767249*pi,4.2127178709139095*pi) q[5];\nu3(3.568458401667552*pi,0.8304848552951762*pi,1.171705501018892*pi) q[6];\nu3(3.8260224283903264*pi,0.9961730692955459*pi,1.1664114693839924*pi) q[7];\nu3(3.53300266847005*pi,1.726835188101533*pi,2.201688461382343*pi) q[8];\nu3(3.481824486776823*pi,2.7603699447831693*pi,1.6550600557087138*pi) q[9];\nu3(3.036877557131399*pi,0.5650569686163169*pi,1.352340663159702*pi) q[11];\nu3(3.538581953969279*pi,0.12266671263266038*pi,4.215232884272775*pi) q[12];\nu3(3.3488491780859553*pi,3.4387895714983028*pi,1.804877286593558*pi) q[13];\nu3(3.8123902324592827*pi,0.1761694737141165*pi,4.428716079944465*pi) q[14];\nRxxyyzz(0.45654034409773975*pi,0.30565997319138116*pi,0.2754790109699403*pi) q[0],q[6];\nRxxyyzz(0.3934861180220901*pi,0.10595503645873497*pi,0.10043988344509833*pi) q[7],q[1];\nRxxyyzz(0.3594987587179289*pi,0.313826130466226*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.3999831738567997*pi,0.2907845489304154*pi,0.1654606811911563*pi) q[3],q[5];\nRxxyyzz(0.3671411177641999*pi,0.3035181085644866*pi,0.06645295584853954*pi) q[4],q[9];\nRxxyyzz(0.28277503924955005*pi,0.232778457236678*pi,3.92508038469472*pi) q[10],q[8];\nRxxyyzz(0.45125956116261984*pi,0.23450338566735468*pi,0.09959586984500374*pi) q[11],q[13];\nu3(3.48035072693958*pi,0.6269540392787065*pi,4.39213459568044*pi) q[0];\nu3(3.8520893995139383*pi,-0.2990269188205612*pi,0.8918048884717314*pi) q[1];\nu3(3.5152353511732266*pi,2.509446264533503*pi,2.4394753469750787*pi) q[2];\nu3(3.289338273664286*pi,3.0506890557835655*pi,1.8163430660622923*pi) q[3];\nu3(3.250159843411008*pi,-0.05457002405827821*pi,0.7122884411428698*pi) q[4];\nu3(3.2808706038692566*pi,0.2985122886330809*pi,0.9800033770969785*pi) q[5];\nu3(3.7411702912129616*pi,-0.09083194695169838*pi,3.678706369851419*pi) q[6];\nu3(3.4258921180183766*pi,3.446702828833223*pi,1.1393736708022746*pi) q[7];\nu3(3.7284944365420234*pi,2.2742440618792656*pi,1.5754741332195745*pi) q[8];\nu3(3.6204020174004654*pi,-0.15131064445548703*pi,2.859418212569138*pi) q[9];\nu3(3.639842061844093*pi,3.3137425762069945*pi,1.457674678800621*pi) q[10];\nu3(3.4458716443908783*pi,1.0570356775174359*pi,4.065890064975509*pi) q[11];\nu3(3.4871010180914697*pi,0.6492006261568528*pi,2.1004689124139535*pi) q[12];\nu3(3.786545883846302*pi,3.4318270867508582*pi,3.655848951523578*pi) q[13];\nRxxyyzz(0.39668898532381647*pi,0.27156850453041703*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.44290740967675013*pi,0.3380130461677675*pi,0.04096738706710716*pi) q[6],q[1];\nRxxyyzz(0.37842897265764*pi,0.16909519871615408*pi,0.0*pi) q[10],q[2];\nRxxyyzz(0.4609161213814095*pi,0.3098112882520282*pi,3.960858166529111*pi) q[14],q[3];\nRxxyyzz(0.46700588471738014*pi,0.17084465494697387*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.4360881199439998*pi,0.23325415264918725*pi,0.09872077524268448*pi) q[9],q[7];\nRxxyyzz(0.45642537527219024*pi,0.1824203198184291*pi,0.059504943297964616*pi) q[12],q[8];\nu3(3.4342158023009106*pi,3.0808765103522306*pi,0.8644449360507478*pi) q[0];\nu3(3.5456736003932674*pi,0.1314053653347158*pi,1.747259308273931*pi) q[1];\nu3(3.768578710732128*pi,2.7161813808076953*pi,0.5030642146473632*pi) q[2];\nu3(3.8204472703667705*pi,-0.3017524638629018*pi,1.8632460450044483*pi) q[3];\nu3(3.7941365235334685*pi,-0.21014132529445662*pi,1.2610159891390293*pi) q[5];\nu3(3.311421842783832*pi,3.150900823753132*pi,1.8877214375628029*pi) q[6];\nu3(3.2649455190620116*pi,2.596606515669699*pi,1.2044289952768428*pi) q[7];\nu3(3.3569459475439887*pi,-0.3549979582925299*pi,3.820270449667148*pi) q[8];\nu3(3.529323530020254*pi,1.8500068012500144*pi,0.6076409185219269*pi) q[9];\nu3(3.2691901287780345*pi,-0.22541260124128443*pi,4.433898622312072*pi) q[10];\nu3(3.747289591830985*pi,0.38496342788021276*pi,3.6278251788097062*pi) q[11];\nu3(3.427359671254162*pi,1.1853707266345253*pi,0.5743558356600785*pi) q[12];\nu3(3.6506113881837576*pi,2.7569642518203614*pi,2.2137894203729687*pi) q[13];\nu3(3.4197203119557624*pi,3.2642677738180996*pi,1.9049685476825058*pi) q[14];\nRxxyyzz(0.4683987698746003*pi,0.10464340249323734*pi,0.0*pi) q[4],q[0];\nRxxyyzz(0.4435006259187695*pi,0.42792682122043413*pi,3.8816357690743306*pi) q[3],q[1];\nRxxyyzz(0.3137884183835301*pi,0.26720183046357016*pi,0.0*pi) q[8],q[2];\nRxxyyzz(0.45603314494337965*pi,0.35022115306719215*pi,3.9498497384313396*pi) q[5],q[6];\nRxxyyzz(0.39132039452475004*pi,0.276762755057411*pi,3.9130714450245794*pi) q[14],q[7];\nRxxyyzz(0.46416954527522236*pi,0.41160222614123687*pi,0.0*pi) q[13],q[9];\nRxxyyzz(0.4657390186041098*pi,0.3337432212383855*pi,0.0*pi) q[12],q[10];\nu3(3.0627419485759537*pi,-0.05761227238728772*pi,0.7951919732400493*pi) q[0];\nu3(3.183893279515664*pi,0.24528538434444103*pi,1.085115625876298*pi) q[1];\nu3(3.2139371057964983*pi,0.19661684993361728*pi,1.9867806650879682*pi) q[2];\nu3(3.7956214328632734*pi,3.1461240604944978*pi,1.0283672997256872*pi) q[3];\nu3(3.356768601459988*pi,3.1995161048071292*pi,0.734531491254681*pi) q[4];\nu3(3.683979824104967*pi,-0.3437940158542987*pi,0.7149424048504645*pi) q[5];\nu3(3.58131328689216*pi,2.812076868123943*pi,2.1159415055187067*pi) q[6];\nu3(3.372734722072085*pi,0.17715100768204273*pi,1.3784939548902257*pi) q[7];\nu3(3.5211555164565214*pi,2.900929200404291*pi,1.1287327578806927*pi) q[8];\nu3(3.100635385278061*pi,0.14197674531194138*pi,3.2192383203405117*pi) q[9];\nu3(3.8597514779114213*pi,0.8468743716189242*pi,1.999306507148337*pi) q[10];\nu3(3.5027693697695996*pi,0.05581025813735896*pi,4.061217635517439*pi) q[12];\nu3(3.3696008781589226*pi,3.3468218658746283*pi,3.8576839415596758*pi) q[13];\nu3(3.3181243994105842*pi,3.434719759014464*pi,1.149085555657785*pi) q[14];\nRxxyyzz(0.42551553890162985*pi,0.25411661171837285*pi,0.0*pi) q[3],q[0];\nRxxyyzz(0.41084334317142973*pi,0.3349150555302001*pi,0.17933378145320059*pi) q[12],q[1];\nRxxyyzz(0.44111366050757983*pi,0.13100975633222067*pi,0.10540695624862732*pi) q[14],q[2];\nRxxyyzz(0.4019358355386179*pi,0.17519497051994048*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.4088386487655602*pi,0.18111474829369908*pi,3.92563636181672*pi) q[10],q[6];\nRxxyyzz(0.30948801935426096*pi,0.196761897999858*pi,0.0*pi) q[7],q[11];\nu3(3.2872564934948834*pi,0.5456340859920457*pi,2.16342496185959*pi) q[0];\nu3(3.344901600140114*pi,-0.1670853393617716*pi,2.166143934488652*pi) q[1];\nu3(3.677167619567625*pi,1.7848156539063313*pi,1.167930110726822*pi) q[2];\nu3(3.3445643737369135*pi,0.018116540593904773*pi,4.086952908101352*pi) q[3];\nu3(3.139595830103221*pi,0.9316271500745481*pi,1.4552523578621255*pi) q[4];\nu3(3.2350289135393444*pi,-0.25883989840096044*pi,1.9372628016241134*pi) q[6];\nu3(3.693633338871341*pi,-0.3735124761907176*pi,4.02785755590593*pi) q[7];\nu3(3.2307685256768446*pi,3.1504998756095826*pi,1.0463015943438625*pi) q[8];\nu3(3.7904637008202107*pi,0.582329829491159*pi,2.2215555898685047*pi) q[10];\nu3(3.668578496576783*pi,-0.33324513676965084*pi,2.4347178723661402*pi) q[11];\nu3(3.4153597404669913*pi,0.8661469442689507*pi,0.8217622987955785*pi) q[12];\nu3(3.6229234849081307*pi,-0.25888953291812994*pi,4.2715102987270654*pi) q[14];\nRxxyyzz(0.26726750894119355*pi,0.08439386593727083*pi,0.0*pi) q[11],q[0];\nRxxyyzz(0.39325421528292026*pi,0.18165988390518623*pi,3.84698686541193*pi) q[13],q[1];\nRxxyyzz(0.34426876662545947*pi,0.2220174266720112*pi,3.9243433631288998*pi) q[9],q[2];\nRxxyyzz(0.3916855409700299*pi,0.35491408179485334*pi,3.7706718302050604*pi) q[14],q[3];\nRxxyyzz(0.2728857828024398*pi,0.17779522235208844*pi,0.0*pi) q[4],q[6];\nRxxyyzz(0.4884933828563597*pi,0.3097934087484404*pi,0.0*pi) q[12],q[7];\nRxxyyzz(0.4191188379073205*pi,0.36722495716382847*pi,0.0*pi) q[10],q[8];\nu3(3.1752433585530104*pi,3.191187274732462*pi,0.996960813332745*pi) q[0];\nu3(3.675044001727605*pi,2.756718795573977*pi,0.5929899108618701*pi) q[1];\nu3(3.2022603196681567*pi,-0.22057231345731793*pi,1.2860304158491909*pi) q[2];\nu3(3.3081584647352527*pi,3.379179769748662*pi,2.0047951128317*pi) q[3];\nu3(3.3820315306408815*pi,2.8551592913134876*pi,0.9033582449897146*pi) q[4];\nu3(3.4434850593058757*pi,2.76183578566908*pi,1.1304637087142857*pi) q[6];\nu3(3.7571578750820747*pi,3.330794259663217*pi,0.9430997162861345*pi) q[7];\nu3(3.1681970400372466*pi,-0.39577942708301805*pi,1.6661835865241428*pi) q[8];\nu3(3.8691144895392457*pi,-0.2490745312132419*pi,1.6984403521576825*pi) q[9];\nu3(3.1191668965843875*pi,0.1120171104787151*pi,4.034095302226265*pi) q[10];\nu3(3.688873570231933*pi,0.863140336543164*pi,1.3221736091189467*pi) q[11];\nu3(3.3339865850284376*pi,-0.2624304333899862*pi,0.9960912544752577*pi) q[12];\nu3(3.3612161492000245*pi,0.2863621690240503*pi,1.6667957874872958*pi) q[13];\nu3(3.473210303261277*pi,2.3336042959958796*pi,1.113117431653957*pi) q[14];\nRxxyyzz(0.3623839648486199*pi,0.1811844051338215*pi,0.056049013569649773*pi) q[10],q[0];\nRxxyyzz(0.41392019482995035*pi,0.20801474410727616*pi,0.0*pi) q[12],q[1];\nRxxyyzz(0.4171797580052701*pi,0.2107695868374791*pi,0.0729865875738822*pi) q[3],q[2];\nRxxyyzz(0.41823521167640876*pi,0.30908907706020994*pi,0.0*pi) q[5],q[4];\nRxxyyzz(0.47680902141837*pi,0.36745973277544525*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.39628027493238*pi,0.2553431600889931*pi,0.10337226146431693*pi) q[14],q[7];\nRxxyyzz(0.45533574395688037*pi,0.18264608864059662*pi,0.0*pi) q[8],q[13];\nu3(3.588470841973047*pi,-0.03851190310978292*pi,2.973589029909963*pi) q[0];\nu3(3.333850038517982*pi,-0.310884703877393*pi,3.7090713090735368*pi) q[1];\nu3(3.1706540764773754*pi,2.9973970442138524*pi,1.783473603203905*pi) q[2];\nu3(3.4065723059983815*pi,2.4617440191615394*pi,0.6182217185501733*pi) q[3];\nu3(3.2397241513323767*pi,-0.3774332920417305*pi,4.252467688830748*pi) q[4];\nu3(3.3194060977844364*pi,0.4207693127326577*pi,0.8983169500315185*pi) q[5];\nu3(3.284112103420564*pi,0.8554088741683978*pi,1.0111048277217414*pi) q[6];\nu3(3.162312572474467*pi,3.428190332771208*pi,2.369566645249518*pi) q[7];\nu3(3.629197955417297*pi,0.27233930302017995*pi,4.459352050304905*pi) q[8];\nu3(3.1789956049499484*pi,2.431440412295087*pi,0.6803946638783908*pi) q[10];\nu3(3.42223225298844*pi,3.152494376614247*pi,3.514292065051733*pi) q[11];\nu3(3.1386412429357486*pi,3.2103874477909713*pi,1.2001680040909921*pi) q[12];\nu3(3.5331945503700277*pi,2.3059015822611864*pi,2.1379507202609673*pi) q[13];\nu3(3.2892772969818416*pi,-0.29702348518096655*pi,1.3838452117919007*pi) q[14];\nmeasure q[11] -> c[13];\nRxxyyzz(0.3830541274218807*pi,0.25926566361501835*pi,0.0*pi) q[8],q[0];\nRxxyyzz(0.42041946854955037*pi,0.12230172455344868*pi,0.0*pi) q[9],q[1];\nRxxyyzz(0.37683440553006975*pi,0.2650920767506123*pi,0.16799473202186518*pi) q[12],q[2];\nRxxyyzz(0.39641044482885013*pi,0.35266434752842746*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.3431999129440101*pi,0.31801239324919917*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.45722717594860296*pi,0.1569061790869135*pi,0.0*pi) q[14],q[5];\nRxxyyzz(0.4524693717225594*pi,0.30554877950552806*pi,0.0*pi) q[10],q[7];\nu3(3.7151020417440908*pi,3.121009397377093*pi,0.9754270664657279*pi) q[0];\nu3(3.1617185125953333*pi,0.076266699261477*pi,2.4353278474708278*pi) q[1];\nu3(3.094778073322276*pi,-0.11789800469272926*pi,3.018735000281833*pi) q[2];\nu3(3.2351737292390856*pi,0.12598092682912898*pi,4.3156253276693715*pi) q[3];\nu3(0.7703684443868651*pi,0.313603412419569*pi,1.4014162899980587*pi) q[4];\nu3(3.6136037534456595*pi,1.1133660588927734*pi,1.268572723055791*pi) q[5];\nu3(3.2631503301372113*pi,0.5479929585586394*pi,2.355741473266731*pi) q[6];\nu3(3.7710593379628206*pi,0.8440976201963406*pi,1.4891279225791365*pi) q[7];\nu3(3.7696522928554113*pi,3.0460305280146454*pi,0.5772224589918213*pi) q[8];\nu3(3.2476456658836628*pi,1.2272474051968292*pi,4.309646668153683*pi) q[9];\nu3(3.4802140061886067*pi,0.1300717812685459*pi,1.4108827652933318*pi) q[10];\nu3(3.609658879229076*pi,3.3182016587548953*pi,1.2517522097196516*pi) q[12];\nu3(3.676982844264262*pi,0.5553529742248449*pi,2.076529384076704*pi) q[13];\nu3(3.047978164556637*pi,2.2063484650468865*pi,0.5078240025851186*pi) q[14];\nmeasure q[1] -> c[0];\nmeasure q[0] -> c[1];\nmeasure q[5] -> c[2];\nmeasure q[7] -> c[3];\nmeasure q[3] -> c[4];\nmeasure q[4] -> c[5];\nmeasure q[13] -> c[6];\nmeasure q[12] -> c[7];\nmeasure q[14] -> c[8];\nmeasure q[2] -> c[9];\nmeasure q[8] -> c[10];\nmeasure q[6] -> c[11];\nmeasure q[10] -> c[12];\nmeasure q[9] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.6270866648029023*pi,3.032959659102561*pi,1.7833595462570917*pi) q[0];\nu3(3.6902387152376974*pi,-0.0008628444675020108*pi,0.6386548353999663*pi) q[1];\nu3(3.201437579277134*pi,0.53199601393638*pi,2.8196911690976916*pi) q[2];\nu3(3.6093439514941577*pi,2.077649388183837*pi,2.0853717143910133*pi) q[3];\nu3(3.809047412412138*pi,2.452254926551868*pi,1.9853393429722055*pi) q[4];\nu3(3.2801726833809948*pi,0.334145928145413*pi,3.821534803347385*pi) q[5];\nu3(3.2303428708197424*pi,3.250344214592853*pi,1.6958002514707995*pi) q[6];\nu3(3.390690554926727*pi,-0.3424619546182054*pi,1.9569040557909796*pi) q[7];\nu3(3.4583126075471275*pi,-0.31705550162680585*pi,3.2051538691554597*pi) q[8];\nu3(3.266930021246469*pi,-0.04190922058421931*pi,2.0696325182571607*pi) q[9];\nu3(3.7470595084839258*pi,0.7649946018125258*pi,2.5978083684183693*pi) q[10];\nu3(3.2892618964888682*pi,0.7786576283226072*pi,2.367003770933228*pi) q[11];\nu3(3.7316077686411644*pi,-0.28077885611182085*pi,3.0033281884144123*pi) q[12];\nu3(3.1598109799944507*pi,0.43905188744121637*pi,3.072986202009125*pi) q[13];\nu3(3.544434062357881*pi,0.10340093425608654*pi,2.6201925415886005*pi) q[14];\nRxxyyzz(0.42463029746195613*pi,0.15425556490217562*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.3497242435208299*pi,0.20814659750105502*pi,3.86270704582805*pi) q[1],q[9];\nRxxyyzz(0.40360775707506985*pi,0.17987251270671048*pi,3.943521275235831*pi) q[3],q[8];\nRxxyyzz(0.38391839634717995*pi,0.27663588989829696*pi,3.80522682506679*pi) q[4],q[13];\nRxxyyzz(0.4047704663840569*pi,0.21537159930737104*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.3902031013671401*pi,0.29724884622958136*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.4674535657939103*pi,0.2079957091772029*pi,0.0*pi) q[10],q[11];\nu3(3.2791180587517967*pi,0.4929222221132826*pi,0.5662788826836099*pi) q[0];\nu3(3.4189802165328125*pi,-0.44833450401079533*pi,1.74412830328698*pi) q[1];\nu3(3.384958137739369*pi,3.107618309464308*pi,0.6620010422793561*pi) q[3];\nu3(3.70144458736009*pi,0.21157459583170923*pi,0.7778524649274816*pi) q[4];\nu3(3.2312930290950366*pi,2.1539841520142913*pi,1.02034644719313*pi) q[5];\nu3(3.2336904063524843*pi,-0.38413112801685406*pi,0.8135541189769746*pi) q[6];\nu3(3.4921827104669187*pi,2.721903498098767*pi,1.3919814110929918*pi) q[7];\nu3(3.608338591973735*pi,-0.32302565193772165*pi,0.5485105893468711*pi) q[8];\nu3(3.1168492669097407*pi,3.2689672061578268*pi,0.5761898395494676*pi) q[9];\nu3(3.436737586020092*pi,0.9515414198983607*pi,2.0067513632280414*pi) q[10];\nu3(3.6022046012244835*pi,0.6384650005350327*pi,1.0549671502388662*pi) q[11];\nu3(3.5218473718511802*pi,0.8238243207106541*pi,1.0855559180406393*pi) q[12];\nu3(3.731563984177121*pi,-0.30366021663842235*pi,1.3746725714432173*pi) q[13];\nu3(3.4535362410557515*pi,0.07930155933600369*pi,4.150512335688435*pi) q[14];\nRxxyyzz(0.39321393541560956*pi,0.338948128034568*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.2982894390171297*pi,0.19051711335432886*pi,0.0*pi) q[6],q[1];\nRxxyyzz(0.25520906275314303*pi,0.18152145675392362*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.4892051452744801*pi,0.4304172153234981*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.27213691326957024*pi,0.21832578444739803*pi,0.0*pi) q[7],q[9];\nRxxyyzz(0.37118284515918*pi,0.2862261540766511*pi,3.88269400890132*pi) q[8],q[12];\nu3(3.3679978107369255*pi,1.981054345631538*pi,1.8307832097625183*pi) q[0];\nu3(3.9086988576148993*pi,0.7738231002348788*pi,2.015971414468333*pi) q[1];\nu3(3.7482582663570843*pi,2.3004595023628234*pi,2.1050005590609513*pi) q[2];\nu3(3.955960787102083*pi,1.3206848335302621*pi,0.6013287428306596*pi) q[3];\nu3(3.328341307553455*pi,3.071741671829386*pi,1.9711953057859644*pi) q[4];\nu3(3.538023361951842*pi,0.6061954210928262*pi,1.3794619795960334*pi) q[6];\nu3(3.541862538573921*pi,-0.08617118904820298*pi,3.4145192023021615*pi) q[7];\nu3(3.7676783530288698*pi,2.5861621237056434*pi,2.1827353046820113*pi) q[8];\nu3(3.448928382643641*pi,1.276916862238301*pi,1.5888936698525502*pi) q[9];\nu3(3.6218568930541086*pi,0.38617683421542925*pi,1.7325927764556437*pi) q[11];\nu3(3.9089590961981533*pi,2.5758415015829303*pi,1.0124886855780506*pi) q[12];\nu3(3.1458061552527496*pi,3.0643179667223674*pi,0.7736638027325186*pi) q[13];\nRxxyyzz(0.38893278562182954*pi,0.21844906774714098*pi,3.9180984081687797*pi) q[3],q[0];\nRxxyyzz(0.45379880479840906*pi,0.2501863052485078*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.3639248499431603*pi,0.2831831584769572*pi,3.801960873957031*pi) q[4],q[11];\nRxxyyzz(0.37182390492265993*pi,0.21738581537134416*pi,0.0*pi) q[12],q[5];\nRxxyyzz(0.40696754715893974*pi,0.35607192961342504*pi,0.19596189403329076*pi) q[6],q[7];\nRxxyyzz(0.39047036857544004*pi,0.3681663496945504*pi,0.14094367995245083*pi) q[14],q[9];\nRxxyyzz(0.47676421389848045*pi,0.3278598387817182*pi,0.0*pi) q[13],q[10];\nu3(3.3886148214832743*pi,0.559909581242263*pi,0.944032166561021*pi) q[0];\nu3(3.262151559748979*pi,0.5423184042162092*pi,1.9129451173311298*pi) q[1];\nu3(3.4800680222992333*pi,2.679038295586742*pi,1.0324407540424811*pi) q[3];\nu3(3.3005954140539036*pi,3.1371599873022546*pi,1.5299330404643694*pi) q[4];\nu3(3.3134149761494007*pi,0.9773943704472643*pi,1.0246492081448442*pi) q[5];\nu3(3.6451429647487066*pi,0.2612064555653487*pi,1.3804665041427713*pi) q[6];\nu3(3.8846969927072763*pi,0.2479615322233144*pi,3.5467002587072587*pi) q[7];\nu3(3.5484725073933534*pi,3.3829946330339893*pi,3.7916560619156554*pi) q[8];\nu3(3.7477770190231174*pi,3.3929506531394216*pi,4.3125648102398895*pi) q[9];\nu3(3.807594129732646*pi,0.41976320304060744*pi,1.6290731009480948*pi) q[10];\nu3(3.121481425775712*pi,3.342823005993882*pi,0.8658903107973612*pi) q[11];\nu3(3.396626662206103*pi,3.0454614378991183*pi,1.7157043238300784*pi) q[12];\nu3(3.545311000847919*pi,1.1791241472214984*pi,1.6806996924984756*pi) q[13];\nu3(3.954243025037692*pi,3.454434267012026*pi,1.4549262262156264*pi) q[14];\nRxxyyzz(0.4339094460013603*pi,0.24826601196840314*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.44888904439608934*pi,0.4371667946084904*pi,3.9008068963438896*pi) q[3],q[2];\nRxxyyzz(0.42671303452346004*pi,0.25532677702147893*pi,0.11907252312566109*pi) q[4],q[14];\nRxxyyzz(0.3164374983540701*pi,0.24966746324369504*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.4294506697511392*pi,0.145414573974052*pi,0.0*pi) q[7],q[11];\nRxxyyzz(0.42558833419689046*pi,0.2915183106842836*pi,0.0*pi) q[10],q[9];\nu3(3.483472146304406*pi,-0.24860078620491677*pi,2.2869631035309204*pi) q[0];\nu3(3.3339272330731515*pi,-0.24478499617623994*pi,1.0568065845971422*pi) q[2];\nu3(3.5634375445475395*pi,0.6372436295071124*pi,1.248972559552971*pi) q[3];\nu3(3.924858656772958*pi,-0.2808128870036025*pi,4.267058083237251*pi) q[4];\nu3(3.3558422618549875*pi,3.0946310507309573*pi,0.9523718364764671*pi) q[6];\nu3(3.566078131998984*pi,-0.036319102026784456*pi,0.6176998942677812*pi) q[7];\nu3(3.424128993274052*pi,-0.11568214353315148*pi,1.3477680345139331*pi) q[9];\nu3(3.5697902887032122*pi,2.9118315748441606*pi,0.6800539146951279*pi) q[10];\nu3(3.511020313853565*pi,0.6793421222305627*pi,1.4549405260672321*pi) q[11];\nu3(3.8309106701374747*pi,-0.44549890947584525*pi,0.9616328133466396*pi) q[12];\nu3(3.3579804464787655*pi,-0.40486930829556*pi,0.930658766414397*pi) q[13];\nu3(3.209252896996567*pi,3.3391251205740713*pi,3.9157038738742034*pi) q[14];\nRxxyyzz(0.37125446603493995*pi,0.08857184462457734*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.39337969448078*pi,0.3291058914763996*pi,3.95836514105906*pi) q[1],q[13];\nRxxyyzz(0.3002498669265128*pi,0.14303267382830598*pi,0.0*pi) q[6],q[2];\nRxxyyzz(0.4206325290511295*pi,0.2005958432162685*pi,0.10648595643445793*pi) q[3],q[8];\nRxxyyzz(0.3952002774175494*pi,0.25701316179521605*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.4171771184726235*pi,0.1522409833810603*pi,0.0*pi) q[9],q[5];\nRxxyyzz(0.28433450375076985*pi,0.07626736221204711*pi,0.0*pi) q[10],q[14];\nu3(3.3605751642523374*pi,2.5794156589767816*pi,1.5771258269163035*pi) q[0];\nu3(3.2241572977910224*pi,0.4646000548773528*pi,0.7327790400587979*pi) q[1];\nu3(3.7276070731963658*pi,2.816197187865974*pi,2.4464310292802613*pi) q[2];\nu3(3.2060936819036208*pi,3.1165418245553287*pi,4.251782692830891*pi) q[3];\nu3(3.5496123931852406*pi,2.340426256593495*pi,2.2990279308958494*pi) q[4];\nu3(3.1354651068377084*pi,2.8536529093302017*pi,0.8447719141930374*pi) q[5];\nu3(3.6986912421910096*pi,0.8971531687841425*pi,4.246934582260684*pi) q[6];\nu3(3.656831973158512*pi,2.8009703571852653*pi,1.6535020062439267*pi) q[7];\nu3(3.818752171867499*pi,0.998913742410795*pi,0.9873896122273674*pi) q[8];\nu3(3.7021537140861387*pi,0.008925188482092672*pi,1.766663223165333*pi) q[9];\nu3(3.5997167121358262*pi,0.07018341179693999*pi,4.3527807220019366*pi) q[10];\nu3(3.8770965755839986*pi,2.8126295418032754*pi,1.1467830802601147*pi) q[12];\nu3(3.2603850042919653*pi,3.071530977103885*pi,1.8169802763708773*pi) q[13];\nu3(3.1863117793708002*pi,0.41502148990374654*pi,1.8652140483203428*pi) q[14];\nRxxyyzz(0.43051807909930034*pi,0.343825243347299*pi,3.9353562482886*pi) q[10],q[0];\nRxxyyzz(0.4634704482958494*pi,0.12154356151151724*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.3035918838566801*pi,0.2637188188551911*pi,0.0*pi) q[2],q[3];\nRxxyyzz(0.48461675498518975*pi,0.19181454095305117*pi,0.0*pi) q[4],q[6];\nRxxyyzz(0.29997032301117005*pi,0.18761660074307596*pi,3.94983328801235*pi) q[11],q[7];\nRxxyyzz(0.4634453867845745*pi,0.2688459711791229*pi,0.0*pi) q[12],q[13];\nu3(3.8339515135178566*pi,3.348146619994104*pi,1.747649903521448*pi) q[0];\nu3(3.4333944772481115*pi,3.279895610073506*pi,0.5329175650995401*pi) q[1];\nu3(3.3374918199995935*pi,0.27712100556713426*pi,2.193792382735447*pi) q[2];\nu3(3.381161419831807*pi,3.2834417539660206*pi,4.156118416407747*pi) q[3];\nu3(3.082224915946485*pi,1.920323033562755*pi,1.5774522686513*pi) q[4];\nu3(3.416574123969786*pi,3.2472180920144353*pi,4.482860198079834*pi) q[6];\nu3(3.584159012392837*pi,3.147325722870006*pi,1.7304849462296445*pi) q[7];\nu3(3.5392870727074333*pi,-0.01762077050694366*pi,0.9622538571522061*pi) q[8];\nu3(3.326641272646197*pi,-0.197409906464608*pi,2.1451535775130868*pi) q[10];\nu3(3.292398241707156*pi,1.9566466504810869*pi,0.5678677452429106*pi) q[11];\nu3(3.504854557356297*pi,2.2506271081460834*pi,1.6700341447404317*pi) q[12];\nu3(3.4087870966884073*pi,3.045336915843021*pi,1.688427627119197*pi) q[13];\nRxxyyzz(0.29609645244864996*pi,0.14300372912536696*pi,3.924659567876139*pi) q[0],q[12];\nRxxyyzz(0.4333649880684902*pi,0.2463520802902459*pi,3.946951243856971*pi) q[10],q[1];\nRxxyyzz(0.4497812523928004*pi,0.2323440038870649*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.4101879234876301*pi,0.3059565147666136*pi,3.925963608282411*pi) q[3],q[9];\nRxxyyzz(0.36578558771133896*pi,0.20068556465615217*pi,0.0*pi) q[5],q[4];\nRxxyyzz(0.39444140795027016*pi,0.2380958189618849*pi,3.844324679579019*pi) q[14],q[7];\nRxxyyzz(0.43783775222219945*pi,0.1562841719776641*pi,0.0*pi) q[13],q[11];\nu3(3.304910598963862*pi,3.000864439452678*pi,1.8306720626165518*pi) q[0];\nu3(3.979454665042216*pi,0.0356912985026947*pi,1.5686723423618203*pi) q[1];\nu3(3.536594022366587*pi,-0.13756657190188065*pi,1.6082949524088397*pi) q[2];\nu3(3.5971634713325775*pi,3.034854941387139*pi,1.8734923701627388*pi) q[3];\nu3(3.0572612363616503*pi,1.6830011851239668*pi,2.397033868747136*pi) q[4];\nu3(3.1723613803695976*pi,1.6527687129557438*pi,1.3578567833282702*pi) q[5];\nu3(3.616771093332273*pi,-0.46762761253860397*pi,1.3666360121008045*pi) q[6];\nu3(3.6444307850906914*pi,3.269299768345898*pi,0.8906029488410074*pi) q[7];\nu3(3.691879714547789*pi,-0.47267456069448777*pi,2.1903427891587244*pi) q[9];\nu3(3.2376195473260685*pi,0.715001793965893*pi,1.892412224937349*pi) q[10];\nu3(3.866443120254757*pi,0.23276688893492936*pi,0.860008948273313*pi) q[11];\nu3(3.8641290600360696*pi,3.136731673829943*pi,0.7452637717932382*pi) q[12];\nu3(3.7814035821549274*pi,0.005785313188630958*pi,0.8219339305948399*pi) q[13];\nu3(3.0900768227483932*pi,3.120638632159928*pi,1.7778888712630625*pi) q[14];\nRxxyyzz(0.4723289477224709*pi,0.33986503297457915*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.45329801183553975*pi,0.26604800672853834*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.29683256545281067*pi,0.18942436250080796*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.4657205234774602*pi,0.24582441467009208*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.25193227040422006*pi,0.23573317265261384*pi,0.0*pi) q[14],q[4];\nRxxyyzz(0.36159241579281776*pi,0.1395612236403342*pi,0.0*pi) q[8],q[6];\nRxxyyzz(0.24234710833635997*pi,0.20418563315096705*pi,3.9469722841007897*pi) q[11],q[9];\nu3(3.4538966033210285*pi,-0.4329997331512412*pi,0.9511539190896529*pi) q[0];\nu3(3.5231716576750487*pi,0.46496396177022503*pi,1.0942382699784847*pi) q[1];\nu3(3.468986532911681*pi,3.295622685351881*pi,0.819667221461116*pi) q[2];\nu3(3.4145668762980734*pi,2.6413415181926134*pi,1.1114396873464794*pi) q[3];\nu3(3.6699099170287144*pi,1.8998065154381143*pi,1.7049048657122838*pi) q[4];\nu3(3.4586822613757047*pi,3.293110235550433*pi,0.9073395809506168*pi) q[5];\nu3(3.372783970238577*pi,1.9480155915499524*pi,1.9105033417597541*pi) q[6];\nu3(3.560907954195291*pi,3.403975351532711*pi,0.7648354399546577*pi) q[8];\nu3(3.267904009072642*pi,3.1263086953184116*pi,0.7629520195383237*pi) q[9];\nu3(3.273485618222816*pi,0.7827479853927801*pi,1.9779873490257058*pi) q[10];\nu3(3.504543155304656*pi,1.2412634043561337*pi,0.7504454376918155*pi) q[11];\nu3(3.383793887481502*pi,3.3157177482492726*pi,0.7760929027706536*pi) q[12];\nu3(3.4115159110341344*pi,0.639518379944215*pi,0.91966040913555*pi) q[13];\nu3(3.151676958702511*pi,0.39823275652554235*pi,0.5851228569332516*pi) q[14];\nRxxyyzz(0.2955611221166201*pi,0.16559915461470887*pi,3.88004026795001*pi) q[10],q[0];\nRxxyyzz(0.3513433814099296*pi,0.18393140493867177*pi,0.0*pi) q[11],q[1];\nRxxyyzz(0.46840448891529096*pi,0.3733108036551585*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.41449815520945*pi,0.34379605770820576*pi,0.0*pi) q[6],q[4];\nRxxyyzz(0.41647386957165006*pi,0.1859765388552691*pi,0.1490165877255623*pi) q[7],q[9];\nRxxyyzz(0.4105423714662849*pi,0.32858821016965134*pi,3.933932977527496*pi) q[12],q[8];\nRxxyyzz(0.43721487423358874*pi,0.28306097149195475*pi,0.0*pi) q[14],q[13];\nu3(3.478087030612658*pi,0.4100640086203591*pi,0.813228375673662*pi) q[0];\nu3(3.535896758537707*pi,3.297666016483171*pi,0.9652731308411356*pi) q[1];\nu3(3.606551143790134*pi,2.892184164027533*pi,1.0971255437470289*pi) q[2];\nu3(3.6032815279269235*pi,3.472666718969529*pi,0.577386537548426*pi) q[4];\nu3(3.6311526515658983*pi,3.4451200188520605*pi,2.417371654282496*pi) q[5];\nu3(3.625887194518152*pi,3.147178956139596*pi,3.933358073610483*pi) q[6];\nu3(3.2058187897515658*pi,3.414253982815119*pi,3.4335259449905973*pi) q[7];\nu3(3.4381886028440785*pi,-0.16494871685923373*pi,1.5193057546283306*pi) q[8];\nu3(3.1808403030872223*pi,2.9013071717287113*pi,1.544950879300777*pi) q[9];\nu3(3.8511222150798554*pi,2.6118045525629032*pi,1.66186843283647*pi) q[10];\nu3(3.3313263157914803*pi,2.577298462840443*pi,1.901081463231536*pi) q[11];\nu3(3.5630057597038416*pi,-0.29883276859025454*pi,2.3118142772942734*pi) q[12];\nu3(3.5635050204670646*pi,-0.4995396917665942*pi,3.8477484229686407*pi) q[13];\nu3(3.7679136861143694*pi,3.2272422684713677*pi,2.330972713836265*pi) q[14];\nRxxyyzz(0.4336182402545498*pi,0.2069208669698206*pi,3.90118991950847*pi) q[11],q[0];\nRxxyyzz(0.4694992425937802*pi,0.18533936109835303*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.4577368929945056*pi,0.34896540740538917*pi,0.05129316579475377*pi) q[3],q[13];\nRxxyyzz(0.3682478624895704*pi,0.15244175772510493*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.4110698881336201*pi,0.1911089059775538*pi,0.0*pi) q[6],q[5];\nRxxyyzz(0.4798410189689102*pi,0.11707982386247551*pi,0.0*pi) q[10],q[7];\nu3(3.754989329483582*pi,-0.44223213706557496*pi,1.1083492764581946*pi) q[0];\nu3(3.3846989318948446*pi,1.4459937296043797*pi,1.4635126828462*pi) q[1];\nu3(3.7441913506082303*pi,-0.36417011286447776*pi,3.0376877090004935*pi) q[3];\nu3(3.503419450944741*pi,-0.09921208699994177*pi,4.193664874484402*pi) q[4];\nu3(3.533777121521835*pi,3.2416024059954003*pi,2.196813870939465*pi) q[5];\nu3(3.4870800366627166*pi,0.41094208006956967*pi,1.2003560627839756*pi) q[6];\nu3(3.7570165074872177*pi,0.4543164253613079*pi,1.287254604405588*pi) q[7];\nu3(3.691539878945924*pi,-0.1518286265992555*pi,0.615649367501697*pi) q[9];\nu3(3.5420488669739307*pi,0.3255494633027143*pi,1.666650330111745*pi) q[10];\nu3(3.718546122358399*pi,1.4615503653646638*pi,2.4847970796449617*pi) q[11];\nu3(3.416509154155826*pi,2.921400111072731*pi,0.5755766303350391*pi) q[13];\nu3(3.390731361279875*pi,0.8136848598870139*pi,1.6463717085599616*pi) q[14];\nRxxyyzz(0.39737987712749956*pi,0.15235567016389603*pi,3.88266754633063*pi) q[12],q[0];\nRxxyyzz(0.40719133502022986*pi,0.35887295571245237*pi,0.0*pi) q[6],q[1];\nRxxyyzz(0.42464112010661204*pi,0.1357289614919749*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.4559732145373697*pi,0.24219345367556322*pi,0.0*pi) q[5],q[4];\nRxxyyzz(0.44583199668955015*pi,0.28509760000156664*pi,0.07526600145429893*pi) q[7],q[8];\nRxxyyzz(0.4003552826549299*pi,0.3656156184454842*pi,0.05562219978592786*pi) q[10],q[14];\nu3(3.5377210364754688*pi,-0.4023209798815216*pi,1.1046026829970534*pi) q[0];\nu3(3.60255021135866*pi,3.277596049783693*pi,1.0355552090277405*pi) q[1];\nu3(3.47352380651854*pi,-0.27512847771614646*pi,3.7261981971150915*pi) q[2];\nu3(3.528107599733091*pi,1.848099629413734*pi,1.8264341446595052*pi) q[4];\nu3(3.2044702408804415*pi,0.4850297422452804*pi,1.8307048204814622*pi) q[5];\nu3(3.1529311470455084*pi,2.5284453183695197*pi,2.3786108599442284*pi) q[6];\nu3(3.763323260360009*pi,0.32316206652497736*pi,1.1854109603482352*pi) q[7];\nu3(3.8263216003408123*pi,3.054544213087033*pi,4.136419725504485*pi) q[8];\nu3(3.651158549836896*pi,3.3328314123627685*pi,0.8629490556415915*pi) q[9];\nu3(3.5312007203468454*pi,2.7713274303412283*pi,0.5317750601366834*pi) q[10];\nu3(3.630101819447342*pi,0.41348001139507173*pi,1.243032984738619*pi) q[12];\nu3(3.49721270468328*pi,2.3806367894179035*pi,1.2326053931270984*pi) q[14];\nRxxyyzz(0.2850973606922712*pi,0.16311671332868194*pi,0.0*pi) q[5],q[1];\nRxxyyzz(0.3797539563477496*pi,0.34269084561968555*pi,3.94331095793727*pi) q[11],q[2];\nRxxyyzz(0.33031463595819005*pi,0.2462663154830742*pi,3.952016115917461*pi) q[3],q[9];\nRxxyyzz(0.4400601004132798*pi,0.3221697123576295*pi,0.2864328501149691*pi) q[4],q[8];\nRxxyyzz(0.4307002702383277*pi,0.27536698821205086*pi,0.05352862407273736*pi) q[10],q[6];\nRxxyyzz(0.34694122439242003*pi,0.267136225151658*pi,0.0*pi) q[13],q[7];\nRxxyyzz(0.4556752178378165*pi,0.2286523691537511*pi,0.0*pi) q[14],q[12];\nu3(3.72705795492274*pi,3.081583144907227*pi,0.5843571941302426*pi) q[1];\nu3(3.084470905409422*pi,-0.3826625166509451*pi,2.1082372377874723*pi) q[2];\nu3(3.485217853933983*pi,3.431130596985012*pi,1.1887632772524703*pi) q[3];\nu3(3.392400178618579*pi,3.418244015421715*pi,4.393502967100547*pi) q[4];\nu3(3.5704661044241126*pi,3.4783032153740603*pi,4.288911381026575*pi) q[5];\nu3(3.7073458759861824*pi,0.33174114969709934*pi,0.7051178660400167*pi) q[6];\nu3(3.127039205643188*pi,0.1039668127577833*pi,1.8521602023824975*pi) q[7];\nu3(3.1762375282798705*pi,0.05963263717775835*pi,3.8605081750914296*pi) q[8];\nu3(3.1995694861822863*pi,3.259851377176909*pi,1.833719794681341*pi) q[9];\nu3(3.4607118262456016*pi,0.5502598365009639*pi,4.263443499510567*pi) q[10];\nu3(3.7254856197666335*pi,2.2261205486510844*pi,1.0576816426163589*pi) q[11];\nu3(3.126343380574977*pi,2.915002389398382*pi,0.635593805702235*pi) q[12];\nu3(3.4002386375723774*pi,0.6451083643386586*pi,2.2484323030703712*pi) q[13];\nu3(3.8643449334835225*pi,3.2073006652505653*pi,4.0806485756924875*pi) q[14];\nRxxyyzz(0.42771539690297966*pi,0.18332911412793007*pi,0.0*pi) q[13],q[0];\nRxxyyzz(0.47562657441400025*pi,0.052372696785514705*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.4502702274465237*pi,0.2618791732462779*pi,0.10221427608531976*pi) q[4],q[2];\nRxxyyzz(0.35709642970086064*pi,0.1517235088943769*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.4121052865045903*pi,0.31020519286987985*pi,0.1438595911459276*pi) q[5],q[14];\nRxxyyzz(0.37050433337911337*pi,0.33557291664910605*pi,0.0*pi) q[12],q[8];\nu3(3.4299311816422717*pi,3.4771148993111245*pi,1.2828053217400743*pi) q[0];\nu3(3.6364630236085267*pi,2.170677159583077*pi,1.833876053248833*pi) q[1];\nu3(3.314620993754267*pi,-0.40609078810649907*pi,1.3562981372451224*pi) q[2];\nu3(3.5591070794619624*pi,3.414285938479532*pi,1.614084985896881*pi) q[3];\nu3(3.5146019588571624*pi,2.3630248536787075*pi,3.8407500463893802*pi) q[4];\nu3(3.6645912781022907*pi,-0.2556968340990615*pi,3.7135838938061934*pi) q[5];\nu3(3.522142766902689*pi,1.8955363073612466*pi,1.2420010576677163*pi) q[7];\nu3(3.4227093464271015*pi,3.4860375064949993*pi,0.5414621338037822*pi) q[8];\nu3(3.8620576015664954*pi,-0.3465670910933787*pi,0.8341861323371282*pi) q[11];\nu3(3.6539709536457554*pi,1.9656441950391792*pi,4.316438293795971*pi) q[12];\nu3(3.7735993332955333*pi,3.352571076980537*pi,0.874752847344916*pi) q[13];\nu3(3.445350125380349*pi,3.219857960297473*pi,4.195872444757911*pi) q[14];\nRxxyyzz(0.4131976509630402*pi,0.3650132719612751*pi,0.061866433805287*pi) q[0],q[2];\nRxxyyzz(0.4421734442406499*pi,0.2203495308539681*pi,0.11983432470544486*pi) q[1],q[3];\nRxxyyzz(0.36390114877364*pi,0.05746387222385396*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.39876864252720967*pi,0.2975485106953102*pi,0.0*pi) q[13],q[7];\nRxxyyzz(0.30177512552467967*pi,0.07639163175416719*pi,0.0*pi) q[9],q[14];\nRxxyyzz(0.48086588784736994*pi,0.397873177448849*pi,0.0*pi) q[10],q[11];\nu3(3.5644172149512623*pi,3.1651012146831814*pi,1.8373457953368235*pi) q[0];\nu3(3.3945700980742046*pi,2.582054123255912*pi,3.5256728570816804*pi) q[1];\nu3(3.6937014547595757*pi,3.012744121448776*pi,1.3588981302380705*pi) q[2];\nu3(3.2212761039738402*pi,-0.340155405088456*pi,1.7537980941967515*pi) q[3];\nu3(3.242904125813493*pi,2.7428281156873724*pi,0.5587074811764579*pi) q[5];\nu3(3.86168530834116*pi,2.8195695382122263*pi,0.5088956446883296*pi) q[6];\nu3(3.3714650531200543*pi,0.05861798604794566*pi,1.6264719943752024*pi) q[7];\nu3(3.6740463515378394*pi,3.3319936418292233*pi,1.1342355494413976*pi) q[9];\nu3(3.6238940117035576*pi,0.9536325211619276*pi,4.373939769564499*pi) q[10];\nu3(3.6501467773075817*pi,0.4820659627229369*pi,4.2645698538996335*pi) q[11];\nu3(3.252228729153458*pi,3.268301137240238*pi,1.0453353872650033*pi) q[13];\nu3(3.6068986792198605*pi,0.5694363606567672*pi,1.3009418307407639*pi) q[14];\nmeasure q[3] -> c[8];\nmeasure q[0] -> c[12];\nmeasure q[2] -> c[14];\nRxxyyzz(0.32733418523792024*pi,0.2792743294670288*pi,3.8543290733143003*pi) q[1],q[10];\nRxxyyzz(0.40097563951160026*pi,0.2855336398516241*pi,0.11541694168677623*pi) q[13],q[4];\nRxxyyzz(0.4562120889543998*pi,0.11906354795136975*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.4484161512240598*pi,0.22701284036127434*pi,0.15323039239788835*pi) q[6],q[14];\nRxxyyzz(0.3324817153937102*pi,0.15524765687680286*pi,3.940381810486249*pi) q[7],q[12];\nRxxyyzz(0.35805235166472826*pi,0.2625763061319353*pi,0.0*pi) q[9],q[8];\nu3(1.8681473547170915*pi,0.3713264247413236*pi,1.0610536621587312*pi) q[1];\nu3(3.8532040744364733*pi,1.321804386979219*pi,4.354060110052978*pi) q[4];\nu3(3.570449246734687*pi,-0.16464466770377584*pi,1.410535053815814*pi) q[5];\nu3(3.2607612076977794*pi,3.0360422469726394*pi,1.7110190848442755*pi) q[6];\nu3(1.4845574666604675*pi,0.42750914593799894*pi,0.6048980129177596*pi) q[7];\nu3(3.4477128905828955*pi,3.190346405281573*pi,0.9905894830944374*pi) q[8];\nu3(0.8524658025295265*pi,0.10188863345503651*pi,2.3026008911020717*pi) q[9];\nu3(2.636717249462328*pi,-0.023845170093139134*pi,2.3417735386361898*pi) q[10];\nu3(3.3982543454545775*pi,1.1235452765404828*pi,1.1502337318895295*pi) q[11];\nu3(2.4917005816545497*pi,0.4754694071393335*pi,1.9877928123005018*pi) q[12];\nu3(3.403847841368478*pi,2.280611180581785*pi,0.5641504289038867*pi) q[13];\nu3(3.176349989759619*pi,2.893649539290302*pi,1.9985458485681344*pi) q[14];\nmeasure q[1] -> c[0];\nmeasure q[10] -> c[1];\nmeasure q[5] -> c[2];\nmeasure q[11] -> c[3];\nmeasure q[6] -> c[4];\nmeasure q[13] -> c[5];\nmeasure q[8] -> c[6];\nmeasure q[4] -> c[7];\nmeasure q[9] -> c[9];\nmeasure q[14] -> c[10];\nmeasure q[7] -> c[11];\nmeasure q[12] -> c[13];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.835439963889857*pi,3.2455684620932255*pi,1.8029088768026291*pi) q[0];\nu3(3.7800387443868675*pi,2.8550394464724707*pi,2.0820664758862466*pi) q[1];\nu3(3.7211681280423137*pi,-0.00581865485835803*pi,1.0061021642010894*pi) q[2];\nu3(3.484401120924827*pi,-0.31313337014882003*pi,3.5709085472971376*pi) q[3];\nu3(3.609446352948718*pi,3.261247547720655*pi,2.732503116762259*pi) q[4];\nu3(3.889385505594144*pi,3.0645081915872714*pi,3.854319780615295*pi) q[5];\nu3(3.709529591645945*pi,3.045496848397732*pi,0.6160050328246999*pi) q[6];\nu3(3.670450620962653*pi,0.8096620780691799*pi,1.3746854984623598*pi) q[7];\nu3(3.0274212857775233*pi,2.9119024567009513*pi,1.3941797328723802*pi) q[8];\nu3(3.547030333291911*pi,2.1858714180177*pi,1.4247470885411604*pi) q[9];\nu3(3.8089574770175516*pi,3.0062479410186187*pi,2.775905944526028*pi) q[10];\nu3(3.147579669272907*pi,2.1867820256375783*pi,2.014384856682727*pi) q[11];\nu3(3.46064835609786*pi,0.6216251910803878*pi,0.5410270973272109*pi) q[12];\nu3(3.3026049644988813*pi,3.193324022300419*pi,4.366624477469816*pi) q[13];\nu3(3.5427227156695142*pi,2.504500632010143*pi,0.6865902407296287*pi) q[14];\nRxxyyzz(0.35606106793687*pi,0.16353555049845925*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.3735934592814091*pi,0.24478304428616315*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.45664482834073017*pi,0.2658242123491543*pi,0.0788753455468124*pi) q[2],q[14];\nRxxyyzz(0.3729405421122399*pi,0.18370429406164013*pi,0.1294924820521306*pi) q[3],q[5];\nRxxyyzz(0.35500011780094987*pi,0.281890448730577*pi,0.0*pi) q[4],q[6];\nRxxyyzz(0.32769807046657995*pi,0.14582944811981946*pi,3.9479549134536303*pi) q[9],q[12];\nRxxyyzz(0.3954039095533002*pi,0.30111803466482545*pi,0.0*pi) q[10],q[13];\nu3(3.428215290616909*pi,0.620397465779863*pi,1.73016678132675*pi) q[0];\nu3(3.561678120801101*pi,2.942153347687913*pi,0.6114517419326368*pi) q[1];\nu3(3.7832169696502187*pi,2.955937937787328*pi,3.282764609775347*pi) q[2];\nu3(3.5624945982914173*pi,2.733124201035759*pi,3.5541834068408886*pi) q[3];\nu3(3.422508733592794*pi,-0.40925183206238536*pi,3.0330887659168693*pi) q[4];\nu3(3.346694706161199*pi,3.158506979276746*pi,2.8693967389310693*pi) q[5];\nu3(3.5146842120193487*pi,3.4462514065459393*pi,1.04148111546577*pi) q[6];\nu3(3.3802907880413557*pi,-0.35306890246552847*pi,3.909064305931146*pi) q[7];\nu3(3.2746708831635436*pi,0.27589547477956156*pi,1.5243875356447623*pi) q[9];\nu3(3.5447077738771355*pi,-0.3662484669930233*pi,0.5771965378541386*pi) q[10];\nu3(3.3628794813571785*pi,0.2596729799542137*pi,1.7088951123254588*pi) q[11];\nu3(3.5293862279163433*pi,2.9868526806490676*pi,0.8658541832905531*pi) q[12];\nu3(3.4541696526733556*pi,0.09534781085666955*pi,0.7323587964282942*pi) q[13];\nu3(3.723323550859423*pi,3.041888699591431*pi,3.4541835780403805*pi) q[14];\nRxxyyzz(0.46692648260497993*pi,0.28863446080969624*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.3908616337741901*pi,0.16793627103400915*pi,0.049521136753348384*pi) q[7],q[1];\nRxxyyzz(0.47297423039595987*pi,0.3292037468640494*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.3711449195244594*pi,0.25341691220785284*pi,3.8575139448595603*pi) q[4],q[12];\nRxxyyzz(0.45437675712130043*pi,0.1533480008224012*pi,0.0*pi) q[11],q[5];\nRxxyyzz(0.3979909814458905*pi,0.25419663569909545*pi,3.85323262732662*pi) q[8],q[9];\nRxxyyzz(0.4070164950698302*pi,0.20772272963778338*pi,0.07677113788875732*pi) q[10],q[14];\nu3(3.4841979804994985*pi,0.592507156702395*pi,1.6837312204038202*pi) q[0];\nu3(3.4563123163627347*pi,2.7694630428310854*pi,3.2433378907390686*pi) q[1];\nu3(3.409943370844946*pi,-0.14392500514984474*pi,1.3076349803924998*pi) q[2];\nu3(3.695196172580393*pi,-0.3178559732344849*pi,1.690508622828586*pi) q[3];\nu3(3.1264814132548544*pi,-0.21267057854119348*pi,2.0998359065900645*pi) q[4];\nu3(3.4968196781613883*pi,0.25358500776295523*pi,1.4136966862480629*pi) q[5];\nu3(3.5148872114532317*pi,1.0243494506011293*pi,4.264053561688742*pi) q[7];\nu3(3.5656360616608875*pi,-0.4085328902636733*pi,1.6957062448351583*pi) q[8];\nu3(3.143379372265747*pi,-0.03265913913236085*pi,1.5692406544548376*pi) q[9];\nu3(3.601017965388657*pi,2.989343871943329*pi,4.259662149024759*pi) q[10];\nu3(3.4280247160124198*pi,0.5774293717965393*pi,0.6331285807807686*pi) q[11];\nu3(3.5118797053729036*pi,3.025827857332836*pi,0.9641449439094654*pi) q[12];\nu3(3.1381119343059543*pi,3.288631963915014*pi,1.519607651682421*pi) q[13];\nu3(3.1012371617774876*pi,0.5435947361244451*pi,0.7565255163177218*pi) q[14];\nRxxyyzz(0.3691451420175503*pi,0.3180286339565032*pi,3.8929656286278*pi) q[0],q[7];\nRxxyyzz(0.49029467089427003*pi,0.21631748135710815*pi,0.0*pi) q[4],q[1];\nRxxyyzz(0.4080363614031995*pi,0.21601678030866067*pi,0.08166080767129094*pi) q[2],q[9];\nRxxyyzz(0.4485919375996108*pi,0.23879107400341604*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.33534557743206916*pi,0.07262908285154346*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.4058287468773897*pi,0.3532592608879527*pi,0.0*pi) q[11],q[8];\nRxxyyzz(0.3999709632563303*pi,0.32024652322352076*pi,3.9034126064480095*pi) q[10],q[13];\nu3(3.1045199640906946*pi,3.492836163626074*pi,0.8155814132828039*pi) q[0];\nu3(3.2236725531623613*pi,2.834277031425406*pi,0.5039436071458165*pi) q[1];\nu3(3.020629633549232*pi,3.1383333671843037*pi,3.9732258568734986*pi) q[2];\nu3(3.421340937767221*pi,1.0553655344813984*pi,1.180186669996811*pi) q[3];\nu3(3.528537065836112*pi,2.0391474052101044*pi,0.7191962087808625*pi) q[4];\nu3(3.765927564104146*pi,3.1110369519137335*pi,0.9321685351354194*pi) q[5];\nu3(3.3560403180117397*pi,0.3659094586067604*pi,1.470074611841565*pi) q[6];\nu3(3.553310788594879*pi,3.2500992931103285*pi,2.215945774871205*pi) q[7];\nu3(3.376843655014663*pi,0.8110896919643931*pi,1.502895578193613*pi) q[8];\nu3(3.940734241909591*pi,2.5114317107224755*pi,3.606009039740708*pi) q[9];\nu3(3.214145108610195*pi,-0.3246068283784074*pi,2.242780235788735*pi) q[10];\nu3(3.2154821785764174*pi,3.129428437194126*pi,0.5763768734279714*pi) q[11];\nu3(3.2399683561025663*pi,3.096109188835463*pi,1.752473607723135*pi) q[13];\nu3(3.1863083625308075*pi,3.421950216167676*pi,1.4120145351966435*pi) q[14];\nRxxyyzz(0.4642241437186829*pi,0.2642112870012179*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.4369528518005712*pi,0.389724755616836*pi,0.0*pi) q[7],q[1];\nRxxyyzz(0.31662386992132036*pi,0.19342286367165729*pi,3.9141591345212703*pi) q[2],q[8];\nRxxyyzz(0.34342484322232975*pi,0.20637667056952758*pi,3.93729906139886*pi) q[5],q[4];\nRxxyyzz(0.4403107158197006*pi,0.21130187973242365*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.4823809653858899*pi,0.3078648217090345*pi,0.0*pi) q[10],q[12];\nRxxyyzz(0.4048645513093252*pi,0.2523918692412557*pi,0.0*pi) q[11],q[13];\nu3(3.221604467133918*pi,2.291793529115301*pi,2.2892961938699097*pi) q[0];\nu3(3.19706921584384*pi,2.853346680910821*pi,4.272675105710678*pi) q[1];\nu3(3.3305373121325306*pi,2.631388140161242*pi,1.9736304533669604*pi) q[2];\nu3(3.6351664075667194*pi,3.2943967605416216*pi,4.314418737784127*pi) q[3];\nu3(3.4456599764819473*pi,3.4541824621775845*pi,1.950327719342955*pi) q[4];\nu3(3.3845926085626274*pi,0.15363690928745055*pi,0.600156803111352*pi) q[5];\nu3(3.706425975700777*pi,1.463258015038126*pi,1.6630025257514864*pi) q[6];\nu3(3.3250533330330883*pi,0.15174343733786477*pi,4.429265410203856*pi) q[7];\nu3(3.5434559466891264*pi,2.9850183072561336*pi,4.199031864826372*pi) q[8];\nu3(3.419177986545862*pi,0.03448330026838187*pi,1.0159765405495613*pi) q[9];\nu3(3.1738508728583907*pi,3.2347689954488548*pi,4.076023446194631*pi) q[10];\nu3(3.7588866723622787*pi,2.266130751399505*pi,2.180863579648521*pi) q[11];\nu3(3.5902700394752136*pi,0.7170962228950195*pi,0.8789154455696369*pi) q[12];\nu3(3.294607915234989*pi,0.6193349726017119*pi,2.0867978084644863*pi) q[13];\nRxxyyzz(0.3270491029614203*pi,0.11473364725330504*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.35404388338672005*pi,0.224598559596088*pi,3.86626201268723*pi) q[1],q[6];\nRxxyyzz(0.47092140489692036*pi,0.20350054685423657*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.4134315131967596*pi,0.3285220251127026*pi,3.9332520592131*pi) q[9],q[4];\nRxxyyzz(0.42255829158485037*pi,0.3570183877370141*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.4498335734402299*pi,0.2189946974639213*pi,0.06469208326942419*pi) q[8],q[14];\nu3(3.571245142858013*pi,0.9012988046623551*pi,0.7285073072264849*pi) q[0];\nu3(3.2986975678227566*pi,1.1260896120700532*pi,1.2272377292169188*pi) q[1];\nu3(3.59849863309336*pi,1.7682956242718277*pi,0.663848453041423*pi) q[2];\nu3(3.4173445974707133*pi,0.29381570641565236*pi,1.725909747738271*pi) q[4];\nu3(3.5174649695506144*pi,0.6233213999454814*pi,1.9773250373808702*pi) q[5];\nu3(3.6805762250626404*pi,3.0902561330826313*pi,0.9876459275877467*pi) q[6];\nu3(3.340480851213917*pi,3.1804179619201376*pi,0.6865722625643014*pi) q[7];\nu3(3.5763714660431716*pi,2.9283482858749257*pi,1.9262051792810269*pi) q[8];\nu3(3.4147240568035393*pi,3.0950933471573983*pi,1.6446445397811869*pi) q[9];\nu3(3.684448089700506*pi,0.48019615350328215*pi,0.8334997350380977*pi) q[10];\nu3(3.3524423493414908*pi,-0.2874604542262811*pi,1.5462371428586268*pi) q[12];\nu3(3.436617276640379*pi,-0.2154305636538405*pi,1.7494298606099783*pi) q[14];\nRxxyyzz(0.44237538223265005*pi,0.19490948968870292*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.37931717972107937*pi,0.27065804217080325*pi,0.0*pi) q[4],q[1];\nRxxyyzz(0.2897546927518101*pi,0.12214431091269795*pi,0.0*pi) q[3],q[2];\nRxxyyzz(0.3732084473719102*pi,0.2078540033715868*pi,0.11019288464132618*pi) q[5],q[12];\nRxxyyzz(0.4010025068573597*pi,0.36983186194708206*pi,0.0*pi) q[11],q[8];\nRxxyyzz(0.47468222361095036*pi,0.2326989509148093*pi,0.0*pi) q[9],q[10];\nRxxyyzz(0.35704558002461034*pi,0.14768845123615515*pi,0.07032739289072065*pi) q[13],q[14];\nu3(3.3406541462344572*pi,-0.2360716578213326*pi,4.23826350826886*pi) q[0];\nu3(3.7515204378685234*pi,0.05432210902527168*pi,1.935945820734824*pi) q[1];\nu3(3.4552161527981844*pi,0.8854886877803132*pi,1.4111131807594108*pi) q[2];\nu3(3.3820012093433918*pi,3.380941950876368*pi,0.830523863652656*pi) q[3];\nu3(3.558920485826604*pi,-0.044698506151525486*pi,1.7268299781129932*pi) q[4];\nu3(3.6849156450771337*pi,2.4002992858021663*pi,4.047493077712415*pi) q[5];\nu3(3.4608733561397775*pi,2.984263001531203*pi,1.657700164779857*pi) q[6];\nu3(3.5644504036836557*pi,0.08976369099004877*pi,1.1066925729397044*pi) q[8];\nu3(3.7346109906263316*pi,0.33354912443451235*pi,1.5984326866942267*pi) q[9];\nu3(3.4115742323105156*pi,2.8088378858242806*pi,0.6728793983081346*pi) q[10];\nu3(3.692013029394414*pi,0.8003759218656978*pi,0.7533177577233102*pi) q[11];\nu3(3.3843051891307177*pi,-0.4059045438084524*pi,2.8387632443661044*pi) q[12];\nu3(3.206325645268838*pi,-0.194191253309841*pi,3.337831366974896*pi) q[13];\nu3(3.2686126591956066*pi,1.3083779861740994*pi,0.875625496675624*pi) q[14];\nRxxyyzz(0.3218296565050479*pi,0.24996627830708384*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.41142113067286*pi,0.2557670197065738*pi,0.0*pi) q[10],q[1];\nRxxyyzz(0.33102686625395983*pi,0.17600605921710522*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.4634633451356496*pi,0.17114586826352274*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.3361129663250098*pi,0.30181108256106715*pi,3.860183759131351*pi) q[5],q[8];\nRxxyyzz(0.46422039007974003*pi,0.1503722061990711*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.4223934620632299*pi,0.38519867673881736*pi,0.07698488355653499*pi) q[12],q[7];\nu3(3.3359904173093593*pi,-0.4466143834871689*pi,1.4328661365686741*pi) q[0];\nu3(3.2961231918295564*pi,2.6673598198346555*pi,2.439900576716936*pi) q[1];\nu3(3.240183286101532*pi,0.3103262101669497*pi,1.3585470851649855*pi) q[2];\nu3(3.1617812213006915*pi,0.5547084219436675*pi,1.8493860734963568*pi) q[3];\nu3(3.604768002859129*pi,0.324473740192714*pi,0.8150621902038309*pi) q[4];\nu3(3.097337014702276*pi,0.3290163945663922*pi,3.8489053841062226*pi) q[5];\nu3(3.239818310606058*pi,2.850270941503145*pi,0.6922581836507568*pi) q[6];\nu3(3.6487087731986296*pi,1.0102105960041083*pi,4.230742185931077*pi) q[7];\nu3(3.562018399632456*pi,-0.19013215869838185*pi,2.2973820694957316*pi) q[8];\nu3(3.4419152802753272*pi,2.4356611936043593*pi,0.785925420990362*pi) q[9];\nu3(3.668418033578805*pi,0.6452411549222019*pi,1.9290667124562761*pi) q[10];\nu3(3.1933978537270713*pi,0.2750254489016182*pi,1.4195305563373526*pi) q[12];\nu3(3.411806038062007*pi,-0.004393312870514365*pi,4.48349601507796*pi) q[13];\nu3(3.474571815049477*pi,2.372234963845617*pi,1.9702052579311173*pi) q[14];\nRxxyyzz(0.4601479756966401*pi,0.3531637725337702*pi,3.8771171821168195*pi) q[9],q[0];\nRxxyyzz(0.46196923507678056*pi,0.20893712702308198*pi,0.0*pi) q[2],q[1];\nRxxyyzz(0.3585855285078799*pi,0.19394514031660526*pi,3.8169342426784993*pi) q[3],q[8];\nRxxyyzz(0.38560241029770204*pi,0.2664715370814258*pi,0.0*pi) q[14],q[4];\nRxxyyzz(0.3292235052541402*pi,0.175551894019633*pi,0.1518427176535999*pi) q[5],q[12];\nRxxyyzz(0.3634465751255101*pi,0.27852371994857855*pi,3.9370567388032907*pi) q[6],q[7];\nRxxyyzz(0.4136801718323101*pi,0.33132981077859625*pi,3.82435384143786*pi) q[11],q[10];\nu3(3.3875565534953185*pi,3.395510239676826*pi,1.6564380616660963*pi) q[0];\nu3(3.8452309860911273*pi,-0.45186571722432817*pi,4.4804830657341395*pi) q[1];\nu3(3.5319800011650204*pi,0.6556509193058229*pi,1.537731502236206*pi) q[2];\nu3(3.3780064307458106*pi,0.7374544799581055*pi,0.665502554784033*pi) q[3];\nu3(3.7326898769484087*pi,3.02057757596897*pi,2.159101721834638*pi) q[4];\nu3(3.6903564469155374*pi,0.6994895037638407*pi,0.9476751933355803*pi) q[5];\nu3(3.3305239961359456*pi,3.1432451923116256*pi,1.825734355157301*pi) q[6];\nu3(3.410366396784326*pi,1.8132820797531402*pi,2.4466728667837563*pi) q[7];\nu3(3.1184603094124617*pi,2.91071702072983*pi,2.3749172727656953*pi) q[8];\nu3(3.347159814175466*pi,-0.49015862673560795*pi,2.312548454658619*pi) q[9];\nu3(3.018452207108557*pi,1.127692938807474*pi,0.5203134088375294*pi) q[10];\nu3(3.3134646994020636*pi,3.2761175467774386*pi,1.822405463520501*pi) q[11];\nu3(3.7662709723131207*pi,2.259943414430018*pi,4.071891416793068*pi) q[12];\nu3(3.5856361111301602*pi,2.768259133525084*pi,0.9286248323014827*pi) q[14];\nRxxyyzz(0.45942494555642976*pi,0.2224155180407692*pi,0.0*pi) q[4],q[0];\nRxxyyzz(0.3526581513538388*pi,0.25267434532723687*pi,0.0*pi) q[11],q[2];\nRxxyyzz(0.4553643065803997*pi,0.14437853928791894*pi,3.9350207427843102*pi) q[3],q[12];\nRxxyyzz(0.4204074761829002*pi,0.2830683107202213*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.4579946506635104*pi,0.3245827615792595*pi,3.9258146905007596*pi) q[10],q[6];\nRxxyyzz(0.44630405511290977*pi,0.2740125439137296*pi,3.8924933226201706*pi) q[8],q[13];\nRxxyyzz(0.43872348658791*pi,0.09572701067038604*pi,3.94608574936729*pi) q[14],q[9];\nu3(3.1965360515044487*pi,3.441485103668599*pi,1.3718102322036059*pi) q[0];\nu3(3.141410187119826*pi,0.08172198113361917*pi,4.256703107384916*pi) q[2];\nu3(3.5793418181555787*pi,2.6948118412299844*pi,1.632690825128118*pi) q[3];\nu3(3.3593875280475403*pi,3.2680117560813757*pi,2.253534959138796*pi) q[4];\nu3(3.331701830784483*pi,0.19884337330670887*pi,0.9782798372874547*pi) q[5];\nu3(3.3695433250562714*pi,0.9640294169231645*pi,0.7426727135796161*pi) q[6];\nu3(3.305679566625239*pi,-0.19740865249474288*pi,4.461480997114512*pi) q[7];\nu3(3.7155215939975945*pi,0.07210920987605496*pi,2.028810566610378*pi) q[8];\nu3(3.680947844548535*pi,2.8199427224988236*pi,1.7297141413382322*pi) q[9];\nu3(3.7988556518138927*pi,2.757592201573792*pi,0.8606306484788124*pi) q[10];\nu3(3.156361910125826*pi,-0.2783713924283398*pi,1.2868867044304342*pi) q[11];\nu3(3.423523929670327*pi,0.47293974522817683*pi,0.9894624831063452*pi) q[12];\nu3(3.4144785310107246*pi,1.9024102647736152*pi,0.5226165580446995*pi) q[13];\nu3(3.7458692150000075*pi,1.088008814673033*pi,1.778459275976692*pi) q[14];\nRxxyyzz(0.48247918025925973*pi,0.1796887044239872*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.2986177329575198*pi,0.1547033581748649*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.4131066359572901*pi,0.2725487575415059*pi,3.92743656992843*pi) q[2],q[13];\nRxxyyzz(0.40772260518384*pi,0.33142287129888753*pi,0.13911349468658152*pi) q[3],q[4];\nRxxyyzz(0.3452695467788972*pi,0.15624185403183*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.4719895301360213*pi,0.16560427711831516*pi,0.0*pi) q[11],q[6];\nRxxyyzz(0.2990090101234698*pi,0.2330107279062439*pi,0.14309327678722417*pi) q[10],q[14];\nu3(3.366930943542778*pi,0.12359854400852943*pi,4.161838463615909*pi) q[0];\nu3(3.2979512114050995*pi,2.89170180997898*pi,1.7698494360137589*pi) q[1];\nu3(3.6582879274602673*pi,-0.0343715217191457*pi,0.8831495258223692*pi) q[2];\nu3(3.2911626923192845*pi,0.2479096877753828*pi,3.3508040197834035*pi) q[3];\nu3(3.227126517104037*pi,0.0231152561227963*pi,3.4629854591986*pi) q[4];\nu3(3.434200611624248*pi,2.3650009459937644*pi,3.961410860455688*pi) q[5];\nu3(3.694225506554484*pi,3.381927765796944*pi,1.383907829329875*pi) q[6];\nu3(3.203619810744776*pi,0.24662552991340048*pi,1.9756106775028188*pi) q[7];\nu3(3.438578500606599*pi,0.11364380704284249*pi,0.6808624156805694*pi) q[8];\nu3(3.2889294370303044*pi,3.048826436830111*pi,2.0428298259555606*pi) q[10];\nu3(3.5657772007012425*pi,-0.30903574334792083*pi,1.2330917065048732*pi) q[11];\nu3(3.702654706521843*pi,3.3484372945128547*pi,1.4973693837923951*pi) q[12];\nu3(3.3890413101220136*pi,2.6483540295697603*pi,1.1121358599750613*pi) q[13];\nu3(3.3923515432243*pi,0.5009021804608891*pi,1.1163747949031808*pi) q[14];\nRxxyyzz(0.41690325616532004*pi,0.26352113824227585*pi,0.0753593457871222*pi) q[3],q[0];\nRxxyyzz(0.4048161768756505*pi,0.18661569970133973*pi,0.0*pi) q[2],q[1];\nRxxyyzz(0.3679597614934399*pi,0.14143388429260195*pi,0.0*pi) q[6],q[4];\nRxxyyzz(0.35437268653782017*pi,0.20609923458828394*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.42465890855139987*pi,0.22698247116134684*pi,0.0*pi) q[11],q[9];\nRxxyyzz(0.3207974702852199*pi,0.26719933514623073*pi,0.0*pi) q[10],q[12];\nu3(3.7352810997710364*pi,-0.42457676598560534*pi,2.8230396727549767*pi) q[0];\nu3(3.8935912026005295*pi,3.427642757753006*pi,2.168319479924301*pi) q[1];\nu3(3.679782646992599*pi,-0.4325475202308099*pi,1.522193540353685*pi) q[2];\nu3(3.7608374068820596*pi,3.123934276358759*pi,2.0955825793382763*pi) q[3];\nu3(3.6237672409224504*pi,1.480121007597322*pi,2.4279268402628427*pi) q[4];\nu3(3.3531329042985547*pi,2.9924275663691455*pi,1.2881037476098771*pi) q[6];\nu3(3.397528600597691*pi,2.322489750571979*pi,2.017061350714748*pi) q[7];\nu3(3.350732813247502*pi,3.4499101317700505*pi,0.6239967781657483*pi) q[9];\nu3(3.354678187365625*pi,0.970842431352182*pi,4.106195079941096*pi) q[10];\nu3(3.3730852554932764*pi,1.9792005892509965*pi,1.8998814279121952*pi) q[11];\nu3(3.247628057107839*pi,1.659716408821207*pi,1.1832387514687674*pi) q[12];\nu3(3.3495495497120604*pi,3.3558986620760627*pi,2.220905114384191*pi) q[13];\nRxxyyzz(0.28858242944564*pi,0.21950918586001755*pi,3.94599206953745*pi) q[0],q[12];\nRxxyyzz(0.29558657025508994*pi,0.22867987090581243*pi,0.0*pi) q[1],q[5];\nRxxyyzz(0.43349523385691086*pi,0.19385021086940146*pi,3.95490380074642*pi) q[2],q[10];\nRxxyyzz(0.4268312741693009*pi,0.28152686525908877*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.3437171992260103*pi,0.23565956518452857*pi,0.05849008372631026*pi) q[9],q[4];\nRxxyyzz(0.4295717783831*pi,0.24121176023578794*pi,3.8836145572078506*pi) q[6],q[11];\nRxxyyzz(0.4430573345133099*pi,0.2949355712420146*pi,0.07742803063993445*pi) q[8],q[13];\nu3(3.5239339108335956*pi,3.1510705519574183*pi,3.7624289460706213*pi) q[0];\nu3(3.702835586943023*pi,2.4619759513226867*pi,3.1535012979358545*pi) q[1];\nu3(3.266313220128024*pi,0.6100230533646589*pi,0.8296636361197756*pi) q[2];\nu3(3.182202593959369*pi,3.008583958528042*pi,0.648692231617165*pi) q[3];\nu3(3.4227710420522257*pi,-0.3961234993563752*pi,3.515453977797704*pi) q[4];\nu3(3.5993696814148723*pi,2.8649102743152772*pi,1.4476558470045575*pi) q[5];\nu3(3.7433797086668177*pi,-0.48278841081615814*pi,0.7229473301761065*pi) q[6];\nu3(3.6621744925043043*pi,-0.49404053765042966*pi,3.1254226699598955*pi) q[8];\nu3(3.314125241684752*pi,1.5122109236965828*pi,1.2011947590480523*pi) q[9];\nu3(3.8107176981857274*pi,2.463120793330742*pi,0.9584850402619263*pi) q[10];\nu3(3.2769837146135252*pi,0.9995896194482896*pi,1.7953259606356138*pi) q[11];\nu3(3.265895576173697*pi,-0.33546614851385015*pi,1.0323346742969681*pi) q[12];\nu3(3.7310135821036563*pi,1.6228365485609206*pi,0.5415447882340495*pi) q[13];\nu3(3.79765791477562*pi,0.41298418462787967*pi,0.5758898020914647*pi) q[14];\nRxxyyzz(0.42712376078157976*pi,0.35875855140242463*pi,0.0*pi) q[6],q[0];\nRxxyyzz(0.4535024380381999*pi,0.2407539534077341*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.28197431473616064*pi,0.09248707681649049*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.43504752830347115*pi,0.18276895580355312*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.38681249926773015*pi,0.2707069497887656*pi,3.915413870618281*pi) q[12],q[4];\nRxxyyzz(0.35376389696327926*pi,0.30074398045916695*pi,3.92791845883477*pi) q[5],q[9];\nRxxyyzz(0.3582142465285099*pi,0.29644310593035517*pi,3.8746966418356603*pi) q[14],q[11];\nu3(3.5069603994348784*pi,3.305802119405874*pi,0.9795639716348574*pi) q[0];\nu3(3.604094660604576*pi,3.1190233761722554*pi,3.893936924435789*pi) q[1];\nu3(3.642008756019962*pi,-0.48947439608916654*pi,2.9721047631235917*pi) q[2];\nu3(3.4342126457946645*pi,1.5626637837297865*pi,1.4715184668196932*pi) q[3];\nu3(3.8080614349034474*pi,1.1310312592443372*pi,0.8179719228665858*pi) q[4];\nu3(3.7756629472132444*pi,3.093636683343583*pi,2.326178230723502*pi) q[5];\nu3(3.361954904679884*pi,2.7451323226047193*pi,0.6296702184705146*pi) q[6];\nu3(3.155579924146375*pi,2.5673701866266314*pi,2.361918565089348*pi) q[7];\nu3(3.0478608750810157*pi,2.6476140904554253*pi,2.3259566612509723*pi) q[8];\nu3(3.3507883193583368*pi,2.1873794374006152*pi,1.8329047017809805*pi) q[9];\nu3(3.4786404899759935*pi,2.3140518127962757*pi,1.215135723182288*pi) q[11];\nu3(3.895184036919171*pi,3.0691878395560486*pi,1.6186653870439827*pi) q[12];\nu3(3.687105643509372*pi,1.0965510044175766*pi,2.164833348157755*pi) q[13];\nu3(3.3778572676843677*pi,0.4110082681716102*pi,4.444813748984777*pi) q[14];\nRxxyyzz(0.25442510810878977*pi,0.21307085509475243*pi,3.9238802802136394*pi) q[0],q[13];\nRxxyyzz(0.45801144980328*pi,0.07470057228835114*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.40824143644344035*pi,0.265798378589837*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.36442482381649016*pi,0.17938915538208755*pi,3.86465505602105*pi) q[10],q[3];\nRxxyyzz(0.3283815292952603*pi,0.17741054305579795*pi,0.0*pi) q[9],q[4];\nRxxyyzz(0.33581737565462066*pi,0.20913911855607825*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.4186151346920296*pi,0.23409317116974182*pi,0.0*pi) q[14],q[8];\nu3(3.211076461913768*pi,0.02675336751828261*pi,1.0968657158595876*pi) q[0];\nu3(3.689725351378386*pi,-0.23964695860166263*pi,3.764046406100226*pi) q[1];\nu3(3.6366250068697443*pi,-0.03291252416693785*pi,2.138999593789203*pi) q[2];\nu3(3.3635286660199086*pi,1.0976945417839568*pi,1.2030716571851037*pi) q[3];\nu3(3.5154988270218634*pi,1.7754314220199525*pi,4.477440479771912*pi) q[4];\nu3(3.5794319735196023*pi,2.568600763311548*pi,0.9272391353536285*pi) q[5];\nu3(3.920362219490521*pi,3.0235131185005355*pi,0.7576228353828549*pi) q[6];\nu3(3.220475258434552*pi,2.405955213286644*pi,0.7669570583502804*pi) q[8];\nu3(3.3881868489477633*pi,-0.2796860751701088*pi,3.2780432225461293*pi) q[9];\nu3(3.4139622643261247*pi,1.2914803811856794*pi,1.3845252073117453*pi) q[10];\nu3(3.2796540715681317*pi,0.2277983952717405*pi,0.5535386442226523*pi) q[11];\nu3(3.7103206004649256*pi,2.987526655349913*pi,0.5703291827269048*pi) q[12];\nu3(3.801269921412943*pi,-0.1928781318973823*pi,2.470908361156074*pi) q[13];\nu3(3.793077139802523*pi,0.27156917438757777*pi,2.038022757737363*pi) q[14];\nmeasure q[2] -> c[2];\nmeasure q[10] -> c[6];\nmeasure q[3] -> c[11];\nRxxyyzz(0.4753984879818207*pi,0.25763339311321154*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.42249480136330997*pi,0.2322192392357395*pi,0.0*pi) q[8],q[1];\nRxxyyzz(0.33042422033481955*pi,0.10806661820429397*pi,3.9242155445833102*pi) q[5],q[4];\nRxxyyzz(0.36470613517276995*pi,0.28246300680153535*pi,3.9134846130068603*pi) q[6],q[9];\nRxxyyzz(0.4373814546297198*pi,0.3350911692283032*pi,3.84389112186538*pi) q[11],q[13];\nRxxyyzz(0.3848536657978203*pi,0.2726385558415503*pi,0.0*pi) q[14],q[12];\nu3(3.442441388264841*pi,0.5772042833786957*pi,1.4356924807443128*pi) q[0];\nu3(3.0847257023946075*pi,0.6830424115070624*pi,2.151825746981145*pi) q[1];\nu3(2.377068135030597*pi,0.5385382515893*pi,2.2949852251339005*pi) q[4];\nu3(1.720736194846422*pi,-0.4453639931891821*pi,4.353188252478384*pi) q[5];\nu3(3.5223231196902614*pi,-0.28424386118604683*pi,1.4515220192568763*pi) q[6];\nu3(3.306059553839659*pi,0.9100479285306093*pi,1.5034205574797306*pi) q[7];\nu3(3.884395887394684*pi,2.918272464736326*pi,1.0176853684533547*pi) q[8];\nu3(3.719005298531479*pi,0.31610714538811124*pi,1.168447743118188*pi) q[9];\nu3(3.6347513395441604*pi,-0.08105129610140782*pi,2.062295726116349*pi) q[11];\nu3(3.300366930718094*pi,-0.4804783760489767*pi,2.0101084486214087*pi) q[12];\nu3(3.371634590309637*pi,2.97485603326642*pi,1.8416249173393942*pi) q[13];\nu3(3.1460234877262665*pi,0.033508524739271905*pi,1.1579058508101503*pi) q[14];\nmeasure q[8] -> c[0];\nmeasure q[14] -> c[1];\nmeasure q[6] -> c[3];\nmeasure q[7] -> c[4];\nmeasure q[5] -> c[5];\nmeasure q[0] -> c[7];\nmeasure q[11] -> c[8];\nmeasure q[1] -> c[9];\nmeasure q[12] -> c[10];\nmeasure q[4] -> c[12];\nmeasure q[13] -> c[13];\nmeasure q[9] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.05754883322515*pi,2.1453207838540673*pi,0.5668431319196416*pi) q[0];\nu3(3.3553744488280013*pi,3.144873230559785*pi,1.7115136867516942*pi) q[1];\nu3(3.564085656316564*pi,3.252708299079233*pi,3.304763992114744*pi) q[2];\nu3(3.9139115467206915*pi,2.1362403548182183*pi,3.826614543084216*pi) q[3];\nu3(3.4593824183072632*pi,2.3425900963858752*pi,2.1211004993489153*pi) q[4];\nu3(3.728713656560861*pi,3.2884112768292937*pi,3.659109228046881*pi) q[5];\nu3(3.6043222352208093*pi,2.1531139382988487*pi,4.367269610189512*pi) q[6];\nu3(3.4216526680355157*pi,-0.05054722924110888*pi,1.6405356624249534*pi) q[7];\nu3(3.409625887280114*pi,-0.11883026454571521*pi,1.110644281958323*pi) q[8];\nu3(3.6617478165220816*pi,0.7579481991979709*pi,4.159350511386244*pi) q[9];\nu3(3.2497905899833066*pi,0.6465984998927305*pi,1.015102597096617*pi) q[10];\nu3(3.2748476929580517*pi,-0.20493303618684466*pi,3.910328515195876*pi) q[11];\nu3(3.1289078144565416*pi,2.5851541861593357*pi,4.099181605525304*pi) q[12];\nu3(3.440449998721933*pi,-0.27512442326871545*pi,1.3690917184412665*pi) q[13];\nu3(3.5767764688648844*pi,0.49515422355638816*pi,3.9306706627523518*pi) q[14];\nRxxyyzz(0.4679578645895006*pi,0.12290094874839641*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.4615428659977717*pi,0.12336556548863442*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.4333329763332239*pi,0.2200508145056388*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.3790920287771625*pi,0.22841963027112755*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.31692316226931994*pi,0.2464150986809761*pi,3.850065523482931*pi) q[5],q[14];\nRxxyyzz(0.4843457709914397*pi,0.10759415732745936*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.32565934630572*pi,0.15955399941929116*pi,0.07303013360132393*pi) q[8],q[9];\nu3(3.312958088082026*pi,3.3524175316553833*pi,0.5389223300958799*pi) q[0];\nu3(3.8291624550544254*pi,0.5385902057866891*pi,0.8208299966159321*pi) q[1];\nu3(3.5768373834852154*pi,1.1721541239620505*pi,1.331917049428384*pi) q[2];\nu3(3.7831302225334045*pi,1.1933050629456936*pi,1.7139589199402354*pi) q[3];\nu3(3.911380398843901*pi,1.9416685813796968*pi,1.4215174234143992*pi) q[4];\nu3(3.0784734764188584*pi,2.518253756834272*pi,4.306532425179691*pi) q[5];\nu3(3.7096771673066886*pi,3.4638010808924964*pi,1.444465825868241*pi) q[6];\nu3(3.4826929064055285*pi,1.9308427399305375*pi,1.8688440624097424*pi) q[7];\nu3(3.402480618566912*pi,3.414040921612707*pi,2.220888089074268*pi) q[8];\nu3(3.3354612984373317*pi,0.31624820325618563*pi,1.542151967995793*pi) q[9];\nu3(3.3032860327835456*pi,0.27776295989434474*pi,1.6092193586014534*pi) q[10];\nu3(3.6842981301334654*pi,0.05622925228341635*pi,1.205941374735434*pi) q[12];\nu3(3.191540039905717*pi,1.1747209277403543*pi,1.3857123270835001*pi) q[13];\nu3(3.3464197364724018*pi,-0.06848966807963763*pi,2.372404813216889*pi) q[14];\nRxxyyzz(0.43539313602513996*pi,0.390930729418095*pi,0.0*pi) q[2],q[0];\nRxxyyzz(0.35460219303866025*pi,0.19187837868259394*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.3461948552463899*pi,0.287542834827911*pi,3.916061095447409*pi) q[5],q[9];\nRxxyyzz(0.38122058264722913*pi,0.20911892220894157*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.3438721008598774*pi,0.274156627944371*pi,0.0*pi) q[12],q[10];\nu3(3.6133998655646566*pi,-0.4700732419209773*pi,1.1380159927652351*pi) q[0];\nu3(3.5636562411166715*pi,3.1163330269012244*pi,1.4738405126070564*pi) q[1];\nu3(3.5934143627883253*pi,2.39258140273284*pi,1.0989311179449017*pi) q[2];\nu3(3.240371118704101*pi,-0.482604212327729*pi,0.5441232450583646*pi) q[5];\nu3(3.4160595925899404*pi,0.17039321355860593*pi,1.9640624047782238*pi) q[6];\nu3(3.0406382971605153*pi,2.862367303492264*pi,1.0505833629261527*pi) q[8];\nu3(3.07773129435824*pi,3.1762433323494257*pi,1.7612864532817902*pi) q[9];\nu3(3.807675885086935*pi,-0.23314410794451168*pi,1.0896612254712403*pi) q[10];\nu3(3.7231283441951826*pi,0.8328050257598618*pi,1.2350168459848212*pi) q[11];\nu3(3.6055285981315475*pi,3.460856174474018*pi,0.5988019022005417*pi) q[12];\nRxxyyzz(0.44684654827028997*pi,0.27279849385273935*pi,3.899023029723601*pi) q[3],q[0];\nRxxyyzz(0.43781736202387034*pi,0.3260172237070217*pi,0.0*pi) q[8],q[1];\nRxxyyzz(0.4019850747900906*pi,0.15362111828681435*pi,0.0*pi) q[12],q[4];\nRxxyyzz(0.27072062016345055*pi,0.18150466661185594*pi,0.0*pi) q[10],q[5];\nRxxyyzz(0.4193156006056612*pi,0.14721401862416617*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.4554080347125402*pi,0.27889101457394916*pi,0.0*pi) q[11],q[7];\nRxxyyzz(0.4538100906301493*pi,0.2783028978728277*pi,0.06654054278019288*pi) q[13],q[9];\nu3(3.2162827050442786*pi,3.4158675559005793*pi,1.2883593045339339*pi) q[0];\nu3(3.1070817720216115*pi,1.0249775497482814*pi,1.3824360387664956*pi) q[1];\nu3(3.6383427665905423*pi,0.5650644389437833*pi,1.1538104691939157*pi) q[3];\nu3(3.3780831350638536*pi,-0.03441804810849419*pi,1.0348410457922501*pi) q[4];\nu3(3.157217823606978*pi,0.40362983756012427*pi,2.3090167794334575*pi) q[5];\nu3(3.074680251851267*pi,3.453817707009136*pi,3.6478753387695164*pi) q[6];\nu3(3.2806623791320666*pi,1.6711684399909394*pi,1.513412131330878*pi) q[7];\nu3(3.499995488633322*pi,2.770555753559356*pi,1.0588300714630607*pi) q[8];\nu3(3.5866420259986973*pi,3.207962570797623*pi,1.0799253137604952*pi) q[9];\nu3(3.758336101745866*pi,2.3769662099744995*pi,0.6639352179612845*pi) q[10];\nu3(3.257549620096395*pi,3.192101458227797*pi,4.369797450901276*pi) q[11];\nu3(3.5793627848271545*pi,-0.3784078887503496*pi,1.1778415960065844*pi) q[12];\nu3(3.360868957338992*pi,-0.17828630363086262*pi,3.892290479080491*pi) q[13];\nu3(3.7653728846792354*pi,0.9021348564926355*pi,0.9662812443092339*pi) q[14];\nRxxyyzz(0.34267705284515015*pi,0.24749797801889994*pi,0.0*pi) q[1],q[0];\nRxxyyzz(0.45367829552822025*pi,0.11730066703720798*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.4052360813907525*pi,0.26707049846449227*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.4540806819187002*pi,0.17811813633042084*pi,3.945485821022191*pi) q[5],q[7];\nRxxyyzz(0.46001760829071003*pi,0.34429732678316566*pi,3.9451046006575408*pi) q[11],q[6];\nRxxyyzz(0.47092746602863056*pi,0.3137237082267543*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.4770273026284909*pi,0.18634778797239426*pi,0.0*pi) q[13],q[14];\nu3(3.8688391307748597*pi,1.7296250763346213*pi,1.3274331315664116*pi) q[0];\nu3(3.383026951032109*pi,3.181091936243834*pi,0.7995675632082977*pi) q[1];\nu3(3.116338597396178*pi,3.4835324177993403*pi,0.750567603573644*pi) q[2];\nu3(3.29352332398737*pi,0.41824966930255036*pi,0.5795081223461562*pi) q[3];\nu3(3.2816692750843455*pi,3.3717343396656374*pi,2.1984611285303495*pi) q[4];\nu3(3.146903367279051*pi,3.267714811894049*pi,0.6106421926989376*pi) q[5];\nu3(3.7210464885147605*pi,0.04738424110420536*pi,1.0845599663586873*pi) q[6];\nu3(3.8078914246055278*pi,-0.16238158174278594*pi,1.7584361483212825*pi) q[7];\nu3(3.1354504773749876*pi,1.0384289694912643*pi,1.0801829382569084*pi) q[8];\nu3(3.5001010714323693*pi,3.2422230830713925*pi,4.431676136475806*pi) q[9];\nu3(3.5544158336300393*pi,3.3562798696072482*pi,2.3711507556718163*pi) q[10];\nu3(3.555130230697763*pi,0.45523773570214154*pi,0.9680272526821341*pi) q[11];\nu3(3.4874102138177836*pi,3.103967590285461*pi,0.635504480079074*pi) q[13];\nu3(3.3646919898794727*pi,0.2757442876191484*pi,0.6729428354201862*pi) q[14];\nRxxyyzz(0.41867909036504003*pi,0.2959767475154679*pi,0.0*pi) q[10],q[0];\nRxxyyzz(0.43183577397517986*pi,0.12754491203994073*pi,0.11753184425958715*pi) q[1],q[3];\nRxxyyzz(0.38652045402234037*pi,0.3340018977020851*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.44116596474747116*pi,0.27611901962041757*pi,3.916137827766115*pi) q[5],q[11];\nRxxyyzz(0.4913975055095303*pi,0.30550866539486243*pi,0.0*pi) q[14],q[6];\nRxxyyzz(0.46008870056835005*pi,0.12420686936930736*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.45781968717298405*pi,0.4428636110295675*pi,0.0*pi) q[9],q[12];\nu3(3.0315542679247396*pi,-0.39663137421167827*pi,4.328859539681744*pi) q[0];\nu3(3.8277910221735687*pi,2.429462328425466*pi,3.7116769786853063*pi) q[1];\nu3(3.3593924933474746*pi,-0.471521340008637*pi,4.454620560109248*pi) q[2];\nu3(3.4129356933227224*pi,3.350520517360204*pi,2.2999876234620054*pi) q[3];\nu3(3.795228920881429*pi,2.930949872498702*pi,2.4279615358891107*pi) q[4];\nu3(3.435989612975434*pi,1.0462187653945136*pi,2.2533679629226535*pi) q[5];\nu3(3.4872200557074615*pi,1.024980634074205*pi,1.08968555560597*pi) q[6];\nu3(3.646632877620772*pi,1.0233679060102507*pi,1.5331803481405966*pi) q[7];\nu3(3.8335556262500323*pi,2.543034959436201*pi,3.8690686895241786*pi) q[9];\nu3(3.7530067388757113*pi,3.0707447111595854*pi,1.0437382001204845*pi) q[10];\nu3(3.243197634886009*pi,-0.26632609353562453*pi,2.3346355156874434*pi) q[11];\nu3(3.2249218982046055*pi,-0.2389654087023989*pi,0.6263595301020753*pi) q[12];\nu3(3.5294006067434864*pi,3.156158261687936*pi,1.3761087728192996*pi) q[13];\nu3(3.232439954390008*pi,2.747596014182702*pi,1.5415194324451447*pi) q[14];\nRxxyyzz(0.4135571185334901*pi,0.1573721677759794*pi,0.11307517685350296*pi) q[0],q[6];\nRxxyyzz(0.4381995617323965*pi,0.12890125838940292*pi,0.0*pi) q[10],q[1];\nRxxyyzz(0.44306665970174003*pi,0.301410598495414*pi,0.04971415692206228*pi) q[2],q[7];\nRxxyyzz(0.3863577501546298*pi,0.2269320738950289*pi,3.9366366579364005*pi) q[13],q[3];\nRxxyyzz(0.48084860748714187*pi,0.24143690615093782*pi,0.0*pi) q[5],q[4];\nRxxyyzz(0.4188827983097999*pi,0.2832391773963696*pi,0.0*pi) q[14],q[8];\nu3(3.6435931073926953*pi,0.7926828741492793*pi,4.070213989057368*pi) q[0];\nu3(3.6522888912685993*pi,-0.4713794503886982*pi,1.2716354362963653*pi) q[1];\nu3(3.707808537664215*pi,3.3208034913157087*pi,2.92176117933787*pi) q[2];\nu3(3.433854928779006*pi,3.266905375908552*pi,1.0152165721886761*pi) q[3];\nu3(3.8359115001808313*pi,-0.13186464773108758*pi,0.6266106465971593*pi) q[4];\nu3(3.2663987954798026*pi,2.5923706272106384*pi,1.570194454442769*pi) q[5];\nu3(3.9333587775554286*pi,2.0708359477255724*pi,0.8689821911666479*pi) q[6];\nu3(3.2488843404190435*pi,-0.2903080704727933*pi,3.7341932444025767*pi) q[7];\nu3(3.638873807362561*pi,0.0336922805607196*pi,1.3043101084376818*pi) q[8];\nu3(3.60436929477518*pi,2.104757396840017*pi,1.5287672245315602*pi) q[10];\nu3(3.7885476434957517*pi,-0.33721629462098823*pi,1.9503785373962907*pi) q[13];\nu3(3.243864137957515*pi,3.2337480289230145*pi,0.6701427454649207*pi) q[14];\nRxxyyzz(0.2812682207797605*pi,0.19990643081958215*pi,3.9201667509173994*pi) q[8],q[0];\nRxxyyzz(0.33112689256318006*pi,0.1537285211263404*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.44720651973031966*pi,0.3893418178251362*pi,0.12627991692799512*pi) q[2],q[10];\nRxxyyzz(0.41323764199246005*pi,0.29612319336121984*pi,0.059679292040191484*pi) q[7],q[3];\nRxxyyzz(0.4767536237391736*pi,0.2035067882387489*pi,0.0*pi) q[11],q[6];\nRxxyyzz(0.4333529547212098*pi,0.24151281066486696*pi,0.0*pi) q[14],q[13];\nu3(3.773416740387483*pi,-0.2968603197818942*pi,0.842948464347713*pi) q[0];\nu3(3.221676210740486*pi,3.2587824632025937*pi,1.4264362190105269*pi) q[1];\nu3(3.8765257757101246*pi,0.8319190468107625*pi,1.850807923671352*pi) q[2];\nu3(3.215051456661276*pi,2.4975890185313916*pi,0.7755206572262411*pi) q[3];\nu3(3.4455964106414476*pi,0.002696038303270254*pi,2.1326207584290766*pi) q[6];\nu3(3.688279125455939*pi,-0.4770990074235524*pi,4.410793245945402*pi) q[7];\nu3(3.4654894375606338*pi,0.0983910617570477*pi,2.149676424020406*pi) q[8];\nu3(3.518447591453524*pi,2.906298169350106*pi,1.7860128026465774*pi) q[10];\nu3(3.5272634537791374*pi,-0.056855054009143036*pi,2.043235917935597*pi) q[11];\nu3(3.2045035193620617*pi,3.288857221928467*pi,1.532103764667035*pi) q[12];\nu3(3.8394425833105923*pi,2.7623272874498137*pi,1.952424288630881*pi) q[13];\nu3(3.6456485241321888*pi,0.9705056896072048*pi,1.5985980423179558*pi) q[14];\nRxxyyzz(0.44917990725452217*pi,0.2394514255913971*pi,0.0*pi) q[4],q[0];\nRxxyyzz(0.4228288335585503*pi,0.2848433268928812*pi,3.89187333981085*pi) q[6],q[1];\nRxxyyzz(0.4410560954541696*pi,0.15088782589953678*pi,3.8877749105111494*pi) q[2],q[14];\nRxxyyzz(0.4167512077601999*pi,0.08124757644559288*pi,0.0*pi) q[5],q[3];\nRxxyyzz(0.4024738308088597*pi,0.26855504397912794*pi,3.8636495502063504*pi) q[7],q[8];\nRxxyyzz(0.4265809061846312*pi,0.24554455091934824*pi,0.0*pi) q[9],q[10];\nRxxyyzz(0.4092245926044701*pi,0.31678045610979133*pi,3.9297500384955204*pi) q[13],q[12];\nu3(3.8576448514432475*pi,-0.49915193871391983*pi,3.958671492967473*pi) q[0];\nu3(3.50773143604294*pi,0.006795127722580396*pi,2.397822309224771*pi) q[1];\nu3(3.365942906422563*pi,-4.546129199323179e-05*pi,1.591161159262727*pi) q[2];\nu3(3.183136407082695*pi,-0.27519876492263123*pi,0.8028459668975256*pi) q[3];\nu3(3.4328799728663144*pi,0.9984391851727485*pi,1.005908159598195*pi) q[4];\nu3(3.5026009264591846*pi,-0.23580416694342266*pi,2.1378167905255037*pi) q[5];\nu3(3.491292134329866*pi,3.2833218790898293*pi,1.7068671193378333*pi) q[6];\nu3(3.530916917121555*pi,-0.4863687648366968*pi,2.090323416040364*pi) q[7];\nu3(3.495474890359831*pi,2.550109767923145*pi,1.544149300539262*pi) q[8];\nu3(3.703440067304083*pi,-0.11135000094081521*pi,0.6071982367831006*pi) q[9];\nu3(3.747999585587582*pi,2.606541353449223*pi,0.5897735372750109*pi) q[10];\nu3(3.1658808682568487*pi,2.5136501425785145*pi,2.379638849378568*pi) q[12];\nu3(3.729423784855473*pi,0.16357860321289985*pi,1.18410748122664*pi) q[13];\nu3(3.7052183408803776*pi,-0.28753365857115465*pi,0.900817916953613*pi) q[14];\nRxxyyzz(0.3415166659879202*pi,0.10930909443298553*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.3910390453767078*pi,0.23163543482566337*pi,3.9478104165792716*pi) q[1],q[5];\nRxxyyzz(0.3880471873388199*pi,0.10418918921880228*pi,0.059705953378887934*pi) q[2],q[9];\nRxxyyzz(0.40748572434697994*pi,0.11235091053613508*pi,3.960722854786701*pi) q[3],q[10];\nRxxyyzz(0.4601688099216599*pi,0.23876942814817434*pi,3.85745091695102*pi) q[14],q[4];\nRxxyyzz(0.44548477607325987*pi,0.23322140715381146*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.2836079675649089*pi,0.06531786251973015*pi,0.0*pi) q[12],q[11];\nu3(3.338898892718437*pi,0.8866978970253618*pi,1.6622848602055964*pi) q[0];\nu3(3.234475271329054*pi,3.273603721015904*pi,1.3294752185308893*pi) q[1];\nu3(3.664361108015641*pi,2.3321632702506268*pi,4.1396128549928655*pi) q[2];\nu3(3.389334973613912*pi,-0.3572176684272768*pi,1.635174582489577*pi) q[3];\nu3(3.234291100800941*pi,3.366792650060228*pi,1.7500119383208113*pi) q[4];\nu3(3.6537256565137737*pi,-0.41671275954175435*pi,2.167296659716399*pi) q[5];\nu3(3.6422949449679556*pi,0.21988100008018774*pi,2.497426876267056*pi) q[6];\nu3(3.7173217756333075*pi,-0.3753228670232117*pi,1.051742791042041*pi) q[7];\nu3(3.500340502554102*pi,3.2261821968244027*pi,1.24266367176602*pi) q[8];\nu3(3.631922883747514*pi,3.2266617340917407*pi,1.5828668872557292*pi) q[9];\nu3(3.1319535875119384*pi,0.3163931624617061*pi,2.220460436138026*pi) q[10];\nu3(3.2565392231289843*pi,0.48518795521026536*pi,1.657693158352714*pi) q[11];\nu3(3.5230859322866865*pi,0.12180086028899884*pi,0.8322113249793546*pi) q[12];\nu3(3.5034266611761278*pi,1.7954115324487119*pi,2.4390288892728047*pi) q[14];\nRxxyyzz(0.36030532756417355*pi,0.10952596160412831*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.2101390791874299*pi,0.1297704989107471*pi,0.11104011972726502*pi) q[2],q[10];\nRxxyyzz(0.46613496519383024*pi,0.22564833758841463*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.4162658854695297*pi,0.2671947849709113*pi,0.0*pi) q[9],q[4];\nRxxyyzz(0.38832489747938004*pi,0.28802395457473523*pi,3.9280968938869703*pi) q[13],q[6];\nRxxyyzz(0.4495741711184298*pi,0.41289262530411713*pi,0.0*pi) q[8],q[11];\nu3(3.331210656130099*pi,3.4313691173820375*pi,1.8889935867539065*pi) q[0];\nu3(3.641016627722621*pi,3.285686361663843*pi,0.5120659004726873*pi) q[2];\nu3(3.1574109522971496*pi,3.3791455219467297*pi,4.182781931884922*pi) q[3];\nu3(3.4124620409983457*pi,-0.23325222022595082*pi,3.7750787166618416*pi) q[4];\nu3(3.8836616818831433*pi,2.728065376152716*pi,1.7311412137746487*pi) q[6];\nu3(3.413006058779229*pi,-0.4981182385465203*pi,0.6652858702084221*pi) q[8];\nu3(3.8111229888912654*pi,-0.4801928127767757*pi,2.2715937722153408*pi) q[9];\nu3(3.6309428984133616*pi,2.9313457675292622*pi,0.5998088039161823*pi) q[10];\nu3(3.1502559729500317*pi,2.48980456717671*pi,0.8173073894845002*pi) q[11];\nu3(3.7542305635696933*pi,0.3174393923698495*pi,0.5796127327806706*pi) q[12];\nu3(3.505148057037821*pi,2.824375881043636*pi,1.528771490370732*pi) q[13];\nu3(3.6410513102115143*pi,0.40858502778452555*pi,1.172763305960632*pi) q[14];\nRxxyyzz(0.43794383153364613*pi,0.13594168088020386*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.4202465889185256*pi,0.2814374211266222*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.4284409096503003*pi,0.2548694314329936*pi,3.9400729129004493*pi) q[11],q[3];\nRxxyyzz(0.3210560009249165*pi,0.22513443259373567*pi,0.04024422972811248*pi) q[4],q[5];\nRxxyyzz(0.43152917714678996*pi,0.23331887527394013*pi,0.0*pi) q[7],q[6];\nRxxyyzz(0.40995828851277016*pi,0.3639884948551393*pi,0.17480445092911268*pi) q[10],q[8];\nRxxyyzz(0.38304596849034006*pi,0.23624619367967895*pi,0.10518565713728886*pi) q[12],q[13];\nu3(3.1827134817374176*pi,2.9063273561649194*pi,0.6463688173724135*pi) q[1];\nu3(3.3372142711364656*pi,-0.3451053005989023*pi,3.867995902356506*pi) q[2];\nu3(3.8874825584242214*pi,3.451252937478076*pi,1.861343851566434*pi) q[3];\nu3(3.6566051578227463*pi,1.818667999760395*pi,1.039829257955168*pi) q[4];\nu3(3.4209263836229513*pi,0.31196377504615447*pi,3.200943493027005*pi) q[5];\nu3(3.7728590119644707*pi,1.210783383079478*pi,0.7668694418031765*pi) q[6];\nu3(3.1594578526730586*pi,0.733523304587699*pi,1.0662153741909783*pi) q[7];\nu3(3.53264741862187*pi,2.227418384453811*pi,1.9305640749387578*pi) q[8];\nu3(3.1849383126275557*pi,3.2368535101455214*pi,0.9352535979752501*pi) q[9];\nu3(3.4843473949424806*pi,2.761571590794117*pi,0.7057557114867797*pi) q[10];\nu3(3.444453187323157*pi,2.3477442664276302*pi,1.6715489040575915*pi) q[11];\nu3(3.390503793222592*pi,3.442962663250692*pi,0.7012749849327666*pi) q[12];\nu3(3.5669003311136045*pi,3.398291199574187*pi,3.898937246852838*pi) q[13];\nu3(3.58198798466611*pi,2.977079596000658*pi,4.256631119146584*pi) q[14];\nRxxyyzz(0.36208394023645996*pi,0.27815842095454485*pi,3.90019235874502*pi) q[1],q[0];\nRxxyyzz(0.37555574653283996*pi,0.2300639244107465*pi,0.14967174470423164*pi) q[7],q[2];\nRxxyyzz(0.31025041028833*pi,0.2414972498798944*pi,3.9589341381467307*pi) q[3],q[6];\nRxxyyzz(0.35011643691560945*pi,0.24248022509666178*pi,3.84626751726012*pi) q[11],q[8];\nRxxyyzz(0.2930465106602603*pi,0.21416698750108498*pi,3.804483241069059*pi) q[9],q[14];\nRxxyyzz(0.43830529476950986*pi,0.36842517692153276*pi,0.24292065517815742*pi) q[12],q[10];\nu3(3.3957984486813664*pi,0.2205869873670181*pi,1.0443075773967312*pi) q[0];\nu3(3.4054961267569546*pi,0.658842533763452*pi,2.1291004464021537*pi) q[1];\nu3(3.726556184146627*pi,1.835957296064083*pi,4.451044471825055*pi) q[2];\nu3(3.414883248386883*pi,1.2365717087298536*pi,0.7761046741864633*pi) q[3];\nu3(3.3988489280273746*pi,0.7813788824814076*pi,1.5847261219563364*pi) q[6];\nu3(3.182705415725227*pi,3.3582151354530603*pi,3.3181457771848435*pi) q[7];\nu3(3.1430535323332376*pi,2.2828104037121264*pi,0.7903377336978186*pi) q[8];\nu3(3.2136688086409055*pi,-0.256674527286228*pi,4.395576150241246*pi) q[9];\nu3(3.458121468289657*pi,0.44920858878791203*pi,3.7155662432412955*pi) q[10];\nu3(3.462619896836708*pi,1.8703070031493518*pi,0.9087919961485434*pi) q[11];\nu3(3.8712819912538388*pi,0.15740546427255653*pi,3.2045294653995273*pi) q[12];\nu3(3.210821689485987*pi,-0.14374803493025268*pi,1.4804205238311838*pi) q[14];\nRxxyyzz(0.32627066488264017*pi,0.1986404502959167*pi,0.12478503732876511*pi) q[13],q[0];\nRxxyyzz(0.3850485584290002*pi,0.2569269051343404*pi,0.1544659868295106*pi) q[1],q[8];\nRxxyyzz(0.40848242794305023*pi,0.25063306507902183*pi,0.08339505592593689*pi) q[9],q[2];\nRxxyyzz(0.2403102969419303*pi,0.13622051548596237*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.3552509537332523*pi,0.2532039424172776*pi,3.9377386813866533*pi) q[12],q[6];\nRxxyyzz(0.42467347348206147*pi,0.2540760360197038*pi,0.12562352955854933*pi) q[11],q[14];\nu3(3.297457646752889*pi,3.2282912676858637*pi,0.6542465725815254*pi) q[0];\nu3(3.1976174513831452*pi,0.5210398686384212*pi,4.000011813165144*pi) q[1];\nu3(3.512980139152896*pi,3.216638915632148*pi,3.1056924384121816*pi) q[2];\nu3(3.479115550447756*pi,0.5399105743764556*pi,1.742843121460687*pi) q[3];\nu3(3.896051080310705*pi,0.25544899594585224*pi,2.186238032588897*pi) q[6];\nu3(3.5286152689536987*pi,-0.16709592410326063*pi,1.5280893807701712*pi) q[7];\nu3(3.485056299854322*pi,2.025013191218026*pi,0.6161159316371142*pi) q[8];\nu3(3.4569025235207573*pi,2.856750711541645*pi,4.087172686991857*pi) q[9];\nu3(3.4347626898991614*pi,-0.4122650787727382*pi,3.541495249757645*pi) q[11];\nu3(3.7229567413947278*pi,3.4263658339570116*pi,3.782655685774472*pi) q[12];\nu3(3.654594297303702*pi,2.3289144343660526*pi,0.8647451528278413*pi) q[13];\nu3(3.8885093817124945*pi,1.9459522599382684*pi,0.5701130815226427*pi) q[14];\nmeasure q[14] -> c[5];\nRxxyyzz(0.45750770581080946*pi,0.3714980128485159*pi,0.19997250587186244*pi) q[10],q[0];\nRxxyyzz(0.33136340016934784*pi,0.19889846531565503*pi,0.0*pi) q[1],q[5];\nRxxyyzz(0.38589106881293*pi,0.10686361110258602*pi,0.0*pi) q[11],q[2];\nRxxyyzz(0.4373255038421506*pi,0.19507555357628859*pi,0.06285334551243779*pi) q[9],q[3];\nRxxyyzz(0.4719334574630303*pi,0.2942863602582385*pi,0.0*pi) q[13],q[4];\nRxxyyzz(0.3825628299530801*pi,0.2104892389799553*pi,0.0*pi) q[7],q[8];\nu3(3.462938207260546*pi,-0.26911983340387796*pi,3.396508045769013*pi) q[0];\nu3(3.712855309194639*pi,-0.028795551631175087*pi,2.1071207169417168*pi) q[1];\nu3(3.9253277905139807*pi,-0.3196227928190898*pi,1.3932316225930137*pi) q[2];\nu3(3.790385808552742*pi,0.3139500915892971*pi,1.3599062743970554*pi) q[3];\nu3(3.222066233019606*pi,0.6771330454788405*pi,0.7403360421011896*pi) q[4];\nu3(3.5505402260610435*pi,0.12668614420884272*pi,1.5374093233785027*pi) q[5];\nu3(3.5335359180237322*pi,3.3176076107069314*pi,3.948762651164865*pi) q[7];\nu3(3.1874734378536997*pi,0.16310865318696233*pi,1.4360811534298206*pi) q[8];\nu3(3.4719773489298587*pi,3.471540534703951*pi,1.0852890074210708*pi) q[9];\nu3(3.7132204922372294*pi,2.312056705163039*pi,4.03113446312275*pi) q[10];\nu3(3.725152510753754*pi,3.070915206668362*pi,0.8093948174734882*pi) q[11];\nu3(3.5260890578387776*pi,0.9550451368533375*pi,1.9220607296476204*pi) q[13];\nmeasure q[2] -> c[2];\nmeasure q[11] -> c[11];\nRxxyyzz(0.4446397349273195*pi,0.2966877780292877*pi,3.812507211124279*pi) q[13],q[0];\nRxxyyzz(0.35562658856109985*pi,0.10864928867367141*pi,3.9141856467423697*pi) q[12],q[1];\nRxxyyzz(0.29230315385063*pi,0.23263907594262245*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.40935978606296974*pi,0.31761948147726793*pi,0.0*pi) q[9],q[4];\nRxxyyzz(0.4624998413761102*pi,0.3362613699791944*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.39783152653785003*pi,0.23697772398458583*pi,0.0*pi) q[10],q[7];\nu3(3.1782473527213075*pi,1.3828299149350398*pi,0.9115936120206998*pi) q[0];\nu3(0.6043178853480689*pi,-0.10966653278182326*pi,1.0913212395931224*pi) q[1];\nu3(0.26064202948277027*pi,0.958348099763793*pi,1.5112111986260581*pi) q[3];\nu3(3.490546489985501*pi,0.644186416534442*pi,2.4583541462541083*pi) q[4];\nu3(3.6017531169957704*pi,2.8749655440675976*pi,1.8241269690417337*pi) q[5];\nu3(3.4579905297029487*pi,0.8225817468201089*pi,2.115659515454902*pi) q[6];\nu3(3.89600904915947*pi,3.4718516705889364*pi,2.44756297925756*pi) q[7];\nu3(1.2318006592282247*pi,-0.3039930899486496*pi,1.0153349058874839*pi) q[8];\nu3(3.3377681578134872*pi,0.42900693225097186*pi,4.329867841006211*pi) q[9];\nu3(3.5460402503695105*pi,3.0152921157279433*pi,0.890496480556008*pi) q[10];\nu3(1.0901806026690726*pi,0.8452550453372092*pi,1.1287191955005722*pi) q[12];\nu3(3.3440095282986193*pi,0.7013213227714727*pi,1.495218680373311*pi) q[13];\nmeasure q[12] -> c[0];\nmeasure q[9] -> c[1];\nmeasure q[3] -> c[3];\nmeasure q[13] -> c[4];\nmeasure q[7] -> c[6];\nmeasure q[10] -> c[7];\nmeasure q[5] -> c[8];\nmeasure q[6] -> c[9];\nmeasure q[8] -> c[10];\nmeasure q[4] -> c[12];\nmeasure q[1] -> c[13];\nmeasure q[0] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.569847763505617*pi,3.3099582338879165*pi,2.7853600623139823*pi) q[0];\nu3(3.912902737450227*pi,2.1540913488777242*pi,4.268120297720826*pi) q[1];\nu3(3.618642311400133*pi,0.21227929828647274*pi,3.051305778415859*pi) q[2];\nu3(3.7158378633160107*pi,0.3272495474427246*pi,0.7659163834154694*pi) q[3];\nu3(3.742529093403813*pi,-0.39454291958628385*pi,0.735915207728252*pi) q[4];\nu3(3.257316450342792*pi,-0.03130543255957596*pi,3.9532688224980976*pi) q[5];\nu3(3.659076815764937*pi,3.451526631094624*pi,3.3889019521401202*pi) q[6];\nu3(3.7805601105657365*pi,0.9776629878556862*pi,0.7151388028470098*pi) q[7];\nu3(3.7003717956885054*pi,-0.17447140519678017*pi,0.5527312418436384*pi) q[8];\nu3(3.4980012285346076*pi,3.409175237654451*pi,2.617588280968734*pi) q[9];\nu3(3.4660100918043404*pi,3.154529714778994*pi,2.0343526476700786*pi) q[10];\nu3(3.3356214038361056*pi,0.7191307955842716*pi,3.7625863046197354*pi) q[11];\nu3(3.340617212805055*pi,2.127390359830071*pi,0.7452830205536363*pi) q[12];\nu3(3.5756642329654547*pi,-0.3338888274419779*pi,0.8830073372648239*pi) q[13];\nu3(3.8298707739042155*pi,3.411221358873994*pi,4.186094729216952*pi) q[14];\nRxxyyzz(0.4222919001863896*pi,0.3744459330409242*pi,3.77227136810511*pi) q[0],q[3];\nRxxyyzz(0.45837031185424115*pi,0.2597045720161021*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.35320070952284993*pi,0.29272572011979303*pi,0.17044279061423362*pi) q[2],q[7];\nRxxyyzz(0.4484023541468797*pi,0.326891993238481*pi,3.9016675310102595*pi) q[5],q[8];\nRxxyyzz(0.42076804191354544*pi,0.3348677928093533*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.4782165334507643*pi,0.3124878486107656*pi,0.0*pi) q[10],q[14];\nRxxyyzz(0.40617572217452924*pi,0.25208198051132413*pi,0.0*pi) q[11],q[12];\nu3(3.7285295271181247*pi,3.233096288260255*pi,1.291994134008509*pi) q[0];\nu3(3.6280573180266855*pi,-0.13676177459100858*pi,1.751029525479301*pi) q[1];\nu3(3.4595771428454025*pi,0.8075225327266318*pi,0.8826556504066451*pi) q[2];\nu3(3.2902831870884874*pi,2.213858167299307*pi,1.471536839279234*pi) q[3];\nu3(3.6157637029782483*pi,2.994715544528019*pi,1.2633924692071625*pi) q[4];\nu3(3.44590758566723*pi,3.20534155685741*pi,0.7758614275161304*pi) q[5];\nu3(3.2620803931146547*pi,3.0582455189074214*pi,4.023755423271083*pi) q[6];\nu3(3.878774734018483*pi,-0.31239580929664945*pi,4.076383454260338*pi) q[7];\nu3(3.4212178574082586*pi,-0.32900753263579746*pi,1.4971469567149598*pi) q[8];\nu3(3.4756551190156086*pi,3.3779843192533026*pi,4.491060463304332*pi) q[9];\nu3(3.288073042881956*pi,-0.24845001567696107*pi,1.1719698704355879*pi) q[10];\nu3(3.8808107830695047*pi,2.271603878488715*pi,2.0806701222549098*pi) q[11];\nu3(3.52081582892307*pi,-0.19791723089163515*pi,0.9797553879233089*pi) q[12];\nu3(3.671506778171691*pi,0.4592203157390087*pi,0.9357593217382689*pi) q[14];\nRxxyyzz(0.443157052990822*pi,0.318898566514096*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.44695767837168*pi,0.3894514071528772*pi,3.9586076524578697*pi) q[1],q[5];\nRxxyyzz(0.43138114597639005*pi,0.30188535202936734*pi,3.89465214029168*pi) q[2],q[13];\nRxxyyzz(0.4127841519019597*pi,0.26677985528759335*pi,0.19688597075313666*pi) q[3],q[11];\nRxxyyzz(0.49202892365855544*pi,0.28698110565428636*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.39909951010871986*pi,0.331450024269411*pi,0.25632952727667385*pi) q[6],q[10];\nRxxyyzz(0.3158305962046199*pi,0.16126785935546017*pi,3.9131585576174306*pi) q[7],q[12];\nu3(3.238641453444447*pi,1.728864075812539*pi,1.5441493952734804*pi) q[0];\nu3(3.4542122020634047*pi,3.0904382794196703*pi,2.1375397608408955*pi) q[1];\nu3(3.5344958385597787*pi,3.233753778685422*pi,1.5293809433642909*pi) q[2];\nu3(3.590995977746806*pi,-0.03828721519824313*pi,3.9360317571265435*pi) q[3];\nu3(3.609601697128687*pi,0.8882262833085626*pi,0.9490029745332*pi) q[4];\nu3(3.1739687090228053*pi,0.014297795891013876*pi,1.4086879747810488*pi) q[5];\nu3(3.561063127562559*pi,-0.21791531693291466*pi,3.2477011314238493*pi) q[6];\nu3(3.876223309300092*pi,0.6564839055840315*pi,4.480582446190404*pi) q[7];\nu3(3.525484322183845*pi,3.1618985228990284*pi,1.553717398077676*pi) q[8];\nu3(3.9525790247164663*pi,0.027151767023195772*pi,1.4949590200658667*pi) q[9];\nu3(3.629047249808851*pi,3.219718316944123*pi,2.219428830938709*pi) q[10];\nu3(3.9182684022965337*pi,2.313178855549321*pi,0.966508507538956*pi) q[11];\nu3(3.556869404438965*pi,0.4778416909788392*pi,2.2514892606119927*pi) q[12];\nu3(3.7550757101672487*pi,0.41534919303603013*pi,1.4821728310847888*pi) q[13];\nRxxyyzz(0.4229247313733496*pi,0.2277830470669695*pi,0.0*pi) q[9],q[0];\nRxxyyzz(0.3848003408712603*pi,0.15760841898220926*pi,0.12461155379061505*pi) q[3],q[1];\nRxxyyzz(0.43273856592907*pi,0.2236075921732461*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.3994840199566695*pi,0.11047576676304922*pi,0.06734421206061293*pi) q[5],q[13];\nRxxyyzz(0.39095902751452016*pi,0.22042297078763706*pi,0.0*pi) q[8],q[7];\nRxxyyzz(0.3631021454182438*pi,0.24793222281557736*pi,0.10842518063777815*pi) q[12],q[11];\nu3(3.9586850734452455*pi,3.496974861412542*pi,0.9570233743224026*pi) q[0];\nu3(3.6182917049574255*pi,3.4417363427894103*pi,4.455560697905577*pi) q[1];\nu3(3.3192970820914507*pi,-0.14214127096245938*pi,0.5754408768695571*pi) q[3];\nu3(3.9370363066811036*pi,2.365071185463273*pi,1.2324225802345805*pi) q[4];\nu3(3.849024798560501*pi,2.9364903494422427*pi,1.897738457586216*pi) q[5];\nu3(3.6094391775210144*pi,2.943663694662315*pi,4.2420592742152134*pi) q[7];\nu3(3.87418760136078*pi,0.14000571376388138*pi,1.003350810125637*pi) q[8];\nu3(3.742914348979785*pi,3.1419228546264493*pi,1.3351514686477421*pi) q[9];\nu3(3.5307259185144657*pi,0.6272747883699692*pi,3.703600432425784*pi) q[11];\nu3(3.4375380427129567*pi,2.269276274155944*pi,4.202961011619101*pi) q[12];\nu3(3.6166739804002064*pi,2.1008755098432803*pi,0.5527157712530443*pi) q[13];\nu3(3.2127275437836973*pi,0.6660540643968433*pi,2.1027559207408886*pi) q[14];\nRxxyyzz(0.37663388931594*pi,0.27889420046867053*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.34741752441893026*pi,0.28299340216118296*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.41716536910529733*pi,0.2924125133219688*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.4561279566067*pi,0.3799350411297395*pi,3.8064568812722315*pi) q[3],q[10];\nRxxyyzz(0.44954969769002995*pi,0.15175265883117284*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.40716029104887996*pi,0.23502417068451237*pi,3.95621259448807*pi) q[6],q[14];\nRxxyyzz(0.37818843127766005*pi,0.08109892166839307*pi,0.042473840157125034*pi) q[8],q[12];\nu3(3.147258004228747*pi,0.7512546631681389*pi,0.9199953135770738*pi) q[0];\nu3(3.47259565049428*pi,2.6392538227806286*pi,2.3507500158401284*pi) q[1];\nu3(3.1595461815211667*pi,-0.28174768745450124*pi,2.4350885481827644*pi) q[2];\nu3(3.4319821626360687*pi,1.169990793191313*pi,0.8120040470279655*pi) q[3];\nu3(3.257290487570937*pi,3.217893105566482*pi,2.359644696688349*pi) q[4];\nu3(3.805728001343319*pi,2.640322572098676*pi,2.1924939639600343*pi) q[5];\nu3(3.6823889508009984*pi,0.6717338566479814*pi,2.471872288037334*pi) q[6];\nu3(3.295139648848562*pi,-0.4771351040831622*pi,0.9478069959719989*pi) q[7];\nu3(3.5626088196789576*pi,2.6151916634686923*pi,1.3962070828170767*pi) q[8];\nu3(3.5546471305799345*pi,2.1964803927088177*pi,1.6991551390289619*pi) q[9];\nu3(3.5298662597105226*pi,0.06591011684527004*pi,0.5120721213768278*pi) q[10];\nu3(3.543610960349268*pi,-0.28930874915379734*pi,0.5919278358428656*pi) q[12];\nu3(3.556053786407019*pi,2.765048986872354*pi,0.621208166441579*pi) q[13];\nu3(3.8670576994497288*pi,2.2632583703820335*pi,1.1281881681844754*pi) q[14];\nRxxyyzz(0.39115260151535003*pi,0.32984762557307024*pi,0.22097428930265892*pi) q[0],q[14];\nRxxyyzz(0.3694134084239958*pi,0.23684517700287622*pi,0.13156693753378607*pi) q[1],q[2];\nRxxyyzz(0.3463636157565072*pi,0.30245625519128083*pi,0.0*pi) q[9],q[3];\nRxxyyzz(0.35228283926285986*pi,0.2631981725686501*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.3178099659662105*pi,0.1407295545768309*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.47931726250824014*pi,0.2819898529230809*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.4237329284989926*pi,0.3295527017874591*pi,0.0*pi) q[7],q[10];\nu3(3.444897609760912*pi,3.4312468907407574*pi,1.5954364889303134*pi) q[0];\nu3(3.5289294312655537*pi,3.2850128441689725*pi,1.8621026531967289*pi) q[1];\nu3(3.1675961787105327*pi,2.1152809253885376*pi,0.6930134178344259*pi) q[2];\nu3(3.241659816159929*pi,-0.4512178717015175*pi,0.9732795470397035*pi) q[3];\nu3(3.6986034978627176*pi,2.531093027873404*pi,2.3485877678938616*pi) q[4];\nu3(3.901360589173788*pi,3.2549436215904084*pi,0.9427312714991851*pi) q[5];\nu3(3.5361206944002843*pi,2.6634589640526363*pi,1.5349907310697875*pi) q[6];\nu3(3.3208054796905957*pi,2.518026902647337*pi,1.4427854717565292*pi) q[7];\nu3(3.305888433578871*pi,0.9169136581623911*pi,2.2329364098943247*pi) q[9];\nu3(3.619669340862707*pi,2.2451641460592575*pi,2.157749308865058*pi) q[10];\nu3(3.6018126996703943*pi,3.188082280393367*pi,1.3823078127795752*pi) q[11];\nu3(3.2377645388583396*pi,1.9274289411707448*pi,1.4756401099725351*pi) q[12];\nu3(3.4753767814505245*pi,2.9352236123109403*pi,1.8221317556010292*pi) q[13];\nu3(3.3411952954176685*pi,-0.36186690593454907*pi,4.21961156116557*pi) q[14];\nRxxyyzz(0.43665947762834023*pi,0.32373623682132013*pi,0.0*pi) q[8],q[0];\nRxxyyzz(0.4305481930647605*pi,0.2736436463153895*pi,0.04619142232887868*pi) q[3],q[12];\nRxxyyzz(0.4505677875666899*pi,0.2672366895853845*pi,0.0*pi) q[14],q[6];\nRxxyyzz(0.42496852452290945*pi,0.1394538704828623*pi,3.9344888140586196*pi) q[13],q[7];\nRxxyyzz(0.22109297577426024*pi,0.18286397957503442*pi,0.0*pi) q[10],q[11];\nu3(3.3360260054063944*pi,-0.0011725194083359591*pi,0.8778680795304682*pi) q[0];\nu3(3.5870585819788507*pi,1.7472936657835718*pi,4.3653896770371965*pi) q[3];\nu3(3.4927054947029443*pi,3.374941317728603*pi,3.8272910791565575*pi) q[6];\nu3(3.2719322592568267*pi,2.2836076392610445*pi,0.6354035312227606*pi) q[7];\nu3(3.659397393020175*pi,0.051637368545983*pi,0.5223151630251339*pi) q[8];\nu3(3.2593021806909386*pi,-0.1082241379580211*pi,2.3163208101751334*pi) q[10];\nu3(3.5480562390174732*pi,2.6656959399964375*pi,4.4411317928081235*pi) q[11];\nu3(3.4566889038552446*pi,2.391520746781295*pi,1.332608097083531*pi) q[12];\nu3(3.751563649755239*pi,0.7905829089245286*pi,1.1227819910075256*pi) q[13];\nu3(3.382164029002711*pi,3.0620946374644324*pi,2.283351370439055*pi) q[14];\nRxxyyzz(0.37081911959714076*pi,0.20028620753413018*pi,0.0*pi) q[0],q[4];\nRxxyyzz(0.41560260412344974*pi,0.18239784197007602*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.38250823273173973*pi,0.24628702792174734*pi,0.061652484384196043*pi) q[5],q[6];\nRxxyyzz(0.398883653147574*pi,0.2882976067524138*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.42622591190224013*pi,0.17716118969133543*pi,0.0*pi) q[9],q[13];\nRxxyyzz(0.4441587259082098*pi,0.30232378681796157*pi,0.0*pi) q[10],q[14];\nu3(3.2757508608619688*pi,3.2533446960631958*pi,0.7172579357872513*pi) q[0];\nu3(3.044120980088567*pi,1.2637842352865087*pi,1.2814143163078582*pi) q[1];\nu3(3.447604562143159*pi,0.2525893307175854*pi,0.7372192200667519*pi) q[4];\nu3(3.1660864290273576*pi,2.1322933929787045*pi,0.9978337912183111*pi) q[5];\nu3(3.2235463528475625*pi,2.3851732106538877*pi,3.9005853272835123*pi) q[6];\nu3(3.434858065000661*pi,0.6729302101014818*pi,0.722240795981361*pi) q[7];\nu3(3.6590861517201*pi,2.9842787622365416*pi,1.0601598218503012*pi) q[8];\nu3(3.7787516481888126*pi,2.6552818099759072*pi,1.6402689196572604*pi) q[9];\nu3(3.4192845774143357*pi,3.175832039005561*pi,0.8174768128119907*pi) q[10];\nu3(3.471574489026134*pi,3.030922729649559*pi,1.0218542923002407*pi) q[11];\nu3(3.523405652107131*pi,2.9511924743581277*pi,4.221181962411159*pi) q[13];\nu3(3.4583596421267777*pi,0.3634429504306296*pi,0.7517047752480175*pi) q[14];\nRxxyyzz(0.32674672724226006*pi,0.12658636369218146*pi,0.0*pi) q[3],q[0];\nRxxyyzz(0.4254087162308002*pi,0.16076536539361816*pi,3.9283348586928*pi) q[12],q[1];\nRxxyyzz(0.4024482933648898*pi,0.18028451051053027*pi,0.10098025605376233*pi) q[4],q[2];\nRxxyyzz(0.4260541728404498*pi,0.2885706127265618*pi,0.10899053345334248*pi) q[10],q[6];\nRxxyyzz(0.3011980925980541*pi,0.18303758369303502*pi,0.0*pi) q[13],q[7];\nRxxyyzz(0.4152665698213398*pi,0.2280331107978598*pi,0.1349332349862654*pi) q[14],q[8];\nRxxyyzz(0.4119721851247996*pi,0.13178390595096*pi,0.0*pi) q[11],q[9];\nu3(3.280356643140644*pi,-0.0181965151305431*pi,0.7097402496829722*pi) q[0];\nu3(3.665076592423655*pi,1.1086096021624887*pi,2.327501696253048*pi) q[1];\nu3(3.719130840786942*pi,0.6934804886135888*pi,4.1948836148272175*pi) q[2];\nu3(3.6561207445104418*pi,3.1436474624714723*pi,0.5474789376743515*pi) q[3];\nu3(3.634641133544297*pi,-0.1739188309817239*pi,4.345977943740547*pi) q[4];\nu3(3.5999129473194706*pi,2.853230441108633*pi,0.6392738041744457*pi) q[6];\nu3(3.3437901564897174*pi,0.5080473193814266*pi,0.6738062824002732*pi) q[7];\nu3(3.41771657159885*pi,0.5534218831886795*pi,3.7454766454343*pi) q[8];\nu3(3.584300583246501*pi,3.124809355157459*pi,0.792793163507036*pi) q[9];\nu3(3.901689500799577*pi,1.9712069143945183*pi,4.396071923184991*pi) q[10];\nu3(3.3215283662418464*pi,-0.19348667962295368*pi,0.5137127061012985*pi) q[11];\nu3(3.8433753474841006*pi,-0.14235112624111357*pi,1.9926464359882377*pi) q[12];\nu3(3.4500428618595262*pi,3.278115548614219*pi,3.769950034272701*pi) q[13];\nu3(3.370482261012508*pi,2.1520154807514067*pi,4.336266736361524*pi) q[14];\nRxxyyzz(0.37317248299704014*pi,0.18722275149869466*pi,0.09813541277652249*pi) q[0],q[5];\nRxxyyzz(0.4203149506816799*pi,0.3582424238495681*pi,3.7862176793510405*pi) q[3],q[1];\nRxxyyzz(0.4193639503230803*pi,0.25807811114515694*pi,0.0909854083140277*pi) q[9],q[2];\nRxxyyzz(0.46661746602687026*pi,0.2320601311030953*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.42262219629325015*pi,0.20346329598082485*pi,3.9379566385274796*pi) q[14],q[6];\nRxxyyzz(0.4282929195233801*pi,0.26861693348643295*pi,0.07408432816145087*pi) q[11],q[10];\nRxxyyzz(0.44266636329697995*pi,0.28334273934608323*pi,0.0*pi) q[12],q[13];\nu3(3.5106862448176677*pi,3.276058157974051*pi,2.261054075872176*pi) q[0];\nu3(3.129144954325983*pi,2.3853231752115867*pi,2.1931508225834966*pi) q[1];\nu3(3.3253783260980145*pi,-0.47399566929617787*pi,3.1468219507138255*pi) q[2];\nu3(3.629601000785152*pi,-0.45361459944742566*pi,2.0290356377836547*pi) q[3];\nu3(3.4056832746917776*pi,0.4104623095319826*pi,1.4903708276455931*pi) q[4];\nu3(3.294130488719258*pi,-0.1389316324541887*pi,3.0565279480436187*pi) q[5];\nu3(3.2953403850022367*pi,2.879027620356882*pi,1.2376439061180675*pi) q[6];\nu3(3.3380702515805045*pi,2.7779046744967735*pi,0.8071340214487374*pi) q[8];\nu3(3.4171340529926577*pi,2.2910419326054687*pi,1.1925210646815863*pi) q[9];\nu3(3.6280987581044353*pi,-0.31784280859031483*pi,1.4414065085316776*pi) q[10];\nu3(3.829659535111134*pi,1.0426083058345093*pi,0.829164876174889*pi) q[11];\nu3(3.178967974165665*pi,3.0580705275637095*pi,1.1972919708080871*pi) q[12];\nu3(3.7957459540430456*pi,0.04701759435700348*pi,2.2812858664531968*pi) q[13];\nu3(3.481391128190901*pi,0.740084380603339*pi,1.4526811235673875*pi) q[14];\nRxxyyzz(0.4214658238542569*pi,0.3458872895941756*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.36725392636181076*pi,0.1419925051649943*pi,0.0*pi) q[9],q[1];\nRxxyyzz(0.39713733703377907*pi,0.19638169016261353*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.27835782725928004*pi,0.19858111189219063*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.3943226042406456*pi,0.30002482159409105*pi,0.0*pi) q[10],q[4];\nRxxyyzz(0.40566235938773987*pi,0.16045577019903223*pi,0.0*pi) q[8],q[6];\nu3(3.658145904235371*pi,3.094516377046171*pi,1.6337007060789632*pi) q[0];\nu3(3.6370703340005477*pi,3.4589315956273032*pi,1.3957300512904698*pi) q[1];\nu3(3.071959924580013*pi,2.657311068504575*pi,0.7865453967753266*pi) q[2];\nu3(3.4701072657174517*pi,0.281928719484264*pi,1.1305112751095492*pi) q[3];\nu3(3.815178016598893*pi,1.9543977931559167*pi,1.6570868721747352*pi) q[4];\nu3(3.552452996721614*pi,0.8600776043120635*pi,1.7207711639805143*pi) q[5];\nu3(3.376159204201138*pi,1.0809203376201095*pi,1.8941630328506691*pi) q[6];\nu3(3.9623732233862246*pi,3.0686023376487572*pi,0.7773638494265995*pi) q[7];\nu3(3.3726760164972673*pi,2.4939855814064664*pi,0.8679352603139856*pi) q[8];\nu3(3.452757615077353*pi,-0.46002339423510197*pi,4.12759899029028*pi) q[9];\nu3(3.2233182812342474*pi,0.2721859638043156*pi,1.10240667330748*pi) q[10];\nu3(3.406575610473278*pi,2.9727151485051655*pi,2.0638349871788835*pi) q[14];\nRxxyyzz(0.3605464574921706*pi,0.2786670799553219*pi,3.8525838477707213*pi) q[0],q[2];\nRxxyyzz(0.4837174892892172*pi,0.2698481560899333*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.2269588474039499*pi,0.08693885202546525*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.24588417843955845*pi,0.1965556550210107*pi,0.0*pi) q[9],q[4];\nRxxyyzz(0.3062915322877103*pi,0.2664160383680052*pi,3.8325218537063304*pi) q[8],q[5];\nRxxyyzz(0.46410612650731065*pi,0.2518462531346428*pi,0.0*pi) q[10],q[6];\nRxxyyzz(0.3987361133549304*pi,0.2958731193356853*pi,0.0*pi) q[14],q[13];\nu3(3.4680153037464962*pi,0.06851812215683739*pi,0.5663516893566056*pi) q[0];\nu3(3.859463497320386*pi,2.1665623680351684*pi,1.0784715000037486*pi) q[1];\nu3(3.5489141836070175*pi,3.2145822502588515*pi,0.738402428335756*pi) q[2];\nu3(3.5738141545883755*pi,1.0190569606476902*pi,1.9897187134348249*pi) q[3];\nu3(3.2067036152011714*pi,1.3844611007339647*pi,1.4225397559149853*pi) q[4];\nu3(3.4531154883445097*pi,-0.39859566452192396*pi,1.81857100699721*pi) q[5];\nu3(3.5188254587192813*pi,3.099234900060574*pi,1.8558367203637274*pi) q[6];\nu3(3.540351746710173*pi,3.2631938601703308*pi,1.7675857438547533*pi) q[8];\nu3(3.635617356629073*pi,2.388131643679258*pi,0.9377636495791363*pi) q[9];\nu3(3.5121164700146106*pi,0.453964432477703*pi,1.6818944631872323*pi) q[10];\nu3(3.78405508601556*pi,2.974715934246145*pi,1.3181178000010176*pi) q[11];\nu3(3.3112518217063616*pi,3.1801334412569293*pi,0.5369038889543036*pi) q[12];\nu3(3.534530151422037*pi,0.282967688872667*pi,1.957612205266492*pi) q[13];\nu3(3.3501892109111058*pi,-0.2276318532947862*pi,4.1877892868763205*pi) q[14];\nRxxyyzz(0.33039045467901*pi,0.21811739894224713*pi,3.9035823262290794*pi) q[0],q[6];\nRxxyyzz(0.23978275652932024*pi,0.20405071266563712*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.4200820747396298*pi,0.1113841229924799*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.24037956253282222*pi,0.03943609003970927*pi,0.0*pi) q[7],q[3];\nRxxyyzz(0.3457801663677902*pi,0.2521390191156725*pi,0.0*pi) q[11],q[5];\nRxxyyzz(0.4089424657960402*pi,0.1998511640593903*pi,0.0*pi) q[8],q[13];\nRxxyyzz(0.40944726978039026*pi,0.16867653081204237*pi,0.0*pi) q[14],q[10];\nu3(3.432295718498606*pi,2.6131554190430837*pi,4.395372089273838*pi) q[0];\nu3(3.262963519659303*pi,-0.1675180525509164*pi,0.5312302191692369*pi) q[1];\nu3(3.509540449372666*pi,2.5728572467818087*pi,0.5160276857742948*pi) q[2];\nu3(3.294749864134162*pi,0.39310142549541294*pi,1.2587831507456726*pi) q[3];\nu3(3.4185812799407653*pi,2.809586515208906*pi,2.482654089921083*pi) q[5];\nu3(3.3656809333076145*pi,3.0699113472978237*pi,1.801923984031458*pi) q[6];\nu3(3.4684929697183464*pi,2.2659919747207216*pi,2.0315079442921222*pi) q[7];\nu3(3.7516731263008434*pi,2.3726580258877856*pi,2.13239326366981*pi) q[8];\nu3(3.8989333455350805*pi,0.566673576788105*pi,0.8040106360141478*pi) q[9];\nu3(3.6149544103987203*pi,2.901801160247275*pi,2.1840992405707094*pi) q[10];\nu3(3.5236435130493855*pi,3.434522910328245*pi,2.0175776852486087*pi) q[11];\nu3(3.7053288378322318*pi,1.3772169738658728*pi,1.4153030448365396*pi) q[12];\nu3(3.153686500698208*pi,2.6173680844578917*pi,1.851603906660567*pi) q[13];\nu3(3.32058877981117*pi,0.9606429279591524*pi,1.2155313938754722*pi) q[14];\nRxxyyzz(0.38994176530890035*pi,0.31322065502044216*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.43541979975403977*pi,0.17698671404336722*pi,3.94368135286625*pi) q[9],q[2];\nRxxyyzz(0.39800448567675006*pi,0.3550648195478034*pi,0.0413698679466829*pi) q[3],q[10];\nRxxyyzz(0.41247601105525356*pi,0.34284681172487197*pi,0.0*pi) q[13],q[4];\nRxxyyzz(0.4479009245169605*pi,0.2784546002538534*pi,0.14067819437587822*pi) q[5],q[7];\nRxxyyzz(0.33830523650935007*pi,0.3232833529826006*pi,0.0*pi) q[8],q[14];\nRxxyyzz(0.3566718648596695*pi,0.18948142824642789*pi,3.93734885443274*pi) q[11],q[12];\nu3(3.4261666518465503*pi,3.263912543512845*pi,1.5898484154579426*pi) q[1];\nu3(3.4409941497713206*pi,2.9559708333757646*pi,1.8784631529912015*pi) q[2];\nu3(3.0569314585731964*pi,-0.2842441698418102*pi,2.7686471538885726*pi) q[3];\nu3(3.410833070604516*pi,0.3063393188969079*pi,0.6725217000564951*pi) q[4];\nu3(3.4438060722564425*pi,3.301893016888067*pi,0.9271488468366982*pi) q[5];\nu3(3.593422582786515*pi,2.8781399351205783*pi,1.582674470190467*pi) q[6];\nu3(3.3703831416383228*pi,1.675749555130031*pi,0.666008931772271*pi) q[7];\nu3(3.5896605387469966*pi,0.25827645296291124*pi,3.976440200684244*pi) q[8];\nu3(3.5417285261375744*pi,3.1547698931894503*pi,1.789876577057455*pi) q[9];\nu3(3.226369906577253*pi,3.3566967427854557*pi,2.293965761776229*pi) q[10];\nu3(3.4317342796927583*pi,3.391003373032251*pi,0.5692841342781718*pi) q[11];\nu3(3.5232898045844725*pi,-0.18758735919517905*pi,2.379037239728442*pi) q[12];\nu3(3.560419234603388*pi,2.703427132845472*pi,2.091182590116491*pi) q[13];\nu3(3.4514692523461274*pi,0.34275254648626385*pi,0.615588060334385*pi) q[14];\nRxxyyzz(0.37409858899014997*pi,0.18946559172776303*pi,3.9254361028459996*pi) q[14],q[0];\nRxxyyzz(0.4290176898435495*pi,0.2153142480392334*pi,3.8046161404271697*pi) q[1],q[13];\nRxxyyzz(0.46977299133471007*pi,0.19045998836572609*pi,0.0*pi) q[5],q[2];\nRxxyyzz(0.4603321536949403*pi,0.23633862906013559*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.3663469986511897*pi,0.30635817396275944*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.41157750917466007*pi,0.2491879733735401*pi,0.046181414463321614*pi) q[7],q[12];\nRxxyyzz(0.3302793944592911*pi,0.2798156218403083*pi,0.0*pi) q[8],q[9];\nu3(3.5259960932102015*pi,3.4588094407218932*pi,0.8829196774737111*pi) q[0];\nu3(3.4343482044909157*pi,0.5273103889719071*pi,1.755730497406109*pi) q[1];\nu3(3.851060156356648*pi,0.3048713359154762*pi,1.0617108515239657*pi) q[2];\nu3(3.74543602764163*pi,3.3468209012407657*pi,4.039074337626593*pi) q[3];\nu3(3.5726899068349702*pi,0.34951220672945404*pi,0.9498832052287991*pi) q[5];\nu3(3.4477139346307384*pi,2.7837265554953836*pi,2.020962997453782*pi) q[6];\nu3(3.749183335802037*pi,3.311761111851699*pi,2.7369287696364237*pi) q[7];\nu3(3.804769713199497*pi,2.4826424034679535*pi,2.3719448970113097*pi) q[8];\nu3(3.595307291481183*pi,0.022329007291626013*pi,1.4948434744678591*pi) q[9];\nu3(3.138422265042392*pi,0.9291374591136701*pi,1.6590600568343277*pi) q[10];\nu3(3.837339394851373*pi,-0.2963381426606333*pi,1.6017766770343507*pi) q[11];\nu3(3.4645873155602938*pi,-0.024555690051739965*pi,3.881052342803851*pi) q[12];\nu3(3.378209802740923*pi,0.30623306069955214*pi,1.486439150530256*pi) q[13];\nu3(3.2111985172814954*pi,-0.25445596847161767*pi,2.0549589449461347*pi) q[14];\nmeasure q[2] -> c[11];\nRxxyyzz(0.41665351467897965*pi,0.21280128140116092*pi,3.843809918546891*pi) q[1],q[0];\nRxxyyzz(0.4321887134055*pi,0.2606831099935889*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.3998905825869806*pi,0.23794958735344118*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.4764088400155182*pi,0.10265612954801484*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.45598887678113986*pi,0.19034733693985234*pi,3.85629518868284*pi) q[9],q[6];\nRxxyyzz(0.44704907949964917*pi,0.11956369110122864*pi,3.9200763970660106*pi) q[11],q[7];\nRxxyyzz(0.38878356970268857*pi,0.25841836390860484*pi,0.0*pi) q[13],q[10];\nu3(3.3865468807553865*pi,-0.22500549235512868*pi,1.5344230599017608*pi) q[0];\nu3(3.631196139236059*pi,0.6175376800208339*pi,1.2529992203040465*pi) q[1];\nu3(3.162265090074641*pi,1.8592188440985824*pi,1.882145048350036*pi) q[3];\nu3(3.494402632425519*pi,0.6430094864706903*pi,4.173715171855882*pi) q[4];\nu3(3.925285523251084*pi,1.2190648831597155*pi,1.8370523882494563*pi) q[5];\nu3(3.4150290135078754*pi,2.7422924724788147*pi,1.6756580981800475*pi) q[6];\nu3(3.600574104829599*pi,-0.15801356913028525*pi,1.8786196591582538*pi) q[7];\nu3(3.9034358352415524*pi,0.12857529951693547*pi,2.286869292783525*pi) q[8];\nu3(3.1810385114476203*pi,1.1806460128781215*pi,1.4231418481640643*pi) q[9];\nu3(3.2753616498948657*pi,-0.3909594294885368*pi,0.6211573446488412*pi) q[10];\nu3(3.421098698878706*pi,2.8167748889859148*pi,2.232422483373291*pi) q[11];\nu3(3.2903194474731787*pi,1.287237304327932*pi,1.7781261102541697*pi) q[12];\nu3(3.7511504340072093*pi,2.9856139422908115*pi,2.469833067456052*pi) q[13];\nu3(3.72924979647862*pi,0.32387370360967715*pi,0.6515220769096692*pi) q[14];\nmeasure q[9] -> c[0];\nmeasure q[12] -> c[1];\nmeasure q[4] -> c[2];\nmeasure q[1] -> c[3];\nmeasure q[3] -> c[4];\nmeasure q[14] -> c[5];\nmeasure q[10] -> c[6];\nmeasure q[8] -> c[7];\nmeasure q[11] -> c[8];\nmeasure q[0] -> c[9];\nmeasure q[7] -> c[10];\nmeasure q[6] -> c[12];\nmeasure q[13] -> c[13];\nmeasure q[5] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.2773764513812305*pi,3.1895710389841323*pi,2.8909417710143117*pi) q[0];\nu3(3.222045676385412*pi,2.35609467314446*pi,0.6349079672751143*pi) q[1];\nu3(3.2486646146315685*pi,0.9901236122762174*pi,4.129337112958353*pi) q[2];\nu3(3.352865388623718*pi,-0.12015774444935201*pi,1.7620916077502864*pi) q[3];\nu3(3.6095715009666893*pi,2.2667332053316414*pi,0.7175669267740805*pi) q[4];\nu3(3.4649548826786427*pi,-0.1381028255561948*pi,2.3592204398232353*pi) q[5];\nu3(3.3159694592858324*pi,3.45015665824033*pi,4.0043054825770295*pi) q[6];\nu3(3.6062231993694964*pi,0.4730115063981676*pi,3.1594299609164445*pi) q[7];\nu3(3.452530725235242*pi,3.216069540962967*pi,0.9040037549912667*pi) q[8];\nu3(3.5354892747194087*pi,2.388393540672965*pi,0.6209822111249355*pi) q[9];\nu3(3.9436745797697266*pi,0.060539434466400865*pi,1.843943141057332*pi) q[10];\nu3(3.140502901604936*pi,3.339369706028422*pi,0.7011776572410597*pi) q[11];\nu3(3.48592050106711*pi,-0.10127046941863083*pi,0.8347587213513039*pi) q[12];\nu3(3.6763700783293567*pi,-0.3397236175931271*pi,3.503898779500248*pi) q[13];\nu3(3.201234196775037*pi,-0.45630408227335023*pi,2.206273763116887*pi) q[14];\nRxxyyzz(0.4388175458709*pi,0.2643506017538004*pi,3.9534257807926494*pi) q[0],q[5];\nRxxyyzz(0.40327853389121954*pi,0.3107017873900759*pi,3.8889341673090705*pi) q[1],q[8];\nRxxyyzz(0.4730207174229605*pi,0.3347432805491426*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.3448640808475697*pi,0.12483328361804014*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.3203486678468602*pi,0.19178607601491215*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.3602825722598801*pi,0.24530753903734048*pi,0.1589342660980595*pi) q[6],q[13];\nRxxyyzz(0.37170405417351926*pi,0.17914686318802575*pi,0.0*pi) q[11],q[12];\nu3(3.7217269014030663*pi,0.35846665939209565*pi,1.642375365123629*pi) q[0];\nu3(3.3016526377524693*pi,2.8589401416504163*pi,2.36666310562086*pi) q[1];\nu3(3.3222706089546934*pi,0.7836276818148056*pi,2.215015138022329*pi) q[2];\nu3(3.6512551622882246*pi,2.192457903802339*pi,2.06195247050819*pi) q[3];\nu3(3.615875738498463*pi,-0.18185939389645867*pi,2.137932370228758*pi) q[4];\nu3(3.283460350186172*pi,3.183503633222669*pi,1.707819344294459*pi) q[5];\nu3(3.262465067009143*pi,0.7138587655870037*pi,1.3879616903139949*pi) q[6];\nu3(3.47112472584245*pi,-0.11414792014083625*pi,0.8458980617347565*pi) q[8];\nu3(3.3709716662902647*pi,0.10719357731787549*pi,0.7335465697209663*pi) q[9];\nu3(3.542050825722141*pi,1.8690548850559168*pi,1.6431702502411356*pi) q[10];\nu3(3.441819127688296*pi,2.0102307210169466*pi,4.34086931107589*pi) q[11];\nu3(3.732345744881555*pi,2.8240121630105834*pi,1.705684931515267*pi) q[12];\nu3(3.7126350348052224*pi,2.8581362764277793*pi,3.375461103082233*pi) q[13];\nu3(3.954066197764966*pi,-0.2799755578596188*pi,0.9185782308744921*pi) q[14];\nRxxyyzz(0.31411917966845937*pi,0.19544168293983988*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.41413520821111016*pi,0.23727394987649228*pi,3.8404258964864297*pi) q[2],q[6];\nRxxyyzz(0.4191220472165997*pi,0.13628945556523672*pi,0.10614620676073651*pi) q[7],q[3];\nRxxyyzz(0.3958808793851989*pi,0.36630264723201*pi,3.9146380407027*pi) q[4],q[13];\nRxxyyzz(0.25878370295959974*pi,0.23066765919576104*pi,3.9113747187113503*pi) q[5],q[14];\nRxxyyzz(0.35968700621550986*pi,0.2070163928613482*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.48778588102917453*pi,0.2488140008471471*pi,0.0*pi) q[9],q[12];\nu3(3.5718774890658627*pi,0.0638850911063692*pi,2.2842246657597927*pi) q[0];\nu3(3.6368697870117854*pi,0.37909237570052845*pi,1.7809363125267659*pi) q[2];\nu3(3.148913191699402*pi,2.4331980452210606*pi,0.935675090214679*pi) q[3];\nu3(3.249205037393645*pi,1.4149695587435909*pi,2.352826034852254*pi) q[4];\nu3(3.5904173283225242*pi,-0.4803673759530108*pi,4.294512019306258*pi) q[5];\nu3(3.3227674207963904*pi,-0.424385525293995*pi,1.6923755328565644*pi) q[6];\nu3(3.6805827647607305*pi,0.7670877869438288*pi,0.6474317280956645*pi) q[7];\nu3(3.4850603176252823*pi,2.8906514986840324*pi,1.2976873904723782*pi) q[8];\nu3(3.743099579804006*pi,0.8912627548363858*pi,1.7378281059080118*pi) q[9];\nu3(3.58308753147024*pi,2.798304032059102*pi,0.6693823736188955*pi) q[10];\nu3(3.2083654129592163*pi,1.817664796302838*pi,1.5892377879931963*pi) q[11];\nu3(3.0980203821832157*pi,-0.17263417971384376*pi,4.117079677418055*pi) q[12];\nu3(3.4680364169448725*pi,3.14914692227954*pi,1.4194976568858826*pi) q[13];\nu3(3.8063821535463465*pi,0.5297132507785163*pi,0.6718914447361931*pi) q[14];\nRxxyyzz(0.4113471012025496*pi,0.3699448926172604*pi,0.04232949647687878*pi) q[0],q[13];\nRxxyyzz(0.44563535242828*pi,0.15393876304384*pi,0.08126919657743069*pi) q[1],q[9];\nRxxyyzz(0.35965788281512*pi,0.23026177819940585*pi,3.9455489939422694*pi) q[2],q[4];\nRxxyyzz(0.490357077544596*pi,0.32696725652074565*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.3926766329873698*pi,0.2699164496242168*pi,3.8436545512385103*pi) q[12],q[6];\nRxxyyzz(0.28528768170794017*pi,0.2061420151612099*pi,3.9334600477339094*pi) q[10],q[7];\nRxxyyzz(0.36743176138774963*pi,0.1922687917680026*pi,0.09153802683201545*pi) q[11],q[14];\nu3(3.6948567455817796*pi,0.01720680447097145*pi,2.096568570635408*pi) q[0];\nu3(3.3808604998969214*pi,-0.09502753056635282*pi,1.461807210937731*pi) q[1];\nu3(3.5057080659049875*pi,3.1178714317551472*pi,3.4557314061686704*pi) q[2];\nu3(3.280930425451854*pi,-0.13949123787948503*pi,3.8930957267839315*pi) q[4];\nu3(3.209653953535567*pi,2.7794149455295956*pi,1.9346975238437565*pi) q[5];\nu3(3.326810283995091*pi,3.253591651800305*pi,2.471326690340033*pi) q[6];\nu3(3.5879117761507944*pi,3.180134245005676*pi,4.156174119699157*pi) q[7];\nu3(3.453976323112887*pi,2.849016576061339*pi,2.152245251619589*pi) q[8];\nu3(3.405657783789348*pi,-0.4662695174641758*pi,2.7839935857747307*pi) q[9];\nu3(3.3596735970858025*pi,-0.08979846077669401*pi,0.6193887387229855*pi) q[10];\nu3(3.275168583078008*pi,-0.19193044643147483*pi,0.5974706765371953*pi) q[11];\nu3(3.6392268579345344*pi,-0.10527540820568626*pi,2.353666185761351*pi) q[12];\nu3(3.5980298883177584*pi,2.4869987308054524*pi,0.7115581907841553*pi) q[13];\nu3(3.9510544934048863*pi,2.3085594815843007*pi,3.937254371254782*pi) q[14];\nRxxyyzz(0.43090233271017986*pi,0.27211292726464015*pi,3.941155709183219*pi) q[0],q[9];\nRxxyyzz(0.44155827226940986*pi,0.3242500364171814*pi,0.28944570908935496*pi) q[1],q[5];\nRxxyyzz(0.46249322092399936*pi,0.21404680313222635*pi,0.0*pi) q[2],q[3];\nRxxyyzz(0.46117414585589067*pi,0.11545380850459674*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.35269305347555985*pi,0.16496261349159047*pi,0.04477295813313331*pi) q[6],q[11];\nRxxyyzz(0.4510611223669105*pi,0.28981947267207936*pi,0.042377305376445934*pi) q[8],q[14];\nu3(3.424043708928055*pi,0.3813270740324938*pi,1.589214325397081*pi) q[0];\nu3(3.24357990109206*pi,0.79518177631726*pi,1.6981656528733684*pi) q[1];\nu3(3.2973182214838612*pi,3.2306277737985836*pi,0.8537237938781743*pi) q[2];\nu3(3.489372812316291*pi,0.794432157735192*pi,1.491380523888238*pi) q[3];\nu3(3.425312623808438*pi,0.6525852876791072*pi,0.973481858856232*pi) q[4];\nu3(3.7579716957115035*pi,1.3777317496384516*pi,0.9344202335057528*pi) q[5];\nu3(3.3619009608206976*pi,2.5518679190776368*pi,4.390956014609014*pi) q[6];\nu3(3.3099544362279802*pi,3.201826130778354*pi,1.1672108822411114*pi) q[8];\nu3(3.8420970099356198*pi,2.436177355336947*pi,1.0733531659035425*pi) q[9];\nu3(3.73751804088553*pi,0.35210263368713113*pi,0.6095252969600631*pi) q[11];\nu3(3.335267987993565*pi,2.246932944705759*pi,1.532780421382858*pi) q[13];\nu3(3.691676979304287*pi,-0.41373748121579246*pi,2.2310677352057295*pi) q[14];\nRxxyyzz(0.43780647549807494*pi,0.24427978351007162*pi,3.8893687984386585*pi) q[0],q[11];\nRxxyyzz(0.45397697076270005*pi,0.31245280682782495*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.47956816926021006*pi,0.2868925484423537*pi,0.0*pi) q[7],q[2];\nRxxyyzz(0.37694281367287014*pi,0.2399009554006453*pi,0.1554219074863403*pi) q[3],q[4];\nRxxyyzz(0.3550005655474501*pi,0.26981692533153456*pi,0.05203823052535306*pi) q[13],q[5];\nRxxyyzz(0.3713872490196999*pi,0.332187846555911*pi,3.8816400635625694*pi) q[10],q[6];\nRxxyyzz(0.45082526341951956*pi,0.09613603877618743*pi,3.94988431834722*pi) q[12],q[14];\nu3(3.7544751403221657*pi,2.7976519844251557*pi,2.330506316589102*pi) q[0];\nu3(3.566178559441448*pi,2.0674023266920867*pi,1.6123568173948475*pi) q[1];\nu3(3.43989111463853*pi,-0.050068540513894644*pi,1.1648623403477258*pi) q[2];\nu3(3.1811959640691025*pi,-0.36501955124207197*pi,4.241262592175198*pi) q[3];\nu3(3.606590872849168*pi,1.3471186041889287*pi,0.5891918714040488*pi) q[4];\nu3(3.551957138526216*pi,-0.49347959763463656*pi,2.483429905348509*pi) q[5];\nu3(3.6757068679210203*pi,3.3826611284738077*pi,1.8831970299553027*pi) q[6];\nu3(3.084736281271663*pi,-0.25293817259751505*pi,4.214245453021919*pi) q[7];\nu3(3.442561047494961*pi,2.1025503107815218*pi,1.8281868039148463*pi) q[9];\nu3(3.1120245734245455*pi,0.05558002151839436*pi,1.4728653888071626*pi) q[10];\nu3(3.548063320839229*pi,2.437479378463038*pi,1.8494941990843912*pi) q[11];\nu3(3.328942488112845*pi,0.9898580186121937*pi,1.0026171533334551*pi) q[12];\nu3(3.514902103851312*pi,3.118978294254064*pi,1.4920920685450372*pi) q[13];\nu3(3.472924414385917*pi,0.29365650697083523*pi,2.0430904305014828*pi) q[14];\nRxxyyzz(0.30833216325255014*pi,0.20133997432029016*pi,3.889070296217339*pi) q[0],q[14];\nRxxyyzz(0.36961602351622014*pi,0.2854634169126442*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.32736382164770017*pi,0.11957275389858613*pi,0.0*pi) q[10],q[2];\nRxxyyzz(0.4606881734635095*pi,0.2580129080625042*pi,3.9260849671431903*pi) q[3],q[7];\nRxxyyzz(0.40526268296796963*pi,0.10767275052794156*pi,0.0*pi) q[13],q[4];\nRxxyyzz(0.37315466590320945*pi,0.3057663201266252*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.4007721479902397*pi,0.2095549491467981*pi,3.92967199550574*pi) q[12],q[8];\nu3(3.5626002845335716*pi,2.882859560619709*pi,4.260713546692894*pi) q[0];\nu3(3.7262382582685976*pi,0.3447470622046128*pi,2.3094787652724755*pi) q[1];\nu3(3.328078989918501*pi,1.3685884398208368*pi,2.3709198606255395*pi) q[2];\nu3(3.306997777865688*pi,2.1981544460676377*pi,2.0060416213549437*pi) q[3];\nu3(3.2531822285733694*pi,-0.43753158713788476*pi,0.6225063516603143*pi) q[4];\nu3(3.5239262917889747*pi,1.6361233514534765*pi,1.5510102536258707*pi) q[5];\nu3(3.4668045186201764*pi,2.5205741734544547*pi,2.2244757537680906*pi) q[6];\nu3(3.731606903730969*pi,0.6449653917045048*pi,1.7841419368927451*pi) q[7];\nu3(3.1461974106909496*pi,3.4594290224677007*pi,1.132238630985945*pi) q[8];\nu3(3.5221476352448677*pi,3.162466903371772*pi,4.430052178250847*pi) q[9];\nu3(3.9340162344832543*pi,-0.492744382166317*pi,1.876608270221037*pi) q[10];\nu3(3.811937419606586*pi,-0.34997163766482364*pi,1.0686205114133824*pi) q[12];\nu3(3.343685489854565*pi,2.3152235458758654*pi,1.7218104507683738*pi) q[13];\nu3(3.567290752627881*pi,1.3980155617603112*pi,1.1040198918043438*pi) q[14];\nRxxyyzz(0.35258444434037994*pi,0.17430717527456308*pi,0.06595726459655982*pi) q[9],q[2];\nRxxyyzz(0.37844401247035*pi,0.23416754827452974*pi,3.93082899358058*pi) q[3],q[4];\nRxxyyzz(0.34686974777660984*pi,0.05012760688446971*pi,0.0*pi) q[10],q[5];\nRxxyyzz(0.4463307190447297*pi,0.3583226157791392*pi,3.9567567677875797*pi) q[8],q[6];\nRxxyyzz(0.35797575317389263*pi,0.2502364045525365*pi,0.0*pi) q[7],q[11];\nRxxyyzz(0.4355336855056603*pi,0.1773644476755543*pi,3.9394093054178896*pi) q[12],q[13];\nu3(3.2494431152346546*pi,3.319037624141492*pi,4.339006046150383*pi) q[2];\nu3(3.2928889081670087*pi,3.126669257954226*pi,0.7577702151886201*pi) q[3];\nu3(3.4827947654818097*pi,3.460345505995379*pi,1.0550360671620111*pi) q[4];\nu3(3.7487746223065703*pi,2.464981914283871*pi,1.8660867792182105*pi) q[5];\nu3(3.4623555083013553*pi,0.03478481028323077*pi,1.4977072139912977*pi) q[6];\nu3(3.591337832760505*pi,3.494571316901152*pi,0.7913915288380888*pi) q[7];\nu3(3.357643250511316*pi,-0.18171960806724885*pi,1.8817010910746794*pi) q[8];\nu3(3.5799947002733195*pi,0.6764413832836018*pi,1.536515117487448*pi) q[9];\nu3(3.4210380045153914*pi,3.2444875803727644*pi,1.12308580148385*pi) q[10];\nu3(3.6635535580276106*pi,2.272855055306407*pi,2.2263319215761928*pi) q[11];\nu3(3.0402222899170632*pi,-0.2807289778394271*pi,0.8372869378999841*pi) q[12];\nu3(3.4203510928864707*pi,3.4109171773280536*pi,1.5523483284485557*pi) q[13];\nRxxyyzz(0.45426562350070476*pi,0.3812356629973592*pi,0.1481788120941463*pi) q[9],q[0];\nRxxyyzz(0.4037498177185813*pi,0.1548078050828*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.4372885494244496*pi,0.3805828198041571*pi,3.8576368211387404*pi) q[12],q[2];\nRxxyyzz(0.419844471963704*pi,0.3140100101206379*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.4005372076481799*pi,0.25465757503055075*pi,0.0*pi) q[13],q[4];\nRxxyyzz(0.26045585324215026*pi,0.14837728961355612*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.4220639947231103*pi,0.32272730603578303*pi,0.0*pi) q[10],q[7];\nu3(3.5375332587246553*pi,2.647079848820188*pi,1.4816373094917994*pi) q[0];\nu3(3.3143855468727033*pi,2.5819994871047713*pi,4.3444647469654205*pi) q[1];\nu3(3.5472084672313544*pi,-0.14200736314473578*pi,0.5833868199352747*pi) q[2];\nu3(3.5182128559603814*pi,1.8211713080581937*pi,1.608896424324321*pi) q[3];\nu3(3.6785858701596816*pi,3.427565044860456*pi,3.6405905192858032*pi) q[4];\nu3(3.5903867312728837*pi,-0.09182218476460757*pi,1.141742899098062*pi) q[5];\nu3(3.7008693437792637*pi,0.20211521805293653*pi,4.0662518774429355*pi) q[6];\nu3(3.2250793959811324*pi,0.4774374373103232*pi,0.6917188653397432*pi) q[7];\nu3(3.17731760802813*pi,2.5020789695270564*pi,1.4663957492983735*pi) q[9];\nu3(3.54652769169515*pi,2.9942347291904623*pi,4.3457733259917175*pi) q[10];\nu3(3.4856795821351545*pi,2.9780321645514*pi,4.127058220835586*pi) q[11];\nu3(3.2967855696008437*pi,3.2751949933693223*pi,1.8851279968519985*pi) q[12];\nu3(3.379303717738594*pi,2.42089484357668*pi,1.152374428871247*pi) q[13];\nu3(3.641745082993686*pi,1.086565874852986*pi,1.632616984041374*pi) q[14];\nRxxyyzz(0.32956070506393353*pi,0.29311767327461724*pi,0.0*pi) q[13],q[1];\nRxxyyzz(0.40810311849122993*pi,0.27689569828687777*pi,3.8703828738242994*pi) q[10],q[3];\nRxxyyzz(0.42251263090431*pi,0.2393520506188197*pi,0.09530728229394107*pi) q[6],q[4];\nRxxyyzz(0.34871758829514*pi,0.24166278787625384*pi,0.10279563690493099*pi) q[11],q[5];\nRxxyyzz(0.4074043126766398*pi,0.27003505457409915*pi,0.0*pi) q[8],q[7];\nRxxyyzz(0.44245604498139635*pi,0.2800983809437301*pi,0.0*pi) q[12],q[14];\nu3(3.1752913626659995*pi,0.9114442192907357*pi,2.0181105751154504*pi) q[1];\nu3(3.717101265547225*pi,0.8912081898215343*pi,0.7607683267834577*pi) q[3];\nu3(3.2824541383240007*pi,0.8760404640074291*pi,0.9627929414855437*pi) q[4];\nu3(3.2519289897182615*pi,-0.23215278483630208*pi,4.077767799900548*pi) q[5];\nu3(3.1892162219058333*pi,0.770750595204436*pi,4.210451136181833*pi) q[6];\nu3(3.303110582558122*pi,2.7172761055999053*pi,0.6795687093497427*pi) q[7];\nu3(3.0884356808773705*pi,1.1099695157257354*pi,1.2245882448693992*pi) q[8];\nu3(3.5037064988111988*pi,0.7111036957725956*pi,0.5599881480791629*pi) q[10];\nu3(3.760553351878888*pi,2.3357235931273523*pi,1.4682513534099217*pi) q[11];\nu3(3.430005791223324*pi,-0.006945905827202725*pi,1.0714067287731412*pi) q[12];\nu3(3.5539180575929987*pi,2.2553078476703443*pi,1.8218731069972034*pi) q[13];\nu3(3.8624848558701275*pi,2.5444595088331297*pi,1.4330844876629785*pi) q[14];\nRxxyyzz(0.23265867389083017*pi,0.200881599450502*pi,3.9016224374717403*pi) q[0],q[3];\nRxxyyzz(0.33508120552054166*pi,0.279871649650434*pi,0.0*pi) q[11],q[1];\nRxxyyzz(0.48061642679838024*pi,0.11500016130272095*pi,0.0*pi) q[14],q[2];\nRxxyyzz(0.40792395827111*pi,0.15298003068063265*pi,3.88042307009488*pi) q[8],q[4];\nRxxyyzz(0.3258389712072899*pi,0.2374042114666839*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.40995671574174974*pi,0.3345843713947676*pi,0.0644382673035154*pi) q[7],q[12];\nRxxyyzz(0.4231379347734402*pi,0.23242517335637436*pi,0.0*pi) q[10],q[13];\nu3(3.4425199818679753*pi,-0.39014860343249547*pi,0.6189690770101183*pi) q[0];\nu3(3.696919769456355*pi,1.067024044995174*pi,1.9088507133201038*pi) q[1];\nu3(3.7579000968681715*pi,2.9939603607031415*pi,4.0735189352430075*pi) q[2];\nu3(3.620948906282095*pi,-0.008082544052138929*pi,2.139927697116325*pi) q[3];\nu3(3.8628042871964805*pi,3.005779392160718*pi,1.608072770350046*pi) q[4];\nu3(3.3977572382093344*pi,2.171720628369078*pi,0.846529178002621*pi) q[6];\nu3(3.7088010070242814*pi,-0.23842685805252406*pi,2.0816414511365613*pi) q[7];\nu3(3.5300044885341864*pi,3.447887341230827*pi,0.8252860829685889*pi) q[8];\nu3(3.147410523827541*pi,1.552968244769536*pi,1.4904130111685017*pi) q[9];\nu3(3.607488548830344*pi,-0.3513133820449519*pi,3.8120298241427104*pi) q[10];\nu3(3.4400856612417803*pi,0.5060437540414726*pi,1.0036005017354999*pi) q[11];\nu3(3.346266067196744*pi,2.131092519297442*pi,1.018557871203066*pi) q[12];\nu3(3.0392113599813495*pi,1.3196426511376234*pi,2.2566324540638494*pi) q[13];\nu3(3.3171926720089453*pi,2.779564614852522*pi,1.760431199317965*pi) q[14];\nRxxyyzz(0.40671762055807126*pi,0.34772770371244643*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.4390917528491498*pi,0.34660876511130734*pi,3.8828247572561203*pi) q[1],q[7];\nRxxyyzz(0.41863186502200467*pi,0.36534875080063717*pi,0.0*pi) q[9],q[2];\nRxxyyzz(0.4210567951630599*pi,0.3462112013021672*pi,0.06255044450895868*pi) q[3],q[4];\nRxxyyzz(0.34597436972403983*pi,0.2587745344105308*pi,3.95176205533449*pi) q[5],q[14];\nRxxyyzz(0.40221125825861404*pi,0.12439117765753405*pi,0.0*pi) q[10],q[6];\nRxxyyzz(0.3165179753855494*pi,0.0996456034895088*pi,0.0*pi) q[11],q[13];\nu3(3.7630007449249603*pi,2.3409504320292567*pi,1.449796878814174*pi) q[0];\nu3(3.9091675751801525*pi,0.591016748537732*pi,1.3310130095214068*pi) q[1];\nu3(3.8228675087416555*pi,3.1334729205060787*pi,1.1920067218750594*pi) q[2];\nu3(3.221432596641754*pi,0.6641365245685891*pi,3.688989441377956*pi) q[3];\nu3(3.6525103724985772*pi,-0.14539362380006526*pi,0.6993138147059985*pi) q[4];\nu3(3.7993277912655996*pi,3.0642648839899036*pi,4.375731665185104*pi) q[5];\nu3(3.6929895720374173*pi,-0.19551967669141046*pi,0.7090640302973792*pi) q[6];\nu3(3.2567510399956574*pi,-0.45124400977131607*pi,1.0141417961865757*pi) q[7];\nu3(3.362366934395974*pi,1.1488178093768822*pi,0.6422682166259082*pi) q[9];\nu3(3.5641344727269324*pi,1.0706463650048246*pi,1.551115963376609*pi) q[10];\nu3(3.4708837053730344*pi,-0.2980700420869684*pi,3.9858982084799077*pi) q[11];\nu3(3.031394828640845*pi,0.1029578955555066*pi,1.1716676037748635*pi) q[12];\nu3(3.6545710951467183*pi,2.7539775989711823*pi,3.8003384697472335*pi) q[13];\nu3(3.5378486495738444*pi,3.2890393239338724*pi,1.7455795461757002*pi) q[14];\nRxxyyzz(0.3916641638514503*pi,0.3399680716547868*pi,0.0*pi) q[2],q[0];\nRxxyyzz(0.4668582229450906*pi,0.17611020580998105*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.4152317133409298*pi,0.3696232914335182*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.3195824657385105*pi,0.14839074112081274*pi,0.13728616846814123*pi) q[14],q[4];\nRxxyyzz(0.2989592432568195*pi,0.19483778694200593*pi,0.1567435807156139*pi) q[5],q[13];\nRxxyyzz(0.47839746945438943*pi,0.13637646262980885*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.35565876029269466*pi,0.07503921410109937*pi,0.05369962754246416*pi) q[7],q[9];\nu3(3.5682489477655204*pi,3.074454999339895*pi,2.402100010466114*pi) q[0];\nu3(3.209238284991392*pi,2.8470912737915937*pi,4.180860896020048*pi) q[1];\nu3(3.6720331983876786*pi,1.7053426259834317*pi,0.7143476305214662*pi) q[2];\nu3(3.2681989593132514*pi,-0.16719953970679635*pi,0.999689246314358*pi) q[3];\nu3(3.5824373022599927*pi,3.4456654972464906*pi,4.144008876687051*pi) q[4];\nu3(3.8648024917461203*pi,0.6446172774741887*pi,1.8135804115057041*pi) q[5];\nu3(3.5552275395235045*pi,-0.2320192637990277*pi,3.830064210013517*pi) q[6];\nu3(3.4622069176037367*pi,-0.10721993915637401*pi,1.37630930430414*pi) q[7];\nu3(3.331606372131329*pi,3.0184689565999463*pi,4.247120723666934*pi) q[8];\nu3(3.7680126211968954*pi,1.9747221842597025*pi,3.719064806221825*pi) q[9];\nu3(3.5972592359907773*pi,-0.18794828609885872*pi,0.7610890247423027*pi) q[11];\nu3(3.060263261377968*pi,1.161212059106548*pi,1.6314219292473102*pi) q[12];\nu3(3.345837313122888*pi,-0.2631541862795057*pi,4.160827567980467*pi) q[13];\nu3(3.314451469639011*pi,2.506262318241468*pi,0.9526694939839813*pi) q[14];\nRxxyyzz(0.4641878632396501*pi,0.2909167960065846*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.3408216199206537*pi,0.1516713206948639*pi,0.07599978648953831*pi) q[4],q[2];\nRxxyyzz(0.36590924456842*pi,0.3032816568986922*pi,0.12488324769810542*pi) q[5],q[8];\nRxxyyzz(0.3724152894128499*pi,0.27811798118345626*pi,3.8939806893597204*pi) q[11],q[6];\nRxxyyzz(0.33503047432161026*pi,0.25556154661319763*pi,0.0*pi) q[14],q[10];\nRxxyyzz(0.3373868548852502*pi,0.2371042189499184*pi,0.0*pi) q[12],q[13];\nu3(3.6763698044625133*pi,3.438528314850311*pi,3.7699816680194713*pi) q[0];\nu3(2.89211746551831*pi,-0.4311222244941172*pi,3.95283052192174*pi) q[2];\nu3(3.4441519134048573*pi,0.20261964906476848*pi,0.6834009136083652*pi) q[3];\nu3(1.226055789711096*pi,0.050924166792976844*pi,4.246859090651431*pi) q[4];\nu3(3.37371840926367*pi,0.09234888632812543*pi,3.485784555612017*pi) q[5];\nu3(3.319290487183928*pi,3.409672494823867*pi,1.1064659375556571*pi) q[6];\nu3(3.9621887239246685*pi,2.0443892919843583*pi,0.9204618639566391*pi) q[8];\nu3(3.3915700531007045*pi,0.1371084773645448*pi,0.5865374067252265*pi) q[10];\nu3(3.436049821986086*pi,0.9942322927894098*pi,2.3500680764817794*pi) q[11];\nu3(3.5581950891207863*pi,-0.1244335228086837*pi,2.01686519755458*pi) q[12];\nu3(3.939218042026236*pi,-0.02315752020838374*pi,4.325360556203264*pi) q[13];\nu3(3.4638582343166053*pi,-0.39007132914735276*pi,0.7571670192329927*pi) q[14];\nmeasure q[4] -> c[13];\nmeasure q[2] -> c[14];\nRxxyyzz(0.37085466800055*pi,0.16730749725547345*pi,0.0*pi) q[12],q[1];\nRxxyyzz(0.37536935711427966*pi,0.21705080343086625*pi,3.9466398793443305*pi) q[6],q[3];\nRxxyyzz(0.24209357330687983*pi,0.13430930000062924*pi,0.062392523519314125*pi) q[5],q[9];\nRxxyyzz(0.4450194135532599*pi,0.27171981850480625*pi,3.85635291867885*pi) q[13],q[7];\nRxxyyzz(0.38619191775952044*pi,0.35258871137266157*pi,0.0*pi) q[10],q[8];\nRxxyyzz(0.37879419830411*pi,0.26978361727287625*pi,3.90509930942258*pi) q[11],q[14];\nu3(3.604422821196571*pi,3.2258004776251847*pi,1.5074626112059932*pi) q[1];\nu3(3.939097162352289*pi,-0.4276058413182364*pi,1.1210878823069566*pi) q[3];\nu3(3.7826705720889295*pi,2.003913475757066*pi,0.7479180686026071*pi) q[5];\nu3(3.617121978043292*pi,3.1324404201785514*pi,1.446418855465331*pi) q[6];\nu3(3.908266239712211*pi,1.2865581585894852*pi,2.2135954213374918*pi) q[7];\nu3(3.569916007048369*pi,0.22540989746257845*pi,2.281318232254866*pi) q[8];\nu3(3.3337190746771963*pi,0.8461625471586847*pi,3.8913636719494296*pi) q[9];\nu3(3.7066275048848545*pi,3.341395905854488*pi,3.9211164638575915*pi) q[10];\nu3(3.2686838044798368*pi,-0.48124231199367296*pi,1.3004685421720468*pi) q[11];\nu3(3.306267411441843*pi,2.3697150843314803*pi,1.2355937113538449*pi) q[12];\nu3(3.618085618562644*pi,1.6567771514400915*pi,2.411587092517472*pi) q[13];\nu3(3.626358550481107*pi,-0.386332774544471*pi,1.1281425791519388*pi) q[14];\nmeasure q[14] -> c[3];\nRxxyyzz(0.41325762655942*pi,0.22563704429225134*pi,0.12432869054243675*pi) q[5],q[0];\nRxxyyzz(0.30209696810744*pi,0.15267936887770195*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.39350673013059945*pi,0.22489025252538616*pi,3.8894260843671202*pi) q[10],q[6];\nRxxyyzz(0.3434117106984206*pi,0.15136700238895895*pi,0.0*pi) q[12],q[7];\nRxxyyzz(0.4196464000505795*pi,0.12105079853645381*pi,3.9259133605382903*pi) q[9],q[8];\nRxxyyzz(0.38811338222026337*pi,0.24961389290218428*pi,0.0*pi) q[11],q[13];\nu3(3.41773250474684*pi,2.845944103269861*pi,0.8825891354696767*pi) q[0];\nu3(0.7673338173485729*pi,3.1133250050090395*pi,4.361429809826479*pi) q[1];\nu3(1.1410106907422128*pi,0.49702468487235507*pi,0.952305438213199*pi) q[3];\nu3(3.427972762623436*pi,-0.15197373714459717*pi,1.8977507628136925*pi) q[5];\nu3(3.6850350388904145*pi,-0.0031055709741488746*pi,1.2489340422001596*pi) q[6];\nu3(1.5868015748919853*pi,3.105626664739482*pi,1.371648573366749*pi) q[7];\nu3(3.541293519692646*pi,-0.05315893484241885*pi,2.2008757344338137*pi) q[8];\nu3(3.7058051999727724*pi,3.287444145125709*pi,1.6495424800887477*pi) q[9];\nu3(3.7901112615091153*pi,2.7002253505148923*pi,2.4439275955134607*pi) q[10];\nu3(3.423275606438181*pi,0.49027428115035665*pi,1.0751504662588494*pi) q[11];\nu3(0.3355648904430953*pi,3.206113726201539*pi,0.9816041351316525*pi) q[12];\nu3(3.5454241368780783*pi,1.798535051150318*pi,1.619042227738767*pi) q[13];\nmeasure q[7] -> c[0];\nmeasure q[13] -> c[1];\nmeasure q[5] -> c[2];\nmeasure q[11] -> c[4];\nmeasure q[12] -> c[5];\nmeasure q[10] -> c[6];\nmeasure q[1] -> c[7];\nmeasure q[0] -> c[8];\nmeasure q[9] -> c[9];\nmeasure q[6] -> c[10];\nmeasure q[3] -> c[11];\nmeasure q[8] -> c[12];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.7600849573303408*pi,0.6094629518346029*pi,3.4665342223612834*pi) q[0];\nu3(3.344682279261127*pi,2.3226924163389544*pi,2.6172135439225634*pi) q[1];\nu3(3.2278004003372236*pi,3.4614755495730547*pi,1.070204877406038*pi) q[2];\nu3(3.6270305386807093*pi,0.5620352981832486*pi,0.960079594787536*pi) q[3];\nu3(3.118564599481489*pi,0.8676283017067157*pi,1.0568131063060706*pi) q[4];\nu3(3.5203881220792517*pi,2.769064449416538*pi,0.5935973721106227*pi) q[5];\nu3(3.7989725891601194*pi,3.259364935197021*pi,3.4228545705616074*pi) q[6];\nu3(3.975463825958262*pi,3.0673419055265008*pi,0.8544257717258055*pi) q[7];\nu3(3.6893128511034505*pi,3.4215238276204385*pi,1.4011411031124654*pi) q[8];\nu3(3.599985430030397*pi,0.33292848158979227*pi,1.4540996271938909*pi) q[9];\nu3(3.783325880600029*pi,2.9214647634157105*pi,1.0320928492048769*pi) q[10];\nu3(3.3321436669940674*pi,3.033590349644572*pi,2.4328012001200126*pi) q[11];\nu3(3.4865311844645483*pi,3.296346639159859*pi,1.35499804427244*pi) q[12];\nu3(3.5933063802828675*pi,3.2051262422998046*pi,2.240580782243128*pi) q[13];\nu3(3.266220188921463*pi,-0.2520592307208164*pi,1.779765277534712*pi) q[14];\nRxxyyzz(0.4387325876440795*pi,0.3646192968649369*pi,3.8988775099482798*pi) q[0],q[8];\nRxxyyzz(0.43409407066963107*pi,0.22903333213268945*pi,3.9322894710840313*pi) q[1],q[13];\nRxxyyzz(0.4479391310367802*pi,0.11183418762935582*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.41159348578334976*pi,0.2719747209769202*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.44699501195263003*pi,0.34728523478699647*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.4408996081892805*pi,0.32285168773592027*pi,0.08092463565567756*pi) q[7],q[12];\nRxxyyzz(0.33098163193416363*pi,0.2137621393835768*pi,0.0*pi) q[11],q[14];\nu3(3.6527722410219*pi,-0.2100218142221924*pi,1.2067178074378526*pi) q[0];\nu3(3.439189796513749*pi,3.47707268216654*pi,1.1009083683164418*pi) q[1];\nu3(3.2688621509626516*pi,-0.17302637931477227*pi,2.405919085296463*pi) q[2];\nu3(3.8357997202180107*pi,-0.4855774708244379*pi,0.5642110859673743*pi) q[4];\nu3(3.213956611465769*pi,3.0831318360781275*pi,4.4651826676797235*pi) q[5];\nu3(3.546592631535913*pi,1.1360580328147627*pi,1.6242646416505815*pi) q[6];\nu3(3.743932470971799*pi,-0.4592982468361261*pi,2.352456284934585*pi) q[7];\nu3(3.7890788783243083*pi,3.3986615036262426*pi,1.3548237233035085*pi) q[8];\nu3(3.5109719927255507*pi,0.5151732392840633*pi,1.6570053402054428*pi) q[9];\nu3(3.2581887084723986*pi,1.351353828907155*pi,0.6287770805898383*pi) q[10];\nu3(3.336484254198056*pi,0.5660799762478079*pi,4.074796443222522*pi) q[11];\nu3(3.5393640986423938*pi,3.3485774095571434*pi,2.6546418148747453*pi) q[12];\nu3(3.6357675164073893*pi,-0.011657027472236903*pi,2.145384215241502*pi) q[13];\nu3(3.199608380823305*pi,2.8098945497306684*pi,0.811827376206166*pi) q[14];\nRxxyyzz(0.4078902650324109*pi,0.0618817022285274*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.4318005012651628*pi,0.0819204127957871*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.4260009728390401*pi,0.10973700936242752*pi,3.9166942217241196*pi) q[3],q[12];\nRxxyyzz(0.4490974279787204*pi,0.15393090298851175*pi,0.09850486085060563*pi) q[4],q[7];\nRxxyyzz(0.30654402301034*pi,0.16351492287861014*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.45411686521517963*pi,0.2243433576375078*pi,0.07974027127046848*pi) q[8],q[14];\nu3(3.852333064095768*pi,2.495819567040277*pi,0.9508113719257689*pi) q[0];\nu3(3.501770570765961*pi,0.9517379502335599*pi,0.9563814303267756*pi) q[2];\nu3(3.233219028585456*pi,2.7485027394709904*pi,0.7808915625240012*pi) q[3];\nu3(3.5210041153219875*pi,-0.3961856964155288*pi,3.413412014125085*pi) q[4];\nu3(3.542932306047674*pi,1.3610832779501567*pi,0.6197500019698423*pi) q[5];\nu3(3.337649203656628*pi,0.027336854267726363*pi,3.4014432072002574*pi) q[7];\nu3(3.4920518593639915*pi,-0.3045630370585751*pi,4.083864099206191*pi) q[8];\nu3(3.1517299381089114*pi,0.3318478755420302*pi,1.7758715361522295*pi) q[9];\nu3(3.5336677182702063*pi,3.230837559738343*pi,0.5012634254347423*pi) q[10];\nu3(3.2883560478043177*pi,3.498232429307666*pi,1.8941887258172883*pi) q[11];\nu3(3.690783850766559*pi,-0.40639399435736*pi,1.756257820961549*pi) q[12];\nu3(3.592208425393935*pi,-0.48699759413006904*pi,2.590925449361908*pi) q[14];\nRxxyyzz(0.3125943928804903*pi,0.21060027143332194*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.3258027901027401*pi,0.1692006433747748*pi,0.10020235412830303*pi) q[1],q[5];\nRxxyyzz(0.38159416195945*pi,0.18532580624363054*pi,3.93109315216417*pi) q[14],q[2];\nRxxyyzz(0.3538982558006101*pi,0.13641463235064855*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.3918102546452995*pi,0.23331330597323063*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.36424217380237955*pi,0.23492151807939*pi,0.0*pi) q[8],q[13];\nRxxyyzz(0.29993908754627996*pi,0.18135232048707295*pi,0.0*pi) q[9],q[11];\nu3(3.359908170837463*pi,2.4536319397580035*pi,1.7486417205443319*pi) q[0];\nu3(3.5130254221994632*pi,2.6666608539134176*pi,1.6810659971238704*pi) q[1];\nu3(3.7560668241062807*pi,0.6873371184159767*pi,1.1756003600852987*pi) q[2];\nu3(3.5115980979692165*pi,0.14084505198058173*pi,1.1995228133639617*pi) q[3];\nu3(3.5542464042035786*pi,0.02429966586873611*pi,1.888302707602698*pi) q[4];\nu3(3.7353498238241887*pi,2.3902829924527156*pi,3.9821421164723185*pi) q[5];\nu3(3.3994148436122185*pi,1.6752386150113967*pi,1.4468113027881266*pi) q[6];\nu3(3.675559081101028*pi,0.8142181536904305*pi,1.0564150234924066*pi) q[7];\nu3(3.8716038513794238*pi,3.402711950964373*pi,1.098380988586046*pi) q[8];\nu3(3.657650657944272*pi,-0.15588287310569837*pi,0.9344580203141453*pi) q[9];\nu3(3.4892070387173937*pi,-0.10457254889461731*pi,4.076735990151056*pi) q[11];\nu3(3.645890751603873*pi,2.476243725548185*pi,2.126165339726808*pi) q[12];\nu3(3.338161760614843*pi,-0.10384122978133803*pi,3.986145943339677*pi) q[13];\nu3(3.8365075794040195*pi,1.4053030371147437*pi,0.5848191878891957*pi) q[14];\nRxxyyzz(0.40263816812451986*pi,0.283747332087151*pi,3.82218440207836*pi) q[11],q[0];\nRxxyyzz(0.42597209909768996*pi,0.2593291187849567*pi,0.07565553339743747*pi) q[1],q[7];\nRxxyyzz(0.3066232859652698*pi,0.13973564571989794*pi,0.08345480465647714*pi) q[13],q[2];\nRxxyyzz(0.3737960065564595*pi,0.2830346477786079*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.47028283782016*pi,0.4261459603084622*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.4482464337996999*pi,0.3518646454647118*pi,3.9091617739764803*pi) q[9],q[6];\nRxxyyzz(0.4392918053826196*pi,0.14585314112154313*pi,0.0*pi) q[10],q[8];\nu3(3.503134480539076*pi,2.3236095283154814*pi,2.297631368284931*pi) q[0];\nu3(3.5317747308191043*pi,2.3298018478619102*pi,0.8977982945402188*pi) q[1];\nu3(3.1855155201661653*pi,2.142459773702574*pi,4.2481169176917035*pi) q[2];\nu3(3.543880954211552*pi,3.227038332907812*pi,4.192117033216349*pi) q[3];\nu3(3.288858321235792*pi,3.1226270421337317*pi,0.7447905329261957*pi) q[4];\nu3(3.8878377228347376*pi,0.021936361814347882*pi,1.8346762282025466*pi) q[6];\nu3(3.6316056458361397*pi,3.3820392697904387*pi,4.267480711532652*pi) q[7];\nu3(3.357800895341864*pi,0.8655375666673635*pi,1.093291615019122*pi) q[8];\nu3(3.3480568298737916*pi,3.325651972850954*pi,2.0737234870432797*pi) q[9];\nu3(3.4748121254595272*pi,0.7630144123158917*pi,1.3026431874989606*pi) q[10];\nu3(3.5010538536732727*pi,-0.34797580110371806*pi,1.8521932354905368*pi) q[11];\nu3(3.4261346124993812*pi,3.2269752470552815*pi,3.2042813528464675*pi) q[12];\nu3(3.4885749394330174*pi,3.3700743400753583*pi,2.205422797504681*pi) q[13];\nu3(3.8389697401175638*pi,-0.11457064076985735*pi,2.37851390326262*pi) q[14];\nRxxyyzz(0.2997534110937648*pi,0.1673558763595011*pi,0.08387678002709897*pi) q[9],q[0];\nRxxyyzz(0.4089412176675401*pi,0.2158051131588526*pi,3.910215102915171*pi) q[1],q[6];\nRxxyyzz(0.38948272192110134*pi,0.28001436408095703*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.27265876180632026*pi,0.2181580240538441*pi,3.82811117350388*pi) q[11],q[4];\nRxxyyzz(0.4086410560508822*pi,0.15324892021966854*pi,3.953514572007803*pi) q[7],q[14];\nu3(3.783093986038341*pi,-0.2543532876087602*pi,1.4741622679679298*pi) q[0];\nu3(3.2686523604186846*pi,0.4557479756721543*pi,0.8032826264026762*pi) q[1];\nu3(3.6504774575206635*pi,-0.2541810955374662*pi,2.301131107400142*pi) q[3];\nu3(3.543627855468958*pi,3.2059131251539763*pi,4.311007455030063*pi) q[4];\nu3(3.975252627480136*pi,2.081988624367958*pi,2.0747312569159297*pi) q[5];\nu3(3.4821685294212705*pi,-0.35038961470448876*pi,1.7871141804992952*pi) q[6];\nu3(3.811310817633572*pi,0.6101280150373756*pi,2.238631715748758*pi) q[7];\nu3(3.6641213722214077*pi,2.9054282098764372*pi,4.212271386815221*pi) q[9];\nu3(3.6666432207126967*pi,2.6137540876809937*pi,1.187510841535869*pi) q[11];\nu3(3.545652848641561*pi,1.9850659075014572*pi,2.149459912296301*pi) q[14];\nRxxyyzz(0.40351289509714944*pi,0.3154631308485491*pi,3.7943845112513994*pi) q[1],q[3];\nRxxyyzz(0.43439369534433053*pi,0.23301970757720158*pi,0.051047811002041824*pi) q[5],q[2];\nRxxyyzz(0.3921090154562755*pi,0.20482916402080786*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.4274308157756398*pi,0.28458467553476485*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.2957444849264503*pi,0.1253865967279304*pi,0.083727755873376*pi) q[9],q[10];\nRxxyyzz(0.36818900471766214*pi,0.1890094802875375*pi,0.0*pi) q[11],q[13];\nu3(3.0636251873686957*pi,1.9233966645733416*pi,0.7391659608976457*pi) q[1];\nu3(3.403800486564824*pi,2.9299410528763983*pi,0.5419317678655572*pi) q[2];\nu3(3.2682746929591935*pi,1.0144640774194527*pi,2.193825137314689*pi) q[3];\nu3(3.1767904757969143*pi,0.5509489079273047*pi,0.9339077016919556*pi) q[4];\nu3(3.8410974689811406*pi,2.5949929017013913*pi,4.120904407924127*pi) q[5];\nu3(3.5082727255378363*pi,0.2564540921163516*pi,4.27752363311805*pi) q[6];\nu3(3.414405354761076*pi,0.2560097506714224*pi,0.7846164039650517*pi) q[8];\nu3(3.5133396161940147*pi,-0.28240903346057*pi,3.31716645159438*pi) q[9];\nu3(3.4872238377392444*pi,-0.4670773046840347*pi,1.306031427447901*pi) q[10];\nu3(3.3945226361242624*pi,-0.24137906785868657*pi,1.669606552284125*pi) q[11];\nu3(3.453911947896204*pi,3.4575403473404434*pi,0.5534492400835447*pi) q[12];\nu3(3.627696635480815*pi,0.8979228860532884*pi,1.1559907496034478*pi) q[13];\nRxxyyzz(0.34194738191225066*pi,0.2439797551423215*pi,3.8618757308891105*pi) q[1],q[0];\nRxxyyzz(0.4165686713519001*pi,0.2890404380759553*pi,3.909118449996381*pi) q[12],q[2];\nRxxyyzz(0.44090963004644934*pi,0.3016797842652887*pi,0.1390795742660566*pi) q[3],q[6];\nRxxyyzz(0.41545331016064985*pi,0.2315939174940201*pi,0.0871454023376988*pi) q[13],q[7];\nRxxyyzz(0.4665208887544149*pi,0.32002743840406234*pi,0.0*pi) q[11],q[14];\nu3(3.2560180710670674*pi,0.5405315314874406*pi,0.9998961268643809*pi) q[0];\nu3(3.324146237474793*pi,2.649675835041273*pi,3.9656000730317804*pi) q[1];\nu3(3.126866025085741*pi,-0.18581289392854006*pi,1.912908879678961*pi) q[2];\nu3(3.3977501192465045*pi,0.8245512033673448*pi,4.05177698272567*pi) q[3];\nu3(3.346468882009635*pi,3.3084885626633396*pi,3.2994764407646255*pi) q[6];\nu3(3.514493174160912*pi,2.054989808132338*pi,0.5792708331416183*pi) q[7];\nu3(3.5294199584970682*pi,3.3473682186529894*pi,0.7621724042971747*pi) q[11];\nu3(3.446387316346548*pi,-0.059748608321902985*pi,1.7183328179231316*pi) q[12];\nu3(3.243037945795844*pi,1.0391238576360955*pi,4.101782497467877*pi) q[13];\nu3(3.5941645156317565*pi,1.4636686076897565*pi,1.4451711401667704*pi) q[14];\nRxxyyzz(0.36845471320703294*pi,0.12831072808578803*pi,0.0*pi) q[9],q[0];\nRxxyyzz(0.4138461363160903*pi,0.21379871598551636*pi,0.1241570256790761*pi) q[1],q[5];\nRxxyyzz(0.3812692576315495*pi,0.17863891630152517*pi,0.0*pi) q[4],q[2];\nRxxyyzz(0.2704284896942798*pi,0.14707427455230804*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.38616530505977*pi,0.27106049106475627*pi,0.18268319726281138*pi) q[6],q[7];\nRxxyyzz(0.37953802318889973*pi,0.25604806696433524*pi,0.18231717597792826*pi) q[13],q[8];\nRxxyyzz(0.4511868601979404*pi,0.23092627271000432*pi,0.17239549030693965*pi) q[10],q[12];\nu3(3.423368495568019*pi,0.3545602752865582*pi,1.53313398774357*pi) q[0];\nu3(3.655276871700387*pi,-0.25560812620905315*pi,3.810710227335928*pi) q[1];\nu3(3.943882492219181*pi,0.005985775413613781*pi,2.1476273141211295*pi) q[2];\nu3(3.511343850486246*pi,0.3240709347972268*pi,0.7982767960176775*pi) q[3];\nu3(3.3521481657215877*pi,-0.4758580780604207*pi,4.370372850165701*pi) q[4];\nu3(3.2147333447043724*pi,1.713452898988717*pi,0.5882225783316724*pi) q[5];\nu3(3.42510548071321*pi,-0.30166963490003673*pi,2.001727086334487*pi) q[6];\nu3(3.6213071249499453*pi,-0.4720158031348646*pi,1.134112899165178*pi) q[7];\nu3(3.671926306871198*pi,3.4472202381054684*pi,3.6262763488533754*pi) q[8];\nu3(3.615744290551011*pi,0.030742235519860328*pi,2.314002356745947*pi) q[9];\nu3(3.836368713331911*pi,-0.47698536869019004*pi,2.6660800900477923*pi) q[10];\nu3(3.5292921068533243*pi,1.9034400436987808*pi,0.5653609868089788*pi) q[12];\nu3(3.545378386206919*pi,2.76090282237229*pi,1.710836948028353*pi) q[13];\nu3(3.5899816564085194*pi,0.7552255260214873*pi,0.7445610294637408*pi) q[14];\nRxxyyzz(0.4073244407250599*pi,0.2610340033153917*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.4167306931644802*pi,0.29259796423962503*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.45355819685797694*pi,0.363212293944271*pi,3.7819159821825576*pi) q[8],q[4];\nRxxyyzz(0.4047928358244403*pi,0.3238393518135972*pi,0.10671635097678381*pi) q[5],q[12];\nRxxyyzz(0.19079218206110948*pi,0.09092614097026908*pi,0.0*pi) q[7],q[14];\nRxxyyzz(0.3543958612685393*pi,0.10397710211297106*pi,0.0*pi) q[10],q[11];\nu3(3.5131896663638367*pi,2.930600826544621*pi,2.3366660212990427*pi) q[0];\nu3(3.597520236125497*pi,3.1744994883734563*pi,3.89241817027683*pi) q[1];\nu3(3.172078620696508*pi,0.9830326950673434*pi,1.5320720502387286*pi) q[2];\nu3(3.1965018767914346*pi,2.7852275290609025*pi,0.9381160958539926*pi) q[4];\nu3(3.578805692277632*pi,3.23497091622845*pi,2.017042046083409*pi) q[5];\nu3(3.6188048880285177*pi,3.1114957549913864*pi,3.680630263593025*pi) q[7];\nu3(3.637096169202929*pi,0.6618669120550111*pi,1.724810073910407*pi) q[8];\nu3(3.106393420758707*pi,0.7873445381904185*pi,1.2828705687511959*pi) q[10];\nu3(3.4234069918876595*pi,0.5517108219800799*pi,0.9814768845967803*pi) q[11];\nu3(3.7538075121037706*pi,2.816334946978954*pi,0.5335621934968247*pi) q[12];\nu3(3.837539440158397*pi,-0.4153983162456582*pi,1.8332247932628611*pi) q[13];\nu3(3.7718830879070633*pi,2.806380781206361*pi,4.427526450253938*pi) q[14];\nRxxyyzz(0.37746539482012076*pi,0.12910531141332615*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.4309365494372699*pi,0.16015870012545919*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.43341054249611993*pi,0.22829970710147587*pi,3.8619696287436796*pi) q[10],q[2];\nRxxyyzz(0.3927402523812197*pi,0.24647389853444734*pi,3.841599559009261*pi) q[13],q[5];\nRxxyyzz(0.38589795906232016*pi,0.2261658103701032*pi,0.0*pi) q[8],q[7];\nRxxyyzz(0.39745682837431984*pi,0.23219198998853607*pi,0.0*pi) q[9],q[11];\nu3(3.501271294822332*pi,1.0971106471124399*pi,1.361680627353612*pi) q[0];\nu3(3.3070272411071233*pi,1.6338270052003763*pi,1.407405458468849*pi) q[1];\nu3(3.4939660546433533*pi,0.3173058874993768*pi,0.6339443139404208*pi) q[2];\nu3(3.3166046667472218*pi,1.1818895177870337*pi,0.7603586205428892*pi) q[5];\nu3(3.6267619566161233*pi,0.05168443719579707*pi,0.5370796780232215*pi) q[6];\nu3(3.220870995883775*pi,0.6220695339196909*pi,0.7695434609883571*pi) q[7];\nu3(3.334453377254756*pi,-0.24615943373484472*pi,0.9270557889476737*pi) q[8];\nu3(3.206888042617708*pi,1.0253229185767154*pi,1.3390195532035603*pi) q[9];\nu3(3.5776843462804018*pi,0.0966159353984366*pi,1.151287763814983*pi) q[10];\nu3(3.336379686891708*pi,2.9818524601744665*pi,1.230091391412302*pi) q[11];\nu3(3.6955966739551824*pi,2.3321630075335706*pi,1.3701229036074682*pi) q[12];\nu3(3.3910846856648345*pi,2.8963082713898625*pi,1.2966635540288043*pi) q[13];\nRxxyyzz(0.43780144333297033*pi,0.2188501138033049*pi,3.955184126487099*pi) q[3],q[0];\nRxxyyzz(0.40183338091907206*pi,0.15612447518017092*pi,0.0*pi) q[12],q[2];\nRxxyyzz(0.40325042249942966*pi,0.19857802550029924*pi,0.0*pi) q[6],q[4];\nRxxyyzz(0.41650941899118*pi,0.26518254781001893*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.3062262023778599*pi,0.19201421511558125*pi,0.09336824191853133*pi) q[10],q[11];\nRxxyyzz(0.43140353729467945*pi,0.32878591147933717*pi,0.04399624647337823*pi) q[13],q[14];\nu3(3.571018422826962*pi,0.4756495316707997*pi,2.300884442864742*pi) q[0];\nu3(3.3725233940598778*pi,-0.44335517422633686*pi,1.3463766248039186*pi) q[2];\nu3(3.7150227957162274*pi,3.3089939185716015*pi,1.4414581922483947*pi) q[3];\nu3(3.7049641921630867*pi,-0.29535237095961675*pi,1.8128518233284951*pi) q[4];\nu3(3.308522065375895*pi,3.400007009683088*pi,2.074183619480987*pi) q[5];\nu3(3.6200193356058064*pi,-0.18786886771799127*pi,1.804212795574013*pi) q[6];\nu3(3.750501897376551*pi,2.2860094068426378*pi,2.306155839301467*pi) q[9];\nu3(3.38981952836554*pi,-0.39069216668409545*pi,1.1280492924457273*pi) q[10];\nu3(3.80687124316936*pi,3.278417697564348*pi,2.8724262381631442*pi) q[11];\nu3(3.6370499970627237*pi,3.085058014598534*pi,0.5488470002068265*pi) q[12];\nu3(3.2403276270036723*pi,-0.3539424410095508*pi,3.9919060194274136*pi) q[13];\nu3(3.9410541894612625*pi,2.882333381043642*pi,3.977532400732774*pi) q[14];\nRxxyyzz(0.4597885102137802*pi,0.19573156716354845*pi,0.0*pi) q[0],q[4];\nRxxyyzz(0.3219115112413503*pi,0.30258037417944994*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.37534462771581945*pi,0.3344472760316205*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.3987657398475198*pi,0.354659605318564*pi,3.9358864609370507*pi) q[13],q[5];\nRxxyyzz(0.4308263017339302*pi,0.07316161195548265*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.329994580996102*pi,0.15130944512009592*pi,0.0*pi) q[7],q[10];\nu3(3.7021078418916655*pi,3.326253961581434*pi,3.7519336867177624*pi) q[0];\nu3(3.5882740349232423*pi,2.945620227122018*pi,0.6859419318568547*pi) q[1];\nu3(3.692447052769883*pi,1.2617359848324932*pi,1.3699675784384964*pi) q[3];\nu3(3.642004008198105*pi,3.0922269355296335*pi,1.5116776886965848*pi) q[4];\nu3(3.400944568161439*pi,1.1605159125104216*pi,2.337878976623272*pi) q[5];\nu3(3.439023280726233*pi,-0.37171717762949064*pi,1.0644938771170986*pi) q[6];\nu3(3.678220268105258*pi,-0.2809307774943921*pi,2.841301809515312*pi) q[7];\nu3(3.67197915581873*pi,2.1910266867023602*pi,2.1809186051531793*pi) q[9];\nu3(3.4764939435979327*pi,-0.37559328530969416*pi,4.367141667966908*pi) q[10];\nu3(3.765008085850768*pi,1.8264177621918622*pi,1.483477687627524*pi) q[11];\nu3(3.5787299412738913*pi,2.8522762474947165*pi,1.6110805428132524*pi) q[13];\nu3(3.7254549784411854*pi,2.8956981194161906*pi,2.188874530485851*pi) q[14];\nRxxyyzz(0.3851855295148907*pi,0.19247490023219793*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.35256451637580977*pi,0.13902116753089144*pi,3.884458916288235*pi) q[1],q[5];\nRxxyyzz(0.37873411183384986*pi,0.07960535314613117*pi,3.94389092537301*pi) q[10],q[2];\nRxxyyzz(0.43789820969638016*pi,0.225108525834677*pi,0.0*pi) q[8],q[3];\nRxxyyzz(0.45246931364285026*pi,0.23452033974199354*pi,3.90344245019146*pi) q[7],q[4];\nRxxyyzz(0.3656191073731198*pi,0.15370162938057977*pi,0.06422988827803518*pi) q[13],q[9];\nRxxyyzz(0.33882007783945933*pi,0.26570845945144406*pi,3.9137661946005*pi) q[11],q[12];\nu3(3.3507646696030866*pi,1.5722353190058058*pi,1.5536543323251608*pi) q[0];\nu3(3.8453671573426385*pi,1.007785939116192*pi,0.6317702216979103*pi) q[1];\nu3(3.587795447201891*pi,2.681269893149805*pi,0.7616190397295322*pi) q[2];\nu3(3.7496701759238817*pi,2.870205256217642*pi,0.5833146474529061*pi) q[3];\nu3(3.5742803084890213*pi,0.32093035392488867*pi,1.3122746440284252*pi) q[4];\nu3(3.2531718830720804*pi,0.11730552825387419*pi,4.274188971448135*pi) q[5];\nu3(3.6494342278620615*pi,3.4458787312314567*pi,1.2451925919494253*pi) q[7];\nu3(3.3765635386453114*pi,1.210526390356474*pi,1.3090913434886422*pi) q[8];\nu3(3.265198794116404*pi,1.1402684506990277*pi,0.5318334715823517*pi) q[9];\nu3(3.381479984943727*pi,0.8954664409849731*pi,2.2113320301184602*pi) q[10];\nu3(3.901978378654576*pi,2.989257401445387*pi,2.3397148463106836*pi) q[11];\nu3(3.0264255807376683*pi,2.5665242307668006*pi,2.0558706979935466*pi) q[12];\nu3(3.792751127180169*pi,1.2684610646886156*pi,0.7802028069933539*pi) q[13];\nu3(3.3881891506427624*pi,3.201727187405539*pi,4.294115305956972*pi) q[14];\nRxxyyzz(0.3753331076250395*pi,0.19928966115912547*pi,0.15972206564333297*pi) q[1],q[14];\nRxxyyzz(0.39403612582515946*pi,0.21644279225484941*pi,3.8354094301587502*pi) q[7],q[2];\nRxxyyzz(0.42494388509892034*pi,0.24250016946562813*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.44311967435791977*pi,0.10618761149719902*pi,0.0*pi) q[10],q[4];\nRxxyyzz(0.2692858512099301*pi,0.18290821202373353*pi,0.11548244590495749*pi) q[6],q[13];\nRxxyyzz(0.3963674700606802*pi,0.21122411325919366*pi,0.0*pi) q[8],q[11];\nu3(3.226113393512109*pi,-0.37961350648144787*pi,4.063407640328064*pi) q[1];\nu3(3.528015984977816*pi,2.4704118649113442*pi,0.7525416560850013*pi) q[2];\nu3(3.6566601576873383*pi,-0.0025144552306688994*pi,0.7574360630781847*pi) q[3];\nu3(3.14031326173141*pi,0.5286711036656153*pi,2.3698386187516176*pi) q[4];\nu3(3.2957447843088827*pi,0.07261107960268987*pi,4.32188565689926*pi) q[6];\nu3(3.443235494052776*pi,3.3863468347755283*pi,1.0128886530468661*pi) q[7];\nu3(3.2770710603249746*pi,0.7684225217205995*pi,0.8500388497069165*pi) q[8];\nu3(3.194663823588171*pi,0.4543516315889625*pi,1.6450497824454096*pi) q[10];\nu3(3.391766809164617*pi,-0.19522912062726994*pi,3.979694040397179*pi) q[11];\nu3(3.619637287955669*pi,0.007293955448503975*pi,1.9620304991660782*pi) q[12];\nu3(3.681899856830598*pi,3.2325961517570336*pi,1.611729542585564*pi) q[13];\nu3(3.159097268037584*pi,-0.03733734401037703*pi,1.8685363801694705*pi) q[14];\nmeasure q[1] -> c[1];\nmeasure q[14] -> c[6];\nmeasure q[4] -> c[13];\nRxxyyzz(0.44187232480507005*pi,0.2607952749987882*pi,3.907049578821*pi) q[0],q[12];\nRxxyyzz(0.43558722559656*pi,0.23090751388111497*pi,3.8413998766797897*pi) q[3],q[2];\nRxxyyzz(0.3932307657072601*pi,0.13255033201425004*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.3672452451660002*pi,0.2667332030659582*pi,3.8751726084098*pi) q[6],q[8];\nRxxyyzz(0.43621730728687*pi,0.25685152262490485*pi,0.0*pi) q[9],q[11];\nRxxyyzz(0.4657447197217297*pi,0.28302438410767305*pi,0.0*pi) q[13],q[10];\nu3(3.378329540237541*pi,1.1674967217275518*pi,0.6825175864892534*pi) q[0];\nu3(3.524616442089757*pi,0.14659213761508183*pi,1.248370376652623*pi) q[2];\nu3(3.6641801582813454*pi,0.23706555601579604*pi,1.087531835582131*pi) q[3];\nu3(3.591658283864126*pi,2.4754541374401637*pi,1.5339962398620361*pi) q[5];\nu3(3.422449800464879*pi,0.7508140704436799*pi,1.2990162174453308*pi) q[6];\nu3(3.325865423913661*pi,1.1716567529439654*pi,1.8732457581359194*pi) q[7];\nu3(3.987860074049844*pi,0.6179190618349808*pi,1.2045054517929623*pi) q[8];\nu3(3.5564117082182714*pi,0.023259032008821512*pi,2.0318816431531537*pi) q[9];\nu3(3.8676566593886768*pi,-0.09002061259035843*pi,1.1459626175985291*pi) q[10];\nu3(3.89584367327112*pi,1.1602876056741271*pi,1.8075885147777548*pi) q[11];\nu3(3.383730269314805*pi,1.392938188837479*pi,1.2396241408373094*pi) q[12];\nu3(3.3009307973458673*pi,-0.06937316016859141*pi,1.219806964636289*pi) q[13];\nmeasure q[6] -> c[0];\nmeasure q[10] -> c[2];\nmeasure q[8] -> c[3];\nmeasure q[9] -> c[4];\nmeasure q[3] -> c[5];\nmeasure q[0] -> c[7];\nmeasure q[13] -> c[8];\nmeasure q[5] -> c[9];\nmeasure q[7] -> c[10];\nmeasure q[11] -> c[11];\nmeasure q[2] -> c[12];\nmeasure q[12] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.180799165944898*pi,2.718964453325162*pi,3.69533871140451*pi) q[0];\nu3(3.3421677259171476*pi,3.0131098069037194*pi,1.7142236383575824*pi) q[1];\nu3(3.0572662610425763*pi,2.9452445273824646*pi,1.0662733775297015*pi) q[2];\nu3(3.447497214019692*pi,2.614242265435819*pi,1.2171423418086613*pi) q[3];\nu3(3.4511569405133034*pi,-0.2296636988549251*pi,2.992139602594853*pi) q[4];\nu3(3.171892429928426*pi,2.2780403080841096*pi,2.242252772099987*pi) q[5];\nu3(3.5619945249211233*pi,3.176400966915088*pi,0.6298261842127033*pi) q[6];\nu3(3.528888259117795*pi,2.205607068391303*pi,3.6909988969139027*pi) q[7];\nu3(3.360477841891676*pi,3.4762487835393694*pi,1.945009351743678*pi) q[8];\nu3(3.5969285375080955*pi,2.693137250970443*pi,1.1640556184856856*pi) q[9];\nu3(3.6071553252176183*pi,0.007969477714312556*pi,0.7772844868445613*pi) q[10];\nu3(3.5733848394305388*pi,0.03451124107003756*pi,3.926475491712231*pi) q[11];\nu3(3.798285810761282*pi,3.280778286173394*pi,2.9697010706522993*pi) q[12];\nu3(3.501213363344051*pi,0.12731442929157488*pi,1.3295007821427636*pi) q[13];\nu3(3.792220172539127*pi,2.7612735809478854*pi,1.4369604540325955*pi) q[14];\nRxxyyzz(0.4209293752492601*pi,0.317904884075888*pi,3.86201417113128*pi) q[0],q[11];\nRxxyyzz(0.4208212074129696*pi,0.2453168552657191*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.3971295520594503*pi,0.15838476930409026*pi,3.95284750610235*pi) q[2],q[7];\nRxxyyzz(0.45101324251855957*pi,0.4269218556469624*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.44308002941036984*pi,0.23540142021894406*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.41103789270627994*pi,0.3009725622314279*pi,3.75603178442124*pi) q[6],q[8];\nRxxyyzz(0.3818671255715001*pi,0.2448994425472315*pi,0.07497159787148334*pi) q[12],q[13];\nu3(3.4938104739555977*pi,0.15196666560648353*pi,1.3469599293531247*pi) q[0];\nu3(3.1829775283533*pi,-0.12474010603489394*pi,2.2696079682760577*pi) q[1];\nu3(3.596295326022373*pi,3.02129435700383*pi,1.30915469930659*pi) q[2];\nu3(3.6160208001081635*pi,1.2592800686603605*pi,4.315432945266103*pi) q[3];\nu3(3.6962180582111817*pi,-0.13091997779726838*pi,1.0572070320558367*pi) q[4];\nu3(3.8197102115107975*pi,0.32349605066155374*pi,1.4832789102291408*pi) q[6];\nu3(3.5958548061888163*pi,3.4949840331205095*pi,1.1799596662815643*pi) q[7];\nu3(3.6154597627716143*pi,0.614325875288062*pi,1.7244901704168663*pi) q[8];\nu3(3.936696820458736*pi,-0.4388276006083242*pi,1.349896050293967*pi) q[9];\nu3(3.1924872722801982*pi,3.1230315976788727*pi,4.253272886479542*pi) q[10];\nu3(3.335194732167384*pi,2.9595465847368794*pi,0.6758327153225361*pi) q[11];\nu3(3.281906348094469*pi,2.449913336105977*pi,4.445391930470629*pi) q[12];\nu3(3.616527412511406*pi,3.2687200474996185*pi,3.8558062171310516*pi) q[13];\nu3(3.5609278917474985*pi,2.7846129344626047*pi,1.3125027525454263*pi) q[14];\nRxxyyzz(0.4872257052930259*pi,0.250361969038039*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.4613939702111943*pi,0.2555658824884355*pi,0.0*pi) q[1],q[5];\nRxxyyzz(0.3619637080764101*pi,0.17041177206376498*pi,0.13356930409239354*pi) q[2],q[14];\nRxxyyzz(0.2901727017574701*pi,0.12172280857549711*pi,0.0*pi) q[13],q[3];\nRxxyyzz(0.422733694235101*pi,0.17388891023830255*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.4680889980219095*pi,0.3203737055245979*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.38848605071342934*pi,0.15577336161594113*pi,0.08661204473454281*pi) q[9],q[12];\nu3(3.092432882631144*pi,0.6108295301815949*pi,1.8513016948372867*pi) q[0];\nu3(3.206455641114921*pi,2.6345915650285328*pi,0.7784540453609259*pi) q[1];\nu3(3.575120238627585*pi,0.15691253656513715*pi,4.4056665604329615*pi) q[2];\nu3(3.5379766119400227*pi,-0.015630040890900032*pi,2.176740707407366*pi) q[3];\nu3(3.317016685006893*pi,0.29582095826014354*pi,0.7638712215575433*pi) q[4];\nu3(3.749764748031375*pi,0.6416450302408649*pi,1.9683009358154324*pi) q[5];\nu3(3.6597491805923728*pi,0.8105026209061332*pi,1.5543917595959669*pi) q[6];\nu3(3.7963336956700617*pi,3.048467590607011*pi,2.0513997611224393*pi) q[7];\nu3(3.821535555640724*pi,1.875481057586319*pi,0.5757524211776653*pi) q[9];\nu3(3.0507596503386605*pi,-0.3699193632294264*pi,2.1429635082445113*pi) q[10];\nu3(3.521664451352708*pi,-0.00878733737873677*pi,0.8384485514849125*pi) q[11];\nu3(3.6417372291633585*pi,3.462556013125169*pi,1.8095129374379813*pi) q[12];\nu3(3.033685861621653*pi,3.4757171899131443*pi,1.8392858636468894*pi) q[13];\nu3(3.7198783428648325*pi,2.0030219998201124*pi,0.5564944995594265*pi) q[14];\nRxxyyzz(0.43790382052541965*pi,0.2642777642700307*pi,0.13991285732489442*pi) q[0],q[3];\nRxxyyzz(0.3385330651934002*pi,0.22914387076735843*pi,0.0*pi) q[2],q[1];\nRxxyyzz(0.39082607577904016*pi,0.3397107706848921*pi,0.10602393535806055*pi) q[6],q[4];\nRxxyyzz(0.4018142820964803*pi,0.2404871832923422*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.2901135910860704*pi,0.08698723532890806*pi,3.9431020268341*pi) q[9],q[10];\nRxxyyzz(0.43617868292031936*pi,0.10950586714532184*pi,0.0*pi) q[14],q[11];\nRxxyyzz(0.4493493381063305*pi,0.2640320542030381*pi,0.0*pi) q[12],q[13];\nu3(3.1328066252331603*pi,3.14617499747737*pi,1.1202151703855856*pi) q[0];\nu3(3.2008819616679016*pi,2.861664613117622*pi,1.3214972535459875*pi) q[1];\nu3(3.596639493759484*pi,0.8768175380004049*pi,1.2618386673996524*pi) q[2];\nu3(3.4822371857502805*pi,0.6814102568916132*pi,0.514860584363872*pi) q[3];\nu3(3.391859772131396*pi,0.10133069749473911*pi,3.1396269723622217*pi) q[4];\nu3(3.7394462352756133*pi,3.2895868084582833*pi,2.385417423584424*pi) q[5];\nu3(3.5093018269491942*pi,0.6382302593520859*pi,1.0957913292271935*pi) q[6];\nu3(3.66020838037251*pi,-0.0063554738625559715*pi,1.730084968224158*pi) q[7];\nu3(3.451896020942342*pi,0.18904913310747906*pi,1.790063956766996*pi) q[9];\nu3(3.482584230845178*pi,-0.3513449485253344*pi,0.7624377097931387*pi) q[10];\nu3(3.3336959268516133*pi,-0.42504470789477156*pi,2.01434623852371*pi) q[11];\nu3(3.5426723628473065*pi,0.13425374268207446*pi,0.9256611092271134*pi) q[12];\nu3(3.6898014402594916*pi,3.1895547586567434*pi,1.5541769502508735*pi) q[13];\nu3(3.7994789346148896*pi,3.0102479907779003*pi,4.212398246643243*pi) q[14];\nRxxyyzz(0.4373561680778497*pi,0.2036130458611638*pi,0.0*pi) q[1],q[0];\nRxxyyzz(0.4503925489031798*pi,0.3055015016849132*pi,3.8992948072272497*pi) q[5],q[2];\nRxxyyzz(0.4582219602354396*pi,0.33224652285738354*pi,3.90276389268637*pi) q[4],q[3];\nRxxyyzz(0.42156170099808965*pi,0.270176986556968*pi,0.0*pi) q[7],q[14];\nRxxyyzz(0.35461465089655964*pi,0.275335645598656*pi,0.04013982328633947*pi) q[8],q[12];\nRxxyyzz(0.2516608917010601*pi,0.1011723373247887*pi,0.0*pi) q[9],q[13];\nRxxyyzz(0.42921387849043047*pi,0.19233208398931645*pi,0.0*pi) q[11],q[10];\nu3(3.214493313239477*pi,2.727758535326985*pi,2.2901878159008526*pi) q[0];\nu3(3.8673193335142058*pi,-0.3882714867572487*pi,0.8626125831252252*pi) q[1];\nu3(3.4768179391749534*pi,-0.4473752828197276*pi,1.8250283294502108*pi) q[2];\nu3(3.734523293474496*pi,2.9535252497770292*pi,1.9736379494829779*pi) q[3];\nu3(3.3227108209452068*pi,0.35049688309681437*pi,1.9749384808390058*pi) q[4];\nu3(3.7023478222598944*pi,1.0489068928895517*pi,2.453334823029089*pi) q[5];\nu3(3.4241625852659867*pi,-0.05423522299015926*pi,0.8759888800455649*pi) q[7];\nu3(3.3067214427887315*pi,-0.15178855392391105*pi,1.7587207316712516*pi) q[8];\nu3(3.261119768060907*pi,3.0494762524861416*pi,4.387827432155069*pi) q[9];\nu3(3.3509453504431024*pi,2.5402419903209212*pi,2.0636118481953547*pi) q[10];\nu3(3.148923567086163*pi,1.2552608092773934*pi,1.4179294881284106*pi) q[11];\nu3(3.442011612523871*pi,2.511598093380383*pi,4.175073317202425*pi) q[12];\nu3(3.076112965871734*pi,3.281812999104689*pi,3.825764208486797*pi) q[13];\nu3(3.214934101482456*pi,-0.3967960973520608*pi,1.5576884506480129*pi) q[14];\nRxxyyzz(0.45135944000402806*pi,0.2706967280621786*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.34920011685078334*pi,0.33130312953623786*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.43011597922829997*pi,0.28929847520395635*pi,0.1278274618878523*pi) q[5],q[3];\nRxxyyzz(0.44582652959782015*pi,0.22521946392519474*pi,0.13351697178235786*pi) q[4],q[12];\nRxxyyzz(0.42214644590539285*pi,0.2007822270466859*pi,0.0*pi) q[11],q[6];\nRxxyyzz(0.4538929275822099*pi,0.24410949737666782*pi,3.8626061054331995*pi) q[7],q[9];\nRxxyyzz(0.46268989149437956*pi,0.26034760895173603*pi,0.0*pi) q[8],q[10];\nu3(3.6103539621682885*pi,-0.4016400878927422*pi,2.4028411610773444*pi) q[1];\nu3(3.3922372804843586*pi,-0.3683990388875692*pi,0.7629874938146125*pi) q[2];\nu3(3.839409887930078*pi,2.151423749185233*pi,4.126772725639798*pi) q[3];\nu3(3.523558802064981*pi,1.8661216952698378*pi,1.2169958846445779*pi) q[4];\nu3(3.247475104393075*pi,0.00679473909573014*pi,4.429660036688483*pi) q[5];\nu3(3.2554072304968167*pi,-0.4558725168874345*pi,0.8894363607852924*pi) q[6];\nu3(3.439885095038213*pi,2.2085247194333055*pi,2.163209190479911*pi) q[7];\nu3(3.203731725646303*pi,0.7790404976627117*pi,1.6759765906367359*pi) q[8];\nu3(3.3931219365525807*pi,2.475044260777933*pi,0.6839775719863432*pi) q[9];\nu3(3.5160093303151*pi,3.11182566578067*pi,0.835137820356624*pi) q[10];\nu3(3.3381145602130653*pi,0.7987490938346786*pi,1.614681596666676*pi) q[11];\nu3(3.3357550714756794*pi,3.34627204542968*pi,1.07916705169742*pi) q[12];\nu3(3.8546265517004716*pi,0.26938970170103715*pi,1.9456949409182296*pi) q[13];\nu3(3.1449036067682536*pi,3.257083544822124*pi,0.6317194584273871*pi) q[14];\nRxxyyzz(0.4516787070483099*pi,0.37112326880834834*pi,3.8787218451821*pi) q[0],q[9];\nRxxyyzz(0.4050564455256298*pi,0.3641980184630902*pi,3.936682764893371*pi) q[1],q[3];\nRxxyyzz(0.46875203890090955*pi,0.2319903739892093*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.40916348129371005*pi,0.2706547304042818*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.4508326543137308*pi,0.28368002513641744*pi,3.89132776467906*pi) q[7],q[8];\nRxxyyzz(0.32118017152581013*pi,0.20882315579408317*pi,0.0*pi) q[11],q[12];\nu3(3.3963165796642043*pi,3.366370267056409*pi,0.8687466566793458*pi) q[0];\nu3(3.9189809303492873*pi,2.4407890978040645*pi,0.7928280654285104*pi) q[1];\nu3(3.441540663406345*pi,0.9587869286458446*pi,1.9520969963361505*pi) q[3];\nu3(3.8320937700644535*pi,-0.04735273961945913*pi,0.7995246545378185*pi) q[5];\nu3(3.54010354835615*pi,0.17899622916001057*pi,1.0541761830293073*pi) q[6];\nu3(3.3137445324748205*pi,2.6214042828438213*pi,1.8468477560573222*pi) q[7];\nu3(3.852547858096078*pi,-0.29218852391529104*pi,1.8197745322404373*pi) q[8];\nu3(3.1225866251588186*pi,2.6366475411665617*pi,4.463440423977671*pi) q[9];\nu3(3.312167425971494*pi,2.9716969989810305*pi,2.0049365028776847*pi) q[10];\nu3(3.553951158681507*pi,2.469224754222495*pi,2.4517057245918963*pi) q[11];\nu3(3.187083150870903*pi,3.3297929497894176*pi,2.4081240252045806*pi) q[12];\nu3(3.506520855771886*pi,0.42487149482851005*pi,2.45195092531058*pi) q[13];\nRxxyyzz(0.4483757858471803*pi,0.2957712270775589*pi,0.0*pi) q[2],q[1];\nRxxyyzz(0.44381984323544005*pi,0.3216527389609973*pi,0.12116251551313138*pi) q[13],q[3];\nRxxyyzz(0.32698877317641*pi,0.16988246307004928*pi,3.9272856344101097*pi) q[7],q[4];\nRxxyyzz(0.43106858075055016*pi,0.15953305350724206*pi,0.06506192381384901*pi) q[5],q[9];\nRxxyyzz(0.40192449429130994*pi,0.19332340020072103*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.485613607700188*pi,0.25184076639741504*pi,0.0*pi) q[10],q[11];\nRxxyyzz(0.4155362372884797*pi,0.3599716420927834*pi,3.87815751770808*pi) q[14],q[12];\nu3(3.7918543462994605*pi,3.4345033397738787*pi,0.6828101594056553*pi) q[1];\nu3(3.8310462919489368*pi,2.981054147052778*pi,1.9998591839048008*pi) q[2];\nu3(3.5408877647568575*pi,1.8170025217023662*pi,0.571955748499198*pi) q[3];\nu3(3.5983699385201398*pi,-0.12594972108346014*pi,0.6086239484036258*pi) q[4];\nu3(3.2924798807778766*pi,-0.49815948824794853*pi,1.3661639914793824*pi) q[5];\nu3(3.4749168116047495*pi,0.3588615640793753*pi,1.8811011666847373*pi) q[6];\nu3(3.7620329401336514*pi,-0.09584962864123381*pi,3.5039951390097372*pi) q[7];\nu3(3.1752218800154846*pi,-0.19883515156958698*pi,0.8630295766498213*pi) q[8];\nu3(3.3178874920573787*pi,0.7764053597676597*pi,1.172619871923981*pi) q[9];\nu3(3.253992781209947*pi,0.8036845053782686*pi,0.5403182734652265*pi) q[10];\nu3(3.6295595605483952*pi,-0.4071314196182228*pi,0.9232042461248233*pi) q[11];\nu3(3.6631924896554757*pi,3.379074811727272*pi,1.1114894741838208*pi) q[12];\nu3(3.4935998816898186*pi,3.0916092536925155*pi,1.9361405522982924*pi) q[13];\nu3(3.632075093916293*pi,2.091233062917245*pi,2.1318177884234437*pi) q[14];\nRxxyyzz(0.38618785255017973*pi,0.20875191078473265*pi,0.0*pi) q[11],q[0];\nRxxyyzz(0.39976959628660985*pi,0.3180050575904643*pi,0.24281248850150403*pi) q[1],q[12];\nRxxyyzz(0.45161369788293004*pi,0.3071206729714595*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.3195572397843493*pi,0.19188166899655235*pi,0.15649626621209833*pi) q[13],q[5];\nRxxyyzz(0.23688063753382027*pi,0.17758197632056394*pi,0.10171072746859222*pi) q[14],q[6];\nRxxyyzz(0.3422790965855044*pi,0.20755741067007616*pi,0.08512492363958568*pi) q[7],q[10];\nRxxyyzz(0.38300263772540954*pi,0.24950543018584725*pi,0.0*pi) q[8],q[9];\nu3(3.495440296565503*pi,2.994948349618105*pi,2.26400372152935*pi) q[0];\nu3(3.1867237955711993*pi,2.45844025211246*pi,0.6511254331911246*pi) q[1];\nu3(3.830755326507945*pi,2.489893527757318*pi,2.043394471802875*pi) q[2];\nu3(3.203716608858404*pi,-0.35531694443605244*pi,1.4557302250267001*pi) q[4];\nu3(3.419278203600304*pi,0.5463421390942065*pi,4.241807082918046*pi) q[5];\nu3(3.2754813139571097*pi,-0.16432441408719844*pi,2.0047516530189546*pi) q[6];\nu3(3.372661279268315*pi,0.627256515153136*pi,1.7687080028283122*pi) q[7];\nu3(3.070482171270892*pi,2.3081347099548934*pi,1.1195428055528163*pi) q[8];\nu3(3.8433372751821*pi,0.43145710480685084*pi,1.297605832874801*pi) q[9];\nu3(3.316825739053604*pi,2.462405661901147*pi,3.817720820395045*pi) q[10];\nu3(3.696807076333383*pi,0.24699057939205293*pi,2.292664075654828*pi) q[11];\nu3(3.7997543800164637*pi,2.887631638940179*pi,3.304437983385003*pi) q[12];\nu3(3.6199388845913645*pi,3.4743621891885317*pi,3.867944317251285*pi) q[13];\nu3(3.58151581681235*pi,1.152967237258486*pi,1.163316737726538*pi) q[14];\nRxxyyzz(0.4541933399054301*pi,0.2750063517848493*pi,3.870286991667159*pi) q[0],q[3];\nRxxyyzz(0.392615688634781*pi,0.3088463103292617*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.3733901559329703*pi,0.18644433757955362*pi,3.9202345035437003*pi) q[13],q[4];\nRxxyyzz(0.4330778406364931*pi,0.25537443977347085*pi,0.0*pi) q[6],q[5];\nRxxyyzz(0.48104084509069767*pi,0.2497416145862763*pi,0.0*pi) q[11],q[9];\nRxxyyzz(0.44812304844489037*pi,0.2741289464378149*pi,0.1664826061343092*pi) q[14],q[12];\nu3(3.5645132038587146*pi,-0.270928418637953*pi,1.456989997838232*pi) q[0];\nu3(3.2981280116539207*pi,0.1388380043332651*pi,1.5547868098587119*pi) q[2];\nu3(3.5335031326209685*pi,0.02152911671769342*pi,1.1211805099164307*pi) q[3];\nu3(3.478626099435935*pi,2.2393565075064696*pi,1.0670838950314234*pi) q[4];\nu3(3.672205416070213*pi,-0.07376352502871353*pi,1.0573165435508147*pi) q[5];\nu3(3.9242114346100117*pi,2.812021838839854*pi,0.5636423321220361*pi) q[6];\nu3(3.4626532172001774*pi,2.2523015266151045*pi,0.8566693247151114*pi) q[8];\nu3(3.3643829469546778*pi,0.035699031284546656*pi,1.9013745773203077*pi) q[9];\nu3(3.479618634798813*pi,1.8137479965677668*pi,1.7525964747329867*pi) q[11];\nu3(3.458997015020268*pi,2.192757143487459*pi,0.9840888987643592*pi) q[12];\nu3(3.4785615155541323*pi,2.5593831722046456*pi,1.336903656436652*pi) q[13];\nu3(3.3374155743658878*pi,2.3495990360105488*pi,1.1517306267904015*pi) q[14];\nRxxyyzz(0.37117540436367036*pi,0.33908456898851524*pi,0.09678786786440498*pi) q[0],q[12];\nRxxyyzz(0.3957616105772127*pi,0.3400821064287963*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.3212992224913198*pi,0.24992064972012518*pi,3.8764696584608007*pi) q[7],q[2];\nRxxyyzz(0.44685706362276956*pi,0.3935069425050045*pi,3.7468216751578205*pi) q[5],q[3];\nRxxyyzz(0.43639028719834094*pi,0.17759409638546342*pi,0.0*pi) q[13],q[6];\nRxxyyzz(0.30252424955154167*pi,0.2941853102594456*pi,0.0*pi) q[9],q[8];\nRxxyyzz(0.40668472389749016*pi,0.1831887996000297*pi,3.916666957853261*pi) q[14],q[11];\nu3(3.720795954831921*pi,2.636254026822729*pi,0.6310086557701323*pi) q[0];\nu3(3.3223089699804413*pi,3.430714569302803*pi,2.309198168195417*pi) q[1];\nu3(3.732232665875503*pi,-0.3545226507713799*pi,3.6975946389129386*pi) q[2];\nu3(3.44196498697118*pi,0.35767884582116993*pi,1.3635481119912871*pi) q[3];\nu3(3.2512114104884575*pi,-0.4853359977085331*pi,3.5760994108751554*pi) q[4];\nu3(3.686301777413629*pi,3.372872829990791*pi,1.2901671372956347*pi) q[5];\nu3(3.746510978443177*pi,0.04945285081194173*pi,1.8106134146045556*pi) q[6];\nu3(3.224059379308954*pi,0.11149357949888183*pi,3.8341149104167753*pi) q[7];\nu3(3.3299970166659225*pi,-0.49313813917206517*pi,1.3008435505186795*pi) q[8];\nu3(3.439008847707377*pi,-0.07227891027203814*pi,2.7318399739681434*pi) q[9];\nu3(3.5555042595567747*pi,0.9042347937237643*pi,1.5840251835485497*pi) q[11];\nu3(3.3991247101240987*pi,-0.10391362025394907*pi,3.277317078183528*pi) q[12];\nu3(3.3201508197262894*pi,2.577455187646677*pi,1.1216980801009644*pi) q[13];\nu3(3.716341988438789*pi,0.06906349260051992*pi,1.7569857428645315*pi) q[14];\nRxxyyzz(0.26192821269661126*pi,0.1541367532386868*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.3035416587884505*pi,0.23126427177117093*pi,0.0*pi) q[10],q[1];\nRxxyyzz(0.37451092454590024*pi,0.335228777148749*pi,3.8834562523762894*pi) q[6],q[2];\nRxxyyzz(0.45544049261970443*pi,0.40151393236903177*pi,0.0*pi) q[8],q[3];\nRxxyyzz(0.35493423377744027*pi,0.28987463448762885*pi,3.85782838483504*pi) q[4],q[11];\nRxxyyzz(0.4323465219482602*pi,0.24648200666652276*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.40821656810637996*pi,0.18391878223879404*pi,3.9091878777162106*pi) q[7],q[14];\nu3(3.2544704909600313*pi,3.1143629953386114*pi,1.5985186954956614*pi) q[0];\nu3(3.847468416162082*pi,3.2352951304497504*pi,1.9255211382115287*pi) q[1];\nu3(3.5885065681028685*pi,2.7700627083294593*pi,1.464119610215129*pi) q[2];\nu3(3.3448743568447856*pi,2.9814609827003755*pi,1.4187953138401788*pi) q[3];\nu3(3.3255685395427745*pi,1.9972295080884996*pi,2.3892392021827975*pi) q[4];\nu3(3.4056022529137335*pi,0.7454080767267939*pi,1.1063959990373444*pi) q[5];\nu3(3.702178283360365*pi,2.6764597143151336*pi,1.8541180613467168*pi) q[6];\nu3(3.526215366804263*pi,-0.15905727244233758*pi,1.3691314042998206*pi) q[7];\nu3(3.57456109930838*pi,0.08714381145895111*pi,1.4401313885546494*pi) q[8];\nu3(3.573463094284708*pi,2.5409337608284517*pi,1.6455572561708292*pi) q[10];\nu3(3.4483675925790718*pi,-0.04592548671513452*pi,4.2794711837043975*pi) q[11];\nu3(3.8475232720905046*pi,2.3855000853729065*pi,1.8945624027250634*pi) q[12];\nu3(3.459858285512111*pi,0.549357292084089*pi,1.6137627827893044*pi) q[13];\nu3(3.318251460812948*pi,0.1369057033911515*pi,1.3784785755719295*pi) q[14];\nRxxyyzz(0.42936286172656063*pi,0.20323324223409522*pi,0.08599757181116972*pi) q[1],q[0];\nRxxyyzz(0.4008239381693759*pi,0.29764222904882215*pi,3.951919869485417*pi) q[11],q[2];\nRxxyyzz(0.3185022116359003*pi,0.19494418978448724*pi,0.0*pi) q[12],q[4];\nRxxyyzz(0.3601992506070296*pi,0.2871696275656852*pi,0.11360876329150038*pi) q[10],q[5];\nRxxyyzz(0.29803651395645003*pi,0.14442541691598976*pi,0.07533297042098175*pi) q[14],q[6];\nRxxyyzz(0.44758327433633316*pi,0.23927279357800668*pi,0.0*pi) q[7],q[13];\nu3(3.050107247696499*pi,1.0983463319978846*pi,4.127317058611757*pi) q[0];\nu3(3.5591817116305813*pi,1.893310076656486*pi,4.337811113785516*pi) q[1];\nu3(3.842589462068583*pi,0.21326381687566542*pi,1.4630294266253525*pi) q[2];\nu3(3.6829506066720734*pi,-0.21279914057807725*pi,2.0613510790591967*pi) q[4];\nu3(3.2188379013176736*pi,0.5717359793032766*pi,0.6497369125029175*pi) q[5];\nu3(3.5990363929918474*pi,-0.35559181914450555*pi,2.220293771162491*pi) q[6];\nu3(3.542587383725453*pi,1.3111945356265466*pi,1.65804089364033*pi) q[7];\nu3(3.3340019292367127*pi,2.802979733730006*pi,4.190862539030919*pi) q[10];\nu3(3.0522296114413674*pi,3.10970489885124*pi,1.7227425258311007*pi) q[11];\nu3(3.2142043272741696*pi,-0.17255342417114183*pi,3.6889780016940876*pi) q[12];\nu3(3.3151126466198253*pi,2.323898701952843*pi,1.8859321305513803*pi) q[13];\nu3(3.630521621401304*pi,0.9858815792078106*pi,1.0566823338455866*pi) q[14];\nRxxyyzz(0.44214583617654946*pi,0.2663029606274435*pi,0.09001652418281823*pi) q[3],q[0];\nRxxyyzz(0.4534383894782202*pi,0.27794282370309126*pi,3.75266400368006*pi) q[12],q[1];\nRxxyyzz(0.44144169989006354*pi,0.1311959696883741*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.39959412402440153*pi,0.2789878457222179*pi,0.0*pi) q[6],q[5];\nRxxyyzz(0.32152262162279066*pi,0.22265717222846582*pi,0.0*pi) q[9],q[14];\nu3(3.5200412485486736*pi,0.37008245992630207*pi,1.3031115324431788*pi) q[0];\nu3(3.669670848923771*pi,-0.21791052276261408*pi,2.3899593574580726*pi) q[1];\nu3(3.614610236900571*pi,1.7276183127150775*pi,0.5653801355073523*pi) q[3];\nu3(3.2905301998775127*pi,2.718404890600019*pi,1.8003753887303833*pi) q[4];\nu3(3.4656948103901746*pi,-0.4214638022130244*pi,0.7367543064893187*pi) q[5];\nu3(3.621621235747549*pi,0.6834130027773337*pi,2.006397986500312*pi) q[6];\nu3(3.8149717881418224*pi,3.1048521263439914*pi,0.689292640144311*pi) q[8];\nu3(3.507293246384143*pi,2.7618565834266846*pi,1.0319695150101258*pi) q[9];\nu3(3.3247601282728745*pi,3.3989994361017173*pi,1.831465140663866*pi) q[12];\nu3(3.521980678565846*pi,3.3353305096138075*pi,2.3639709712417547*pi) q[14];\nRxxyyzz(0.4065392111130901*pi,0.35909361859255284*pi,0.25945456022219915*pi) q[9],q[0];\nRxxyyzz(0.47095024627233084*pi,0.2511861008367773*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.42533968546857986*pi,0.22749046478971166*pi,0.06015026092638648*pi) q[3],q[2];\nRxxyyzz(0.3956569425106503*pi,0.18731839770566827*pi,3.909539296348621*pi) q[13],q[4];\nRxxyyzz(0.3967275800407296*pi,0.28047660059777746*pi,0.08616458185993908*pi) q[5],q[10];\nRxxyyzz(0.37859597322590055*pi,0.16519005711058632*pi,0.0*pi) q[14],q[6];\nRxxyyzz(0.3300400240427862*pi,0.2582516113309046*pi,0.0*pi) q[7],q[8];\nu3(3.2004354729191484*pi,0.5079139227318354*pi,1.9766447509073648*pi) q[0];\nu3(3.680196258742214*pi,0.13536405390988993*pi,1.1604843577827015*pi) q[1];\nu3(3.4204543210478153*pi,-0.456638775203487*pi,1.434649882120182*pi) q[2];\nu3(3.375592866989167*pi,3.3367107075263283*pi,3.2417170372899404*pi) q[3];\nu3(3.7022554931003113*pi,1.3423893493322487*pi,2.412496440899767*pi) q[4];\nu3(3.187708630854695*pi,2.242545198819741*pi,2.0336493217383147*pi) q[5];\nu3(3.641152698379818*pi,3.0747672270507795*pi,2.4167641470589647*pi) q[6];\nu3(0.7565342924124767*pi,-0.11688847099435729*pi,1.0280964249808184*pi) q[7];\nu3(1.5558366231295282*pi,3.2165565256780075*pi,0.8057141064254536*pi) q[8];\nu3(3.652378993552409*pi,1.6929946869968138*pi,0.9240236483098246*pi) q[9];\nu3(3.709642876515492*pi,-0.4305194561950388*pi,1.7307212566437218*pi) q[10];\nu3(3.61473680559327*pi,2.802727944690683*pi,0.8600240670215775*pi) q[11];\nu3(3.3090302747291047*pi,3.329493976825775*pi,1.4181112684760935*pi) q[13];\nu3(3.6328619726346814*pi,2.405976691994022*pi,1.7121272735153121*pi) q[14];\nmeasure q[7] -> c[0];\nmeasure q[11] -> c[6];\nmeasure q[8] -> c[9];\nmeasure q[1] -> c[10];\nmeasure q[10] -> c[11];\nRxxyyzz(0.38269690110247*pi,0.22191850132603996*pi,0.0*pi) q[12],q[0];\nRxxyyzz(0.42729111083201077*pi,0.3192541877770789*pi,0.0*pi) q[13],q[2];\nRxxyyzz(0.36889758729827016*pi,0.18345790719859312*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.39494976903476026*pi,0.21840408954671123*pi,3.9274847753134807*pi) q[6],q[4];\nRxxyyzz(0.3053801487227452*pi,0.28630413059785387*pi,0.0*pi) q[9],q[5];\nu3(3.2245712621850418*pi,3.2029362201318348*pi,0.5363010800836259*pi) q[0];\nu3(3.8521912246356353*pi,0.20759451285064046*pi,1.545013344277356*pi) q[2];\nu3(3.7460990920806427*pi,3.3687008528446283*pi,2.496013868376097*pi) q[3];\nu3(3.2885843500414422*pi,0.6366636453883268*pi,1.0079065141318457*pi) q[4];\nu3(3.5674272773809577*pi,0.8655417679165245*pi,1.874988272063794*pi) q[5];\nu3(3.9618625400368574*pi,1.4031415906226399*pi,2.3502300513540693*pi) q[6];\nu3(0.37912039548897397*pi,2.8606135732108924*pi,1.6845128748149154*pi) q[9];\nu3(3.5763803365805567*pi,2.584491137631903*pi,1.3782285677009818*pi) q[12];\nu3(3.272701151661103*pi,3.3144696215971807*pi,1.9498628992814893*pi) q[13];\nu3(3.160216392042675*pi,-0.038468655782056604*pi,4.028646481631668*pi) q[14];\nmeasure q[3] -> c[1];\nmeasure q[14] -> c[2];\nmeasure q[5] -> c[3];\nmeasure q[12] -> c[4];\nmeasure q[2] -> c[5];\nmeasure q[9] -> c[7];\nmeasure q[0] -> c[8];\nmeasure q[13] -> c[12];\nmeasure q[6] -> c[13];\nmeasure q[4] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.650191272133205*pi,3.248426856032558*pi,2.819730688772607*pi) q[0];\nu3(3.954601903269946*pi,2.9188532744914193*pi,0.9037241821950543*pi) q[1];\nu3(3.2665316473775627*pi,3.422225387483512*pi,0.8581397826848782*pi) q[2];\nu3(3.2464255610841253*pi,0.4921581628608128*pi,1.2355205986953322*pi) q[3];\nu3(3.3966811515693958*pi,2.9945373490477847*pi,1.6641491848796628*pi) q[4];\nu3(3.6902140039783298*pi,0.6347336175109151*pi,1.534350834761748*pi) q[5];\nu3(3.373795685102733*pi,3.370823397221989*pi,4.205249727519808*pi) q[6];\nu3(3.7382890505995015*pi,0.7368113962134446*pi,2.866805406236214*pi) q[7];\nu3(3.535529626328098*pi,0.27056519085367836*pi,0.5337289843985029*pi) q[8];\nu3(3.8682592153582513*pi,-0.0003103167349892688*pi,3.9090788456681294*pi) q[9];\nu3(3.232868937955077*pi,0.016577064744674352*pi,3.07402062051643*pi) q[10];\nu3(3.834129282573206*pi,0.8527684349841449*pi,1.2766416164370598*pi) q[11];\nu3(3.496255008498365*pi,0.07529332596621319*pi,1.2624356740243614*pi) q[12];\nu3(3.9045343616383956*pi,3.0653966730068394*pi,0.7507981445280878*pi) q[13];\nu3(3.801407398742219*pi,1.9967800721770304*pi,3.32100862790485*pi) q[14];\nRxxyyzz(0.434160229955471*pi,0.30257415701883006*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.4450891787514242*pi,0.36673329455492487*pi,3.8764658310293667*pi) q[1],q[4];\nRxxyyzz(0.45296253905170925*pi,0.3022315742912837*pi,3.9555624158995197*pi) q[2],q[13];\nRxxyyzz(0.4853911447449598*pi,0.06823088510703101*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.48172013154456106*pi,0.3464171669298217*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.3449206312181099*pi,0.2743659788779862*pi,0.0*pi) q[9],q[10];\nRxxyyzz(0.34584051378353*pi,0.23636982305832888*pi,0.16345652002489963*pi) q[11],q[14];\nu3(3.9760040399542356*pi,2.6478066646827685*pi,1.8340286149256873*pi) q[0];\nu3(3.453349067423694*pi,3.3108699061034903*pi,3.9006268513913627*pi) q[1];\nu3(3.2932364843546313*pi,0.3936128288547913*pi,0.8408613987639555*pi) q[2];\nu3(3.8197310721736404*pi,-0.3755671189430576*pi,1.0700490798128426*pi) q[3];\nu3(3.15758579942667*pi,3.208699693268704*pi,1.590572884698139*pi) q[4];\nu3(3.235559892500216*pi,2.0439734610082314*pi,1.7278823603638886*pi) q[5];\nu3(3.580370247265093*pi,2.623609933797816*pi,1.982281503580751*pi) q[6];\nu3(3.648236064382749*pi,3.3011624277788347*pi,1.028606762768303*pi) q[7];\nu3(3.346380434455003*pi,-0.34882680961379586*pi,3.2078018147062006*pi) q[9];\nu3(3.917894376275962*pi,-0.4848056565937163*pi,1.5339751128422203*pi) q[10];\nu3(3.9624496361084516*pi,1.8274879208212065*pi,0.7479761384740474*pi) q[11];\nu3(3.4203636656173275*pi,-0.2528960518689404*pi,1.0156461306871436*pi) q[12];\nu3(3.0677562607695323*pi,0.8472070505119618*pi,1.9167937955890686*pi) q[13];\nu3(3.5591790619048185*pi,0.17850264730274246*pi,1.025477535137998*pi) q[14];\nRxxyyzz(0.467968890265841*pi,0.2771186554692324*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.4888853279622548*pi,0.2736280248685965*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.26532903958722986*pi,0.161754876685134*pi,0.04808055564669722*pi) q[3],q[10];\nRxxyyzz(0.3960269610102998*pi,0.22834709309789736*pi,3.9330985963678398*pi) q[5],q[12];\nRxxyyzz(0.3946163611499598*pi,0.362733495234247*pi,3.9260026818618297*pi) q[7],q[11];\nRxxyyzz(0.44806894688287*pi,0.3668783580967538*pi,0.0*pi) q[8],q[14];\nu3(3.505315469955581*pi,-0.29356043944209337*pi,0.6977276397902754*pi) q[0];\nu3(3.541071140083508*pi,-0.11505547387758441*pi,0.9171089066190761*pi) q[2];\nu3(3.4876155345274302*pi,-0.2806692298270287*pi,3.428807531926292*pi) q[3];\nu3(3.849308054971343*pi,2.2147502184403227*pi,2.062771348866836*pi) q[5];\nu3(3.511047925723388*pi,0.8474378293043854*pi,1.3992195608827038*pi) q[7];\nu3(3.2061259397941613*pi,2.3915447008186015*pi,0.7418663070383905*pi) q[8];\nu3(3.643702745364413*pi,0.6472443069041112*pi,1.1635233493410195*pi) q[9];\nu3(3.1866637926087877*pi,-0.45533905145076414*pi,2.071339201286772*pi) q[10];\nu3(3.240900570980401*pi,0.189442837701849*pi,1.194230758575225*pi) q[11];\nu3(3.7069542343867017*pi,0.7631386492283156*pi,0.531849084744092*pi) q[12];\nu3(3.4701103040671337*pi,2.2946631318374897*pi,2.2463321290658906*pi) q[13];\nu3(3.843825587915536*pi,3.1542170593084315*pi,0.8698949837832484*pi) q[14];\nRxxyyzz(0.37199276118714997*pi,0.33919356304343706*pi,0.1738576919809339*pi) q[1],q[0];\nRxxyyzz(0.4403437966280702*pi,0.23523335695108039*pi,0.06568501748074405*pi) q[2],q[12];\nRxxyyzz(0.3949758886709499*pi,0.15877615070936973*pi,0.13477802557307159*pi) q[3],q[14];\nRxxyyzz(0.4157791544373901*pi,0.13767733352880107*pi,0.08861130786070791*pi) q[9],q[4];\nRxxyyzz(0.4255287914133696*pi,0.32283866380355314*pi,0.14935740218697696*pi) q[6],q[5];\nRxxyyzz(0.4669766227356399*pi,0.35499307160320515*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.45934946197114135*pi,0.17084415924152108*pi,0.0*pi) q[8],q[11];\nu3(3.389244926279442*pi,-0.21407970410440075*pi,1.5372197858498478*pi) q[0];\nu3(3.5306751757727217*pi,-0.263824779019589*pi,4.455208202206533*pi) q[1];\nu3(3.3832396388254633*pi,-0.24890568017577164*pi,3.1181783360621314*pi) q[2];\nu3(3.1586264553135077*pi,0.5053589603400981*pi,0.5036470101729587*pi) q[3];\nu3(3.884195806871829*pi,0.5196837399349246*pi,0.9223105592852199*pi) q[4];\nu3(3.3132878824745298*pi,2.0633837914940565*pi,0.8308366519746496*pi) q[5];\nu3(3.6267996480627005*pi,0.8371739087982282*pi,4.119234464560105*pi) q[6];\nu3(3.5217797163924236*pi,2.148149801390301*pi,0.8671201262913264*pi) q[7];\nu3(3.8992209745684865*pi,2.7424219550001774*pi,2.354226044347441*pi) q[8];\nu3(3.5861327307740516*pi,-0.09238880462430166*pi,0.9616711291275101*pi) q[9];\nu3(3.719698732534785*pi,0.012122857661723607*pi,0.8779284234732434*pi) q[11];\nu3(3.281012656426447*pi,0.4328302137911726*pi,1.98853054583626*pi) q[12];\nu3(3.2445972446192366*pi,0.8565231929702299*pi,1.2176312120883013*pi) q[13];\nu3(3.843753602706945*pi,-0.297130085027174*pi,2.2518703509768403*pi) q[14];\nRxxyyzz(0.44087097362154015*pi,0.38325055597726465*pi,0.0*pi) q[6],q[0];\nRxxyyzz(0.45321848333851955*pi,0.3762859801586047*pi,3.7664966382366902*pi) q[1],q[2];\nRxxyyzz(0.4465488592083401*pi,0.29413934358997373*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.4119067879565995*pi,0.3031867354436103*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.4574867441895299*pi,0.2830065877803365*pi,3.86177769845599*pi) q[13],q[8];\nRxxyyzz(0.42430240065622027*pi,0.2846784678149006*pi,0.0*pi) q[9],q[10];\nRxxyyzz(0.3495642543039599*pi,0.26853103200030626*pi,3.9373539324593594*pi) q[11],q[12];\nu3(3.8389221739518806*pi,2.8418448565205807*pi,1.639435248862277*pi) q[0];\nu3(3.5890267760418992*pi,-0.05525508965265402*pi,1.8035156824184924*pi) q[1];\nu3(3.3306435417841076*pi,1.914338272766587*pi,1.8819031341126373*pi) q[2];\nu3(3.5336049160122776*pi,2.3425089224233258*pi,1.8734986770022517*pi) q[3];\nu3(3.5320896455340796*pi,-0.1782256706204035*pi,1.908905386188747*pi) q[4];\nu3(3.27601004176865*pi,-0.2352372777384465*pi,2.040625726924105*pi) q[6];\nu3(3.8135492074062785*pi,0.09113794208568804*pi,2.0265989554356687*pi) q[7];\nu3(3.6887471638600133*pi,-0.17414044952908703*pi,1.4467591238472104*pi) q[8];\nu3(3.309214896585996*pi,3.1289031814190142*pi,1.394105917055097*pi) q[9];\nu3(3.3269183160786775*pi,2.69482316143633*pi,1.8645557835121251*pi) q[10];\nu3(3.1114475090848344*pi,1.9522953934785394*pi,4.321205691966372*pi) q[11];\nu3(3.631723127775756*pi,3.438362205823042*pi,2.3646057650986223*pi) q[12];\nu3(3.5461935790451737*pi,2.073340465072293*pi,1.9668517889954182*pi) q[13];\nu3(3.334439576377472*pi,-0.2811438892929682*pi,0.585954157157531*pi) q[14];\nRxxyyzz(0.30447519078344076*pi,0.1880480116024721*pi,0.0*pi) q[12],q[0];\nRxxyyzz(0.4491193077912806*pi,0.2290399554271476*pi,0.0*pi) q[6],q[1];\nRxxyyzz(0.37029874291460985*pi,0.2079704363900703*pi,0.0*pi) q[3],q[2];\nRxxyyzz(0.3240280399957899*pi,0.17076105716163614*pi,0.0*pi) q[7],q[4];\nRxxyyzz(0.34319408974663984*pi,0.3147562942208584*pi,3.9220559587185697*pi) q[5],q[11];\nRxxyyzz(0.2255495498592*pi,0.19525873155808604*pi,3.90857163055602*pi) q[9],q[14];\nRxxyyzz(0.3679226804901613*pi,0.21631887717302545*pi,0.0*pi) q[13],q[10];\nu3(3.6483125535505048*pi,-0.10143353909668812*pi,1.460337730891141*pi) q[0];\nu3(3.40514548691916*pi,-0.4617642839019782*pi,3.887997989116089*pi) q[1];\nu3(3.283091685702699*pi,2.3173017750686324*pi,1.349078603813421*pi) q[2];\nu3(3.0437389774346557*pi,2.1034676855827943*pi,2.013214493419456*pi) q[3];\nu3(3.2785952747286213*pi,-0.4804131624850274*pi,0.7509107267010853*pi) q[4];\nu3(3.5353420866248464*pi,1.4943042541141858*pi,1.0005927328404516*pi) q[5];\nu3(3.3369037698264705*pi,0.9979622100983552*pi,1.8621333959192485*pi) q[6];\nu3(3.500588461924698*pi,-0.09195208246948466*pi,1.9924965174448934*pi) q[7];\nu3(3.604707202238459*pi,-0.2082326572739463*pi,1.8603451055027573*pi) q[9];\nu3(3.869016880720459*pi,3.320512022562359*pi,2.429677532351673*pi) q[10];\nu3(3.760510351161897*pi,3.1049877495668925*pi,4.462480945718379*pi) q[11];\nu3(3.778057229072398*pi,3.123453260769653*pi,1.1427741522652433*pi) q[12];\nu3(3.7843834620565855*pi,0.12838471104099103*pi,4.2417711036377534*pi) q[13];\nu3(3.442390725145156*pi,1.4058913484519873*pi,1.4202654845357565*pi) q[14];\nRxxyyzz(0.38993970615460066*pi,0.3251824793818955*pi,3.842603308911519*pi) q[11],q[0];\nRxxyyzz(0.44381220798027066*pi,0.2911372991333385*pi,0.0*pi) q[4],q[2];\nRxxyyzz(0.4622832986452111*pi,0.14886113269833956*pi,0.0*pi) q[9],q[3];\nRxxyyzz(0.4357959196876*pi,0.17222730007030457*pi,3.90224676387437*pi) q[5],q[12];\nRxxyyzz(0.4599830926080499*pi,0.11627098045820417*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.37492172952474967*pi,0.2747743106010866*pi,0.0*pi) q[8],q[7];\nRxxyyzz(0.38334207469628023*pi,0.16387789802623076*pi,0.0*pi) q[14],q[13];\nu3(3.652287285382607*pi,3.1756594857552303*pi,2.1151741163305156*pi) q[0];\nu3(3.3706852365383426*pi,0.023170373718162773*pi,1.000133048505679*pi) q[2];\nu3(3.788393875435227*pi,2.82877222594077*pi,0.6668885882617257*pi) q[3];\nu3(3.4754161170180153*pi,2.7715517978447934*pi,0.7670590286213024*pi) q[4];\nu3(3.3834173583027605*pi,-0.15214856647367092*pi,2.0841196588267543*pi) q[5];\nu3(3.818595664450971*pi,3.3484798310687673*pi,1.3480544594460886*pi) q[6];\nu3(3.2296726820248693*pi,1.7920288292673252*pi,1.4324617463305092*pi) q[7];\nu3(3.7303189540587502*pi,0.20292839821882536*pi,4.295163087517339*pi) q[8];\nu3(3.4791531225084773*pi,3.4980995351767135*pi,0.9095304458970886*pi) q[9];\nu3(3.1496115158448332*pi,0.18619342950413498*pi,2.1820860297635956*pi) q[10];\nu3(3.5817830982910888*pi,2.7694480227745917*pi,0.9832915065948367*pi) q[11];\nu3(3.186400297722367*pi,2.167545439325214*pi,0.7154033899676429*pi) q[12];\nu3(3.3639388817738016*pi,-0.21848407511320256*pi,0.7722530713680359*pi) q[13];\nu3(3.881343956394381*pi,2.9387446089413674*pi,0.9613170698145344*pi) q[14];\nRxxyyzz(0.4339865347841495*pi,0.33095769176349693*pi,0.17721611215634514*pi) q[8],q[0];\nRxxyyzz(0.42360244384363965*pi,0.36062423794723886*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.4500868138543098*pi,0.2990470393412811*pi,3.87742980429248*pi) q[2],q[7];\nRxxyyzz(0.41874853735386003*pi,0.2450527885128967*pi,3.89288926670252*pi) q[6],q[3];\nRxxyyzz(0.4244150947521599*pi,0.23054346495806044*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.3698941666498198*pi,0.13599454205564154*pi,0.0*pi) q[10],q[14];\nRxxyyzz(0.38559113326400596*pi,0.25768933685094975*pi,0.0*pi) q[13],q[12];\nu3(3.6956603257651*pi,-0.1391074193502061*pi,3.305449927936511*pi) q[0];\nu3(3.399865954257835*pi,1.1828186264154008*pi,0.5334806186429757*pi) q[1];\nu3(3.8441468570157085*pi,3.143224932999158*pi,1.6288619954520418*pi) q[2];\nu3(3.6851863019804654*pi,-0.022664522248726948*pi,0.9936022474483854*pi) q[3];\nu3(3.5292845353237117*pi,-0.0574849557368336*pi,0.6067059673276516*pi) q[4];\nu3(3.6017059395753996*pi,1.9484268597861831*pi,1.4386407804911792*pi) q[5];\nu3(3.7620912306301353*pi,0.5340986266665984*pi,0.7288210243590014*pi) q[6];\nu3(3.3284303001339417*pi,2.746056534479486*pi,1.3122288929513886*pi) q[7];\nu3(3.8785863029423715*pi,-0.3095227688100314*pi,2.178370683303881*pi) q[8];\nu3(3.895877420965594*pi,0.7356870940108551*pi,0.7728701439076957*pi) q[10];\nu3(3.4729416313024712*pi,2.7802393513122405*pi,0.597329288661933*pi) q[11];\nu3(3.831189968745872*pi,0.1796906317707052*pi,2.1931593515897716*pi) q[12];\nu3(3.256767489655886*pi,2.728011926606728*pi,0.5346213856786539*pi) q[13];\nu3(3.4050578843228476*pi,2.9940257346430696*pi,1.8008809439840205*pi) q[14];\nRxxyyzz(0.40493939455334715*pi,0.16242680405106924*pi,0.0*pi) q[3],q[0];\nRxxyyzz(0.3582482086855202*pi,0.09167765935155081*pi,0.0*pi) q[6],q[1];\nRxxyyzz(0.4766411177300398*pi,0.11970146267764115*pi,0.0*pi) q[9],q[2];\nRxxyyzz(0.4031177690813702*pi,0.3070203105965703*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.45949170730344924*pi,0.323733866627113*pi,0.0*pi) q[11],q[7];\nRxxyyzz(0.40605512622687995*pi,0.32083374783005253*pi,0.12645529179491327*pi) q[14],q[8];\nRxxyyzz(0.2626159032308799*pi,0.21495777926956117*pi,0.0*pi) q[12],q[10];\nu3(3.5558920135558787*pi,1.509469009411629*pi,1.8125301071560878*pi) q[0];\nu3(3.789153291475144*pi,1.020576637242281*pi,1.4156458263750729*pi) q[1];\nu3(3.175358505391209*pi,0.42308999375202117*pi,1.7443997975738146*pi) q[2];\nu3(3.4612061072998745*pi,3.4142097948571872*pi,4.375797690989214*pi) q[3];\nu3(3.3807872197008635*pi,0.5121635733718306*pi,0.5176135096283396*pi) q[5];\nu3(3.602268869055135*pi,-0.366162849174119*pi,1.2478705922933635*pi) q[6];\nu3(3.3589061790894688*pi,2.527985017694541*pi,0.8909949031360227*pi) q[7];\nu3(3.741930165008863*pi,1.02865522153981*pi,0.6214092562822271*pi) q[8];\nu3(3.115261834005971*pi,3.029340681709326*pi,0.712581519736996*pi) q[9];\nu3(3.4282670598849005*pi,0.4977559140450545*pi,1.0349785990761398*pi) q[10];\nu3(3.692391493967747*pi,-0.3839499364130554*pi,0.8997805724805454*pi) q[11];\nu3(3.8275963115300473*pi,3.3079198799855445*pi,3.4947869254191133*pi) q[12];\nu3(3.495887653379831*pi,0.1580820846881834*pi,1.3459305141331719*pi) q[13];\nu3(3.1680311928372835*pi,0.367214656331172*pi,0.9994862626701484*pi) q[14];\nRxxyyzz(0.33387314066234003*pi,0.16781288632026925*pi,0.053832988167851425*pi) q[6],q[0];\nRxxyyzz(0.3003484904900598*pi,0.251837997645294*pi,3.93779427820487*pi) q[9],q[1];\nRxxyyzz(0.44296738171760996*pi,0.19933744313351198*pi,0.0*pi) q[14],q[2];\nRxxyyzz(0.4003324921354897*pi,0.20956023254914702*pi,0.0*pi) q[10],q[3];\nRxxyyzz(0.45524018751823014*pi,0.21560061428450095*pi,0.0*pi) q[7],q[4];\nRxxyyzz(0.26684304598107955*pi,0.1681445646412576*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.42197974766847995*pi,0.34631267001377*pi,3.8367404569077106*pi) q[13],q[11];\nu3(3.697284016794526*pi,3.2502169811424255*pi,4.107050565692568*pi) q[0];\nu3(3.5167820782064383*pi,2.5262134741241145*pi,0.8362856411802517*pi) q[1];\nu3(3.540351384828967*pi,2.5960407872241715*pi,1.5533967550721761*pi) q[2];\nu3(3.3462420121396663*pi,-0.25078485248917004*pi,0.8151088972172815*pi) q[3];\nu3(3.5099933504564027*pi,2.6252324206152164*pi,1.7593202894802364*pi) q[4];\nu3(3.0444096728246395*pi,3.4601829987513217*pi,1.0116733635607016*pi) q[5];\nu3(3.5486315425707575*pi,3.243143392570121*pi,1.8724469670834807*pi) q[6];\nu3(3.4077036663935756*pi,0.9025436302303211*pi,0.9920110164012013*pi) q[7];\nu3(3.392228137408463*pi,3.2750414329979467*pi,1.8891720907898015*pi) q[8];\nu3(3.5777028081491835*pi,-0.46223510915448707*pi,3.7111331149197606*pi) q[9];\nu3(3.486262372128783*pi,3.2356282549686517*pi,0.8794110549394079*pi) q[10];\nu3(3.5341337750571737*pi,3.168964798136289*pi,2.196936089212296*pi) q[11];\nu3(3.398039412231361*pi,3.0895950611437737*pi,0.7403159851269874*pi) q[13];\nu3(3.577293419933175*pi,-0.0715974595211637*pi,2.391694510073195*pi) q[14];\nRxxyyzz(0.3597001925408101*pi,0.18959013619476206*pi,3.87634237847172*pi) q[0],q[11];\nRxxyyzz(0.4039523504265503*pi,0.21817447292921838*pi,3.88051061087789*pi) q[1],q[14];\nRxxyyzz(0.37923505591956996*pi,0.3084558260317714*pi,3.911676703202391*pi) q[2],q[13];\nRxxyyzz(0.2987022832176997*pi,0.20613648671050733*pi,3.9243899887992892*pi) q[7],q[3];\nRxxyyzz(0.4874238009474704*pi,0.249948562719414*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.30248113397275*pi,0.26412341552679397*pi,3.8960164719362904*pi) q[12],q[8];\nRxxyyzz(0.34048190949280055*pi,0.15801559361308393*pi,0.0*pi) q[9],q[10];\nu3(3.8611024699372085*pi,0.3107041091729049*pi,1.846428697492068*pi) q[0];\nu3(3.8913958138361395*pi,-0.0938814853437086*pi,1.3283261042666474*pi) q[1];\nu3(3.4324412286358785*pi,2.980274120269934*pi,2.1738744348953*pi) q[2];\nu3(3.748023051683268*pi,-0.021076718901391955*pi,2.242952047804835*pi) q[3];\nu3(3.610960768209776*pi,1.389898165539858*pi,0.8494296350288673*pi) q[4];\nu3(3.402872174709108*pi,3.0890912520250513*pi,0.5619692992675638*pi) q[5];\nu3(3.42117197195195*pi,2.79993474131323*pi,4.2556882119636334*pi) q[7];\nu3(3.755537599580924*pi,3.1917152359669796*pi,1.1725571769912397*pi) q[8];\nu3(3.2820541062856377*pi,2.23597579998989*pi,3.9187688981319377*pi) q[9];\nu3(3.4518799369030373*pi,0.608157417616795*pi,1.7296666784969632*pi) q[10];\nu3(3.8182291446406404*pi,1.9185934768593165*pi,4.409394023972202*pi) q[11];\nu3(3.3559512335615147*pi,3.0870178601529945*pi,1.935231154332296*pi) q[12];\nu3(3.248105190243706*pi,0.3188477335772467*pi,1.8144743067597826*pi) q[13];\nu3(3.565809640143212*pi,-0.3571280799956386*pi,1.3731320920329588*pi) q[14];\nRxxyyzz(0.4438294508627901*pi,0.2808499597515332*pi,3.9060746094910908*pi) q[1],q[9];\nRxxyyzz(0.39295907352232995*pi,0.23592589341569853*pi,0.11152082434078107*pi) q[2],q[3];\nRxxyyzz(0.32014179278269006*pi,0.2821172421752216*pi,0.0*pi) q[7],q[4];\nRxxyyzz(0.4240406400327399*pi,0.3667049358940989*pi,0.1260086795194475*pi) q[5],q[10];\nRxxyyzz(0.4694658582216995*pi,0.096696423918191*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.34225236910985013*pi,0.310998758606452*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.3777066542564705*pi,0.2688321315678545*pi,0.08440721439821965*pi) q[14],q[13];\nu3(3.2132572467893774*pi,2.4264097722195674*pi,1.1674254492738152*pi) q[1];\nu3(3.3414127175906394*pi,-0.1026443968522211*pi,0.8253149879032005*pi) q[2];\nu3(3.558166639499788*pi,3.479892223613632*pi,2.7165791119167753*pi) q[3];\nu3(3.7243605752098414*pi,3.115039285790898*pi,4.155675305711029*pi) q[4];\nu3(3.715734014859215*pi,1.719683739938234*pi,2.075671252761184*pi) q[5];\nu3(3.7350069042493295*pi,2.3746758739631977*pi,2.233636598331447*pi) q[6];\nu3(3.704503637641037*pi,2.5366651001594835*pi,1.8150563241625823*pi) q[7];\nu3(3.4450639825961957*pi,3.295564771353872*pi,2.103801171504313*pi) q[8];\nu3(3.4365648116258516*pi,0.17268163977557083*pi,0.8145915005869466*pi) q[9];\nu3(3.864775505737964*pi,3.470258858398071*pi,1.318416592860816*pi) q[10];\nu3(3.263855897696512*pi,-0.4472530899887607*pi,1.4362027951612868*pi) q[11];\nu3(3.519189201514963*pi,3.079667866826898*pi,2.490334585135587*pi) q[12];\nu3(3.4810955260047685*pi,-0.4830785546076397*pi,3.0887980600831684*pi) q[13];\nu3(3.69844561115315*pi,2.4468212286387194*pi,4.013670290472767*pi) q[14];\nRxxyyzz(0.39216615679929984*pi,0.2012327636732079*pi,3.94016297432181*pi) q[7],q[0];\nRxxyyzz(0.34771691268471283*pi,0.22562486554966132*pi,0.0*pi) q[8],q[1];\nRxxyyzz(0.41023889512859946*pi,0.34465638452208514*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.48153786438622015*pi,0.2551305273700173*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.45415270750663994*pi,0.29657585836677036*pi,0.0*pi) q[9],q[4];\nRxxyyzz(0.3351786798725901*pi,0.13874515396525888*pi,0.0*pi) q[6],q[5];\nRxxyyzz(0.4085889870116699*pi,0.20684004742728757*pi,0.0*pi) q[12],q[11];\nu3(3.205959989308796*pi,2.375519727825817*pi,1.1660026966801134*pi) q[0];\nu3(3.7698517183949463*pi,2.2252316510385697*pi,2.214876176565832*pi) q[1];\nu3(3.3284740256878185*pi,-0.3044996849130675*pi,2.3243920759908727*pi) q[2];\nu3(3.5006019558032047*pi,2.3422260554278465*pi,1.1187945823776686*pi) q[3];\nu3(3.33757574165707*pi,2.519266730887134*pi,0.7732558974508326*pi) q[4];\nu3(3.4326672308977386*pi,-0.4886151340622161*pi,3.646645536319072*pi) q[5];\nu3(3.6983056724659598*pi,-0.15530595465336927*pi,1.1214257624784911*pi) q[6];\nu3(3.332825968587788*pi,0.25339211570576925*pi,2.0939484990109456*pi) q[7];\nu3(3.2888585764078595*pi,-0.46019925697189534*pi,0.9278243337114461*pi) q[8];\nu3(3.144744739426306*pi,0.6039229455945212*pi,2.412711013202113*pi) q[9];\nu3(3.342444001870858*pi,-0.26376814211612*pi,1.2258418665896456*pi) q[11];\nu3(3.688256786327247*pi,-0.28609995693258394*pi,4.142788291913057*pi) q[12];\nu3(3.1564187425041146*pi,1.8191597565572852*pi,1.6950085147521876*pi) q[13];\nu3(3.530072556021352*pi,1.683622630474361*pi,1.4469763039407826*pi) q[14];\nRxxyyzz(0.26751606223739005*pi,0.22947279139804078*pi,0.18426977543321854*pi) q[0],q[4];\nRxxyyzz(0.4184987023611005*pi,0.1743488667440725*pi,3.924613457009841*pi) q[1],q[14];\nRxxyyzz(0.44682119609497206*pi,0.21664044699433754*pi,0.14000435304100967*pi) q[12],q[2];\nRxxyyzz(0.4495361038531399*pi,0.057772150395431154*pi,0.0*pi) q[6],q[3];\nRxxyyzz(0.39507963511856026*pi,0.34425514106245925*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.4401975838627416*pi,0.21508389167787992*pi,0.11377667517628907*pi) q[8],q[11];\nRxxyyzz(0.3789664933938698*pi,0.17011206722199068*pi,0.0*pi) q[10],q[13];\nu3(3.8162335997563965*pi,2.765625607071758*pi,4.153636624524738*pi) q[0];\nu3(3.667083142533942*pi,-0.4122946005093317*pi,2.3653688408220237*pi) q[1];\nu3(3.6554489158681296*pi,3.2867581204792757*pi,2.749611640354599*pi) q[2];\nu3(3.5660810134108605*pi,1.8309873708129727*pi,1.6042915099400321*pi) q[3];\nu3(3.751209815020801*pi,0.08488833670005125*pi,3.733015038309129*pi) q[4];\nu3(3.498302329878065*pi,-0.41450207547007656*pi,1.5026567168202503*pi) q[5];\nu3(3.3948818291036136*pi,-0.09115852703504262*pi,4.425616310406617*pi) q[6];\nu3(3.156574740221865*pi,-0.4660408075392787*pi,1.3750079721693504*pi) q[7];\nu3(3.2126755478573568*pi,3.134444843507336*pi,1.5498123284972807*pi) q[8];\nu3(3.5431126635413683*pi,-0.4979238780248187*pi,0.7040138307249832*pi) q[10];\nu3(3.5642561759379054*pi,3.4844499309574344*pi,1.0729786532530712*pi) q[11];\nu3(3.736800440436349*pi,0.5504646234330948*pi,1.3434652924052295*pi) q[12];\nu3(3.181824087973121*pi,3.281803443944739*pi,4.126489217867219*pi) q[13];\nu3(3.517898506767013*pi,3.369965835604854*pi,1.4905697446025468*pi) q[14];\nmeasure q[8] -> c[8];\nmeasure q[11] -> c[14];\nRxxyyzz(0.3607531594626697*pi,0.23021940366979177*pi,3.8679884581419905*pi) q[0],q[9];\nRxxyyzz(0.4255330737309002*pi,0.37617623630456803*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.45835769749029986*pi,0.2450071558161255*pi,3.9153727220193097*pi) q[4],q[3];\nRxxyyzz(0.4729547877894995*pi,0.17973382236156699*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.4183534181741402*pi,0.20430937872726418*pi,0.0*pi) q[7],q[10];\nu3(3.051663040643267*pi,2.6402331902548477*pi,1.8333272940508616*pi) q[0];\nu3(3.832590973831719*pi,-0.35544763787540135*pi,1.438365962553768*pi) q[1];\nu3(3.281240662791183*pi,2.2024920631782097*pi,1.049732565743859*pi) q[3];\nu3(3.5833033817377107*pi,2.036650222255154*pi,2.393760513099787*pi) q[4];\nu3(3.485666884489678*pi,0.011812269364799066*pi,0.7438394414695295*pi) q[5];\nu3(3.3706308657986104*pi,0.25396501219028855*pi,1.3662330606272937*pi) q[7];\nu3(0.44672881757894806*pi,-0.11930216474657934*pi,1.2421379079523027*pi) q[9];\nu3(3.495976205338641*pi,-0.39038611218488795*pi,0.7068461690647843*pi) q[10];\nu3(3.724737465145184*pi,2.816164254802872*pi,1.039138455774621*pi) q[13];\nu3(3.5912442089232157*pi,2.77126320689952*pi,0.7063328365462981*pi) q[14];\nmeasure q[9] -> c[10];\nRxxyyzz(0.4223492294472498*pi,0.2624778072533634*pi,0.0792185581000489*pi) q[0],q[2];\nRxxyyzz(0.4450604651882403*pi,0.3202729995436082*pi,0.0*pi) q[7],q[1];\nRxxyyzz(0.4158918806658996*pi,0.251348530115095*pi,3.9326113944328505*pi) q[6],q[3];\nRxxyyzz(0.4533576217767703*pi,0.19945333398924459*pi,0.0*pi) q[14],q[4];\nRxxyyzz(0.48291675775115994*pi,0.28505419132088194*pi,0.0*pi) q[12],q[5];\nRxxyyzz(0.4591116636584598*pi,0.16022884133386509*pi,0.08880827978509309*pi) q[10],q[13];\nu3(3.469842947837834*pi,-0.06820408631820041*pi,3.0108701851725574*pi) q[0];\nu3(3.1306321232132923*pi,0.794023915795353*pi,2.119991036051726*pi) q[1];\nu3(3.563988591942523*pi,0.5151189067290975*pi,3.3082189088361043*pi) q[2];\nu3(3.247406211271026*pi,-0.2448688566619932*pi,2.335797728082642*pi) q[3];\nu3(3.459681496292784*pi,-0.45777001916715987*pi,0.6389092503926821*pi) q[4];\nu3(3.6052629867980004*pi,0.6819043731936125*pi,2.306368625457754*pi) q[5];\nu3(3.3702746770579397*pi,0.625036304534998*pi,1.3004413513478683*pi) q[6];\nu3(3.262864274842787*pi,2.00234603273572*pi,1.7263075938267587*pi) q[7];\nu3(3.43461765665635*pi,2.12629889972437*pi,1.802330819921094*pi) q[10];\nu3(3.703761491588414*pi,2.6673917322695315*pi,0.5652798205635143*pi) q[12];\nu3(3.6209393019229914*pi,-0.08479259711872628*pi,1.5020436374954638*pi) q[13];\nu3(3.3300711752000205*pi,-0.17511964654101286*pi,0.5523033648877664*pi) q[14];\nmeasure q[7] -> c[0];\nmeasure q[6] -> c[1];\nmeasure q[0] -> c[2];\nmeasure q[14] -> c[3];\nmeasure q[5] -> c[4];\nmeasure q[2] -> c[5];\nmeasure q[10] -> c[6];\nmeasure q[1] -> c[7];\nmeasure q[12] -> c[9];\nmeasure q[4] -> c[11];\nmeasure q[3] -> c[12];\nmeasure q[13] -> c[13];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.254218164856923*pi,2.696760740501051*pi,1.4732267905281036*pi) q[0];\nu3(3.6585500611956454*pi,0.1698149952866551*pi,3.976971247580245*pi) q[1];\nu3(3.634932681981895*pi,2.2850210320247006*pi,3.0007208553573865*pi) q[2];\nu3(3.7170812805958198*pi,2.0130500419993096*pi,3.472811111236174*pi) q[3];\nu3(3.487184275050625*pi,-0.4219765945142271*pi,2.544813189071634*pi) q[4];\nu3(3.4241641646587135*pi,0.94044945821119*pi,3.5857272441383357*pi) q[5];\nu3(3.483773461900123*pi,-0.30174663612379893*pi,1.4952098811292798*pi) q[6];\nu3(3.665338740020172*pi,3.472576421702471*pi,0.6346670262652936*pi) q[7];\nu3(3.657996135128194*pi,-0.10913399545678004*pi,3.520242929668251*pi) q[8];\nu3(3.567589942219958*pi,0.32769764054660844*pi,0.8282177687232469*pi) q[9];\nu3(3.243532188076392*pi,-0.2716314256408882*pi,0.6972399196475798*pi) q[10];\nu3(3.334042832682801*pi,3.2766127626228636*pi,1.4581573103497345*pi) q[11];\nu3(3.479235866364137*pi,-0.23747460853469082*pi,1.599414342352578*pi) q[12];\nu3(3.5940807945163713*pi,2.577006549165861*pi,1.5012786597136871*pi) q[13];\nu3(3.869083107085514*pi,3.0726485674214414*pi,2.7512600832074394*pi) q[14];\nRxxyyzz(0.40388873090455046*pi,0.10337397530343329*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.3936689432345895*pi,0.2552401504619773*pi,3.9154293976153305*pi) q[1],q[13];\nRxxyyzz(0.44844911969294565*pi,0.31257858679099837*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.3808413038834003*pi,0.20369237233815124*pi,3.9298894982147203*pi) q[3],q[9];\nRxxyyzz(0.4621325345774897*pi,0.167675206607524*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.38098381543223947*pi,0.3054933583350641*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.4185123309121992*pi,0.3766342986891318*pi,0.19048748749507372*pi) q[11],q[14];\nu3(3.227915244055716*pi,0.1244753997579151*pi,1.2020046944445704*pi) q[0];\nu3(3.605262925685304*pi,1.018812312268748*pi,0.6506752911127336*pi) q[1];\nu3(3.318240857373608*pi,-0.030156395199944064*pi,1.2087559351889214*pi) q[2];\nu3(3.2547461232988106*pi,2.3814207403726844*pi,1.708106895241042*pi) q[3];\nu3(3.826903846372104*pi,-0.3081449051187676*pi,1.9120652294647915*pi) q[4];\nu3(3.4057148595875644*pi,3.3856212232475427*pi,1.1211947541274148*pi) q[5];\nu3(3.2700025667137753*pi,2.83413081714514*pi,0.6639667263286781*pi) q[6];\nu3(3.105447613581765*pi,1.0887562949145262*pi,1.5538287091011984*pi) q[7];\nu3(3.1063156230939253*pi,-0.13705321033189788*pi,2.4892568469479985*pi) q[8];\nu3(3.728609074433549*pi,0.8519353436107089*pi,2.2830225180842434*pi) q[9];\nu3(3.4499509665516017*pi,2.636325878157858*pi,2.4693553496141685*pi) q[10];\nu3(3.7927341310603655*pi,2.684714848809774*pi,1.677727346248794*pi) q[11];\nu3(3.743793082058943*pi,0.2630425211927613*pi,1.664834253446167*pi) q[13];\nu3(3.110385794394271*pi,-0.3662115735084456*pi,2.2739229604392084*pi) q[14];\nRxxyyzz(0.4151911190474997*pi,0.16512499903125355*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.36972605221901*pi,0.1782515853053672*pi,0.15184310876919394*pi) q[1],q[9];\nRxxyyzz(0.37402390496853977*pi,0.333619220004578*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.3959885804298402*pi,0.3246966060821113*pi,3.86333909166496*pi) q[5],q[10];\nRxxyyzz(0.34370719553202045*pi,0.18368585236762858*pi,0.0*pi) q[6],q[7];\nu3(3.3917624952404295*pi,0.011611268143743914*pi,0.6742119784070768*pi) q[0];\nu3(3.2198469380182315*pi,0.36618555799591246*pi,1.2090822024572208*pi) q[1];\nu3(3.6550266269093776*pi,2.5226931675457456*pi,1.7777806001575787*pi) q[4];\nu3(3.1683551953809204*pi,2.451592021110586*pi,1.0246740043917226*pi) q[5];\nu3(3.293283484599017*pi,3.4612817396227125*pi,0.9821642898213288*pi) q[6];\nu3(3.369303431774322*pi,2.6993965340172705*pi,2.0018659475448564*pi) q[7];\nu3(3.178193737008043*pi,-0.16616049162173008*pi,3.8343344699363264*pi) q[9];\nu3(3.609749376653382*pi,2.2412745031602106*pi,2.2299336222078905*pi) q[10];\nu3(3.4534981863861303*pi,3.4899451560121846*pi,1.3382514442224438*pi) q[12];\nu3(3.3351103287918913*pi,1.1701023505574237*pi,1.253888454462171*pi) q[13];\nRxxyyzz(0.38389487644642795*pi,0.20637386639815514*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.3946831532060502*pi,0.17580755999380582*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.4469258645911599*pi,0.3458491595483935*pi,3.92877741874985*pi) q[3],q[6];\nRxxyyzz(0.44053327564613043*pi,0.2257471100745185*pi,3.9537109425310604*pi) q[4],q[11];\nRxxyyzz(0.36594725358845*pi,0.3335261932900623*pi,0.06798904562508087*pi) q[5],q[13];\nRxxyyzz(0.44423174062339005*pi,0.33432151187929043*pi,3.893062867164181*pi) q[7],q[10];\nRxxyyzz(0.31983161774069035*pi,0.22581642337502084*pi,0.14115042733795358*pi) q[8],q[9];\nu3(3.267309139858219*pi,-0.042031028659229586*pi,0.8358565578300983*pi) q[1];\nu3(3.1227536244869056*pi,-0.015539771490068688*pi,1.205344331926164*pi) q[2];\nu3(3.5508387317406007*pi,0.5626479472207333*pi,1.4058497668579149*pi) q[3];\nu3(3.7983585967627445*pi,-0.4553633513267996*pi,1.1165458285334355*pi) q[4];\nu3(3.4866971935128532*pi,-0.20693722706737783*pi,0.9798581511621431*pi) q[5];\nu3(3.333610956058263*pi,0.5446299081640482*pi,1.6821762357706094*pi) q[6];\nu3(3.5352493483092586*pi,1.2947159339897771*pi,0.6482028738987147*pi) q[7];\nu3(3.345773701112827*pi,0.2069085959367266*pi,4.087708109661534*pi) q[8];\nu3(3.524331944093712*pi,0.6205249826582964*pi,4.447056420422934*pi) q[9];\nu3(3.5297161806737334*pi,2.8864684834725063*pi,1.5366954845606409*pi) q[10];\nu3(3.8510501981264467*pi,-0.38290581925858164*pi,1.1641419028236024*pi) q[11];\nu3(3.61370295300737*pi,2.6617601981653394*pi,2.031484002122302*pi) q[12];\nu3(3.452929107424221*pi,2.779913793777413*pi,0.6732372762628658*pi) q[13];\nu3(3.8485046369802167*pi,2.6358182344547703*pi,1.3854353784380273*pi) q[14];\nRxxyyzz(0.43391406464912935*pi,0.28844081293359203*pi,0.055553704218670646*pi) q[0],q[14];\nRxxyyzz(0.3760837199485595*pi,0.28604075525516337*pi,0.0*pi) q[11],q[1];\nRxxyyzz(0.44745875068309016*pi,0.26037505973565267*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.4199393077957393*pi,0.2035249378418169*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.45213384008112034*pi,0.16752507751379409*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.36227838566252*pi,0.21585913165940349*pi,3.79833703823223*pi) q[7],q[6];\nRxxyyzz(0.4080687221028998*pi,0.3177048870373844*pi,0.0*pi) q[9],q[13];\nu3(3.3154023360165263*pi,3.038574728764443*pi,4.0447006663854435*pi) q[0];\nu3(3.726129396038467*pi,3.457629615691102*pi,3.8925769141555797*pi) q[1];\nu3(3.4237802912001576*pi,3.3278084188491523*pi,0.951038066128556*pi) q[2];\nu3(3.091476085523953*pi,3.1240379792035444*pi,0.8091290854134265*pi) q[3];\nu3(3.1863556812890628*pi,3.4754162317973663*pi,3.5399266565242704*pi) q[5];\nu3(3.4925665073962637*pi,1.2530413247643293*pi,1.7287861233427435*pi) q[6];\nu3(3.5176661712300947*pi,3.2415997081976746*pi,2.428227110738253*pi) q[7];\nu3(3.7742847222705374*pi,-0.17733524707886977*pi,1.351989519846339*pi) q[8];\nu3(3.508174229387055*pi,2.692949236685386*pi,0.6809083606436932*pi) q[9];\nu3(3.2795757291775973*pi,2.7898897331257535*pi,1.067785962683334*pi) q[10];\nu3(3.122874475528668*pi,-0.20454489118202862*pi,1.0175130959871133*pi) q[11];\nu3(3.2020391898262877*pi,2.6338780009958604*pi,1.0855930471979645*pi) q[12];\nu3(3.769546238926515*pi,-0.37432970538380456*pi,2.4087460962198186*pi) q[13];\nu3(3.404083875879008*pi,-0.37336371847680416*pi,4.022333400884049*pi) q[14];\nRxxyyzz(0.3463172944080569*pi,0.23969539693524133*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.42182547951479954*pi,0.3756111206366101*pi,0.0*pi) q[2],q[1];\nRxxyyzz(0.29358637748509053*pi,0.2597374172664413*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.32975043075838095*pi,0.24958233425961884*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.45429097346951025*pi,0.30222850606943724*pi,3.90656335914887*pi) q[5],q[12];\nRxxyyzz(0.4031192350549099*pi,0.10243056178448788*pi,0.041016332714958734*pi) q[8],q[13];\nRxxyyzz(0.4657814936627317*pi,0.35822297720110563*pi,0.0*pi) q[9],q[11];\nu3(3.760948963604879*pi,2.636934922651754*pi,0.7902306961186325*pi) q[0];\nu3(3.7447990065409527*pi,-0.09974649014063675*pi,1.3050023091415803*pi) q[1];\nu3(3.795276146583765*pi,3.1001589664086295*pi,4.442810648165031*pi) q[2];\nu3(3.197505627494336*pi,0.5301241296802404*pi,0.9820926391979151*pi) q[3];\nu3(3.4137330446297547*pi,3.3325119066265585*pi,0.8753921210795491*pi) q[4];\nu3(3.449207026984857*pi,1.9673374611996257*pi,0.8504502722989207*pi) q[5];\nu3(3.642054641123989*pi,3.028257376210533*pi,2.1804203652826777*pi) q[6];\nu3(3.5653315607432945*pi,3.4776010213524136*pi,1.5489012144025016*pi) q[7];\nu3(3.1994048592589346*pi,2.070688539917246*pi,0.6041573699520595*pi) q[8];\nu3(3.5177560301235364*pi,-0.07949190671201178*pi,0.522688216097556*pi) q[9];\nu3(3.2478790155751938*pi,2.2632642256969944*pi,1.9700307129423744*pi) q[10];\nu3(3.068337881371819*pi,3.4939145345694937*pi,1.1764953995296668*pi) q[11];\nu3(3.850731200395942*pi,2.9205569752091107*pi,1.4005829829132033*pi) q[12];\nu3(3.4493958169263044*pi,0.2755896590925092*pi,4.134208821999519*pi) q[13];\nRxxyyzz(0.4594451916728899*pi,0.06064529114187711*pi,0.0*pi) q[11],q[1];\nRxxyyzz(0.4267975697680313*pi,0.3312551137375197*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.4557562244120801*pi,0.12669141450053*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.3636913400407601*pi,0.3384526720462164*pi,3.9433585207689106*pi) q[4],q[12];\nRxxyyzz(0.4569701467410195*pi,0.30997727287490084*pi,3.8271057506148196*pi) q[14],q[5];\nRxxyyzz(0.41270175411371*pi,0.15266403046341104*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.4853267425708203*pi,0.12668628241688795*pi,0.0*pi) q[7],q[10];\nu3(3.825415741782183*pi,2.4588681555484975*pi,0.9506778951925401*pi) q[1];\nu3(3.2669861657511605*pi,3.3112656281918964*pi,2.3013208472183075*pi) q[2];\nu3(3.675404161731987*pi,-0.13148801997125537*pi,4.271311116515475*pi) q[3];\nu3(3.308386314232422*pi,2.7883599570221818*pi,0.8493858200983775*pi) q[4];\nu3(3.138686805685433*pi,1.746103336463582*pi,0.5514570361135274*pi) q[5];\nu3(3.691460738861517*pi,1.9011136010677117*pi,1.3418053730034178*pi) q[6];\nu3(3.5248043496534653*pi,0.7739176335968523*pi,0.9792419898669568*pi) q[7];\nu3(3.6283622620986025*pi,-0.020321641515629207*pi,4.018237736582362*pi) q[8];\nu3(3.7127981349228247*pi,1.0895570728671335*pi,1.8650493833723605*pi) q[9];\nu3(3.251471804410193*pi,1.482772936998209*pi,2.2912258315304674*pi) q[10];\nu3(3.311613756781185*pi,0.5607974629308883*pi,1.2773847681650512*pi) q[11];\nu3(3.204367840398707*pi,1.8446180609245566*pi,2.492714817560726*pi) q[12];\nu3(3.912846465176125*pi,-0.4067258804676809*pi,1.9588241263031505*pi) q[13];\nu3(3.333286149076602*pi,0.0998357121774277*pi,2.01061028684269*pi) q[14];\nRxxyyzz(0.42730511137262994*pi,0.2035396086316492*pi,3.8406040342598704*pi) q[0],q[12];\nRxxyyzz(0.41285062944460993*pi,0.32571501081867255*pi,3.9388815233460908*pi) q[8],q[1];\nRxxyyzz(0.41611267211267006*pi,0.14870264866759517*pi,3.9205721510048113*pi) q[5],q[2];\nRxxyyzz(0.40358050626075004*pi,0.17473406512358836*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.39973027562006*pi,0.3289602497755766*pi,3.8313100118811203*pi) q[6],q[4];\nRxxyyzz(0.4337753206975998*pi,0.3079364352213596*pi,0.1122386297283826*pi) q[11],q[9];\nRxxyyzz(0.3408039729485603*pi,0.27610943966535384*pi,3.7930300792268294*pi) q[14],q[10];\nu3(3.8955871161454576*pi,0.7875898470470406*pi,0.8599577746489859*pi) q[0];\nu3(3.9090375002781905*pi,3.3277132946849006*pi,1.9797641716257024*pi) q[1];\nu3(3.27691821588089*pi,0.3200719592204725*pi,1.3525549723994414*pi) q[2];\nu3(3.1951342905599094*pi,0.5885777200698801*pi,0.808600340169565*pi) q[3];\nu3(3.487483504392273*pi,2.8534240844933856*pi,1.7304981059508542*pi) q[4];\nu3(3.2358196568155573*pi,-0.07426142542639014*pi,2.354781434918299*pi) q[5];\nu3(3.773531071839965*pi,0.6113158521877642*pi,0.6709687776456241*pi) q[6];\nu3(3.4074854898097278*pi,-0.04215667061583278*pi,1.8164357682903751*pi) q[8];\nu3(3.1023422968031857*pi,1.0668349920351825*pi,4.259489241027998*pi) q[9];\nu3(3.2212245262801638*pi,1.9412571604038948*pi,1.5061406826897783*pi) q[10];\nu3(3.7406752326432877*pi,3.059818131157864*pi,2.965482229579725*pi) q[11];\nu3(3.6148874585880133*pi,3.113385136325922*pi,1.3085851361344671*pi) q[12];\nu3(3.55858695143983*pi,-0.14903756364660392*pi,0.6417085703231129*pi) q[13];\nu3(3.7656442515141815*pi,-0.24875090544375306*pi,1.562893373445047*pi) q[14];\nRxxyyzz(0.4320528733553006*pi,0.3174722078544703*pi,0.0*pi) q[5],q[0];\nRxxyyzz(0.3911290681405476*pi,0.3299523922740919*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.4561868002371463*pi,0.19520447728146684*pi,0.0*pi) q[4],q[2];\nRxxyyzz(0.4385869905806894*pi,0.3649626952952034*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.47782311547335576*pi,0.2145822645537887*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.3986718873101991*pi,0.25272097165023943*pi,0.0*pi) q[7],q[11];\nRxxyyzz(0.4141030081779702*pi,0.38577705180871025*pi,3.9528781402049695*pi) q[14],q[8];\nu3(3.257754310646227*pi,1.8216442520568537*pi,1.631855105981212*pi) q[0];\nu3(3.8663614982292533*pi,0.08379516716871482*pi,2.199933619804366*pi) q[1];\nu3(3.4481283776520684*pi,2.4625267964871496*pi,2.286742224398776*pi) q[2];\nu3(3.671929967702515*pi,2.863847711797959*pi,3.4417851291175365*pi) q[3];\nu3(3.5778126456222332*pi,0.5323326557103025*pi,2.0351891981459893*pi) q[4];\nu3(3.6329287923968896*pi,3.0141014337678342*pi,1.07763850161407*pi) q[5];\nu3(3.286235601783692*pi,3.331227701375079*pi,1.7666184936021787*pi) q[6];\nu3(3.303014044410615*pi,1.1176526746328879*pi,1.2646068370118302*pi) q[7];\nu3(3.7696694627187295*pi,0.3654896627657982*pi,2.026266032106301*pi) q[8];\nu3(3.3119620341449445*pi,0.8805741319145151*pi,1.958235643187742*pi) q[9];\nu3(3.9294958948789533*pi,3.156982555780843*pi,0.8894377248614036*pi) q[11];\nu3(3.876272510616939*pi,0.6416708590346509*pi,2.8668145131161316*pi) q[12];\nu3(3.6685500097391346*pi,3.3922083566358525*pi,1.2758676227051207*pi) q[13];\nu3(3.332523152975127*pi,3.337485558373529*pi,2.414945386601381*pi) q[14];\nRxxyyzz(0.4748058338890504*pi,0.10334971368231127*pi,0.0*pi) q[11],q[0];\nRxxyyzz(0.44287881614859026*pi,0.12540580249599392*pi,3.88875138736314*pi) q[13],q[1];\nRxxyyzz(0.21852296452048947*pi,0.1948801560975637*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.35528288654535006*pi,0.20042384760039678*pi,3.8195330969233297*pi) q[3],q[5];\nRxxyyzz(0.4067887668896688*pi,0.2739506356717155*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.3849958663521873*pi,0.37033664850840253*pi,3.827241290760128*pi) q[14],q[6];\nRxxyyzz(0.4130348465427902*pi,0.2649510306701297*pi,0.0*pi) q[8],q[7];\nu3(3.2314417785657197*pi,-0.10184618678105128*pi,4.313060687062301*pi) q[0];\nu3(3.2881263643429945*pi,3.2815302178923873*pi,1.73818478984377*pi) q[1];\nu3(3.4516765917775465*pi,0.9503546122040509*pi,0.8887624893759907*pi) q[2];\nu3(3.5743156529962326*pi,2.6351102882789093*pi,4.048848186438681*pi) q[3];\nu3(3.686738738712071*pi,3.4411673142688075*pi,1.2856554102373599*pi) q[4];\nu3(3.692651927447053*pi,-0.18510013927178592*pi,0.9473098201214847*pi) q[5];\nu3(3.7316397522779137*pi,-0.16416551489647202*pi,1.9951598264583759*pi) q[6];\nu3(3.524214754318574*pi,3.2341810280260694*pi,0.7941135561404162*pi) q[7];\nu3(3.582709239229953*pi,2.161602291757265*pi,1.301606578162759*pi) q[8];\nu3(3.5594451796348814*pi,-0.48984809162699017*pi,1.2689935173288283*pi) q[10];\nu3(3.407449847995593*pi,3.30878632764108*pi,4.243260320353807*pi) q[11];\nu3(3.6831917589234346*pi,2.2455225116032214*pi,1.2121653856595764*pi) q[12];\nu3(3.354452477126552*pi,2.8381572033402915*pi,2.3022616358976125*pi) q[13];\nu3(3.4168231459763234*pi,1.5604739869654982*pi,1.5173067428653697*pi) q[14];\nRxxyyzz(0.45857403695679017*pi,0.23688135677654823*pi,3.9238183242732205*pi) q[0],q[10];\nRxxyyzz(0.3962984674247496*pi,0.21084259194902422*pi,0.0*pi) q[11],q[1];\nRxxyyzz(0.4709726641090135*pi,0.2048656123923447*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.47686805140677*pi,0.3963105915360901*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.4205490469754195*pi,0.21540945619679935*pi,3.951055441337911*pi) q[5],q[4];\nRxxyyzz(0.4234902457134901*pi,0.2547516589071228*pi,3.8268359662763594*pi) q[13],q[8];\nu3(3.163187520628442*pi,1.8193211923799835*pi,0.7378906655650299*pi) q[0];\nu3(3.7073377852297527*pi,2.924976764761139*pi,2.0669308350335696*pi) q[1];\nu3(3.345581247391239*pi,-0.2671591310969015*pi,1.0055998609511816*pi) q[2];\nu3(3.2406527066670647*pi,3.0309311678694453*pi,2.9793154439621894*pi) q[3];\nu3(3.2567189495378295*pi,2.2727721307972653*pi,0.5924917655358417*pi) q[4];\nu3(3.464173239526016*pi,3.2786402410151467*pi,1.225062878791963*pi) q[5];\nu3(3.763889568842402*pi,-0.3430742301836369*pi,2.2538676903738812*pi) q[7];\nu3(3.445188332849339*pi,-0.1592100856420186*pi,1.9991564151864039*pi) q[8];\nu3(3.425552497962181*pi,-0.08877959397881208*pi,0.5806689299604666*pi) q[10];\nu3(3.6514136258570398*pi,0.8906106215200476*pi,1.842007575805813*pi) q[11];\nu3(3.2737173776764807*pi,3.4337634849485115*pi,1.8509212300170086*pi) q[12];\nu3(3.360948228965594*pi,1.0943614197320306*pi,0.7796334284697273*pi) q[13];\nRxxyyzz(0.4392729047770598*pi,0.21467252314403462*pi,0.0*pi) q[13],q[0];\nRxxyyzz(0.44704434208489874*pi,0.1398493928279051*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.46255296669195023*pi,0.2886977633668524*pi,0.0*pi) q[14],q[2];\nRxxyyzz(0.44652426553172*pi,0.23052502447255074*pi,0.0*pi) q[8],q[3];\nRxxyyzz(0.2530240305763298*pi,0.21884862957342222*pi,3.88524338239045*pi) q[4],q[6];\nRxxyyzz(0.42653652268646003*pi,0.26699277913723185*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.4435467912512401*pi,0.2281182860894999*pi,0.0*pi) q[7],q[12];\nu3(3.8534029777629857*pi,0.01138677197136806*pi,1.1117046947026683*pi) q[0];\nu3(3.5162656685630598*pi,3.2915202419514005*pi,3.871290879484461*pi) q[1];\nu3(3.1768149279256015*pi,0.9354574163453111*pi,1.1806975868566647*pi) q[2];\nu3(3.871180536016086*pi,2.7812755897672288*pi,2.1677286427432545*pi) q[3];\nu3(3.2250065392029144*pi,2.8232030535681667*pi,4.299193396212421*pi) q[4];\nu3(3.355481763784032*pi,0.7490647483947246*pi,1.762810653524442*pi) q[5];\nu3(3.590620295124646*pi,3.063938591999542*pi,2.330523508961445*pi) q[6];\nu3(3.104246128899416*pi,3.11926446304179*pi,1.1139830249192224*pi) q[7];\nu3(3.260439654022039*pi,0.7411135421154993*pi,0.8869513837978864*pi) q[8];\nu3(3.628347630772916*pi,3.423035859586795*pi,1.8409997696186675*pi) q[9];\nu3(3.3693846680169135*pi,1.8578719086241646*pi,1.1446273370707574*pi) q[11];\nu3(3.7176114225384493*pi,-0.38228826575115593*pi,0.5358597767628472*pi) q[12];\nu3(3.2136144047382373*pi,-0.36290341678495763*pi,1.0425595192325217*pi) q[13];\nu3(3.7914680643474*pi,1.095497922191361*pi,1.3552547519342117*pi) q[14];\nRxxyyzz(0.2480150509992399*pi,0.19656726907256594*pi,3.9298800126148095*pi) q[0],q[10];\nRxxyyzz(0.4514987759075808*pi,0.35856796450483075*pi,0.0*pi) q[11],q[2];\nRxxyyzz(0.46916224191543077*pi,0.2146723863746588*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.37536047986980003*pi,0.18839272856060696*pi,0.0*pi) q[8],q[5];\nRxxyyzz(0.3715918053640097*pi,0.08373288000542267*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.44821798267018*pi,0.13175287370947597*pi,0.0*pi) q[14],q[12];\nu3(3.4569762147053233*pi,-0.28798589955264575*pi,1.6253707599584961*pi) q[0];\nu3(3.1602363360840644*pi,3.31618807784182*pi,1.1525469031915947*pi) q[2];\nu3(3.866552833539574*pi,1.8494250870492657*pi,1.1957822167791723*pi) q[3];\nu3(3.13059253990477*pi,0.7760437707109231*pi,1.4980769256099338*pi) q[5];\nu3(3.1487423769167067*pi,2.0853249205766464*pi,0.5535839005995913*pi) q[6];\nu3(3.705266393910414*pi,0.8742070493165377*pi,1.2480738849707858*pi) q[7];\nu3(3.5721156489216996*pi,1.076695729464464*pi,1.1656198790524201*pi) q[8];\nu3(3.278546024501078*pi,2.368477679132083*pi,1.3516686706062084*pi) q[10];\nu3(3.4642784463249585*pi,0.7352910968119608*pi,1.7227063703075602*pi) q[11];\nu3(3.3932655670388985*pi,-0.47385014705186906*pi,0.9026032512353872*pi) q[12];\nu3(3.5470961602646076*pi,0.007317917178758959*pi,2.1151820228508695*pi) q[13];\nu3(3.1817414910048436*pi,3.267702583811775*pi,3.8153505008260735*pi) q[14];\nRxxyyzz(0.27198255958667006*pi,0.15350024610978252*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.47148361963916974*pi,0.21008430583838678*pi,0.0*pi) q[14],q[1];\nRxxyyzz(0.3356006763973004*pi,0.25417098139952765*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.37145221110027293*pi,0.16516887123860258*pi,0.0*pi) q[8],q[3];\nRxxyyzz(0.39806070844192*pi,0.1802301633712008*pi,3.933367232415911*pi) q[10],q[4];\nRxxyyzz(0.4093510555909302*pi,0.2956542160820065*pi,0.09693962640287673*pi) q[7],q[11];\nRxxyyzz(0.38825640403566014*pi,0.2830823795739513*pi,3.907447328152319*pi) q[9],q[12];\nu3(3.3640639594705144*pi,-0.12820989317077225*pi,3.2754145716156544*pi) q[0];\nu3(3.3823051452243758*pi,0.16151779860429105*pi,4.17405930552293*pi) q[1];\nu3(3.48105617474703*pi,1.1781033725580738*pi,0.9245056295098637*pi) q[2];\nu3(3.5644219452862114*pi,2.716526873082896*pi,2.397991130960653*pi) q[3];\nu3(3.370038283450083*pi,2.218140949354698*pi,1.6943504153841222*pi) q[4];\nu3(3.6045213166932895*pi,3.0354161625692764*pi,0.800112360795531*pi) q[5];\nu3(3.3092312348497757*pi,0.3138384126868601*pi,2.1878615752536685*pi) q[6];\nu3(3.2366473237764426*pi,3.473193364830675*pi,2.774706733668438*pi) q[7];\nu3(3.1196407993367092*pi,0.2806500612778752*pi,0.5556922036834937*pi) q[8];\nu3(3.3952269533625823*pi,3.0223770921457493*pi,0.6338881656181705*pi) q[9];\nu3(3.336815987010118*pi,2.5168147939628116*pi,1.425155305781857*pi) q[10];\nu3(3.6844644367787924*pi,1.9616392553925452*pi,4.299840015695629*pi) q[11];\nu3(3.089484057926811*pi,2.6551268100679972*pi,1.1976337683307445*pi) q[12];\nu3(3.732555804786656*pi,1.8856721146869417*pi,1.8435158228041906*pi) q[14];\nRxxyyzz(0.31876510635468114*pi,0.07827093305376753*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.3035899917721894*pi,0.16547631191822587*pi,3.91041102186896*pi) q[1],q[4];\nRxxyyzz(0.30398676623348075*pi,0.056332995718117895*pi,0.0*pi) q[7],q[2];\nRxxyyzz(0.4417406160518098*pi,0.29334470869242496*pi,3.7251443471187002*pi) q[6],q[13];\nRxxyyzz(0.4350588753495402*pi,0.2649327836655692*pi,3.8931428459845403*pi) q[14],q[10];\nRxxyyzz(0.24503906436237022*pi,0.10935577505815364*pi,0.0*pi) q[11],q[12];\nu3(3.305117483965512*pi,2.7030050092977636*pi,1.5822982050484047*pi) q[0];\nu3(3.3112712073707806*pi,0.35527301104699227*pi,1.4652673152486826*pi) q[1];\nu3(3.8713276220234576*pi,3.4485862012028967*pi,0.5423239965016031*pi) q[2];\nu3(3.3444221585171134*pi,2.9991667672137385*pi,1.6032977666395762*pi) q[4];\nu3(3.691806782735336*pi,0.24829015094217044*pi,1.7704404379912773*pi) q[6];\nu3(3.380036739238415*pi,3.2341064947697746*pi,2.129192763476207*pi) q[7];\nu3(3.231441244914909*pi,3.415054883935907*pi,4.25039258501749*pi) q[9];\nu3(3.9503511986570894*pi,2.385902476452523*pi,1.1992088945183266*pi) q[10];\nu3(0.30533492864802975*pi,-0.2605724964833497*pi,1.381826121410659*pi) q[11];\nu3(3.1047859065519*pi,2.7718190008412735*pi,0.7457369657144688*pi) q[12];\nu3(3.7322704205271178*pi,2.724698821127623*pi,1.8501704385599314*pi) q[13];\nu3(3.413701510542898*pi,2.4462451240463876*pi,1.0908621045110078*pi) q[14];\nmeasure q[11] -> c[11];\nRxxyyzz(0.47306210385529535*pi,0.24339578301764564*pi,0.0*pi) q[2],q[0];\nRxxyyzz(0.4579877223791602*pi,0.37463562674136286*pi,0.0*pi) q[1],q[10];\nRxxyyzz(0.37209924262959987*pi,0.3300260074270718*pi,0.06235378679355088*pi) q[6],q[3];\nRxxyyzz(0.41432541149788976*pi,0.33942779753876623*pi,3.8811270475477304*pi) q[14],q[4];\nRxxyyzz(0.4829985025156127*pi,0.04343673692404615*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.3403093342684299*pi,0.30093118259041995*pi,0.1359904047720093*pi) q[13],q[7];\nRxxyyzz(0.3524077731765895*pi,0.24619642491350158*pi,3.9260384056098108*pi) q[9],q[8];\nu3(3.55891677693579*pi,0.07949451328010848*pi,1.8894936457954716*pi) q[0];\nu3(3.4024741904704223*pi,0.0769890996941105*pi,1.0369744592680434*pi) q[1];\nu3(3.52047462199954*pi,0.6091579227041195*pi,4.344651844205506*pi) q[2];\nu3(3.791126524049601*pi,1.8764594277834745*pi,0.6128925078423301*pi) q[3];\nu3(3.804751212112136*pi,0.8145721338535592*pi,1.1918106828459263*pi) q[4];\nu3(3.464392939383884*pi,0.15717888060811935*pi,1.3181100096152796*pi) q[5];\nu3(3.355534720051944*pi,0.9278794938104911*pi,4.484406801123247*pi) q[6];\nu3(2.8047795735510963*pi,0.4527450867383017*pi,1.1006960807448798*pi) q[7];\nu3(2.5973087724825055*pi,0.3150913242026807*pi,1.9799237800018212*pi) q[8];\nu3(1.7235871168709538*pi,-0.23673795767983968*pi,1.5537522833622586*pi) q[9];\nu3(3.494060377614397*pi,0.23879676896832502*pi,1.7647511792486459*pi) q[10];\nu3(3.2573119897844656*pi,1.3833916611673978*pi,1.9274751519382567*pi) q[12];\nu3(1.5447927363549683*pi,-0.24775830573532187*pi,1.3534196784295187*pi) q[13];\nu3(3.6347374908682077*pi,2.6458599159873515*pi,2.2988795136816282*pi) q[14];\nmeasure q[6] -> c[0];\nmeasure q[1] -> c[1];\nmeasure q[3] -> c[2];\nmeasure q[9] -> c[3];\nmeasure q[14] -> c[4];\nmeasure q[0] -> c[5];\nmeasure q[12] -> c[6];\nmeasure q[13] -> c[7];\nmeasure q[10] -> c[8];\nmeasure q[2] -> c[9];\nmeasure q[4] -> c[10];\nmeasure q[5] -> c[12];\nmeasure q[8] -> c[13];\nmeasure q[7] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.662418391174122*pi,0.09314152173710111*pi,4.264999836402289*pi) q[0];\nu3(3.4799194486480802*pi,0.31224191748565067*pi,3.050506296102566*pi) q[1];\nu3(3.7033593873272284*pi,2.4758353781140636*pi,2.6610402816893752*pi) q[2];\nu3(3.3825706630915673*pi,1.8779750405948041*pi,4.034160116274471*pi) q[3];\nu3(3.255817381037748*pi,0.09672045760810588*pi,3.7038105493342646*pi) q[4];\nu3(3.7884950354062106*pi,3.443590820201897*pi,0.8742933854089001*pi) q[5];\nu3(3.6456008977825456*pi,-0.08016843789798211*pi,2.7985475656041405*pi) q[6];\nu3(3.8331896775519856*pi,-0.27987096757636865*pi,4.201567015510719*pi) q[7];\nu3(3.8388541648222554*pi,1.5696705012117977*pi,1.3849644646003174*pi) q[8];\nu3(3.279495359614351*pi,0.29903507761031833*pi,4.153261416015609*pi) q[9];\nu3(3.2014140473194375*pi,3.3252469758106282*pi,4.25477703746375*pi) q[10];\nu3(3.483850327733963*pi,-0.01284910610585882*pi,2.809579112027826*pi) q[11];\nu3(3.586868278426834*pi,-0.46133270566428536*pi,4.194662251178059*pi) q[12];\nu3(3.3339609373981096*pi,3.3353779802904424*pi,4.469357581997729*pi) q[13];\nu3(3.9056481956608318*pi,2.182648122784166*pi,1.4366920730562893*pi) q[14];\nRxxyyzz(0.25700779002062*pi,0.1868597344560251*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.30080054965334313*pi,0.2536957444701412*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.4567356367485901*pi,0.1519694459730183*pi,3.859057677593139*pi) q[2],q[13];\nRxxyyzz(0.31386170898290977*pi,0.1764885481756343*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.4197533144171378*pi,0.30319659321751513*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.3145105283200794*pi,0.21588586710573976*pi,3.8834788595347103*pi) q[6],q[8];\nRxxyyzz(0.24251465979219944*pi,0.2158645254179563*pi,0.0*pi) q[11],q[14];\nu3(3.8334869601407533*pi,3.0467803421265565*pi,4.076581627851837*pi) q[0];\nu3(3.352425610400876*pi,-0.12934316224151926*pi,1.21275586514593*pi) q[1];\nu3(3.291427909928692*pi,2.6184194272121433*pi,0.6870222683515639*pi) q[2];\nu3(3.5645559944881393*pi,0.3192952628308865*pi,1.8412120320600818*pi) q[3];\nu3(3.6952587505330072*pi,-0.24190164966719718*pi,1.9705064481845969*pi) q[4];\nu3(3.323877990933793*pi,2.4722776201468344*pi,1.2354030353262182*pi) q[5];\nu3(3.4725487377677533*pi,-0.2261564750225638*pi,0.9395692899129489*pi) q[6];\nu3(3.763828268994584*pi,-0.3658644677933617*pi,1.351799010419609*pi) q[8];\nu3(3.4379625066914006*pi,-0.4215212260451736*pi,2.105356521652488*pi) q[9];\nu3(3.6747448228693793*pi,-0.14052809780386843*pi,2.1827105095550308*pi) q[10];\nu3(3.6261870621780417*pi,2.1363092880594285*pi,1.6745497767612758*pi) q[11];\nu3(3.484603180320074*pi,1.837580651423047*pi,1.308193156251513*pi) q[12];\nu3(3.980596944638626*pi,1.2012915884302409*pi,1.7671790802875693*pi) q[13];\nu3(3.7369009907512787*pi,1.1032375279334503*pi,1.6317396109443996*pi) q[14];\nRxxyyzz(0.4452897433679102*pi,0.23258871308302762*pi,3.9570436582404107*pi) q[0],q[3];\nRxxyyzz(0.42944122880981916*pi,0.15081434362732082*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.45889417639306096*pi,0.3946028697792192*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.3241111706747902*pi,0.2228850703199552*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.41121514280391036*pi,0.29376579823008364*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.45513171798832974*pi,0.20142579421360285*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.3147866302997126*pi,0.2884532844590124*pi,3.9377712953456308*pi) q[14],q[13];\nu3(3.787260606620867*pi,2.8422162701362983*pi,1.8264088747373992*pi) q[0];\nu3(3.4419033358713156*pi,0.2865266612352406*pi,1.648672039308254*pi) q[1];\nu3(3.6326905109038035*pi,-0.2938997737542727*pi,1.168605621393194*pi) q[2];\nu3(3.117229876245731*pi,3.2647186388930187*pi,1.4001817348794412*pi) q[3];\nu3(3.5780943749198437*pi,0.05613247361060858*pi,1.1912851158248547*pi) q[5];\nu3(3.8974519731613713*pi,3.126325847522609*pi,0.8105635257639512*pi) q[6];\nu3(3.852760307325025*pi,2.7831142412940215*pi,1.521455992045543*pi) q[7];\nu3(3.5443090719939807*pi,1.9242690096704504*pi,1.44412584304717*pi) q[8];\nu3(3.415144723050912*pi,2.597000880521728*pi,0.8334193746966518*pi) q[9];\nu3(3.256867765386815*pi,0.12537797396437278*pi,1.6079332123198808*pi) q[10];\nu3(3.311583724596246*pi,2.6979471167851283*pi,1.6280672871606268*pi) q[11];\nu3(3.272450381489847*pi,0.32285105330573904*pi,0.82499602453944*pi) q[12];\nu3(3.570389218172906*pi,-0.44221746268883483*pi,0.7107819233769463*pi) q[13];\nu3(3.6232100719096936*pi,0.4182103987170067*pi,1.8754763097313134*pi) q[14];\nRxxyyzz(0.3877611081385203*pi,0.16680365766427305*pi,3.9280066582839694*pi) q[0],q[9];\nRxxyyzz(0.4187682005725901*pi,0.11368452679781627*pi,0.0*pi) q[1],q[5];\nRxxyyzz(0.38201785222051954*pi,0.17869516337153812*pi,0.0*pi) q[12],q[2];\nRxxyyzz(0.40671211561756115*pi,0.20424217062034788*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.4767372739774096*pi,0.19465182939177084*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.38443598080593044*pi,0.20511067206780087*pi,0.0*pi) q[7],q[8];\nu3(3.2550645637127493*pi,3.3474466182626177*pi,1.5940382361565995*pi) q[0];\nu3(3.8508621657070483*pi,2.6959110017483177*pi,1.2656556796849585*pi) q[1];\nu3(3.4676664287166785*pi,3.1646554586727724*pi,1.198136215256768*pi) q[2];\nu3(3.9193783092212264*pi,3.3798130193059555*pi,1.0340488781823876*pi) q[3];\nu3(3.229592797690266*pi,1.1146431717387901*pi,1.3912392330225845*pi) q[4];\nu3(3.735653531768834*pi,0.11253316010239833*pi,4.4296157343124625*pi) q[5];\nu3(3.4985556545210987*pi,-0.33122206833363654*pi,1.3255333022812508*pi) q[7];\nu3(3.755531781060749*pi,0.8695270833287432*pi,1.0858833293171464*pi) q[8];\nu3(3.156696372639552*pi,1.0495032580225168*pi,0.7579556278577284*pi) q[9];\nu3(3.5711607113619612*pi,2.8752642133339408*pi,1.8670937513361203*pi) q[10];\nu3(3.6772270658468056*pi,0.18741137677177977*pi,0.6417966701028823*pi) q[11];\nu3(3.7696753014268776*pi,0.29080752317090797*pi,2.261626327750162*pi) q[12];\nRxxyyzz(0.4242885468316494*pi,0.2621296673451132*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.38583792736451994*pi,0.2409652720103891*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.4460967936217841*pi,0.36989018086209763*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.4138064173981597*pi,0.37022818391638723*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.3489769436597698*pi,0.24523621680780927*pi,3.86314884931134*pi) q[10],q[5];\nRxxyyzz(0.45583742769360747*pi,0.16331719956676505*pi,0.0*pi) q[9],q[14];\nRxxyyzz(0.45793643761233943*pi,0.2626332085442292*pi,3.88000564205659*pi) q[11],q[12];\nu3(3.0875804969398817*pi,2.987086536194517*pi,1.8137545602302991*pi) q[0];\nu3(3.2733293254572793*pi,3.3997664567303505*pi,1.5533552860930095*pi) q[2];\nu3(3.5487905824106853*pi,0.4494105482521631*pi,0.7779906135056485*pi) q[3];\nu3(3.35761212118622*pi,3.2828298276946346*pi,3.278621630650412*pi) q[4];\nu3(3.2781628824186804*pi,2.6946304822657106*pi,1.3949101720540482*pi) q[5];\nu3(3.3174286865635954*pi,2.140495313465246*pi,4.109804484838703*pi) q[6];\nu3(3.605134884403867*pi,2.9137146928819435*pi,1.497134636124194*pi) q[7];\nu3(3.7275078573449343*pi,0.26497188632741464*pi,1.0994430571624727*pi) q[8];\nu3(3.4155794286038534*pi,0.7940156874858963*pi,1.7915318707069883*pi) q[9];\nu3(3.111574699422435*pi,0.5040786059289433*pi,1.1960019616875974*pi) q[10];\nu3(3.50846235712384*pi,0.20906323084144418*pi,1.9530583396862504*pi) q[11];\nu3(3.3266740922610523*pi,2.9953345535377274*pi,2.450839974837537*pi) q[12];\nu3(3.2780888318475143*pi,2.6573176740151094*pi,4.316468998413701*pi) q[13];\nu3(3.630650007441676*pi,2.7666036598452948*pi,0.8990231715136706*pi) q[14];\nRxxyyzz(0.39879891750445084*pi,0.3003462938319208*pi,0.0*pi) q[14],q[0];\nRxxyyzz(0.4577244687373403*pi,0.2684215072217704*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.4909111556878598*pi,0.25534841838759625*pi,0.0*pi) q[7],q[3];\nRxxyyzz(0.44424727584513024*pi,0.22438609000152707*pi,3.91799705913217*pi) q[5],q[9];\nRxxyyzz(0.4263062130084502*pi,0.1697489061066726*pi,0.0*pi) q[11],q[6];\nRxxyyzz(0.43198936212401995*pi,0.26485383084594644*pi,3.910320488442651*pi) q[8],q[10];\nRxxyyzz(0.28076458720824*pi,0.20003649119111877*pi,0.07616060165153549*pi) q[13],q[12];\nu3(3.5490248638728263*pi,2.1463121966224588*pi,1.0240833916815646*pi) q[0];\nu3(3.2708893886719164*pi,2.2064515264569486*pi,1.6867610401912598*pi) q[2];\nu3(3.6261545492173664*pi,3.474822519710199*pi,1.8030269630198805*pi) q[3];\nu3(3.4579706529852867*pi,0.19874870332137484*pi,1.5730118214713977*pi) q[4];\nu3(3.4167648625110507*pi,3.4979136396134805*pi,2.263379650031104*pi) q[5];\nu3(3.503349179707577*pi,-0.4746916122804694*pi,1.5796952082093452*pi) q[6];\nu3(3.298174185699065*pi,0.8391763594873933*pi,2.1538069804822975*pi) q[7];\nu3(3.540997807695695*pi,-0.4985599546517776*pi,2.191837026748134*pi) q[8];\nu3(3.706136801917166*pi,2.3755566280515326*pi,2.042388447375977*pi) q[9];\nu3(3.579315879123196*pi,-0.04917120438634537*pi,1.202227049851151*pi) q[10];\nu3(3.845009053222383*pi,3.0266226378600245*pi,2.1826557445711625*pi) q[11];\nu3(3.4106878736356796*pi,0.5362400979005519*pi,1.1255548695181121*pi) q[12];\nu3(3.542531785954786*pi,-0.4737711541884818*pi,3.753320678576597*pi) q[13];\nu3(3.728986514403326*pi,2.3473251511051862*pi,1.3394917346972433*pi) q[14];\nRxxyyzz(0.3950738730321398*pi,0.34918038911833743*pi,0.08306871003882202*pi) q[0],q[1];\nRxxyyzz(0.3073671656821947*pi,0.2802872090695576*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.4549802944941099*pi,0.2991957604006062*pi,0.11589819220823383*pi) q[3],q[9];\nRxxyyzz(0.46651401581813623*pi,0.16835044734142102*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.40798731891667606*pi,0.26764761249227054*pi,0.0*pi) q[10],q[5];\nRxxyyzz(0.43180471276170074*pi,0.2931485834361697*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.3710139411073631*pi,0.32708635314002343*pi,0.0*pi) q[8],q[11];\nu3(3.698977335837501*pi,0.31516316493950347*pi,1.6532854039468747*pi) q[0];\nu3(3.2952868018427135*pi,2.6162121442957993*pi,4.211440709433455*pi) q[1];\nu3(3.4527731558703905*pi,2.0670200872387356*pi,1.5478605483786037*pi) q[2];\nu3(3.6539796928266752*pi,-0.035133482059532595*pi,0.9760774333331481*pi) q[3];\nu3(3.735335809943919*pi,-0.21917347759841477*pi,0.5763612185857193*pi) q[4];\nu3(3.424635928635815*pi,2.9295030895185805*pi,1.3253500466818262*pi) q[5];\nu3(3.7671815333144436*pi,-0.36138457520793765*pi,1.2121459449165788*pi) q[6];\nu3(3.538454368003201*pi,3.351571355650088*pi,1.0763186168312278*pi) q[7];\nu3(3.11233505938989*pi,-0.43438627935564667*pi,3.884490266931005*pi) q[8];\nu3(3.403427778253252*pi,3.370314132996975*pi,4.209957498595165*pi) q[9];\nu3(3.337511377219492*pi,3.1570671243401387*pi,1.520984700561713*pi) q[10];\nu3(3.7549046367723986*pi,3.498960497622315*pi,0.8071439396342552*pi) q[11];\nu3(3.6259411095893364*pi,0.5623567910179734*pi,2.2801859837914593*pi) q[12];\nu3(3.5804893413927275*pi,3.3314652539544403*pi,1.0719546492286165*pi) q[14];\nRxxyyzz(0.4261221804750202*pi,0.2745179368412103*pi,0.18737105061857912*pi) q[0],q[2];\nRxxyyzz(0.4080478370616403*pi,0.32955236959380674*pi,0.0*pi) q[7],q[1];\nRxxyyzz(0.44534848201473043*pi,0.2644771662798343*pi,0.0*pi) q[6],q[4];\nRxxyyzz(0.46358427663725*pi,0.13250841229205523*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.4200885683522499*pi,0.2316098496834674*pi,0.15465867356056587*pi) q[8],q[12];\nRxxyyzz(0.2970011307247598*pi,0.22572539383591073*pi,0.0929453495859236*pi) q[10],q[9];\nRxxyyzz(0.41313708284145*pi,0.30659248038299847*pi,0.0*pi) q[11],q[14];\nu3(3.4209343703326986*pi,1.0976480371000674*pi,4.105046174938511*pi) q[0];\nu3(3.1631610997196784*pi,2.174181081412431*pi,1.4737149204894924*pi) q[1];\nu3(3.2164161684831876*pi,0.7348733375563103*pi,0.8393314833663704*pi) q[2];\nu3(3.3921514303815568*pi,3.2184218099552995*pi,1.215565987120287*pi) q[4];\nu3(3.610130562343704*pi,-0.4070225946647117*pi,3.864872480659044*pi) q[5];\nu3(3.242276453649369*pi,0.957973625366852*pi,1.8885263956970681*pi) q[6];\nu3(3.1532070048959313*pi,-0.0412045637940045*pi,0.743045840252042*pi) q[7];\nu3(3.7777713456403963*pi,3.109719882490256*pi,1.8192499514300702*pi) q[8];\nu3(3.3466985565892555*pi,2.7649137971983*pi,3.8856717605638136*pi) q[9];\nu3(3.2611070846881987*pi,0.6867675131301301*pi,4.403965941304377*pi) q[10];\nu3(3.3353067103233496*pi,2.887616100170888*pi,4.2739734600875146*pi) q[11];\nu3(3.459421232633265*pi,2.48024842373506*pi,4.473778505047293*pi) q[12];\nu3(3.0517628738824185*pi,0.3030918647793649*pi,1.2771468153104477*pi) q[13];\nu3(3.457208847262496*pi,3.473181298470405*pi,2.060321230825573*pi) q[14];\nRxxyyzz(0.4658226253362199*pi,0.26036163373405685*pi,0.0*pi) q[14],q[0];\nRxxyyzz(0.44219716055243374*pi,0.23073418176877625*pi,0.0*pi) q[13],q[2];\nRxxyyzz(0.39888737627596016*pi,0.14003195546315905*pi,0.0*pi) q[7],q[3];\nRxxyyzz(0.4021923172166795*pi,0.2784636117476742*pi,3.8083136222220606*pi) q[11],q[4];\nRxxyyzz(0.4112595356184099*pi,0.22368675024098522*pi,0.1315756906981358*pi) q[5],q[12];\nRxxyyzz(0.40622687151635006*pi,0.22532155864745806*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.39467103832596007*pi,0.24239659483802853*pi,0.21172124848398638*pi) q[8],q[9];\nu3(3.1748343980830276*pi,0.7252590486679995*pi,2.142105249279526*pi) q[0];\nu3(3.2064899720098663*pi,1.043473918956904*pi,1.2317356173453722*pi) q[2];\nu3(3.4582757950952123*pi,3.2653091189724934*pi,0.8147004434660534*pi) q[3];\nu3(3.211775444345095*pi,0.04874479933567821*pi,1.6375326924471185*pi) q[4];\nu3(3.3544049671588976*pi,2.9187568645690156*pi,1.1636237599248456*pi) q[5];\nu3(3.4518867225852903*pi,0.2509710315399142*pi,0.7026028009530138*pi) q[6];\nu3(3.110882188476055*pi,3.4846241887014604*pi,1.3347427474063136*pi) q[7];\nu3(3.4590282183746535*pi,3.37016178896121*pi,0.6239462638292794*pi) q[8];\nu3(3.6388627731106715*pi,0.7262935543634723*pi,1.0152057263206125*pi) q[9];\nu3(3.363947995053473*pi,0.1478103350601725*pi,1.8933700911717992*pi) q[10];\nu3(3.7243484284007944*pi,-0.4241762323721378*pi,1.8703068484538234*pi) q[11];\nu3(3.1916425186717894*pi,-0.49701798681604237*pi,1.147079694660247*pi) q[12];\nu3(3.1067713309491083*pi,-0.032451072175952334*pi,2.3229283390154456*pi) q[13];\nu3(3.807284813949319*pi,0.5971089409491563*pi,1.4339631737726921*pi) q[14];\nRxxyyzz(0.36151774619315924*pi,0.3304363776072449*pi,3.8265608774577604*pi) q[10],q[0];\nRxxyyzz(0.45737281960431975*pi,0.326437528278984*pi,0.0*pi) q[13],q[1];\nRxxyyzz(0.37237503426784013*pi,0.3357134921831939*pi,0.0*pi) q[6],q[2];\nRxxyyzz(0.34735343525435974*pi,0.20547661807623685*pi,0.0955067486123955*pi) q[3],q[9];\nRxxyyzz(0.3827306093892684*pi,0.37090810555004516*pi,0.0*pi) q[7],q[4];\nRxxyyzz(0.4626553649701499*pi,0.3894697915630855*pi,0.0*pi) q[8],q[14];\nRxxyyzz(0.41998813884999037*pi,0.19169000953655083*pi,3.9486114527241902*pi) q[11],q[12];\nu3(3.6726786716760143*pi,3.333505215180706*pi,0.6743292175387099*pi) q[0];\nu3(3.274147876498594*pi,0.33555915720434615*pi,2.1256795006884097*pi) q[1];\nu3(3.770003125346575*pi,0.358916942624542*pi,0.971778672617841*pi) q[2];\nu3(3.569302175524237*pi,-0.14328677885865337*pi,0.9565654512584013*pi) q[3];\nu3(3.578686529603928*pi,2.9390784105563252*pi,3.8786575980848945*pi) q[4];\nu3(3.1736452810860682*pi,2.9359394455444496*pi,0.8094705221309173*pi) q[6];\nu3(3.530826503648217*pi,3.1270037042938412*pi,3.369316570808898*pi) q[7];\nu3(3.8862896741512123*pi,1.980800916041761*pi,4.243568467672839*pi) q[8];\nu3(3.7997420349814175*pi,3.349971435487409*pi,0.9832085840710384*pi) q[9];\nu3(3.943964772137982*pi,-0.2766221095627569*pi,1.5722145042625493*pi) q[10];\nu3(3.801168998321005*pi,0.1454869838280879*pi,2.1824800944969027*pi) q[11];\nu3(3.56972314235097*pi,1.153202904673253*pi,0.9898945172449696*pi) q[12];\nu3(3.8701667512196667*pi,0.7329840352143151*pi,1.4318906280294539*pi) q[13];\nu3(3.517360512514026*pi,2.2644888044389138*pi,0.9005224644173158*pi) q[14];\nRxxyyzz(0.46048118410606875*pi,0.3017509663257787*pi,0.0*pi) q[14],q[0];\nRxxyyzz(0.4363576082184898*pi,0.26265364334801466*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.4160093045482107*pi,0.17134972949591948*pi,0.04373539296963924*pi) q[2],q[4];\nRxxyyzz(0.3270337000256297*pi,0.19722637065652293*pi,0.0*pi) q[11],q[3];\nRxxyyzz(0.39023940014878983*pi,0.1699927053242055*pi,3.9467982164038298*pi) q[6],q[5];\nRxxyyzz(0.43236966086690976*pi,0.23625184140670563*pi,0.0*pi) q[13],q[7];\nRxxyyzz(0.3534562464861*pi,0.25426522344280844*pi,0.15432886877491603*pi) q[10],q[12];\nu3(3.1289807348027656*pi,0.12781357031029006*pi,4.274887723532761*pi) q[0];\nu3(3.4462885298742094*pi,3.4521319302136813*pi,0.7199011355885118*pi) q[1];\nu3(3.4936366096531466*pi,1.1073434802197524*pi,4.309435577850723*pi) q[2];\nu3(3.418548895595513*pi,2.340625359326128*pi,2.190941659396283*pi) q[3];\nu3(3.2133251858162852*pi,-0.3139723280940542*pi,1.6301980767323911*pi) q[4];\nu3(3.3697819065078045*pi,-0.3765042093466339*pi,0.5098119752346992*pi) q[5];\nu3(3.2433348708476184*pi,0.8628953086773414*pi,1.066935776570209*pi) q[6];\nu3(3.6640653941112165*pi,-0.06297931436553905*pi,1.2428299285149813*pi) q[7];\nu3(3.544886197065995*pi,3.421649684669506*pi,1.3896070330506722*pi) q[9];\nu3(3.749126535093227*pi,0.030346490824832872*pi,2.0861966925880484*pi) q[10];\nu3(3.443524581165892*pi,3.31246709172894*pi,1.2262325416394595*pi) q[11];\nu3(3.0452315862039567*pi,3.2132141697470513*pi,0.8932918502538925*pi) q[12];\nu3(3.440472094260684*pi,1.6214334318219268*pi,1.4610308970815464*pi) q[13];\nu3(3.321280007831075*pi,0.2520467118206491*pi,1.732579106255182*pi) q[14];\nRxxyyzz(0.4761322943969799*pi,0.1707364371040362*pi,0.0*pi) q[5],q[1];\nRxxyyzz(0.4451010616764003*pi,0.09320633455056826*pi,0.0*pi) q[3],q[2];\nRxxyyzz(0.3600836320979201*pi,0.2929808300671839*pi,0.17661201898954326*pi) q[4],q[7];\nRxxyyzz(0.35685593374046487*pi,0.2759047994905385*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.42622292542523965*pi,0.2962564148879976*pi,0.0*pi) q[11],q[8];\nRxxyyzz(0.41919937626922466*pi,0.12986874516482783*pi,0.0*pi) q[9],q[13];\nu3(3.6143653300867964*pi,0.20438050573935074*pi,2.268787235549862*pi) q[1];\nu3(3.5984546016889993*pi,0.8189602285789963*pi,0.9986268482098162*pi) q[2];\nu3(3.650213911805236*pi,3.019964423357668*pi,0.513330646879699*pi) q[3];\nu3(3.5866128892436553*pi,-0.04992034734623629*pi,2.044504310951239*pi) q[4];\nu3(3.2224331871265512*pi,0.9230876443139353*pi,1.7562632134320237*pi) q[5];\nu3(3.061471621183051*pi,0.2543311174486639*pi,0.9037801090867807*pi) q[6];\nu3(3.524801825832526*pi,2.138478424075676*pi,4.172255630704628*pi) q[7];\nu3(3.803519500221417*pi,0.12151882179852991*pi,1.5696280997244516*pi) q[8];\nu3(3.440436866605369*pi,2.263679875526771*pi,0.7841569213649427*pi) q[9];\nu3(3.5319082979178824*pi,-0.16052082945933716*pi,1.6040411820142484*pi) q[11];\nu3(3.41706052749331*pi,2.6785177392966126*pi,2.1292890977478818*pi) q[12];\nu3(3.097534620143109*pi,3.113003471791906*pi,1.7150958674937389*pi) q[13];\nRxxyyzz(0.42318538121331983*pi,0.19427312041630693*pi,3.869151264706361*pi) q[0],q[9];\nRxxyyzz(0.36233401341735216*pi,0.30187627671965256*pi,0.0*pi) q[14],q[1];\nRxxyyzz(0.454852627869459*pi,0.13177936053978112*pi,0.0*pi) q[11],q[2];\nRxxyyzz(0.46331806430529987*pi,0.2969207452466862*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.26307077724486666*pi,0.17080821398507107*pi,0.0754641911441456*pi) q[5],q[7];\nRxxyyzz(0.35321106764236987*pi,0.10805810786993142*pi,0.0*pi) q[8],q[6];\nRxxyyzz(0.4560568100202703*pi,0.2469835850024984*pi,0.0*pi) q[12],q[10];\nu3(3.5655635465753672*pi,-0.262413863827352*pi,1.0254131910455566*pi) q[0];\nu3(3.476950864298149*pi,1.8259542413820045*pi,1.5585742193942793*pi) q[1];\nu3(3.646474401087275*pi,3.0175565634932147*pi,4.429589175714295*pi) q[2];\nu3(3.3585554813499043*pi,2.9629822266221706*pi,0.5289418119738896*pi) q[3];\nu3(3.7670435848193526*pi,0.5868021099296477*pi,4.322308052125507*pi) q[5];\nu3(3.393900881844418*pi,0.37792011548988125*pi,1.8291226978868897*pi) q[6];\nu3(3.437268238232*pi,-0.019253266459804963*pi,0.7877764571042378*pi) q[7];\nu3(3.5590036047142846*pi,3.020566874055993*pi,1.0955750666860715*pi) q[8];\nu3(3.2613185786665593*pi,1.015319603885498*pi,2.231228981584512*pi) q[9];\nu3(3.4781623839296856*pi,-0.49815595742423874*pi,0.6597451844370064*pi) q[10];\nu3(3.627485951278426*pi,2.2618396485356596*pi,0.9174172553026334*pi) q[11];\nu3(3.8968593211194755*pi,0.28837093433301586*pi,2.069715112077626*pi) q[12];\nu3(3.317913497674131*pi,3.2442041587701995*pi,2.3823135391268275*pi) q[13];\nu3(3.6102105712196537*pi,2.771166875646979*pi,1.127934258178363*pi) q[14];\nRxxyyzz(0.34699211613011016*pi,0.2636028969021338*pi,0.0*pi) q[0],q[4];\nRxxyyzz(0.4556221809733102*pi,0.27228411662832963*pi,3.9311301058840193*pi) q[8],q[3];\nRxxyyzz(0.41659890616925005*pi,0.32539842791262424*pi,3.88690459609119*pi) q[11],q[5];\nRxxyyzz(0.288808569300259*pi,0.16280446271782578*pi,0.0*pi) q[12],q[6];\nRxxyyzz(0.38142781271244*pi,0.13225534709641362*pi,0.09400853089080569*pi) q[13],q[9];\nu3(3.5701918589939727*pi,0.9931168881457433*pi,1.994942979271182*pi) q[0];\nu3(3.5541462197079543*pi,1.0287731389890107*pi,0.8895119359533856*pi) q[3];\nu3(3.2803640517159938*pi,3.3229205379061155*pi,3.903603859629134*pi) q[4];\nu3(3.6192185018758307*pi,3.3563553536025363*pi,1.3771778981819134*pi) q[5];\nu3(3.893401708355662*pi,-0.43392679175850946*pi,1.064142177699087*pi) q[6];\nu3(3.2645361082939095*pi,-0.2649593938785355*pi,1.941475034198192*pi) q[8];\nu3(3.8829354118020745*pi,3.094118007546818*pi,4.311325309711375*pi) q[9];\nu3(3.613872905368057*pi,-0.017544418857070143*pi,0.774638608894624*pi) q[11];\nu3(3.22384402349003*pi,3.39501523763252*pi,2.426688805759728*pi) q[12];\nu3(3.5055686218181417*pi,2.8193139161995626*pi,3.5079236015467914*pi) q[13];\nRxxyyzz(0.3557142810091598*pi,0.22926665668419455*pi,0.0860621593089439*pi) q[8],q[0];\nRxxyyzz(0.41798023075820007*pi,0.1493251121679502*pi,3.912782726837401*pi) q[1],q[12];\nRxxyyzz(0.38381009523552*pi,0.2630716436457012*pi,0.11433398685603899*pi) q[3],q[4];\nRxxyyzz(0.26626682725683004*pi,0.14520713729440893*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.4387559592547501*pi,0.2709835901465024*pi,3.7930003987472194*pi) q[7],q[9];\nRxxyyzz(0.36408156944682984*pi,0.33037783788085034*pi,3.7873592494971007*pi) q[10],q[13];\nu3(3.194373191171302*pi,3.3150850793891133*pi,1.9294130052534708*pi) q[0];\nu3(3.443506208811787*pi,0.538068013616239*pi,2.2959430440309205*pi) q[1];\nu3(3.3806567613260374*pi,2.7370654731866306*pi,0.8564766712930535*pi) q[3];\nu3(3.7408735070925836*pi,0.9574794830555298*pi,0.785192828820164*pi) q[4];\nu3(3.3329134044205424*pi,2.28548704008238*pi,0.9999504338618239*pi) q[6];\nu3(3.115885443413508*pi,-0.39020487785184826*pi,1.6049689921826484*pi) q[7];\nu3(3.68255509048833*pi,-0.13348048682246405*pi,0.554877767281572*pi) q[8];\nu3(3.366219455907126*pi,2.551452515179791*pi,0.8167470065691571*pi) q[9];\nu3(3.30918411427199*pi,0.6965154290368183*pi,0.8120655798964727*pi) q[10];\nu3(3.6312840128892843*pi,2.8289127612560785*pi,0.7764564037867556*pi) q[12];\nu3(3.105968788439932*pi,0.6420744898104969*pi,1.7509912461561468*pi) q[13];\nu3(3.4452349186350544*pi,1.0042753043373507*pi,1.828703991870719*pi) q[14];\nmeasure q[3] -> c[2];\nRxxyyzz(0.4647793964657997*pi,0.13561639727545105*pi,0.0*pi) q[0],q[4];\nRxxyyzz(0.45050983741254014*pi,0.22763610055519132*pi,3.9555076000263996*pi) q[2],q[1];\nRxxyyzz(0.44843243228088026*pi,0.29618562077220645*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.4556345121689801*pi,0.26024274464750485*pi,3.94277570194532*pi) q[10],q[6];\nRxxyyzz(0.40389567541719185*pi,0.3325272673963121*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.45286317046533997*pi,0.10979105550728097*pi,0.0*pi) q[8],q[13];\nRxxyyzz(0.4368619726708102*pi,0.27220241366233205*pi,0.07990952617045365*pi) q[11],q[9];\nu3(3.172762008905295*pi,-0.14354381316738551*pi,4.195095796694965*pi) q[0];\nu3(3.5143617180346163*pi,0.28149969201876734*pi,2.249908683441288*pi) q[1];\nu3(3.25435231377518*pi,1.4432460162266543*pi,1.0456040771930633*pi) q[2];\nu3(3.619026996174333*pi,0.6122382206701102*pi,1.3305055516711768*pi) q[4];\nu3(3.482350285949261*pi,-0.055080095573244336*pi,0.7466815076535918*pi) q[5];\nu3(3.2307650643455688*pi,3.3677027449145434*pi,1.9049252641374843*pi) q[6];\nu3(3.100973098640841*pi,0.8401454203633154*pi,1.2813674590356103*pi) q[7];\nu3(3.5457766821682357*pi,1.0693624541664795*pi,1.1919140715408973*pi) q[8];\nu3(3.570019636552324*pi,2.575613218170826*pi,4.163737961081378*pi) q[9];\nu3(3.4552366097728924*pi,2.3217829295382053*pi,1.8893258392005592*pi) q[10];\nu3(3.7675527825421775*pi,2.9164182243809167*pi,1.7586852901750705*pi) q[11];\nu3(3.628270413214893*pi,0.239528477023361*pi,2.2065334321559398*pi) q[12];\nu3(3.3886460440326913*pi,0.40665857624619794*pi,1.6411770257494793*pi) q[13];\nu3(3.421378269183409*pi,1.0063239473742636*pi,1.9925057240563122*pi) q[14];\nmeasure q[8] -> c[0];\nmeasure q[11] -> c[1];\nmeasure q[10] -> c[3];\nmeasure q[2] -> c[4];\nmeasure q[6] -> c[5];\nmeasure q[5] -> c[6];\nmeasure q[14] -> c[7];\nmeasure q[0] -> c[8];\nmeasure q[1] -> c[9];\nmeasure q[4] -> c[10];\nmeasure q[13] -> c[11];\nmeasure q[12] -> c[12];\nmeasure q[7] -> c[13];\nmeasure q[9] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.4216608868319955*pi,3.053942753330337*pi,4.398205220773048*pi) q[0];\nu3(3.6601844355628117*pi,2.363594392474515*pi,2.124892536321381*pi) q[1];\nu3(3.288941421810855*pi,-0.20679497656409218*pi,0.9496040952457241*pi) q[2];\nu3(3.4902313916696905*pi,0.8132153885791427*pi,0.6565365265507306*pi) q[3];\nu3(3.197725285844138*pi,1.1557288262131706*pi,3.6037239683364692*pi) q[4];\nu3(3.275936611814093*pi,2.3175157680939646*pi,3.993353701863944*pi) q[5];\nu3(3.2747384346272344*pi,3.492138091855529*pi,0.5499573569627145*pi) q[6];\nu3(3.2318350515165157*pi,2.4305802191897072*pi,4.120249252287449*pi) q[7];\nu3(3.4535535670301147*pi,3.3883755458791596*pi,1.2738381079803847*pi) q[8];\nu3(3.307017906408848*pi,-0.3007014183202359*pi,1.9286238459103222*pi) q[9];\nu3(3.3430804458093664*pi,3.329286847619429*pi,1.3212073058635956*pi) q[10];\nu3(3.3249622219463504*pi,2.292146316209943*pi,4.4186619451249936*pi) q[11];\nu3(3.473390265689023*pi,2.9251275271271724*pi,1.5595965160781475*pi) q[12];\nu3(3.4290825674858043*pi,3.369344736297525*pi,4.478121275219655*pi) q[13];\nu3(3.768393164409718*pi,3.2557521133575467*pi,1.2934202014276508*pi) q[14];\nRxxyyzz(0.31345178651664996*pi,0.220193114647401*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.3947703280889301*pi,0.14196120389432085*pi,3.91895974182871*pi) q[2],q[11];\nRxxyyzz(0.2857389154238099*pi,0.15201983946265107*pi,3.9378149918126706*pi) q[3],q[4];\nRxxyyzz(0.4477877915519401*pi,0.22713614897399595*pi,0.04225345231034141*pi) q[5],q[14];\nRxxyyzz(0.40323193752854986*pi,0.20111918573486773*pi,3.86116971947151*pi) q[6],q[12];\nRxxyyzz(0.4318188986178599*pi,0.202838468129082*pi,0.13012852625134824*pi) q[7],q[10];\nRxxyyzz(0.4345684230857809*pi,0.22173559240494822*pi,0.0*pi) q[9],q[13];\nu3(3.7148424911859705*pi,3.100137153409123*pi,0.7265914102114652*pi) q[0];\nu3(3.092253726912593*pi,1.7649302734903456*pi,0.7583508171967441*pi) q[2];\nu3(3.2897327354621226*pi,0.4705251160662085*pi,1.8356636413331928*pi) q[3];\nu3(3.382840676664013*pi,0.5068524607358169*pi,1.1258073889941502*pi) q[4];\nu3(3.2703447014269447*pi,0.27016194698722773*pi,3.5491526962201183*pi) q[5];\nu3(3.628633853194432*pi,3.2605351360415016*pi,1.9780094711064606*pi) q[6];\nu3(3.3799811894979235*pi,0.373811094838049*pi,4.361199836290574*pi) q[7];\nu3(3.369037268961195*pi,-0.37412255254594595*pi,1.7457172750974335*pi) q[8];\nu3(3.807662319471845*pi,2.6507300077467875*pi,1.6049717042713267*pi) q[9];\nu3(3.809795972364623*pi,2.758149465070762*pi,3.933751496114138*pi) q[10];\nu3(3.620267496165928*pi,2.7876611590871603*pi,1.2864355790109572*pi) q[11];\nu3(3.398946945597157*pi,2.748409738299717*pi,1.6533473589968741*pi) q[12];\nu3(3.368223169212392*pi,3.3339451619541194*pi,0.6542868117742227*pi) q[13];\nu3(3.8483396835274535*pi,-0.49970405357630965*pi,3.600611853690475*pi) q[14];\nRxxyyzz(0.4552559993468499*pi,0.37365839709086757*pi,0.21976001351643493*pi) q[0],q[9];\nRxxyyzz(0.4367517573938704*pi,0.3879698436958875*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.3879638639092296*pi,0.22082039298558734*pi,0.13556187777854325*pi) q[2],q[5];\nRxxyyzz(0.46759055019848894*pi,0.32680220849121*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.42107770660549826*pi,0.23751480901285515*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.45660071635924204*pi,0.38464274783945623*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.47915787538055077*pi,0.26769558860717635*pi,0.0*pi) q[13],q[10];\nu3(3.4728559417177154*pi,2.4407895485957027*pi,3.167592277053697*pi) q[0];\nu3(3.6752904607317385*pi,2.687382112206924*pi,4.022823460523422*pi) q[1];\nu3(3.401060302240067*pi,-0.24044423886733424*pi,3.1207772253066715*pi) q[2];\nu3(3.3066731818856887*pi,-0.24297723113381509*pi,3.8880380082082993*pi) q[3];\nu3(3.283226217440453*pi,2.264388268219074*pi,1.7756302701941353*pi) q[4];\nu3(3.4468988964477374*pi,0.13327000263942446*pi,4.0524644997793215*pi) q[5];\nu3(3.3230100202015787*pi,3.114794167093511*pi,2.0091154725110743*pi) q[7];\nu3(3.391700485767853*pi,0.7154999456621614*pi,1.2298574658528598*pi) q[8];\nu3(3.1286583499557388*pi,3.2973335397177737*pi,3.2486770087005716*pi) q[9];\nu3(3.398641524542472*pi,3.457001986096328*pi,1.4035239116317815*pi) q[10];\nu3(3.361425369703662*pi,3.132649990358347*pi,1.9577992506782775*pi) q[11];\nu3(3.5793230262889404*pi,0.876189038859112*pi,1.8072604175711744*pi) q[12];\nu3(3.6699273168592397*pi,2.365233958561487*pi,1.233548874917309*pi) q[13];\nu3(3.8102716052973062*pi,2.416583397460545*pi,2.3481252605009995*pi) q[14];\nRxxyyzz(0.4393540378884434*pi,0.1650327610684723*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.4013875095583801*pi,0.34031985499054884*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.4802356345117409*pi,0.3830416720829097*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.3799105561326898*pi,0.10890488534462209*pi,3.940475635981249*pi) q[3],q[9];\nRxxyyzz(0.36585938820986014*pi,0.30968818011611227*pi,3.830919009258841*pi) q[5],q[12];\nRxxyyzz(0.4577279835003428*pi,0.2716196131767328*pi,0.0*pi) q[11],q[6];\nu3(3.108031073606472*pi,-0.279010814144081*pi,0.6858589771880805*pi) q[0];\nu3(3.827318906093324*pi,2.7312993221677413*pi,0.8022796554317011*pi) q[1];\nu3(3.6159271270799147*pi,3.435308076718353*pi,2.833495267686006*pi) q[2];\nu3(3.3060329575501592*pi,2.822283936872834*pi,1.4248124008816427*pi) q[3];\nu3(3.119997998273212*pi,0.07648266698612605*pi,1.3597958882127794*pi) q[5];\nu3(3.2619514580271103*pi,-0.38657969052952657*pi,1.9286895089690201*pi) q[6];\nu3(3.2691703657463025*pi,2.8081120343279964*pi,1.5525163114184248*pi) q[7];\nu3(3.5641221859191896*pi,1.072323127119085*pi,1.2637506040012165*pi) q[9];\nu3(3.3662582756862998*pi,-0.22823175830956055*pi,4.0217322445114405*pi) q[10];\nu3(3.5510670143914775*pi,-0.13127087381729868*pi,0.8992154053957842*pi) q[11];\nu3(3.667133559882839*pi,2.947399741028855*pi,1.8070811137527985*pi) q[12];\nu3(3.6519077912221163*pi,1.8251511473971425*pi,1.9076538359985078*pi) q[13];\nRxxyyzz(0.44242393300416016*pi,0.1857335149798598*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.3148410470140201*pi,0.22991355488731013*pi,0.08085598825557305*pi) q[7],q[5];\nRxxyyzz(0.3517749598598*pi,0.23135541329155096*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.39181207504920956*pi,0.2234589763375513*pi,0.0*pi) q[11],q[8];\nRxxyyzz(0.48905771808649*pi,0.09893114019818017*pi,0.0*pi) q[14],q[12];\nu3(3.606104066561902*pi,1.6452715218931226*pi,1.418308025240229*pi) q[3];\nu3(3.4599683042053275*pi,-0.33097815885015636*pi,2.1041962660233815*pi) q[4];\nu3(3.517903382997944*pi,2.7612240598976197*pi,4.139196624012383*pi) q[5];\nu3(3.943782063013553*pi,2.4941785152638856*pi,4.339964656618063*pi) q[6];\nu3(3.473442464944794*pi,-0.37132060659150434*pi,2.448161356170728*pi) q[7];\nu3(3.756214000347039*pi,-0.35466207209624984*pi,0.7296429112965728*pi) q[8];\nu3(3.5664655640747283*pi,0.8893892280807134*pi,1.1570315079859015*pi) q[9];\nu3(3.9175660149432545*pi,3.3175933854031574*pi,0.5301171105698264*pi) q[11];\nu3(3.273444054356001*pi,2.0528238889327692*pi,1.1450251640880418*pi) q[12];\nu3(3.4399669374388813*pi,-0.43301889403062926*pi,1.9954278573943653*pi) q[14];\nRxxyyzz(0.4224050537534901*pi,0.24457007934542804*pi,0.1347565098177463*pi) q[5],q[0];\nRxxyyzz(0.36005050217331347*pi,0.1861260179300368*pi,0.0*pi) q[7],q[1];\nRxxyyzz(0.33961559910802974*pi,0.29691007143820514*pi,0.1878341899130609*pi) q[2],q[4];\nRxxyyzz(0.4202113634270015*pi,0.2861517151212445*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.4140488491741693*pi,0.28647104132076295*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.3132166876614435*pi,0.2193656879392729*pi,0.0*pi) q[8],q[10];\nRxxyyzz(0.4462768882254994*pi,0.2827047972723469*pi,0.0*pi) q[14],q[9];\nu3(3.2642020034231027*pi,3.430409996688213*pi,2.2234522515399253*pi) q[0];\nu3(3.6377499550316768*pi,1.9796077685121203*pi,1.8660326328746817*pi) q[1];\nu3(3.3788774917175375*pi,2.7640880613332133*pi,4.252855536744886*pi) q[2];\nu3(3.6022380854249154*pi,3.2299590430380314*pi,1.0084407292067026*pi) q[3];\nu3(3.5909201548632015*pi,2.9097109404933628*pi,3.1781997853529855*pi) q[4];\nu3(3.4225752080501755*pi,3.275225435732054*pi,2.9002923005780086*pi) q[5];\nu3(3.1987327946976625*pi,0.6459987804338276*pi,1.5812993463019702*pi) q[6];\nu3(3.521548089640686*pi,3.148701317481497*pi,1.7670602012220806*pi) q[7];\nu3(3.8348771226765854*pi,-0.37403086035595257*pi,1.731859536959189*pi) q[8];\nu3(3.4449997090122944*pi,3.4381532688308933*pi,0.9224845571009539*pi) q[9];\nu3(3.588985943477364*pi,0.3988311654794455*pi,0.5697178660007142*pi) q[10];\nu3(3.363162250210949*pi,0.6559804072788347*pi,1.1170368172389855*pi) q[11];\nu3(3.5055124003088163*pi,-0.1974500025052658*pi,1.1163684301066108*pi) q[12];\nu3(3.574902545240628*pi,3.4987194437837985*pi,1.4849825306312416*pi) q[14];\nRxxyyzz(0.4185841848327248*pi,0.2438519011285556*pi,3.916501219361825*pi) q[11],q[0];\nRxxyyzz(0.2689756393495498*pi,0.21267630583976516*pi,0.10222332525824429*pi) q[3],q[13];\nRxxyyzz(0.4275556150231399*pi,0.34819616422000316*pi,0.19251285358723103*pi) q[8],q[4];\nRxxyyzz(0.4938472641869799*pi,0.18904219061708405*pi,0.0*pi) q[12],q[5];\nRxxyyzz(0.40736013605843047*pi,0.2074192087533826*pi,0.0*pi) q[9],q[6];\nRxxyyzz(0.3947775943497799*pi,0.10058630955768788*pi,0.0*pi) q[10],q[14];\nu3(3.627714610778411*pi,2.760554424180046*pi,2.074805250992315*pi) q[0];\nu3(3.538151143573791*pi,-0.24516000670911675*pi,3.8927195247767705*pi) q[3];\nu3(3.7792937771588035*pi,2.8204771811910048*pi,3.6270017905970615*pi) q[4];\nu3(3.5533169248336365*pi,3.0629774571836146*pi,0.8788927371317596*pi) q[5];\nu3(3.4065112022150053*pi,1.3666953170694005*pi,0.9093690612282562*pi) q[6];\nu3(3.5351022321330654*pi,-0.0901093805964735*pi,4.2599131181155325*pi) q[8];\nu3(3.3954128937079435*pi,0.05659521887078356*pi,2.172566870562221*pi) q[9];\nu3(3.5426858161700547*pi,0.9594122578957351*pi,1.6696138047626865*pi) q[10];\nu3(3.4151359834306065*pi,0.29043991657531587*pi,0.5215447658710279*pi) q[11];\nu3(3.804392067579179*pi,-0.12580137862592428*pi,0.6437124949451214*pi) q[12];\nu3(3.4213928691864686*pi,-0.3376268867143749*pi,3.247393270525626*pi) q[13];\nu3(3.3392505009067825*pi,2.543421169528634*pi,0.9328882925972819*pi) q[14];\nRxxyyzz(0.3326462608215599*pi,0.1989601820831277*pi,0.05816097969224421*pi) q[1],q[6];\nRxxyyzz(0.40965889975171976*pi,0.21199033849778148*pi,0.09513662930507562*pi) q[2],q[3];\nRxxyyzz(0.4620182018270703*pi,0.28836966771903416*pi,0.0*pi) q[9],q[4];\nRxxyyzz(0.4593744430533696*pi,0.2216102545822758*pi,3.8586654576212696*pi) q[5],q[8];\nRxxyyzz(0.22980408665431018*pi,0.1043953604436505*pi,0.0*pi) q[7],q[14];\nRxxyyzz(0.3911906880912301*pi,0.28938814707397015*pi,3.90462341899368*pi) q[12],q[10];\nu3(3.5716855779907504*pi,1.2650101842829184*pi,0.7800956744850244*pi) q[1];\nu3(3.425554300238035*pi,2.919964741035484*pi,0.8830012090454211*pi) q[2];\nu3(3.646187820827114*pi,3.275375917299372*pi,4.077489676229983*pi) q[3];\nu3(3.8060694575548597*pi,0.12910426127738428*pi,1.8327768005365097*pi) q[4];\nu3(3.3250126115650978*pi,2.5587441259512658*pi,0.601808672585225*pi) q[5];\nu3(3.2201015180458703*pi,-0.118385159486327*pi,3.7843576983293064*pi) q[6];\nu3(3.529891035196754*pi,1.3546596340281805*pi,0.9528747385312943*pi) q[7];\nu3(3.595146878992748*pi,0.4960300136511242*pi,0.9975682212803392*pi) q[8];\nu3(3.830145599179478*pi,2.93213620611961*pi,0.5575672553434976*pi) q[9];\nu3(3.6251616597989087*pi,3.3490780242903524*pi,1.0326717975265807*pi) q[10];\nu3(3.1562266269840755*pi,-0.3234303189230616*pi,1.2453519642511968*pi) q[12];\nu3(3.635245267150618*pi,1.031349981449376*pi,0.7091085463979185*pi) q[14];\nRxxyyzz(0.4180040817586098*pi,0.18376613852972445*pi,0.0*pi) q[9],q[0];\nRxxyyzz(0.2929400838071401*pi,0.236895255309288*pi,3.90929094190888*pi) q[2],q[14];\nRxxyyzz(0.38792924793966005*pi,0.31076850619412044*pi,0.11099811046542919*pi) q[3],q[13];\nRxxyyzz(0.4792292836411304*pi,0.2027419205105795*pi,0.0*pi) q[8],q[4];\nRxxyyzz(0.4349240598561411*pi,0.32659455842469454*pi,0.11667205337664319*pi) q[12],q[5];\nRxxyyzz(0.2772923606155251*pi,0.08513586557846176*pi,0.0*pi) q[11],q[7];\nu3(3.3386198322808602*pi,3.4771955330997217*pi,0.9534903753015036*pi) q[0];\nu3(3.394459632252541*pi,1.7791967049731037*pi,0.9252693479669729*pi) q[2];\nu3(3.4016236832824287*pi,0.47176922305527436*pi,4.250806018479283*pi) q[3];\nu3(3.433930619068478*pi,-0.05573447743520632*pi,0.8937270245430989*pi) q[4];\nu3(3.2715731153244296*pi,-0.3314959425506619*pi,3.8948756112004785*pi) q[5];\nu3(3.1594206077072213*pi,0.5271276513226812*pi,0.5277354758471168*pi) q[7];\nu3(3.4735511980447082*pi,3.4832987979440233*pi,2.2051351963304193*pi) q[8];\nu3(3.5348650750589132*pi,0.1923519545258311*pi,0.8566553014823101*pi) q[9];\nu3(3.23812163788008*pi,2.498205476681539*pi,0.7017376411560905*pi) q[11];\nu3(3.5287092495292542*pi,-0.275349810278681*pi,3.8443417976575787*pi) q[12];\nu3(3.696318447065223*pi,2.06396201505133*pi,0.7903243790849812*pi) q[13];\nu3(3.3760599210827125*pi,2.9305668135878085*pi,0.8853513530929014*pi) q[14];\nRxxyyzz(0.43855035185227037*pi,0.28913327356543217*pi,3.8771217084777803*pi) q[3],q[0];\nRxxyyzz(0.48179969990513793*pi,0.39726714287046827*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.42160270840689007*pi,0.2514616353391479*pi,0.041814083028881226*pi) q[2],q[11];\nRxxyyzz(0.4204389584721603*pi,0.25504714627324093*pi,0.1262372012099791*pi) q[7],q[4];\nRxxyyzz(0.4391153182105598*pi,0.15737829182960808*pi,0.03993704763271924*pi) q[13],q[6];\nRxxyyzz(0.3030336651517397*pi,0.12525854252631652*pi,0.0*pi) q[14],q[8];\nu3(3.5829630390798104*pi,1.8961657404647787*pi,0.5950006475586171*pi) q[0];\nu3(3.837483923536521*pi,1.0886178375554918*pi,4.086695192301654*pi) q[1];\nu3(3.3459783969763857*pi,-0.3837745220440496*pi,1.7394775199499062*pi) q[2];\nu3(3.248105960642488*pi,0.6889062698186716*pi,1.2706454960113502*pi) q[3];\nu3(3.136908413132544*pi,3.418203077492983*pi,1.8399673877034912*pi) q[4];\nu3(3.683409485899136*pi,0.5947862368874628*pi,1.3059792981643892*pi) q[6];\nu3(3.317021680961096*pi,0.26978022959829584*pi,1.4852998960118315*pi) q[7];\nu3(3.4100815916756044*pi,0.18163454650994926*pi,1.425563050237839*pi) q[8];\nu3(3.3171845433174902*pi,3.2913389878703816*pi,1.0134563853286636*pi) q[9];\nu3(3.520817410663069*pi,2.3175994101195405*pi,1.2264380538507658*pi) q[11];\nu3(3.1663596706628847*pi,0.29256055500363154*pi,1.3431990856005092*pi) q[13];\nu3(3.480475892603484*pi,2.181399680691578*pi,0.5200814101392455*pi) q[14];\nRxxyyzz(0.46088878685875034*pi,0.31189442938856127*pi,0.0*pi) q[5],q[0];\nRxxyyzz(0.3325727580436404*pi,0.26430335999889554*pi,0.062866930447532*pi) q[2],q[1];\nRxxyyzz(0.4575070321126904*pi,0.26809106834305835*pi,0.0499848374400713*pi) q[3],q[14];\nRxxyyzz(0.47033683735332055*pi,0.18948130718067024*pi,0.0*pi) q[9],q[4];\nRxxyyzz(0.4519478112230737*pi,0.16820614644047727*pi,0.0*pi) q[10],q[6];\nRxxyyzz(0.44513543272211986*pi,0.1435699413765814*pi,0.0*pi) q[7],q[8];\nRxxyyzz(0.4348156478949401*pi,0.23791099938117388*pi,0.0*pi) q[13],q[11];\nu3(3.348015433182961*pi,2.8938526951511565*pi,0.822733623185563*pi) q[0];\nu3(3.974256030432611*pi,-0.07308560850404766*pi,1.407453766588673*pi) q[1];\nu3(3.6516929906773243*pi,0.9465160378415685*pi,0.6629274658908072*pi) q[2];\nu3(3.8490210162825247*pi,-0.20505853202598545*pi,1.5865193745878683*pi) q[3];\nu3(3.6036170292324727*pi,2.9981995444548724*pi,0.7850095975579459*pi) q[4];\nu3(3.5774607254480633*pi,3.249733255661741*pi,4.493375822288879*pi) q[5];\nu3(3.474218024161968*pi,2.6710571962949228*pi,1.5087035164845022*pi) q[6];\nu3(3.2525947879255352*pi,0.3787268430654368*pi,1.0083310304868434*pi) q[7];\nu3(3.6678211096120297*pi,3.312590844590187*pi,0.6742512577299979*pi) q[8];\nu3(3.392809261512251*pi,-0.404236057169709*pi,4.3347895711382085*pi) q[9];\nu3(3.5706538595262387*pi,2.8545214562814816*pi,1.7148546820214834*pi) q[10];\nu3(3.7374988270572205*pi,0.3115226285497853*pi,2.078534527029636*pi) q[11];\nu3(3.1888186886524226*pi,-0.3372003169705402*pi,4.431530685240368*pi) q[13];\nu3(3.2723684370535446*pi,-0.1824536018035663*pi,3.1509765409461434*pi) q[14];\nRxxyyzz(0.42068119752462807*pi,0.15959191485139645*pi,0.0*pi) q[6],q[0];\nRxxyyzz(0.40473685302109386*pi,0.24651773193861315*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.4055269594818398*pi,0.3692087591698314*pi,0.0*pi) q[12],q[3];\nRxxyyzz(0.4444439209899396*pi,0.15432215441089084*pi,0.10985048803569339*pi) q[5],q[10];\nRxxyyzz(0.42330487420304586*pi,0.09888864101414285*pi,0.0*pi) q[7],q[11];\nRxxyyzz(0.44848517069771354*pi,0.15706155320204085*pi,0.0*pi) q[8],q[14];\nRxxyyzz(0.3608966662203295*pi,0.33093994243310254*pi,0.05221599459550452*pi) q[9],q[13];\nu3(3.3710234725273325*pi,0.2309233130713566*pi,1.3307272793947535*pi) q[0];\nu3(3.352672034656796*pi,3.479233738714364*pi,2.3732314656039013*pi) q[2];\nu3(3.474517100205481*pi,0.6480988233070577*pi,0.6800430821947829*pi) q[3];\nu3(3.5511172570687117*pi,3.248522172055096*pi,4.260028332844399*pi) q[4];\nu3(3.7698044173377783*pi,-0.2881120872125176*pi,4.135012732118826*pi) q[5];\nu3(3.191246903272535*pi,3.196380150633404*pi,1.3478404465140033*pi) q[6];\nu3(3.638913394428304*pi,1.506382961470722*pi,1.693921753615077*pi) q[7];\nu3(3.1111367568151365*pi,2.33806723219803*pi,1.4143290462213227*pi) q[8];\nu3(3.347717626774025*pi,0.1367656563632803*pi,3.945178464499519*pi) q[9];\nu3(3.584863694205799*pi,1.261320785859383*pi,4.2814886832851595*pi) q[10];\nu3(3.600694806000972*pi,2.1861208642179353*pi,1.2373504798226103*pi) q[11];\nu3(3.6031637424452887*pi,3.0103364263752725*pi,3.4069205940514156*pi) q[12];\nu3(3.6578605124229298*pi,0.661129525596261*pi,4.476575696542811*pi) q[13];\nu3(3.743429335010918*pi,0.28264191858344145*pi,1.9943873891428971*pi) q[14];\nRxxyyzz(0.4334421075259036*pi,0.2631959550169173*pi,0.0*pi) q[5],q[0];\nRxxyyzz(0.40510817124850024*pi,0.19465466176133317*pi,3.955289351159101*pi) q[12],q[2];\nRxxyyzz(0.4353530466083805*pi,0.33029741890804976*pi,0.0*pi) q[9],q[3];\nRxxyyzz(0.4220795974729101*pi,0.25775461552921547*pi,0.11599869717995323*pi) q[4],q[13];\nRxxyyzz(0.38704128573512003*pi,0.1461727076562006*pi,3.92198420437901*pi) q[6],q[14];\nRxxyyzz(0.43904793397119934*pi,0.17753466712684463*pi,0.0*pi) q[10],q[8];\nu3(3.2240340972283246*pi,3.1006821589551747*pi,1.9503975837872474*pi) q[0];\nu3(3.740957503402372*pi,3.2872812394365667*pi,0.7370113156017215*pi) q[2];\nu3(3.444499268320017*pi,3.391664197108476*pi,1.7211353797216866*pi) q[3];\nu3(3.2994011274892583*pi,-0.37657610125773583*pi,0.7808683445852262*pi) q[4];\nu3(3.252446641018882*pi,-0.14042232676166322*pi,2.124356312598084*pi) q[5];\nu3(3.5470172721293625*pi,3.2736335309606255*pi,2.3978345676700057*pi) q[6];\nu3(3.5213355117456966*pi,-0.015568323447872068*pi,4.219314616935437*pi) q[8];\nu3(3.4248138709679483*pi,2.6748618626956944*pi,1.1555592943839366*pi) q[9];\nu3(3.438431027147007*pi,-0.46952912145811077*pi,0.7068664425201598*pi) q[10];\nu3(3.7066079927919313*pi,3.410003945450729*pi,1.5054812344098536*pi) q[12];\nu3(3.3197299302446153*pi,3.2657402885889257*pi,4.030990972332665*pi) q[13];\nu3(3.4431133566157603*pi,3.095558193334988*pi,1.6207028426341652*pi) q[14];\nRxxyyzz(0.46439854216515464*pi,0.3562563933612539*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.27870883216300013*pi,0.19535493910376067*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.4742797255618971*pi,0.3030484160153746*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.3604121641201403*pi,0.24265598554311651*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.44002919232612986*pi,0.2649343267949771*pi,3.9537958385726406*pi) q[9],q[10];\nRxxyyzz(0.30898706327975*pi,0.26730488527183605*pi,0.09063907025475793*pi) q[11],q[12];\nu3(3.685123078303877*pi,-0.1279061950570295*pi,1.5777114238872465*pi) q[1];\nu3(3.4297145802213818*pi,3.2691480232309447*pi,1.0672688783114372*pi) q[2];\nu3(3.217022734988773*pi,0.392946450043157*pi,1.8669377692623388*pi) q[3];\nu3(3.6604141159098793*pi,0.76369465543935*pi,0.5460416492494033*pi) q[4];\nu3(3.6718781057827217*pi,0.7499143558402341*pi,1.1616360008403461*pi) q[6];\nu3(3.2666908241825743*pi,0.9980657658957799*pi,1.7802370855925946*pi) q[7];\nu3(3.45382051305328*pi,-0.2900061771792252*pi,2.440538546085787*pi) q[8];\nu3(3.7722990617621437*pi,2.927895806838844*pi,1.9569004326093116*pi) q[9];\nu3(3.403702016220773*pi,1.9604232015449026*pi,2.1942193069816334*pi) q[10];\nu3(3.3027736636014757*pi,0.8361803417169962*pi,1.3398454990997208*pi) q[11];\nu3(3.4648493029484393*pi,2.9079506920569043*pi,0.5573150887207234*pi) q[12];\nu3(3.4020787168683593*pi,0.11220471836918644*pi,1.9542738501333305*pi) q[14];\nmeasure q[1] -> c[3];\nRxxyyzz(0.3632972891525795*pi,0.3248529940467531*pi,3.7676887245677495*pi) q[0],q[6];\nRxxyyzz(0.36056441933362093*pi,0.13116782369604707*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.46753190444115034*pi,0.30389426482985216*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.4041357124399402*pi,0.24433432298058147*pi,3.920149995586911*pi) q[11],q[7];\nRxxyyzz(0.413429583109563*pi,0.24893075392859298*pi,0.0*pi) q[12],q[8];\nu3(3.8287656787665756*pi,3.368136789400399*pi,1.263469350706834*pi) q[0];\nu3(3.4488929212977752*pi,-0.3789530994546255*pi,4.337620556032324*pi) q[2];\nu3(3.226873192573372*pi,3.1261811656047005*pi,4.087321040068327*pi) q[5];\nu3(3.6915188667452536*pi,-0.29988192715561557*pi,0.6174532971342184*pi) q[6];\nu3(3.8205613567306442*pi,0.16669083018894437*pi,1.6158791567368795*pi) q[7];\nu3(3.4002958463118107*pi,-0.12351749586364374*pi,0.7217430576446517*pi) q[8];\nu3(3.330995160217801*pi,2.928088732493138*pi,0.8343459575709082*pi) q[9];\nu3(3.6278480458989053*pi,0.17450554530069706*pi,1.2491978225413134*pi) q[11];\nu3(3.426689914593938*pi,0.10759076046871696*pi,4.313643951353696*pi) q[12];\nu3(3.7026955793746446*pi,0.7924337488920064*pi,1.9334692812614758*pi) q[13];\nRxxyyzz(0.4680651029993341*pi,0.20708893168819253*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.3562360056282602*pi,0.3280515070151735*pi,0.0*pi) q[3],q[2];\nRxxyyzz(0.2911544168737602*pi,0.27174289614849223*pi,0.0*pi) q[8],q[4];\nRxxyyzz(0.45915067636406004*pi,0.19676415353895926*pi,0.0*pi) q[11],q[5];\nRxxyyzz(0.43987718930504016*pi,0.36203151758503305*pi,0.0922167780219123*pi) q[6],q[12];\nRxxyyzz(0.3958981083225397*pi,0.2417335365511826*pi,3.9424671513191605*pi) q[7],q[13];\nRxxyyzz(0.41505452912727947*pi,0.2104757943780964*pi,3.931728791368551*pi) q[9],q[14];\nu3(3.840337250176378*pi,-0.45228164511426083*pi,0.5085902825367019*pi) q[0];\nu3(3.354954174132454*pi,3.2760718140412664*pi,1.995521573401751*pi) q[2];\nu3(0.21450412235243416*pi,-0.03434945389812144*pi,0.770239410730357*pi) q[3];\nu3(1.6550524135534734*pi,2.7903659215008805*pi,1.137235990487905*pi) q[4];\nu3(3.77431044656651*pi,-0.12214418065475013*pi,2.272889781420091*pi) q[5];\nu3(3.4237013119880615*pi,0.41449451728576747*pi,2.4590664129979034*pi) q[6];\nu3(3.496757750058115*pi,0.6223763163200697*pi,2.484984369141211*pi) q[7];\nu3(0.5890211384988978*pi,2.7508748063797555*pi,2.2771691696807053*pi) q[8];\nu3(3.339004197304918*pi,2.908082236454745*pi,0.8195911421560504*pi) q[9];\nu3(3.352973348738426*pi,1.002524332325374*pi,1.207196191115849*pi) q[10];\nu3(3.3043398811327833*pi,-0.018641558147486137*pi,1.408928318386583*pi) q[11];\nu3(3.35491651974994*pi,0.05526170397466523*pi,1.2653635543140358*pi) q[12];\nu3(3.2117156555950555*pi,-0.2872849570246494*pi,1.2939001165544382*pi) q[13];\nu3(3.254797653914047*pi,3.133939607716404*pi,0.8312600571627926*pi) q[14];\nmeasure q[5] -> c[0];\nmeasure q[4] -> c[1];\nmeasure q[8] -> c[2];\nmeasure q[2] -> c[4];\nmeasure q[11] -> c[5];\nmeasure q[10] -> c[6];\nmeasure q[9] -> c[7];\nmeasure q[6] -> c[8];\nmeasure q[12] -> c[9];\nmeasure q[7] -> c[10];\nmeasure q[13] -> c[11];\nmeasure q[3] -> c[12];\nmeasure q[14] -> c[13];\nmeasure q[0] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.3623398612638913*pi,2.047514269899282*pi,1.2697635942328804*pi) q[0];\nu3(3.4043798250544195*pi,2.5369233775352624*pi,4.461374304340753*pi) q[1];\nu3(3.295306136916596*pi,-0.004116845897770227*pi,1.748083339167808*pi) q[2];\nu3(3.342321913076568*pi,2.631409372634893*pi,3.655886732943436*pi) q[3];\nu3(3.684519145377858*pi,2.868879506355659*pi,0.6241033178623082*pi) q[4];\nu3(3.079013669633035*pi,3.19381942720682*pi,3.5455114708831097*pi) q[5];\nu3(3.5329269240173073*pi,2.6260029204478412*pi,1.9171864539405803*pi) q[6];\nu3(3.5831773279837615*pi,2.8799149852980586*pi,1.2236927953427954*pi) q[7];\nu3(3.1935921799168923*pi,2.4969618638067432*pi,4.365530838280909*pi) q[8];\nu3(3.329704495701501*pi,0.7936278095222364*pi,2.0578119785296347*pi) q[9];\nu3(3.508934082221835*pi,2.2168271880733004*pi,2.756595693068395*pi) q[10];\nu3(3.3778646436440227*pi,3.0352062668524207*pi,4.198992605982678*pi) q[11];\nu3(3.397128261902494*pi,-0.04978081389887912*pi,2.2477743235571803*pi) q[12];\nu3(3.4673966470856024*pi,2.519716840071651*pi,4.478580956612214*pi) q[13];\nu3(3.6857003116827727*pi,3.4927310155297215*pi,3.6539787024123394*pi) q[14];\nRxxyyzz(0.4504157814966101*pi,0.16227981723939422*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.41056946214544*pi,0.22461686705375516*pi,0.045311518149249407*pi) q[1],q[5];\nRxxyyzz(0.34262155625058976*pi,0.14105570386416844*pi,0.07640640300081714*pi) q[2],q[12];\nRxxyyzz(0.45968551825989995*pi,0.3065506087375918*pi,3.9405461450222004*pi) q[3],q[13];\nRxxyyzz(0.4044108866503898*pi,0.2710234179168536*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.45819519865351055*pi,0.20592469625746734*pi,0.0*pi) q[9],q[11];\nRxxyyzz(0.4402095478061009*pi,0.29413345774687305*pi,0.0*pi) q[10],q[14];\nu3(3.3213241668094957*pi,2.7376040886956075*pi,2.4951710744083595*pi) q[0];\nu3(3.378064206188607*pi,2.0195987844116634*pi,0.6889529446475967*pi) q[1];\nu3(3.502582491899984*pi,2.318588963343845*pi,1.0798323274596278*pi) q[2];\nu3(3.7779917456545924*pi,-0.15219231785036602*pi,1.7513778146256263*pi) q[3];\nu3(3.206007936162855*pi,3.00380713926811*pi,0.6543902036060324*pi) q[4];\nu3(3.641100685724161*pi,3.154874451194442*pi,2.0204727264862696*pi) q[5];\nu3(3.5115590243075143*pi,3.3210645907765555*pi,2.3890995503490386*pi) q[7];\nu3(3.5374578270907313*pi,-0.005591992011310387*pi,2.1970320757654713*pi) q[8];\nu3(3.3398027907671013*pi,3.403383495793849*pi,0.9295230894036388*pi) q[9];\nu3(3.2600773848432687*pi,1.103965249229341*pi,1.2552043156215014*pi) q[10];\nu3(3.8034065120861715*pi,2.947748913625581*pi,0.5209844161252262*pi) q[11];\nu3(3.6296618385829387*pi,2.6595737435940707*pi,3.960024498898588*pi) q[12];\nu3(3.383142468200581*pi,-0.49584255652299475*pi,1.580678863290961*pi) q[13];\nu3(3.4171840976827053*pi,0.6327878032543934*pi,0.8281624391716436*pi) q[14];\nRxxyyzz(0.43855534651375017*pi,0.42246189620943986*pi,0.0*pi) q[2],q[0];\nRxxyyzz(0.39987331514723*pi,0.21319063119580467*pi,3.9196214074371505*pi) q[7],q[1];\nRxxyyzz(0.43069135061818054*pi,0.2674347864645452*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.40655220530977937*pi,0.16337674670550584*pi,3.86240880257162*pi) q[4],q[5];\nRxxyyzz(0.41637928821914016*pi,0.2586778753539925*pi,3.831380936439921*pi) q[6],q[9];\nRxxyyzz(0.4487778195086306*pi,0.2481350542396705*pi,3.8680751150300403*pi) q[8],q[13];\nRxxyyzz(0.3667792280895409*pi,0.17671691044760784*pi,0.0*pi) q[12],q[10];\nu3(3.3822280856314317*pi,2.2900251214141556*pi,0.719052649657479*pi) q[0];\nu3(3.599135215947384*pi,0.8634358783380831*pi,1.9406341018764537*pi) q[1];\nu3(3.590687386356388*pi,3.3217757419585086*pi,0.6730416204745708*pi) q[2];\nu3(3.9377650081613114*pi,2.596733660385336*pi,1.7973749679365776*pi) q[3];\nu3(3.1998968637210847*pi,3.236991654682493*pi,1.8981958650713873*pi) q[4];\nu3(3.637457285626899*pi,-0.3825001516901684*pi,2.297019451424071*pi) q[5];\nu3(3.7529737121022806*pi,-0.44179239012202287*pi,1.7925890504837998*pi) q[6];\nu3(3.713986168144579*pi,0.2725186253505937*pi,1.3108955713486088*pi) q[7];\nu3(3.681152318888361*pi,1.9384343714832624*pi,2.154963796254948*pi) q[8];\nu3(3.6895992703129914*pi,-0.17872553867959384*pi,1.4340975765015573*pi) q[9];\nu3(3.9375187727211833*pi,3.3790637219750796*pi,1.3003968827654018*pi) q[10];\nu3(3.3649693376821155*pi,2.065026957009394*pi,1.1132997067688166*pi) q[12];\nu3(3.391803947995638*pi,3.1833689340602085*pi,1.6248644019030922*pi) q[13];\nu3(3.813373067840762*pi,2.711845483503704*pi,2.23114172433244*pi) q[14];\nRxxyyzz(0.44351231516274014*pi,0.22545224566527414*pi,0.07956679790037931*pi) q[0],q[9];\nRxxyyzz(0.4605447683422299*pi,0.3671305857931295*pi,0.17017506495453905*pi) q[1],q[4];\nRxxyyzz(0.38408318800241015*pi,0.2823250172176906*pi,3.8983695603612496*pi) q[7],q[2];\nRxxyyzz(0.27576722903609*pi,0.22045100089469205*pi,0.17291641517662182*pi) q[5],q[10];\nRxxyyzz(0.3667619080044203*pi,0.18990538439600524*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.4339356916856199*pi,0.26487994352948313*pi,0.08127665734494285*pi) q[8],q[11];\nRxxyyzz(0.44579081799015013*pi,0.16505708787054998*pi,0.10299252968842638*pi) q[13],q[12];\nu3(3.611839793588074*pi,0.09744308288765846*pi,3.964796167873682*pi) q[0];\nu3(3.690525861597243*pi,-0.053139282712135416*pi,0.7080650941898772*pi) q[1];\nu3(3.1066463737771057*pi,0.23516004730570295*pi,1.749274016867755*pi) q[2];\nu3(3.2000831738026383*pi,-0.33513162902208676*pi,3.4812653894087435*pi) q[4];\nu3(3.942637413638576*pi,1.1827316477888048*pi,4.388164982645315*pi) q[5];\nu3(3.4466998212203106*pi,2.9758904836598226*pi,4.451644194419098*pi) q[6];\nu3(3.124206276275545*pi,2.1302639519908158*pi,0.8931227672762718*pi) q[7];\nu3(3.522919882216506*pi,3.348837945539002*pi,3.6860162094897193*pi) q[8];\nu3(3.628252361644231*pi,-0.38417865606021007*pi,4.264756796667722*pi) q[9];\nu3(3.955639062019517*pi,2.8372624987785677*pi,3.3308833263993574*pi) q[10];\nu3(3.7017795413495436*pi,3.1032407859590885*pi,3.3271965377557726*pi) q[11];\nu3(3.624586934286752*pi,2.9101828165044648*pi,1.4329907310663896*pi) q[12];\nu3(3.5886394892877727*pi,1.234222622333402*pi,0.5920900853183532*pi) q[13];\nu3(3.7914475642439474*pi,3.1597569592685257*pi,0.7995843211191698*pi) q[14];\nRxxyyzz(0.42903043279842046*pi,0.18603029490070977*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.42103461698578004*pi,0.18355035285282514*pi,0.16612982326244377*pi) q[1],q[11];\nRxxyyzz(0.4828755337885797*pi,0.22022507216584364*pi,0.0*pi) q[6],q[2];\nRxxyyzz(0.4552595490244197*pi,0.08793966033316906*pi,3.9565322876695603*pi) q[7],q[3];\nRxxyyzz(0.23725541044808585*pi,0.106574499799025*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.37573661430838007*pi,0.29849012345785797*pi,3.9538754421205398*pi) q[8],q[14];\nRxxyyzz(0.4602577393388102*pi,0.1474451338381808*pi,0.0*pi) q[9],q[10];\nu3(3.54556495858518*pi,-0.06118700347755118*pi,0.748230577986341*pi) q[0];\nu3(3.195383398325788*pi,3.027136134060849*pi,1.201926266897515*pi) q[1];\nu3(3.0570222511473295*pi,1.202537864952923*pi,1.2330626589155922*pi) q[2];\nu3(3.5927154948875826*pi,0.017245878235246037*pi,1.2446920091828986*pi) q[3];\nu3(3.3449500022755565*pi,3.0002974950118446*pi,3.9585577501303035*pi) q[4];\nu3(3.243990944560967*pi,3.130772114563202*pi,1.0235361374462013*pi) q[5];\nu3(3.232995523578946*pi,3.1318014598324235*pi,1.1319616459645188*pi) q[6];\nu3(3.3647878360856556*pi,3.321113909689403*pi,0.7078287076139338*pi) q[7];\nu3(3.8575480923834036*pi,-0.35957540312676683*pi,1.0330858412167618*pi) q[8];\nu3(3.42104240719996*pi,0.7130925685552594*pi,1.1492626182103143*pi) q[9];\nu3(3.4694654441345163*pi,0.18792483487013112*pi,0.6968493822497864*pi) q[10];\nu3(3.5798886191078667*pi,-0.07707440389783338*pi,1.8553697880326179*pi) q[11];\nu3(3.4089668394249566*pi,1.8499463256405866*pi,1.3778693640146067*pi) q[13];\nu3(3.473454820948076*pi,2.5863073049915686*pi,1.6632333212550727*pi) q[14];\nRxxyyzz(0.44946747093520045*pi,0.36439416767763033*pi,3.940588124645421*pi) q[5],q[0];\nRxxyyzz(0.30526021196300956*pi,0.22730596000007797*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.46329977406043066*pi,0.10421122861459786*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.22819308475486985*pi,0.2242517969497242*pi,3.89894171194503*pi) q[4],q[14];\nRxxyyzz(0.40695227327713995*pi,0.29885521223629846*pi,0.04354474164336274*pi) q[6],q[8];\nRxxyyzz(0.3486821676887101*pi,0.27807174643266797*pi,0.0*pi) q[7],q[11];\nRxxyyzz(0.41567613363665035*pi,0.3093833754901816*pi,0.0*pi) q[13],q[12];\nu3(3.2212244230417646*pi,3.3816377785339977*pi,1.3947945998549354*pi) q[0];\nu3(3.3607063228106218*pi,3.372799713266508*pi,3.856325514175202*pi) q[1];\nu3(3.14069050697409*pi,1.6819429905445489*pi,1.3783913561066845*pi) q[3];\nu3(3.885891122300418*pi,2.4692766953623484*pi,0.5706641826236476*pi) q[4];\nu3(3.643571211893467*pi,2.1971699296683878*pi,2.123361920477449*pi) q[5];\nu3(3.0756080759760214*pi,0.657504059227537*pi,1.1448459253641645*pi) q[6];\nu3(3.683346632596655*pi,0.7519663218923451*pi,4.4574715851590305*pi) q[7];\nu3(3.2488771424959655*pi,1.1348761648285708*pi,4.376760102193037*pi) q[8];\nu3(3.3218611574664374*pi,3.269680012067843*pi,2.1760671133708147*pi) q[9];\nu3(3.6380424081687623*pi,-0.41641476352193374*pi,0.741106185045441*pi) q[10];\nu3(3.5334066302670077*pi,3.020657773214837*pi,1.5934709053194551*pi) q[11];\nu3(3.3536749814177336*pi,-0.46823836544348735*pi,0.7574205421207607*pi) q[12];\nu3(3.570012929978557*pi,0.74955584205623*pi,1.7042163542120634*pi) q[13];\nu3(3.409297622086059*pi,0.2855096373612249*pi,4.125820149485276*pi) q[14];\nRxxyyzz(0.43723998121580504*pi,0.2852550105346509*pi,0.17061424860754804*pi) q[11],q[0];\nRxxyyzz(0.41926482321761893*pi,0.17715922493217384*pi,0.06594963262919647*pi) q[1],q[12];\nRxxyyzz(0.4586534616021596*pi,0.21023860556057627*pi,3.8701210943960103*pi) q[2],q[6];\nRxxyyzz(0.39763022127662995*pi,0.3240884178990009*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.40183523899244056*pi,0.3188903705997479*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.3433810121122053*pi,0.21831227758703609*pi,0.0*pi) q[7],q[14];\nRxxyyzz(0.2656008294193112*pi,0.12175217714585118*pi,0.0*pi) q[9],q[13];\nu3(3.5605373221300947*pi,1.9760356633583043*pi,4.240129196688001*pi) q[0];\nu3(3.649115772307544*pi,1.55204242757297*pi,4.4951259286797685*pi) q[1];\nu3(3.303509114121021*pi,0.9607894593826374*pi,2.1623943689549625*pi) q[2];\nu3(3.41255895268631*pi,-0.3116418800043739*pi,0.5294043018317787*pi) q[4];\nu3(3.7534539974584655*pi,3.246753602723845*pi,2.3421491273181925*pi) q[5];\nu3(3.7339293307218977*pi,2.4775948186483143*pi,1.6698645988770502*pi) q[6];\nu3(3.6598765223517113*pi,-0.21334750600387586*pi,1.9162306527538506*pi) q[7];\nu3(3.4801049834773283*pi,-0.11149538822015975*pi,0.9924047406077374*pi) q[8];\nu3(3.2131671051823676*pi,3.146381170586355*pi,3.47665609994044*pi) q[9];\nu3(3.4567275245559914*pi,3.2869088821224004*pi,4.443838799218541*pi) q[10];\nu3(3.8498630620278838*pi,3.175520188736849*pi,3.005864926587946*pi) q[11];\nu3(3.249609135551008*pi,2.667365283313268*pi,1.205439442150471*pi) q[12];\nu3(3.202701302400787*pi,-0.38508542929904055*pi,1.729811763600439*pi) q[13];\nu3(3.626569489744547*pi,3.2214767305414815*pi,2.0349080236278376*pi) q[14];\nRxxyyzz(0.4393902156838003*pi,0.29142953592689835*pi,0.0*pi) q[2],q[1];\nRxxyyzz(0.41151860906425025*pi,0.20947999241663023*pi,3.8937162687558105*pi) q[3],q[5];\nRxxyyzz(0.4439420041906002*pi,0.18173024581980485*pi,0.10750902375821172*pi) q[4],q[12];\nRxxyyzz(0.4131565875576003*pi,0.35640188970306974*pi,3.9076643905090798*pi) q[13],q[6];\nRxxyyzz(0.47034030266794036*pi,0.34504851565586137*pi,0.0*pi) q[9],q[8];\nRxxyyzz(0.3393651183838712*pi,0.19279629529279352*pi,0.0*pi) q[14],q[10];\nu3(3.142126067241306*pi,0.004496078549986904*pi,1.7619242299127116*pi) q[1];\nu3(3.529129710698842*pi,3.356536955484472*pi,3.7428366277025544*pi) q[2];\nu3(3.6257636377996634*pi,-0.037264620150696204*pi,1.3969763788660075*pi) q[3];\nu3(3.220882554465578*pi,-0.43623624742798106*pi,2.357613672346718*pi) q[4];\nu3(3.619130414291627*pi,1.95529864109414*pi,1.9167611645978389*pi) q[5];\nu3(3.370579791400643*pi,-0.02836631938018125*pi,2.363518240601252*pi) q[6];\nu3(3.5046338221281017*pi,2.3401123445801373*pi,0.9236881354604667*pi) q[8];\nu3(3.639792031163688*pi,3.481279907876024*pi,4.476181559140913*pi) q[9];\nu3(3.4497562745261723*pi,3.4537463333487275*pi,0.7060716945521062*pi) q[10];\nu3(3.3717914985441393*pi,1.375301392503634*pi,3.602285975386107*pi) q[12];\nu3(3.651925246339774*pi,3.089001005989596*pi,1.9226282429707289*pi) q[13];\nu3(3.7584328371043036*pi,2.502117881505781*pi,1.5195203192720714*pi) q[14];\nRxxyyzz(0.3851784217526202*pi,0.14513588464496896*pi,0.0*pi) q[4],q[0];\nRxxyyzz(0.42129729255124987*pi,0.27554142604206816*pi,0.10751062275032527*pi) q[13],q[1];\nRxxyyzz(0.24725426401335995*pi,0.20028910165153846*pi,0.12909767750059942*pi) q[2],q[5];\nRxxyyzz(0.39465319637804985*pi,0.26261762044075576*pi,3.82397220145819*pi) q[10],q[3];\nRxxyyzz(0.26929580902922057*pi,0.2557657645144077*pi,0.0*pi) q[9],q[7];\nRxxyyzz(0.33837986747577986*pi,0.2979537821638374*pi,0.27072949871933805*pi) q[8],q[12];\nRxxyyzz(0.45653886074675043*pi,0.1717917766249235*pi,0.0*pi) q[11],q[14];\nu3(3.1113222409734824*pi,-0.14056554289927414*pi,1.0447192577806617*pi) q[0];\nu3(3.852619065228951*pi,1.9321643630929768*pi,0.8276702431499359*pi) q[1];\nu3(3.277536774372612*pi,2.996393754060393*pi,2.1146788879635254*pi) q[2];\nu3(3.7345519021424916*pi,2.6611567021485154*pi,1.8929690435676496*pi) q[3];\nu3(3.6227320178644913*pi,0.12888832907411107*pi,0.563757700217666*pi) q[4];\nu3(3.9558474485496453*pi,0.889762313692279*pi,3.9837985609137574*pi) q[5];\nu3(3.1787864354366766*pi,3.4609905920598827*pi,0.7171998865814846*pi) q[7];\nu3(3.9496778952031364*pi,1.3489970359832921*pi,1.0146238212707215*pi) q[8];\nu3(3.1315475768170846*pi,0.7296406683866348*pi,1.0334871701269117*pi) q[9];\nu3(3.17013625547025*pi,2.2309374957875505*pi,0.9791353071461453*pi) q[10];\nu3(3.3631211418739837*pi,2.49773023559348*pi,1.6357370797690414*pi) q[11];\nu3(3.539632620868697*pi,2.36080229334135*pi,4.203516384209677*pi) q[12];\nu3(3.7657383784864487*pi,0.3383442017898812*pi,4.489501831308589*pi) q[13];\nu3(3.732792280650745*pi,0.45407041460495323*pi,1.004980251772241*pi) q[14];\nRxxyyzz(0.4482040610858703*pi,0.22853504964754312*pi,0.0*pi) q[2],q[0];\nRxxyyzz(0.44893329186413006*pi,0.3339091463698214*pi,3.95688762579495*pi) q[3],q[12];\nRxxyyzz(0.42933057908944194*pi,0.3638972889101307*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.4459291071187099*pi,0.2712424466508913*pi,3.8141953603205607*pi) q[5],q[11];\nRxxyyzz(0.46501267500074983*pi,0.23843037031236858*pi,0.0*pi) q[13],q[6];\nRxxyyzz(0.45003507246306995*pi,0.18276204764405835*pi,0.1257136557347032*pi) q[10],q[8];\nRxxyyzz(0.3984131510188499*pi,0.19719475776447848*pi,0.0*pi) q[9],q[14];\nu3(3.6653266860630813*pi,-0.3331666153464814*pi,1.0486199946773134*pi) q[0];\nu3(3.1973868365428917*pi,0.5267974819830399*pi,1.8573745220797695*pi) q[2];\nu3(3.4097225514006615*pi,1.437953278018018*pi,1.698219847038476*pi) q[3];\nu3(3.604664657241672*pi,-0.03876308898895603*pi,1.9302226544276129*pi) q[4];\nu3(3.5513194943319233*pi,-0.08659815732920223*pi,1.722143266363604*pi) q[5];\nu3(3.5694550395584166*pi,0.19623273590853585*pi,0.9456644024300065*pi) q[6];\nu3(3.654296999261759*pi,0.2641510254418705*pi,0.743496240038905*pi) q[7];\nu3(3.2062229885292357*pi,0.3172976225171287*pi,3.9586572480738766*pi) q[8];\nu3(3.310991216547071*pi,-0.27289091618161254*pi,1.0588868091179742*pi) q[9];\nu3(3.494248770236034*pi,3.030249312731867*pi,3.526240278550162*pi) q[10];\nu3(3.4260956917671384*pi,0.28667601548961397*pi,0.5804838730728776*pi) q[11];\nu3(3.4232442056074683*pi,-0.15995327963670075*pi,1.174290583450457*pi) q[12];\nu3(3.5174601591434014*pi,-0.16622772439847022*pi,2.0081263767490203*pi) q[13];\nu3(3.2095318748081536*pi,2.9255504058311823*pi,2.4692074902954917*pi) q[14];\nRxxyyzz(0.45867735237762997*pi,0.08972200140874298*pi,0.0*pi) q[11],q[0];\nRxxyyzz(0.4388754113708796*pi,0.32371693518850275*pi,0.0*pi) q[6],q[1];\nRxxyyzz(0.46871066155290064*pi,0.14422983638302278*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.30591676529291145*pi,0.17850913770567312*pi,0.0*pi) q[13],q[3];\nRxxyyzz(0.32128396083940025*pi,0.2850182318492376*pi,0.202621876284236*pi) q[10],q[7];\nRxxyyzz(0.48639155083726016*pi,0.1806055402458524*pi,0.0*pi) q[8],q[12];\nu3(3.280779588327142*pi,-0.15534959594057485*pi,1.7063369572955998*pi) q[0];\nu3(3.3141801569838707*pi,0.4974089982751746*pi,1.600781596353172*pi) q[1];\nu3(3.40244845665869*pi,3.432203189818924*pi,1.3190517744440593*pi) q[2];\nu3(3.4501588995060697*pi,2.532737332511699*pi,0.8583873999642264*pi) q[3];\nu3(3.557549974921984*pi,-0.4242656417897387*pi,1.3993262584809036*pi) q[5];\nu3(3.820342452920858*pi,2.635732107647998*pi,4.038990591731454*pi) q[6];\nu3(3.5075143862338054*pi,2.027606020172967*pi,0.7315336958911756*pi) q[7];\nu3(3.4487235863585544*pi,2.6534058558403917*pi,0.5090216730132626*pi) q[8];\nu3(3.5810594566476768*pi,2.911599815735264*pi,4.162928612843718*pi) q[10];\nu3(3.641360723310667*pi,2.480236147448258*pi,1.9717387964410331*pi) q[11];\nu3(3.2617963448143645*pi,-0.3702631777942872*pi,4.275485783699734*pi) q[12];\nu3(3.1270452008575353*pi,3.1658725155777425*pi,1.1102085121141778*pi) q[13];\nRxxyyzz(0.41242552646250996*pi,0.2993282841121714*pi,3.799997331857*pi) q[2],q[0];\nRxxyyzz(0.4736164760844802*pi,0.2279569011060194*pi,0.0*pi) q[8],q[1];\nRxxyyzz(0.42012523341824015*pi,0.3531482140773845*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.3972792599850498*pi,0.28735655414096684*pi,0.16913265899479066*pi) q[5],q[12];\nRxxyyzz(0.3253645102856601*pi,0.13871778615849806*pi,0.06783685476938572*pi) q[9],q[6];\nRxxyyzz(0.39005136513080074*pi,0.2433787521445998*pi,0.0*pi) q[13],q[11];\nu3(3.3233476350215083*pi,1.0907871678558891*pi,0.7848592780917918*pi) q[0];\nu3(3.315779365241994*pi,-0.22787642283031884*pi,2.199515516858021*pi) q[1];\nu3(3.5628697045245272*pi,1.6298784767712364*pi,0.5588992550945235*pi) q[2];\nu3(3.359092012481802*pi,0.2949808749866478*pi,1.5185025178253035*pi) q[3];\nu3(3.4070064260937913*pi,-0.4208210170368635*pi,0.9319943561553421*pi) q[4];\nu3(3.414044558717747*pi,0.3773443839715286*pi,3.401493404008331*pi) q[5];\nu3(3.2827997115022787*pi,0.5185704769420774*pi,4.463699607560606*pi) q[6];\nu3(3.35699105659271*pi,-0.029083456196175417*pi,1.2342898298105316*pi) q[8];\nu3(3.2739104456598347*pi,2.272487036121219*pi,1.6422083494680595*pi) q[9];\nu3(3.7400691316095993*pi,0.867647328911866*pi,1.3075848131236851*pi) q[11];\nu3(3.699338480646026*pi,3.085352510802424*pi,4.215458364803785*pi) q[12];\nu3(3.5209810778739064*pi,-0.44027655985620956*pi,2.16039932001752*pi) q[13];\nRxxyyzz(0.48344557357994966*pi,0.05103890549001877*pi,0.0*pi) q[3],q[0];\nRxxyyzz(0.4023364667007582*pi,0.13065746227890018*pi,0.0*pi) q[2],q[1];\nRxxyyzz(0.40454378182068945*pi,0.31629289760488233*pi,3.88318759178026*pi) q[4],q[13];\nRxxyyzz(0.4409293043114002*pi,0.271485371870139*pi,0.0*pi) q[11],q[5];\nRxxyyzz(0.4530860672445503*pi,0.24217522534718489*pi,3.9336858475868137*pi) q[10],q[6];\nRxxyyzz(0.4441887753984102*pi,0.2548330919510804*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.4412528199066702*pi,0.23797072844812572*pi,0.0*pi) q[9],q[14];\nu3(3.164646089466153*pi,0.8457087115032256*pi,0.9540540677998002*pi) q[0];\nu3(3.3973683384973516*pi,2.4970700542999866*pi,2.2842983364959815*pi) q[1];\nu3(3.528286656952534*pi,3.070572057667378*pi,0.9076271438945467*pi) q[2];\nu3(3.287025059750566*pi,0.14643673582572003*pi,0.7720235235211733*pi) q[3];\nu3(3.5808337616887718*pi,-0.08342306105430819*pi,1.4795168627853155*pi) q[4];\nu3(3.1682430190966953*pi,2.987814399643881*pi,2.372009426053512*pi) q[5];\nu3(3.716880172915941*pi,2.9596264492364632*pi,2.4759971616119016*pi) q[6];\nu3(3.442461365464948*pi,1.864388153879923*pi,1.7482774557036604*pi) q[7];\nu3(3.864479398738399*pi,0.1617089020066459*pi,2.2259316251100865*pi) q[9];\nu3(3.650388342126077*pi,0.2929743924125844*pi,1.671880693347331*pi) q[10];\nu3(3.4686700870286744*pi,3.268839274343625*pi,1.2245180931634319*pi) q[11];\nu3(3.4520961881577192*pi,2.6596323938580433*pi,0.5104509305530633*pi) q[12];\nu3(3.5767583147178645*pi,2.700303739426137*pi,1.534162669320124*pi) q[13];\nu3(3.7303075347559194*pi,3.088085723321422*pi,0.9944143535165435*pi) q[14];\nRxxyyzz(0.4023700913413959*pi,0.3516892432195571*pi,0.0*pi) q[9],q[0];\nRxxyyzz(0.41923858783891*pi,0.32615266587780134*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.40241717779210595*pi,0.1432625672850808*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.45798625177401997*pi,0.2296023160680133*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.3809732097397901*pi,0.2035327218656327*pi,0.14104065060081525*pi) q[11],q[7];\nRxxyyzz(0.4357954271275405*pi,0.1672956184433102*pi,0.0*pi) q[8],q[14];\nu3(3.559455889574311*pi,0.3708231840871563*pi,2.3518459347253478*pi) q[0];\nu3(3.4360342514480866*pi,-0.23812900936753112*pi,4.427379485751725*pi) q[1];\nu3(3.176100274237705*pi,3.4861510442543073*pi,0.523187735999758*pi) q[3];\nu3(3.6477837614747095*pi,-0.3728028050922878*pi,3.6734005014784996*pi) q[5];\nu3(3.2844373636298396*pi,0.3618283499122885*pi,1.1504464024029322*pi) q[6];\nu3(3.5113235887559338*pi,-0.3308816183397518*pi,2.8933380341518085*pi) q[7];\nu3(3.196322299997572*pi,2.7403840912940574*pi,1.3249250600042202*pi) q[8];\nu3(3.411336482553509*pi,1.6917863209027413*pi,1.6452696308175874*pi) q[9];\nu3(3.6085330409353813*pi,-0.1668951865830668*pi,1.9872006906315038*pi) q[11];\nu3(3.2162949811581916*pi,3.4680647762202916*pi,1.7088204417470736*pi) q[12];\nu3(3.430672478719719*pi,0.2510464223118396*pi,1.843201064242325*pi) q[13];\nu3(3.157206987952648*pi,0.6105498603592472*pi,1.0270449176455645*pi) q[14];\nRxxyyzz(0.4285410107348203*pi,0.17787540867304974*pi,0.0*pi) q[2],q[3];\nRxxyyzz(0.4366014370170389*pi,0.20956726961353056*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.4252888442075302*pi,0.1947652948366701*pi,0.04800769190368097*pi) q[5],q[9];\nRxxyyzz(0.39409788507577004*pi,0.3125700100312288*pi,3.89722243095822*pi) q[8],q[7];\nRxxyyzz(0.3650209342714196*pi,0.18185771848719723*pi,0.0*pi) q[10],q[14];\nRxxyyzz(0.4555259213756101*pi,0.12534775758932948*pi,0.0*pi) q[13],q[11];\nu3(3.4120422109350876*pi,3.360338857827122*pi,4.0755230143234975*pi) q[2];\nu3(3.685711095696961*pi,2.5727088732717887*pi,0.8701714043928885*pi) q[3];\nu3(3.6325810258647*pi,-0.182831521807583*pi,3.888739229136422*pi) q[4];\nu3(3.9346527913391682*pi,2.4954008520945328*pi,4.0704528724589615*pi) q[5];\nu3(3.234517991891826*pi,1.025691210702472*pi,2.286071745798547*pi) q[7];\nu3(3.7045536366674545*pi,3.4166488571612232*pi,1.0465752560093613*pi) q[8];\nu3(3.3757016096402315*pi,-0.3659445629335517*pi,1.6120691284536455*pi) q[9];\nu3(3.4821421860558046*pi,2.3204499269066154*pi,1.0051842438041674*pi) q[10];\nu3(3.5633746366185606*pi,3.2748885590796615*pi,2.4609152105709597*pi) q[11];\nu3(3.7917299513717593*pi,-0.20553708178514096*pi,1.2956055356598613*pi) q[12];\nu3(3.4371983804436694*pi,1.76215353588083*pi,1.6185606064783569*pi) q[13];\nu3(3.288989707645352*pi,2.29978521389076*pi,0.5702875094315143*pi) q[14];\nmeasure q[12] -> c[10];\nRxxyyzz(0.3638326804326*pi,0.31876100997025514*pi,3.7854801498045703*pi) q[11],q[0];\nRxxyyzz(0.4586050919666302*pi,0.3212187172014218*pi,0.040075614800837524*pi) q[1],q[9];\nRxxyyzz(0.3748318332108199*pi,0.26650040829767635*pi,0.10728844973644043*pi) q[10],q[2];\nRxxyyzz(0.4392517046609594*pi,0.3809627132031177*pi,0.15539907202055758*pi) q[3],q[4];\nRxxyyzz(0.38170365794184213*pi,0.2247406505291687*pi,0.0*pi) q[8],q[5];\nRxxyyzz(0.4270233797577197*pi,0.16139649117000587*pi,0.10289817762303238*pi) q[13],q[6];\nRxxyyzz(0.26115009378859355*pi,0.13607347838055395*pi,0.0*pi) q[7],q[14];\nu3(3.458878677904888*pi,2.389476033810863*pi,1.8376655308808982*pi) q[0];\nu3(3.663914524317571*pi,-0.25091130070596473*pi,1.4344293088227622*pi) q[1];\nu3(3.398594258912465*pi,1.1904203534295017*pi,3.311166376407206*pi) q[2];\nu3(3.485938963169202*pi,-0.4769282801630529*pi,2.2444158216668204*pi) q[3];\nu3(3.6739757296648774*pi,0.6831413852844515*pi,0.5423790629305034*pi) q[4];\nu3(3.386462941584478*pi,-0.36767730053284986*pi,0.7622678865406334*pi) q[5];\nu3(3.5702570115587653*pi,2.4736053510538856*pi,1.5549778449105327*pi) q[6];\nu3(0.2630381407082728*pi,-0.28325991882978796*pi,2.2139806907603936*pi) q[7];\nu3(3.4884672787178728*pi,0.1926615933467849*pi,4.030009540896705*pi) q[8];\nu3(3.56247296504756*pi,0.3828298098498335*pi,3.007365233461491*pi) q[9];\nu3(3.7958357963368354*pi,3.301416969322746*pi,1.6223023873182625*pi) q[10];\nu3(3.455349856305291*pi,0.5775271565995337*pi,2.258392898472949*pi) q[11];\nu3(3.7911543152794933*pi,-0.31804799877324497*pi,4.207816345699394*pi) q[13];\nu3(1.8573938103569305*pi,3.323912709887783*pi,1.1715879893727759*pi) q[14];\nmeasure q[10] -> c[0];\nmeasure q[11] -> c[1];\nmeasure q[5] -> c[2];\nmeasure q[13] -> c[3];\nmeasure q[0] -> c[4];\nmeasure q[14] -> c[5];\nmeasure q[1] -> c[6];\nmeasure q[6] -> c[7];\nmeasure q[8] -> c[8];\nmeasure q[2] -> c[9];\nmeasure q[3] -> c[11];\nmeasure q[7] -> c[12];\nmeasure q[9] -> c[13];\nmeasure q[4] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.7547443272406906*pi,2.3181194834673837*pi,2.9679672460179143*pi) q[0];\nu3(3.883104216376989*pi,2.1398097678152954*pi,3.443519863758367*pi) q[1];\nu3(3.9246805728789815*pi,3.0359408538226496*pi,3.8918377486963545*pi) q[2];\nu3(3.1379724839300405*pi,-0.318523423965998*pi,1.6907402387613741*pi) q[3];\nu3(3.4306886761710285*pi,0.9754855665284392*pi,3.960162607974584*pi) q[4];\nu3(3.33821238181606*pi,2.747962084803769*pi,1.6051781055677385*pi) q[5];\nu3(3.5355113132798293*pi,2.853999750040334*pi,3.146640812384339*pi) q[6];\nu3(3.1971739393413263*pi,-0.01900653445297351*pi,2.246024908381785*pi) q[7];\nu3(3.7890692584560055*pi,0.2862976016901294*pi,1.7164458455976508*pi) q[8];\nu3(3.7879258744963393*pi,-0.14862330605970042*pi,1.116891022136996*pi) q[9];\nu3(3.372473372369461*pi,3.3929266145910577*pi,4.173302216663003*pi) q[10];\nu3(3.481760217637411*pi,2.2889019944491187*pi,4.338233403945075*pi) q[11];\nu3(3.697248592571202*pi,2.5827847674787714*pi,2.2595794997760166*pi) q[12];\nu3(3.882394974365208*pi,0.0484465004876965*pi,3.6303319205879196*pi) q[13];\nu3(3.3064760411868885*pi,-0.03516305649995832*pi,2.6755611820469665*pi) q[14];\nRxxyyzz(0.4590396615916925*pi,0.1957061729070656*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.42216093609380007*pi,0.19454397331488424*pi,0.04710071605125056*pi) q[1],q[7];\nRxxyyzz(0.44874570397449043*pi,0.17190106690071816*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.31444753151728977*pi,0.23462933308605294*pi,3.9265205696153096*pi) q[4],q[14];\nRxxyyzz(0.36778317779307035*pi,0.2323422270927531*pi,3.848479322458279*pi) q[5],q[12];\nRxxyyzz(0.2145410093582097*pi,0.1498474876694802*pi,0.08952567769747333*pi) q[8],q[9];\nRxxyyzz(0.39045025904684033*pi,0.2057850563267084*pi,0.0766146393683194*pi) q[11],q[13];\nu3(3.5529635928399554*pi,3.282668150334363*pi,1.6336634552841798*pi) q[0];\nu3(3.148046906340286*pi,0.3608863711357604*pi,3.9778440421972445*pi) q[1];\nu3(3.1066642680964565*pi,0.6996909098165953*pi,1.2804619668918589*pi) q[2];\nu3(3.311267550058713*pi,2.0596902458328064*pi,1.3485915016165901*pi) q[3];\nu3(3.8482328726966766*pi,0.13131747858086884*pi,3.8889369630792583*pi) q[4];\nu3(3.4799446647611854*pi,3.2344907508852128*pi,1.755577555703729*pi) q[5];\nu3(3.6469397615437456*pi,2.9159836492464954*pi,1.149778741072871*pi) q[7];\nu3(3.8334449479444808*pi,-0.40756083459190695*pi,0.7451897250677244*pi) q[8];\nu3(3.4948475657847613*pi,-0.020583795667166727*pi,3.3372895925839754*pi) q[9];\nu3(3.2460968532730154*pi,3.0938478197126864*pi,0.852508510929816*pi) q[10];\nu3(3.1858848889860893*pi,0.7923169637777707*pi,4.052099404607878*pi) q[11];\nu3(3.4110647194911694*pi,3.458372841228045*pi,1.4490971059018776*pi) q[12];\nu3(3.8992308541513983*pi,2.6437568973066066*pi,3.970855135863691*pi) q[13];\nu3(3.254562102571778*pi,2.6979210106422395*pi,1.96220251502191*pi) q[14];\nRxxyyzz(0.44478745783691*pi,0.31525363958701447*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.46013853960808027*pi,0.2733718772608792*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.3978900463366801*pi,0.2949768360288167*pi,0.07463329544232788*pi) q[2],q[9];\nRxxyyzz(0.4483037159608105*pi,0.19921175704815552*pi,0.08275094121992163*pi) q[3],q[8];\nRxxyyzz(0.4518475496122898*pi,0.15620286901909494*pi,3.88448683476744*pi) q[4],q[11];\nRxxyyzz(0.4325455448495998*pi,0.30116953297427373*pi,0.19729581164131743*pi) q[5],q[14];\nRxxyyzz(0.4696202805767504*pi,0.3404671608290748*pi,0.0*pi) q[7],q[13];\nu3(3.2314177676574065*pi,0.1787164428530149*pi,1.1763612177474725*pi) q[0];\nu3(3.5153268895739855*pi,3.015125486090425*pi,4.0380970922974395*pi) q[1];\nu3(3.465978012612688*pi,-0.3392409538930097*pi,3.312712537410727*pi) q[2];\nu3(3.512439100243662*pi,0.6353836451586319*pi,4.320119326031879*pi) q[3];\nu3(3.7648454535029394*pi,-0.0137168605623057*pi,1.945285035078936*pi) q[4];\nu3(3.2581025725459103*pi,0.4982525302150137*pi,0.8673967121241274*pi) q[5];\nu3(3.3101670186295653*pi,0.23347297000069134*pi,0.9120336842603954*pi) q[6];\nu3(3.141991679176347*pi,2.449571624135203*pi,1.0916616151318497*pi) q[7];\nu3(3.417724604905703*pi,1.3800786223535841*pi,0.6069843472897893*pi) q[8];\nu3(3.5078590379019077*pi,2.8333964987148437*pi,3.3250480449020836*pi) q[9];\nu3(3.719370477271798*pi,0.09963330934170567*pi,0.8748628479701637*pi) q[10];\nu3(3.331019435598976*pi,-0.45326803288414175*pi,0.6392105470248981*pi) q[11];\nu3(3.2073961269148543*pi,2.498236055680864*pi,1.6908102626759045*pi) q[13];\nu3(3.5904484198371516*pi,3.2422269163809796*pi,3.4360226842427646*pi) q[14];\nRxxyyzz(0.42233681472890405*pi,0.25033061358643593*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.3844424383343101*pi,0.06426498308036613*pi,0.05348689887590476*pi) q[1],q[8];\nRxxyyzz(0.43541790519202994*pi,0.36733053720087255*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.42598432272760034*pi,0.1567657060295451*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.44288467952611*pi,0.2653494174458361*pi,3.8931791948047305*pi) q[5],q[10];\nRxxyyzz(0.4303732308749205*pi,0.18524295145314085*pi,0.0*pi) q[9],q[11];\nu3(3.2066461213579283*pi,-0.11253255263362621*pi,4.351948332708387*pi) q[0];\nu3(3.674318518219616*pi,0.11438006604550066*pi,3.5468962436797815*pi) q[1];\nu3(3.42026566359511*pi,2.6047495436413044*pi,3.550530364237426*pi) q[2];\nu3(3.748609970020566*pi,2.545283928881188*pi,1.2872737625194932*pi) q[3];\nu3(3.679384924663766*pi,-0.19875856698533*pi,0.8180319595680162*pi) q[4];\nu3(3.471238138115573*pi,0.637388150274103*pi,1.2407104345828812*pi) q[5];\nu3(3.213890109966194*pi,-0.4760124693647071*pi,1.550513531205235*pi) q[6];\nu3(3.63483799150966*pi,-0.19750662697491317*pi,1.7507193353836765*pi) q[8];\nu3(3.723068059847149*pi,2.8038277825103273*pi,2.4792410855444187*pi) q[9];\nu3(3.436858052810727*pi,3.243500611876116*pi,1.5110968568838103*pi) q[10];\nu3(3.5509496543916867*pi,-0.11489366845037419*pi,2.1806360907712294*pi) q[11];\nu3(3.511849310044255*pi,3.427776834888565*pi,3.5760054301189665*pi) q[14];\nRxxyyzz(0.4291510701777799*pi,0.34909770627442527*pi,3.8655715262590107*pi) q[1],q[10];\nRxxyyzz(0.4098089901042296*pi,0.11802357378048976*pi,3.95942023317371*pi) q[2],q[8];\nRxxyyzz(0.4486654267172105*pi,0.3294610515202581*pi,0.21647538152881093*pi) q[3],q[12];\nRxxyyzz(0.45679921637074206*pi,0.2523486042403513*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.45952899333383007*pi,0.1498893548990892*pi,3.9388514635583207*pi) q[9],q[14];\nRxxyyzz(0.46178338478118985*pi,0.18490276291832608*pi,0.0*pi) q[13],q[11];\nu3(3.8403234109031037*pi,3.358605752192628*pi,2.0916353554409834*pi) q[1];\nu3(3.7018025841736093*pi,0.622060258945287*pi,2.4501235528845235*pi) q[2];\nu3(3.512826329359744*pi,3.0332219360026516*pi,4.25318800290492*pi) q[3];\nu3(3.6288730723414786*pi,2.8790638493139813*pi,1.1149431901919584*pi) q[4];\nu3(3.5809359151632867*pi,2.3800969890966934*pi,0.7112847213348781*pi) q[5];\nu3(3.3265045793810915*pi,3.106034466083946*pi,1.7391851744097129*pi) q[8];\nu3(3.250926819739447*pi,2.4919595499144274*pi,1.2115487228964792*pi) q[9];\nu3(3.462032846887448*pi,3.372231667644918*pi,2.019842251334463*pi) q[10];\nu3(3.472027902477855*pi,3.344350958617659*pi,0.5985903385966598*pi) q[11];\nu3(3.2673858791302894*pi,3.4109041901539343*pi,2.6203332020403916*pi) q[12];\nu3(3.7024996804660653*pi,3.4184636634040304*pi,0.773459080809114*pi) q[13];\nu3(3.15751572713558*pi,2.911474342929874*pi,0.5277336246671047*pi) q[14];\nRxxyyzz(0.38422281916228007*pi,0.35614586806081894*pi,3.85865313318883*pi) q[0],q[13];\nRxxyyzz(0.4447908175965698*pi,0.36760184445805233*pi,0.08607164215954377*pi) q[1],q[9];\nRxxyyzz(0.3934971129302097*pi,0.2248389697425659*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.41438613736838104*pi,0.33797103054330435*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.43948696325246983*pi,0.4145565562061986*pi,0.0*pi) q[6],q[5];\nRxxyyzz(0.4589298194139401*pi,0.21708664698499847*pi,0.12123835889473261*pi) q[8],q[14];\nRxxyyzz(0.42170081035670215*pi,0.26062045159845504*pi,0.0*pi) q[11],q[12];\nu3(3.2638046770046367*pi,0.19401982180103505*pi,2.052216327768168*pi) q[0];\nu3(3.366281093266057*pi,-0.2665384151369751*pi,1.8039059128170771*pi) q[1];\nu3(3.4413505061068435*pi,1.993161634892342*pi,1.6192090216123516*pi) q[2];\nu3(3.603469154198824*pi,3.3224728300917445*pi,0.7358598883049957*pi) q[3];\nu3(3.815020611407511*pi,3.48300254360164*pi,0.8078507816321955*pi) q[4];\nu3(3.5654208482552834*pi,3.18457397188387*pi,3.025697257511477*pi) q[5];\nu3(3.4606492775512314*pi,0.0081527493769733*pi,1.124141229470887*pi) q[6];\nu3(3.8002016145156228*pi,0.1573569738629811*pi,1.9984956091570556*pi) q[7];\nu3(3.4370964009581044*pi,3.394320903657076*pi,1.0837409380041725*pi) q[8];\nu3(3.6475474835158748*pi,2.0309621117891803*pi,0.5878170323275077*pi) q[9];\nu3(3.615845171377111*pi,3.1957236021217374*pi,0.7716673479240386*pi) q[11];\nu3(3.2219388046786093*pi,2.471959276036629*pi,1.6439079197155535*pi) q[12];\nu3(3.39699103484041*pi,2.7637261615251125*pi,1.6979440139956483*pi) q[13];\nu3(3.192610845849227*pi,2.8423699106623674*pi,1.4772852701471622*pi) q[14];\nRxxyyzz(0.46025289342743037*pi,0.4194598868852868*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.45294646497957985*pi,0.216169948202346*pi,3.8438475527693203*pi) q[1],q[7];\nRxxyyzz(0.35636478958534745*pi,0.2108615810917014*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.4344275110394999*pi,0.19415249018375422*pi,0.08958754558899329*pi) q[5],q[3];\nRxxyyzz(0.40202624468237014*pi,0.1666147328717883*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.35588988880796*pi,0.26107328108376837*pi,0.07395381922825095*pi) q[6],q[13];\nRxxyyzz(0.4460290140313*pi,0.15364835411440936*pi,0.0*pi) q[10],q[14];\nu3(3.877909406839967*pi,0.39289992024785847*pi,0.9613775422370705*pi) q[0];\nu3(3.618681244820588*pi,1.2941108600645257*pi,0.6979265307457947*pi) q[1];\nu3(3.6895053939743443*pi,0.47744111005727763*pi,0.8290901046524569*pi) q[2];\nu3(3.5468609406299154*pi,3.2892978797853925*pi,2.181592949062214*pi) q[3];\nu3(3.8977595854062206*pi,0.6424425785857819*pi,2.0968005055275*pi) q[4];\nu3(3.5257063866438316*pi,2.319716914874564*pi,0.9102428128063982*pi) q[5];\nu3(3.3018859795365003*pi,0.4117564078316778*pi,4.3817127889000265*pi) q[6];\nu3(3.6643989009860434*pi,-0.024816712084112402*pi,1.4282821307245785*pi) q[7];\nu3(3.6723084541587543*pi,2.8625872948636424*pi,1.1679107653954839*pi) q[8];\nu3(3.775167063469222*pi,3.0741598339256884*pi,1.3833078346008951*pi) q[9];\nu3(3.742208549955052*pi,2.9850991180227537*pi,1.9848813108308296*pi) q[10];\nu3(3.0158462114812243*pi,3.1793343511242536*pi,0.9898548098254318*pi) q[11];\nu3(3.3045983956509946*pi,1.0112871737537232*pi,0.5386073554967677*pi) q[13];\nu3(3.1776060982769314*pi,1.0584301452982008*pi,0.5735814660399579*pi) q[14];\nRxxyyzz(0.45479650211045997*pi,0.310229603290447*pi,0.09929711584206444*pi) q[5],q[0];\nRxxyyzz(0.39696272977806984*pi,0.23523178523619412*pi,0.13462138689112374*pi) q[1],q[4];\nRxxyyzz(0.4498052779314202*pi,0.24073775637354233*pi,0.0*pi) q[10],q[2];\nRxxyyzz(0.42571109987866024*pi,0.2328344694797444*pi,3.8814247120704994*pi) q[11],q[3];\nRxxyyzz(0.4513810203811701*pi,0.13778361890036628*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.4338051460312*pi,0.3253221334751302*pi,3.85050270410161*pi) q[7],q[13];\nRxxyyzz(0.33090241810234045*pi,0.2505180652832095*pi,0.0*pi) q[9],q[14];\nu3(3.414895791725561*pi,0.23305610757999573*pi,3.562102617744206*pi) q[0];\nu3(3.1537183241452116*pi,0.1932470238063958*pi,0.6670820748759725*pi) q[1];\nu3(3.631005000204977*pi,3.1823089507630846*pi,0.9265932962654011*pi) q[2];\nu3(3.7805551064265464*pi,0.37563164767528767*pi,1.337254602216436*pi) q[3];\nu3(3.627067221780462*pi,0.04142713708256163*pi,1.3430050261573991*pi) q[4];\nu3(3.7092217249527355*pi,0.5609625951910804*pi,3.7725187640484146*pi) q[5];\nu3(3.3679128851413087*pi,-0.012298536370946356*pi,1.2140199707963726*pi) q[6];\nu3(3.5501918464967894*pi,0.4256298502343414*pi,2.131908550377408*pi) q[7];\nu3(3.705329237053646*pi,0.9851300227760404*pi,1.1999442889934997*pi) q[8];\nu3(3.3261640831933494*pi,3.3486444813819185*pi,2.047156937350184*pi) q[9];\nu3(3.349836568559143*pi,3.249928599003993*pi,4.385582672522745*pi) q[10];\nu3(3.6065189849564048*pi,3.245621789709953*pi,1.8822435958105421*pi) q[11];\nu3(3.8533590508625135*pi,0.7290603554623158*pi,2.08656351723309*pi) q[13];\nu3(3.263425725693231*pi,3.008860570764936*pi,1.4202043191369422*pi) q[14];\nRxxyyzz(0.36637526639216*pi,0.13922789803239166*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.3819235246381898*pi,0.1762463213183204*pi,0.0*pi) q[1],q[10];\nRxxyyzz(0.4207161897439501*pi,0.1850505056786834*pi,0.040998427099980334*pi) q[12],q[2];\nRxxyyzz(0.4604713104621698*pi,0.23779192915655575*pi,3.808502452313471*pi) q[7],q[3];\nRxxyyzz(0.36553982947293007*pi,0.10150244301990882*pi,0.07188995839823929*pi) q[6],q[4];\nRxxyyzz(0.4476802665911297*pi,0.3047210138195207*pi,3.8175415657553007*pi) q[5],q[14];\nRxxyyzz(0.47638342977667314*pi,0.39838966656434227*pi,0.0*pi) q[13],q[9];\nu3(3.206502055524929*pi,0.1359491252396149*pi,0.6103144943638711*pi) q[0];\nu3(3.363399538916008*pi,-0.3043611224971607*pi,1.2145380489626427*pi) q[1];\nu3(3.5220502715664534*pi,2.6198256612853497*pi,4.215922111716504*pi) q[2];\nu3(3.9817148450332933*pi,2.848239516349481*pi,1.7311509920109214*pi) q[3];\nu3(3.9196047304786372*pi,-0.1746770811713546*pi,0.9109838334811639*pi) q[4];\nu3(3.7809136761351563*pi,-0.1991261864428412*pi,1.7111127344330788*pi) q[5];\nu3(3.7350050443600393*pi,-0.023359937897649785*pi,1.7006878071362577*pi) q[6];\nu3(3.408580416707415*pi,2.537600465569623*pi,1.640047546803822*pi) q[7];\nu3(3.2042472407594422*pi,2.6316618467946498*pi,0.8823522179086773*pi) q[8];\nu3(3.5450581509062022*pi,0.28494080360722873*pi,0.9535532188107896*pi) q[9];\nu3(3.5441130628550246*pi,3.2138716417067985*pi,2.4644855784490285*pi) q[10];\nu3(3.6573500150110507*pi,2.159044360065285*pi,4.331412131615631*pi) q[12];\nu3(3.541611077785189*pi,0.2507043260517121*pi,0.9265278696637387*pi) q[13];\nu3(3.4094883590183382*pi,2.6178639517248943*pi,2.2305068866119044*pi) q[14];\nRxxyyzz(0.43431392110128*pi,0.2912622905610124*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.43510749483515004*pi,0.2575460033110553*pi,3.831332455992961*pi) q[1],q[4];\nRxxyyzz(0.28555145580086005*pi,0.16746159684292827*pi,0.05800751707403862*pi) q[7],q[2];\nRxxyyzz(0.446998245884*pi,0.2540431444213268*pi,0.0901888537607896*pi) q[5],q[10];\nRxxyyzz(0.4010435539170002*pi,0.2595429246764036*pi,0.0*pi) q[8],q[12];\nRxxyyzz(0.43667211049722005*pi,0.23755076648247828*pi,0.11301373536116975*pi) q[11],q[14];\nu3(3.633912542778257*pi,0.5131809833348424*pi,0.9821558360850495*pi) q[0];\nu3(3.273798981499496*pi,3.475801863611269*pi,0.6083965650338192*pi) q[1];\nu3(3.652469844453768*pi,0.15996573576307127*pi,4.349841596621475*pi) q[2];\nu3(3.4335222791229265*pi,1.0236512858934486*pi,1.4091713889975814*pi) q[3];\nu3(3.877489949649476*pi,2.073295889793047*pi,1.046792967761041*pi) q[4];\nu3(3.614391313887854*pi,3.279651321755677*pi,0.6290848943114657*pi) q[5];\nu3(3.8333329897235138*pi,0.34571341705719416*pi,4.497658560077177*pi) q[7];\nu3(3.7028409411292325*pi,2.6893619290558166*pi,1.3350118516892944*pi) q[8];\nu3(3.7304113111740134*pi,0.6908165440752465*pi,3.704111153168717*pi) q[10];\nu3(3.395884015739519*pi,2.6074108921862926*pi,0.9134022902336807*pi) q[11];\nu3(3.6548087944562084*pi,3.490615737314137*pi,2.282513767144395*pi) q[12];\nu3(3.653849188034764*pi,0.002220822703073444*pi,1.5765740604380203*pi) q[14];\nRxxyyzz(0.45346409489823003*pi,0.4113936106106938*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.2616534254421997*pi,0.2104237217189031*pi,0.0*pi) q[11],q[1];\nRxxyyzz(0.25459585130251006*pi,0.1944550650102923*pi,0.0*pi) q[6],q[2];\nRxxyyzz(0.3790296342294802*pi,0.31580253782656753*pi,0.0771613229721879*pi) q[3],q[12];\nRxxyyzz(0.4531088784469001*pi,0.21571618543666599*pi,3.8095395761712805*pi) q[4],q[8];\nRxxyyzz(0.4263979136594601*pi,0.28899597666427845*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.47282541813777546*pi,0.19547512396740707*pi,0.0*pi) q[10],q[14];\nu3(3.740749238956304*pi,0.6610557337070408*pi,0.7973896352397254*pi) q[0];\nu3(3.5987572031615804*pi,0.027025029950026647*pi,0.9145787591171229*pi) q[1];\nu3(3.6681403518793703*pi,-0.17915401522425317*pi,2.3900326874969613*pi) q[2];\nu3(3.666102156269948*pi,1.2297464239812355*pi,1.12011978295571*pi) q[3];\nu3(3.709620022934669*pi,3.090246492827003*pi,0.7725983191260317*pi) q[4];\nu3(3.2259708097286093*pi,3.211509618514722*pi,0.9575056178251877*pi) q[5];\nu3(3.7358290108042262*pi,3.308236946755814*pi,0.6106504812232367*pi) q[6];\nu3(3.3346366373052327*pi,2.0274586554891028*pi,1.7570018691296378*pi) q[7];\nu3(3.2294804089081057*pi,3.1567479450685703*pi,1.2798279223790212*pi) q[8];\nu3(3.24434967213592*pi,2.4178558174050195*pi,4.3488952360970305*pi) q[9];\nu3(3.2461272901433973*pi,0.40093573066660526*pi,4.458274673511371*pi) q[10];\nu3(3.742089332876421*pi,3.106575407669986*pi,1.41659259030932*pi) q[11];\nu3(3.7655250290877396*pi,3.4919505695955726*pi,2.9446051939691515*pi) q[12];\nu3(3.589041853483098*pi,0.12453004718713057*pi,2.1694815936196923*pi) q[14];\nRxxyyzz(0.38270239744075507*pi,0.3238476617304712*pi,0.0*pi) q[14],q[0];\nRxxyyzz(0.43686310869801*pi,0.20576974186395394*pi,0.07417391439837566*pi) q[1],q[12];\nRxxyyzz(0.41401978803193007*pi,0.23636955225949574*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.3243828711964899*pi,0.18700361747265548*pi,0.0*pi) q[8],q[3];\nRxxyyzz(0.45606800047085005*pi,0.12880176194406265*pi,0.056093119053606796*pi) q[5],q[4];\nRxxyyzz(0.4256623836558304*pi,0.20484881026618018*pi,0.0*pi) q[11],q[6];\nRxxyyzz(0.3772789671840999*pi,0.10438469460696398*pi,3.936122409390011*pi) q[7],q[10];\nu3(3.1941126237999145*pi,0.037901566857993285*pi,2.4913979364108263*pi) q[0];\nu3(3.191209273569451*pi,3.020075883948131*pi,4.301765976310313*pi) q[1];\nu3(3.4076175025379873*pi,3.3183076227448103*pi,0.8721343853629198*pi) q[2];\nu3(3.616794572413955*pi,0.6893438708865778*pi,0.7579177646341548*pi) q[3];\nu3(3.177232272877445*pi,3.252186143594126*pi,4.275294096818971*pi) q[4];\nu3(3.507471073205762*pi,3.4818326127609085*pi,1.0881200919446594*pi) q[5];\nu3(3.408843090141438*pi,0.2138550785771206*pi,1.2339895400793686*pi) q[6];\nu3(3.4155089104004457*pi,0.9594849747661764*pi,2.4883390262414653*pi) q[7];\nu3(3.4694121890738474*pi,-0.4698025574371006*pi,0.8009230288811391*pi) q[8];\nu3(3.346888133651577*pi,-0.4187291439315364*pi,1.7768511266885079*pi) q[9];\nu3(3.6963458365996607*pi,-0.23977345283360513*pi,1.605933116277665*pi) q[10];\nu3(3.8570992580065115*pi,-0.06137984640694194*pi,1.3261000493789572*pi) q[11];\nu3(3.9869040644489484*pi,0.596503977381013*pi,0.9533912633362214*pi) q[12];\nu3(3.5909956841720483*pi,3.189679181845738*pi,0.9806703899536311*pi) q[14];\nRxxyyzz(0.3910939664081198*pi,0.30779415951228273*pi,3.843776198914871*pi) q[1],q[0];\nRxxyyzz(0.4356111629462802*pi,0.40123127383910373*pi,0.0*pi) q[5],q[2];\nRxxyyzz(0.45334789310431034*pi,0.2268029202821809*pi,0.1187473147428795*pi) q[3],q[14];\nRxxyyzz(0.4105187368098794*pi,0.2577924940415836*pi,0.08110564971036469*pi) q[4],q[12];\nRxxyyzz(0.33334163466098954*pi,0.08925643983308085*pi,3.9259420632932596*pi) q[6],q[9];\nRxxyyzz(0.44395577275123077*pi,0.2092297496667116*pi,0.0*pi) q[8],q[10];\nRxxyyzz(0.4737303379839304*pi,0.07390991787885703*pi,0.0*pi) q[11],q[13];\nu3(3.525434230929899*pi,3.303943431657829*pi,1.8387027527917152*pi) q[0];\nu3(3.7240321412770045*pi,0.2359545248244279*pi,0.948379313797016*pi) q[1];\nu3(3.165069010473702*pi,0.12032364334875911*pi,0.7986374805964194*pi) q[2];\nu3(3.749311457707294*pi,0.4356442725689246*pi,3.5523971045083176*pi) q[3];\nu3(3.900827796766515*pi,2.446147760975108*pi,0.9437689342501228*pi) q[4];\nu3(3.5143107518299113*pi,3.0655434130240238*pi,0.996457934582571*pi) q[5];\nu3(3.762657525003253*pi,3.35482249338902*pi,2.1392755073224445*pi) q[6];\nu3(3.4977489258164054*pi,0.10096326286783797*pi,4.494239038456365*pi) q[8];\nu3(3.1117162864382637*pi,1.9870436274677834*pi,1.2195000706961434*pi) q[9];\nu3(3.882511978976626*pi,-0.21562447730419548*pi,4.449460593623494*pi) q[10];\nu3(3.1161858866329593*pi,2.207035046550181*pi,1.9744920578911334*pi) q[11];\nu3(3.4925714308338507*pi,0.33088825888492335*pi,3.36960685044558*pi) q[12];\nu3(3.3569501459154347*pi,0.8587796547732709*pi,1.8337787800348964*pi) q[13];\nu3(3.9556783226502366*pi,-0.07466211826508895*pi,3.611005503226794*pi) q[14];\nRxxyyzz(0.4702937401055194*pi,0.3395969835063011*pi,0.0*pi) q[3],q[0];\nRxxyyzz(0.33758594171503986*pi,0.27842027420957827*pi,3.8760469952944696*pi) q[10],q[2];\nRxxyyzz(0.4068269830029698*pi,0.284253242075439*pi,0.10682288474232494*pi) q[11],q[4];\nRxxyyzz(0.37834079904524*pi,0.21001428757828777*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.4503515514043991*pi,0.06775186422995727*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.44356928646176985*pi,0.21992006003287745*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.36888028902557035*pi,0.19316174008511808*pi,3.898879235067371*pi) q[14],q[9];\nu3(3.294177753580977*pi,3.1044234421217483*pi,4.028592980072794*pi) q[0];\nu3(3.420937586535376*pi,3.0895373241709807*pi,2.4086674183102055*pi) q[2];\nu3(3.5216830910157038*pi,-0.32856598865167225*pi,0.6187238649503115*pi) q[3];\nu3(3.4701505143204034*pi,-0.12689482216798353*pi,4.291613990123059*pi) q[4];\nu3(3.2355354924737236*pi,3.201434261100122*pi,1.0792207613276332*pi) q[5];\nu3(3.3943476008725235*pi,3.373865349791269*pi,1.9852602574108265*pi) q[6];\nu3(3.8679750052562283*pi,2.919333725521093*pi,2.3965554110517107*pi) q[7];\nu3(3.4578781420259403*pi,0.9309083988191014*pi,1.3205347778483927*pi) q[8];\nu3(3.3658296837321835*pi,-0.4260551343363467*pi,0.9164422035585713*pi) q[9];\nu3(3.5148449431624083*pi,1.0031191912480848*pi,0.6329834488650022*pi) q[10];\nu3(3.661914009557964*pi,0.17286200683556463*pi,3.8347807547738624*pi) q[11];\nu3(3.6026208622698137*pi,3.490517077983899*pi,2.086902153133995*pi) q[12];\nu3(3.7072020599115794*pi,-0.4714389133556761*pi,4.3829414535339595*pi) q[13];\nu3(3.693293904613069*pi,1.326334674066091*pi,2.0646544681688193*pi) q[14];\nRxxyyzz(0.4011492985790901*pi,0.232413258552413*pi,0.05718505800187162*pi) q[10],q[0];\nRxxyyzz(0.4299244506561041*pi,0.3495211056244596*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.3802901747541618*pi,0.33917523868864763*pi,0.0*pi) q[13],q[3];\nRxxyyzz(0.36010371397106*pi,0.26585329406790115*pi,0.0*pi) q[5],q[4];\nRxxyyzz(0.23216756474054948*pi,0.2127032172808665*pi,0.050636594771594545*pi) q[6],q[14];\nRxxyyzz(0.44280768777730894*pi,0.2979557492832199*pi,0.0*pi) q[7],q[8];\nRxxyyzz(0.4172390418951005*pi,0.18905837199373388*pi,0.0*pi) q[11],q[12];\nu3(3.3782482301507533*pi,3.203504342842196*pi,3.032344083240909*pi) q[0];\nu3(3.2983279760106226*pi,0.20316151880850275*pi,0.7940075688771531*pi) q[1];\nu3(3.4645179064046157*pi,-0.23909869158685193*pi,1.9163282547115732*pi) q[3];\nu3(3.2598258695602373*pi,0.481532597917526*pi,0.943361106919212*pi) q[4];\nu3(3.2825643551122807*pi,0.7665705453876475*pi,0.9973967432110704*pi) q[5];\nu3(3.2171435950661937*pi,1.0996403666128631*pi,0.8678056448047983*pi) q[6];\nu3(3.568516811186863*pi,2.5877992978139233*pi,1.0539237302728095*pi) q[7];\nu3(3.258082398395247*pi,0.46256337643336853*pi,1.622795186234644*pi) q[8];\nu3(3.2637411944477157*pi,-0.4378629491797462*pi,1.1395533766510344*pi) q[9];\nu3(3.5185233464869197*pi,0.00962266466904893*pi,4.124300482523607*pi) q[10];\nu3(3.7272467805382266*pi,0.9826052357575348*pi,1.4208593224857622*pi) q[11];\nu3(3.5798426907521415*pi,-0.25371319065499276*pi,1.6937731563752447*pi) q[12];\nu3(3.4829209342493312*pi,2.4409507606476986*pi,1.4988873785619106*pi) q[13];\nu3(3.597335241773592*pi,0.5746685208101003*pi,1.2276579004274235*pi) q[14];\nmeasure q[10] -> c[6];\nRxxyyzz(0.47703122062275005*pi,0.18964861071538064*pi,0.0*pi) q[11],q[0];\nRxxyyzz(0.44180874970525996*pi,0.12316584679679485*pi,0.08301557085501085*pi) q[14],q[1];\nRxxyyzz(0.3598443186613101*pi,0.2938744620855802*pi,0.07650268944522765*pi) q[6],q[2];\nRxxyyzz(0.45403468462128993*pi,0.39890433796392544*pi,0.06686979106718827*pi) q[3],q[12];\nRxxyyzz(0.43190978544352016*pi,0.255581282526154*pi,3.8867782027522306*pi) q[8],q[4];\nRxxyyzz(0.45294622053986044*pi,0.29538251630005097*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.4530703895772098*pi,0.1247386305770829*pi,3.9054992577629903*pi) q[9],q[13];\nu3(3.823466267342722*pi,2.6656086442408866*pi,0.9668920717811602*pi) q[0];\nu3(3.3391996681151745*pi,0.8351576046413447*pi,4.299416700120593*pi) q[1];\nu3(2.607553967187849*pi,-0.34936205928026093*pi,4.41039480766376*pi) q[2];\nu3(3.132526207194863*pi,0.06086285093031618*pi,2.0662207153658843*pi) q[3];\nu3(3.3932337341516825*pi,0.4905818031703655*pi,1.3010490377194088*pi) q[4];\nu3(3.6187836570523*pi,2.951475698199891*pi,1.2328982046710018*pi) q[5];\nu3(1.6574702610858354*pi,0.2381022731746152*pi,1.1855021235068885*pi) q[6];\nu3(3.6233268329695925*pi,0.07991022256078484*pi,1.494423258601524*pi) q[7];\nu3(3.371830462549544*pi,-0.3087786552799301*pi,1.3927162191692644*pi) q[8];\nu3(3.466768798559009*pi,-0.48935802764041636*pi,2.253608115743334*pi) q[9];\nu3(3.4693810196132953*pi,2.4014296877470946*pi,0.5264444886601924*pi) q[11];\nu3(3.531732075355968*pi,0.6837300788347038*pi,4.310186163844676*pi) q[12];\nu3(3.1565719965648276*pi,-0.15815652984755957*pi,1.354399442146807*pi) q[13];\nu3(3.641973439565943*pi,1.0258938267898619*pi,3.3007326042549816*pi) q[14];\nmeasure q[11] -> c[0];\nmeasure q[9] -> c[1];\nmeasure q[3] -> c[2];\nmeasure q[8] -> c[3];\nmeasure q[5] -> c[4];\nmeasure q[4] -> c[5];\nmeasure q[6] -> c[7];\nmeasure q[13] -> c[8];\nmeasure q[12] -> c[9];\nmeasure q[0] -> c[10];\nmeasure q[7] -> c[11];\nmeasure q[2] -> c[12];\nmeasure q[14] -> c[13];\nmeasure q[1] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.6285774620290967*pi,2.658781280494914*pi,1.1796242812474258*pi) q[0];\nu3(3.3972958027803015*pi,3.1577846523579103*pi,1.006792350177729*pi) q[1];\nu3(3.668296106980529*pi,2.8993361318542377*pi,3.8542369690743303*pi) q[2];\nu3(3.7410984539060377*pi,-0.38921656732287835*pi,3.8750147882414003*pi) q[3];\nu3(3.2612109681613135*pi,2.7456705640447603*pi,3.094800374952108*pi) q[4];\nu3(3.336617419157437*pi,2.5036448357668*pi,3.1071658188741833*pi) q[5];\nu3(3.4187227245336063*pi,2.759728951908656*pi,4.37209317967849*pi) q[6];\nu3(3.2342891712049995*pi,2.9054603910672396*pi,2.900528565764498*pi) q[7];\nu3(3.7472242834172356*pi,-0.2923588263283835*pi,1.655412069359242*pi) q[8];\nu3(3.430393013602362*pi,0.9553130533318934*pi,2.494773344249967*pi) q[9];\nu3(3.25460115664952*pi,2.5995041161618118*pi,0.9583237244851267*pi) q[10];\nu3(3.6885097875053696*pi,0.030991770892357162*pi,1.4432542969906357*pi) q[11];\nu3(3.6919237354468626*pi,3.2499557731253685*pi,0.6813027956063444*pi) q[12];\nu3(3.7315721226021497*pi,-0.4952344812010988*pi,3.6746475805384984*pi) q[13];\nu3(3.1474838493864152*pi,0.38387403895088124*pi,2.647893594477626*pi) q[14];\nRxxyyzz(0.23748701137633754*pi,0.19337713938581225*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.46690684791171044*pi,0.3816429596775555*pi,0.0*pi) q[1],q[10];\nRxxyyzz(0.34092887107215*pi,0.1566714170737975*pi,3.95414770488118*pi) q[2],q[13];\nRxxyyzz(0.42203460661805003*pi,0.35100768655001996*pi,3.72134796868973*pi) q[3],q[8];\nRxxyyzz(0.4311996679374496*pi,0.2199334910217632*pi,0.05364808440964093*pi) q[4],q[12];\nRxxyyzz(0.41132648417368994*pi,0.2468421796340412*pi,0.06605329519608814*pi) q[5],q[14];\nRxxyyzz(0.48799060858265986*pi,0.1628406025990562*pi,0.0*pi) q[7],q[9];\nu3(3.5629365235521897*pi,2.7990684948513445*pi,1.0617859631823066*pi) q[0];\nu3(3.695355582647517*pi,-0.3736147642801376*pi,0.8300780405446678*pi) q[1];\nu3(3.8790812071163323*pi,0.510554808821726*pi,1.4260775355900992*pi) q[2];\nu3(3.4335608841441867*pi,1.3997502769789187*pi,1.433033478204797*pi) q[3];\nu3(3.3523386089510345*pi,2.806359520358882*pi,3.7120633379161467*pi) q[4];\nu3(3.483501126441809*pi,3.1091352672363812*pi,1.4993152453340368*pi) q[5];\nu3(3.4130094961952078*pi,-0.2643154010002228*pi,0.5945140651146779*pi) q[6];\nu3(3.490574473528962*pi,0.14706037639030467*pi,4.421678210824716*pi) q[7];\nu3(3.510939271642201*pi,3.003635287753892*pi,4.43836996154374*pi) q[8];\nu3(3.928839040501694*pi,0.6965719020034451*pi,2.2074362004519688*pi) q[9];\nu3(3.1749052334506715*pi,0.679576406433952*pi,3.1621061641305044*pi) q[10];\nu3(3.866016599907922*pi,1.1063802403614886*pi,3.9118511979231188*pi) q[12];\nu3(3.5785931926839756*pi,2.0286356678687003*pi,1.3538756932814526*pi) q[13];\nu3(3.3133874386873097*pi,-0.23520468892303792*pi,3.178720671115541*pi) q[14];\nRxxyyzz(0.3784032709437598*pi,0.3119591553436072*pi,3.9342762740588704*pi) q[0],q[11];\nRxxyyzz(0.35686601004278024*pi,0.28485464059071397*pi,3.900246792643591*pi) q[1],q[9];\nRxxyyzz(0.42211157468956795*pi,0.24615471805451006*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.2888687127740307*pi,0.21388750750723506*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.32384518914856025*pi,0.19998799555137836*pi,0.06321247729012569*pi) q[4],q[10];\nRxxyyzz(0.40497574479180987*pi,0.14390431061285291*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.46126072105687044*pi,0.41888071267845806*pi,0.0*pi) q[7],q[14];\nu3(3.324602286388724*pi,-0.487853616288378*pi,0.8428170672578501*pi) q[0];\nu3(3.4328398063677743*pi,2.565193112932687*pi,0.7584040976667514*pi) q[1];\nu3(3.417727450334506*pi,3.4768896323513827*pi,2.2607244327400347*pi) q[2];\nu3(3.1632347278811306*pi,2.1746670698995754*pi,1.5660746786727735*pi) q[3];\nu3(3.545218508816598*pi,3.392709138431942*pi,0.6428709330796951*pi) q[4];\nu3(3.8271525347637017*pi,2.9863666368574675*pi,2.13287925189913*pi) q[6];\nu3(3.228332386808382*pi,2.33550694103658*pi,3.44254369068401*pi) q[7];\nu3(3.3777206320083213*pi,1.9478691091930598*pi,1.7414001212798351*pi) q[8];\nu3(3.2691739334301206*pi,2.2069944409636038*pi,1.3704367417145322*pi) q[9];\nu3(3.2709664184724376*pi,-0.14826883844515215*pi,1.6905371226564627*pi) q[10];\nu3(3.5416737133946263*pi,2.5760865269489606*pi,1.1641864603648484*pi) q[11];\nu3(3.135392684177935*pi,-0.06864651690088697*pi,0.7116123936507703*pi) q[12];\nu3(3.0985164508556213*pi,-0.16188206475119332*pi,1.65803927950725*pi) q[13];\nu3(3.903459737936845*pi,-0.37373975123821346*pi,1.0422982706928932*pi) q[14];\nRxxyyzz(0.483921642654777*pi,0.14690907577161483*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.2884963346198096*pi,0.20831871249089895*pi,0.10374160074317507*pi) q[6],q[1];\nRxxyyzz(0.38900428829641004*pi,0.31890271013562427*pi,0.07792044135061156*pi) q[12],q[2];\nRxxyyzz(0.4465636241323595*pi,0.24638915503831363*pi,3.93425204728662*pi) q[3],q[13];\nRxxyyzz(0.29232126081815923*pi,0.1805530526823046*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.4254857572498504*pi,0.13630714545105038*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.2735316865552164*pi,0.15245981359568506*pi,0.0*pi) q[11],q[14];\nu3(3.862753108062674*pi,3.403096682702748*pi,0.5464463572172565*pi) q[0];\nu3(3.2729253174242223*pi,2.200705533958962*pi,3.838576042105795*pi) q[1];\nu3(3.7499381569242067*pi,3.099330524904551*pi,1.305898840809721*pi) q[2];\nu3(3.8611435072703713*pi,2.936882731551855*pi,2.023492823886959*pi) q[3];\nu3(3.4277324193360696*pi,2.3966400639961147*pi,1.0308302691706475*pi) q[4];\nu3(3.405833340248858*pi,0.6072124525213911*pi,1.8549209397066588*pi) q[5];\nu3(3.2979718470877515*pi,2.415726314483535*pi,1.4126100870686291*pi) q[6];\nu3(3.761009153066031*pi,0.029025330548423045*pi,1.9333157365582592*pi) q[7];\nu3(3.376036079765521*pi,-0.1645563833333138*pi,0.6117237697931718*pi) q[9];\nu3(3.279834857839071*pi,-0.1473105758855765*pi,4.2036707504570625*pi) q[10];\nu3(3.761304978421819*pi,-0.4357248589917372*pi,3.7429231139428047*pi) q[11];\nu3(3.1084986182527823*pi,2.5368150024948593*pi,3.7690164219634674*pi) q[12];\nu3(3.490977026631963*pi,0.14234007809538962*pi,1.1930066693668524*pi) q[13];\nu3(3.407699536274103*pi,2.5338230508053337*pi,1.6878698658939872*pi) q[14];\nRxxyyzz(0.3860342353689301*pi,0.30316590217669537*pi,0.0*pi) q[2],q[0];\nRxxyyzz(0.45716853868256835*pi,0.2522207759813935*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.29619437840331997*pi,0.10982365938616079*pi,0.0892977282224634*pi) q[10],q[3];\nRxxyyzz(0.40364039510912997*pi,0.22682376157715695*pi,3.95490473052945*pi) q[5],q[4];\nRxxyyzz(0.2981567075632802*pi,0.20384496559522391*pi,3.9535954499754506*pi) q[6],q[14];\nRxxyyzz(0.39570122994777013*pi,0.1538769902927204*pi,0.08043234949647358*pi) q[8],q[7];\nRxxyyzz(0.4631274785142103*pi,0.26245545000830117*pi,0.0*pi) q[9],q[13];\nu3(3.83118431643472*pi,-0.07929014609695939*pi,0.6894263609977016*pi) q[0];\nu3(3.6421184828697637*pi,2.314399698418902*pi,0.7499640383178439*pi) q[1];\nu3(3.4739051702184747*pi,2.448000952998333*pi,0.9647316783612414*pi) q[2];\nu3(3.6285713193437386*pi,3.206270269077675*pi,0.8639654898171285*pi) q[3];\nu3(3.401343871614261*pi,-0.4880672507030803*pi,1.3879966827318917*pi) q[4];\nu3(3.1277220614447163*pi,3.4618895197015487*pi,2.337557320812427*pi) q[5];\nu3(3.3277266151778138*pi,2.4303520891087755*pi,1.7417692979732875*pi) q[6];\nu3(3.2132573627680583*pi,-0.25348070449976734*pi,1.2051116037581697*pi) q[7];\nu3(3.226240644991767*pi,0.5209575251642675*pi,3.9789648285537385*pi) q[8];\nu3(3.7742509933285158*pi,1.2035279545377966*pi,1.5388337781549586*pi) q[9];\nu3(3.7050145839260535*pi,-0.12676502704611003*pi,3.9018002704037773*pi) q[10];\nu3(3.894911760607737*pi,1.1509284612897188*pi,1.374216542561625*pi) q[11];\nu3(3.3250649568483746*pi,-0.37706163932888936*pi,3.9044682010829974*pi) q[13];\nu3(3.4177683814329094*pi,-0.1408714624693877*pi,2.2307843669176552*pi) q[14];\nRxxyyzz(0.44266970862808996*pi,0.41310111984127057*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.3700665800972196*pi,0.238659884059997*pi,0.09511765727367472*pi) q[12],q[2];\nRxxyyzz(0.41858308538942973*pi,0.29444181946550263*pi,3.95398662577764*pi) q[6],q[4];\nRxxyyzz(0.3292346623474902*pi,0.19683648081120397*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.37769538928903057*pi,0.19840523652501751*pi,0.0*pi) q[8],q[13];\nRxxyyzz(0.3837399061138608*pi,0.26755181828103014*pi,0.04738134111745444*pi) q[10],q[9];\nu3(3.4144878047070577*pi,2.7927071777525447*pi,1.6478017819621005*pi) q[0];\nu3(3.2454721106078224*pi,3.165169939289833*pi,2.1502166377609813*pi) q[2];\nu3(3.244301662868274*pi,2.1593969715217414*pi,0.7080449853814832*pi) q[4];\nu3(3.7689956575228902*pi,3.002037505269757*pi,0.5891382847734201*pi) q[5];\nu3(3.0434182622565196*pi,0.32296193000987516*pi,1.5853246610777774*pi) q[6];\nu3(3.4615175417271784*pi,-0.24476624648198497*pi,1.7906984183151158*pi) q[7];\nu3(3.6523084587129864*pi,0.5039687297833899*pi,2.3938815665702946*pi) q[8];\nu3(3.3469091146984056*pi,2.223545729274868*pi,0.8912269282705096*pi) q[9];\nu3(3.4839185178086858*pi,2.961861524616422*pi,1.908210275375084*pi) q[10];\nu3(3.11006010259277*pi,-0.2320526836332928*pi,3.936904490406889*pi) q[12];\nu3(3.3685067315080697*pi,3.2238738125178537*pi,1.0235215605940673*pi) q[13];\nu3(3.6377227532946232*pi,3.178483333281126*pi,1.1288229214525276*pi) q[14];\nRxxyyzz(0.3819583292760509*pi,0.19315977507813642*pi,0.0*pi) q[7],q[0];\nRxxyyzz(0.4094629341731606*pi,0.25104436932197594*pi,0.0*pi) q[12],q[1];\nRxxyyzz(0.4414659501305699*pi,0.14983984558889302*pi,3.938752308907949*pi) q[13],q[2];\nRxxyyzz(0.27383735955614963*pi,0.08207089971704074*pi,3.94095189463893*pi) q[4],q[3];\nRxxyyzz(0.31615147887058026*pi,0.16809099939862948*pi,3.8969129878461004*pi) q[5],q[8];\nRxxyyzz(0.3959941067738897*pi,0.25906100764499707*pi,3.9103945359908696*pi) q[6],q[11];\nRxxyyzz(0.4621325586430399*pi,0.2460764909826061*pi,0.0*pi) q[14],q[9];\nu3(3.4503473604464263*pi,-0.12087042552688249*pi,1.9303515186002145*pi) q[0];\nu3(3.2953544808770308*pi,-0.4079301843515045*pi,0.9360345231044368*pi) q[1];\nu3(3.2925906036054142*pi,2.1281757034199256*pi,0.7629086003606536*pi) q[2];\nu3(3.3852165267832737*pi,-0.29235420052910704*pi,0.6336225203133559*pi) q[3];\nu3(3.7511689255584257*pi,3.2825260714709916*pi,2.2678594892427086*pi) q[4];\nu3(3.3399468880938334*pi,1.2629170769483187*pi,0.7971362189948022*pi) q[5];\nu3(3.471946211111171*pi,0.5277885594548839*pi,0.5870998479305936*pi) q[6];\nu3(3.780173861849507*pi,1.0297510459331136*pi,1.6036924281282496*pi) q[7];\nu3(3.7935390329875425*pi,0.023415166566328915*pi,0.6801203056336478*pi) q[8];\nu3(3.127211602098037*pi,-0.06871980413936996*pi,4.064918609959751*pi) q[9];\nu3(3.616236871064828*pi,-0.20217080582742258*pi,1.1207128889690887*pi) q[11];\nu3(3.3218384219051904*pi,2.9674432031041955*pi,1.8858656355309318*pi) q[12];\nu3(3.5485513697581714*pi,-0.41504777250426245*pi,2.264807969206989*pi) q[13];\nu3(3.2499311243535027*pi,0.5055554950927397*pi,0.5148063659645797*pi) q[14];\nRxxyyzz(0.4580175235035999*pi,0.20139735334630782*pi,0.07517546477673988*pi) q[0],q[14];\nRxxyyzz(0.42200707318320063*pi,0.16969380264931644*pi,3.9346065184410595*pi) q[7],q[1];\nRxxyyzz(0.42063928733069966*pi,0.07172218479852081*pi,3.942689968567411*pi) q[10],q[2];\nRxxyyzz(0.36338683361609236*pi,0.31101582706078484*pi,3.869011394549894*pi) q[5],q[3];\nRxxyyzz(0.44129695119341017*pi,0.29451382274866367*pi,3.8689956597953508*pi) q[6],q[4];\nRxxyyzz(0.43166615401667*pi,0.33401073977081097*pi,0.09335225989933751*pi) q[12],q[8];\nRxxyyzz(0.4693616654452799*pi,0.23464080359499762*pi,0.0*pi) q[13],q[9];\nu3(3.9207624579013385*pi,1.2055833633374715*pi,0.5587123879187049*pi) q[0];\nu3(3.4974104064987865*pi,2.120835876256807*pi,0.6668302151728693*pi) q[1];\nu3(3.394972164533636*pi,1.1541671659061175*pi,2.407629986129452*pi) q[2];\nu3(3.5651899273189804*pi,-0.4337516838356982*pi,1.2681595744972474*pi) q[3];\nu3(3.7325775006471424*pi,3.336946378357164*pi,1.2210453688720762*pi) q[4];\nu3(3.341755673354512*pi,0.14757335785782566*pi,1.7506001092689014*pi) q[5];\nu3(3.701902476340128*pi,-0.38101328090202513*pi,2.307998666869242*pi) q[6];\nu3(3.4731181041210597*pi,3.282912967317219*pi,0.6127160709408752*pi) q[7];\nu3(3.6064639108191425*pi,0.7402166769527265*pi,1.2330096047161754*pi) q[8];\nu3(3.158297280388541*pi,2.6839279950580304*pi,0.5048846399886728*pi) q[9];\nu3(3.866521049060988*pi,2.321156494506106*pi,0.6112933936770157*pi) q[10];\nu3(3.2029316172770947*pi,-0.28494516006843584*pi,4.212684302474906*pi) q[12];\nu3(3.580678982713977*pi,2.316187020588365*pi,0.7945743258246383*pi) q[13];\nu3(3.345296008222838*pi,0.3967514713539555*pi,3.6055888194385917*pi) q[14];\nRxxyyzz(0.4265523182226399*pi,0.3354758188231473*pi,0.0918801683687842*pi) q[0],q[4];\nRxxyyzz(0.42927710721422974*pi,0.2178202125180979*pi,0.0*pi) q[14],q[1];\nRxxyyzz(0.4165963563639697*pi,0.28487827811679584*pi,3.88045253218737*pi) q[2],q[9];\nRxxyyzz(0.4380906645714397*pi,0.16257543819021913*pi,3.936317467531369*pi) q[6],q[13];\nRxxyyzz(0.43037826216892794*pi,0.19825626367178684*pi,0.0*pi) q[11],q[8];\nRxxyyzz(0.3789295853742001*pi,0.2591748052990861*pi,0.0*pi) q[12],q[10];\nu3(3.404758372679102*pi,0.7689237428349478*pi,1.8890439381982984*pi) q[0];\nu3(3.730454427357305*pi,0.9199007184120727*pi,0.938838204905203*pi) q[1];\nu3(3.5391383897553075*pi,-0.4195868030429417*pi,0.7784938860799795*pi) q[2];\nu3(3.6819442668877254*pi,-0.20715837170421214*pi,1.9669521661561102*pi) q[4];\nu3(3.411688997304585*pi,-0.2140742597068772*pi,1.0923018725222917*pi) q[6];\nu3(3.172562522690642*pi,0.7514296306008141*pi,2.0249954256486147*pi) q[8];\nu3(3.34664114281407*pi,1.0537877653539618*pi,2.0892866245254935*pi) q[9];\nu3(3.3991160974590455*pi,0.16735042021179458*pi,1.9093314356215199*pi) q[10];\nu3(3.2651014347692398*pi,2.3069458531947036*pi,1.660416242264704*pi) q[11];\nu3(3.5333473603959265*pi,0.5369265557233005*pi,2.1878021594868335*pi) q[12];\nu3(3.308191049193651*pi,-0.45123148902512156*pi,1.986642987165534*pi) q[13];\nu3(3.8510501455629322*pi,0.9082011963174788*pi,0.9218403615730701*pi) q[14];\nRxxyyzz(0.35831700321224963*pi,0.239449708034166*pi,3.8833171001579405*pi) q[8],q[0];\nRxxyyzz(0.37627198922301064*pi,0.28769520955656874*pi,0.04467417442877904*pi) q[2],q[1];\nRxxyyzz(0.4021139600103002*pi,0.27245072082941246*pi,0.0*pi) q[12],q[3];\nRxxyyzz(0.4635858354813803*pi,0.25920737580862796*pi,0.0*pi) q[5],q[4];\nRxxyyzz(0.4220294290343197*pi,0.32081607235950793*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.4367128872388899*pi,0.2411534124323361*pi,3.8514876241439193*pi) q[13],q[7];\nRxxyyzz(0.43491120363756997*pi,0.29143562200918*pi,3.7995112909716706*pi) q[11],q[14];\nu3(3.782611313124887*pi,0.06337062730134868*pi,1.3584268133247464*pi) q[0];\nu3(3.377074363927657*pi,3.411169784281592*pi,3.654793438364969*pi) q[1];\nu3(3.6942614746649842*pi,-0.42650460782772126*pi,3.2382281201322956*pi) q[2];\nu3(3.905539978333112*pi,2.265729648910053*pi,2.4495967221690176*pi) q[3];\nu3(3.9888425933035347*pi,2.3739451668259415*pi,2.0352321484099574*pi) q[4];\nu3(3.575776494043181*pi,0.042986931526975525*pi,2.477835254106191*pi) q[5];\nu3(3.903713050864956*pi,0.31815064781768*pi,1.9784030911578965*pi) q[6];\nu3(3.544490127331072*pi,0.1454956551666584*pi,2.408934012807781*pi) q[7];\nu3(3.6688000524398525*pi,3.3827712859793366*pi,2.16795429125118*pi) q[8];\nu3(3.7788962892582147*pi,2.9301911040548294*pi,0.6086719156698788*pi) q[9];\nu3(3.041937989950558*pi,0.4142610330467389*pi,0.5271646825252483*pi) q[11];\nu3(3.837403116564472*pi,3.486557890968924*pi,3.747242784256813*pi) q[12];\nu3(3.3084638827122803*pi,3.4138297616025435*pi,1.6174936354845437*pi) q[13];\nu3(3.6247011290312576*pi,0.3810173345489388*pi,1.5204138432726744*pi) q[14];\nRxxyyzz(0.4695089040886399*pi,0.22748733564602674*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.37398672281301615*pi,0.2139042970257129*pi,0.0*pi) q[6],q[1];\nRxxyyzz(0.41599532590988003*pi,0.2936527553273583*pi,0.08328474806869049*pi) q[2],q[9];\nRxxyyzz(0.33176192081226097*pi,0.27460689339963207*pi,0.0*pi) q[4],q[3];\nRxxyyzz(0.41939774864500967*pi,0.22311672815984274*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.4197086898031004*pi,0.09389231357491445*pi,0.0*pi) q[10],q[7];\nRxxyyzz(0.43358699781564985*pi,0.23060423234234986*pi,0.10178671996950145*pi) q[13],q[14];\nu3(3.8170477841835857*pi,0.7086441397171832*pi,2.0976359284802664*pi) q[0];\nu3(3.748189202005735*pi,3.185315511563319*pi,0.7068099101611769*pi) q[1];\nu3(3.0182365992783504*pi,2.1796473711265745*pi,0.9970754194283262*pi) q[2];\nu3(3.757087971141958*pi,3.3771620730658984*pi,1.3341027648379113*pi) q[3];\nu3(3.595576874474729*pi,3.462673056950318*pi,3.9307542841140464*pi) q[4];\nu3(3.731351648198343*pi,2.254896882230193*pi,1.4879948038088573*pi) q[5];\nu3(3.8383644325737265*pi,0.427189980656012*pi,1.9109001679051667*pi) q[6];\nu3(3.627684554739585*pi,0.8942749587890362*pi,1.5099290245531147*pi) q[7];\nu3(3.2997577433107663*pi,-0.4070226308813729*pi,1.4601551240835031*pi) q[9];\nu3(3.5755391192825274*pi,0.8288933609738551*pi,1.782154234447534*pi) q[10];\nu3(3.4612626768618346*pi,2.8729388251879984*pi,4.388873899314568*pi) q[11];\nu3(3.2094753698869587*pi,2.332631837063635*pi,2.0977170504798672*pi) q[12];\nu3(3.2988304904248884*pi,3.4095735778165537*pi,4.176031155416542*pi) q[13];\nu3(3.4281025785246477*pi,2.2894162926726227*pi,2.9883992115511395*pi) q[14];\nRxxyyzz(0.4960243530150855*pi,0.0*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.3644719721821499*pi,0.30356748252195326*pi,3.8537696421053393*pi) q[2],q[7];\nRxxyyzz(0.39777839462048986*pi,0.32945232082682985*pi,3.8325013837158295*pi) q[3],q[5];\nRxxyyzz(0.4467808189418298*pi,0.20264848929449872*pi,0.10720363791342005*pi) q[8],q[4];\nRxxyyzz(0.41548031962365994*pi,0.15329532057005815*pi,0.12869672296665605*pi) q[12],q[6];\nRxxyyzz(0.3807008732561303*pi,0.19917147823820006*pi,0.08078506812082498*pi) q[13],q[10];\nRxxyyzz(0.29847452594042945*pi,0.15129256631345223*pi,0.0*pi) q[11],q[14];\nu3(3.6063566918301717*pi,3.255773413438602*pi,1.4578142976127402*pi) q[0];\nu3(3.6197789349578935*pi,0.7915904776486933*pi,1.1197685331673002*pi) q[2];\nu3(3.9180812084619308*pi,3.498077651391524*pi,0.5613448505182146*pi) q[3];\nu3(3.4349159961980438*pi,0.7023286045607178*pi,3.8102343375889793*pi) q[4];\nu3(3.7712077053685986*pi,1.7051273893024592*pi,2.4408983072624153*pi) q[5];\nu3(3.2333169121940095*pi,0.5285267909995213*pi,0.5866059226436576*pi) q[6];\nu3(3.923064122354433*pi,2.2405289607226804*pi,0.9070009306729152*pi) q[7];\nu3(3.4700545939730323*pi,2.734907736437032*pi,0.6592154882404948*pi) q[8];\nu3(3.048148579626069*pi,3.252061723611722*pi,0.9785688117600309*pi) q[9];\nu3(3.407782231301341*pi,0.13882260665745583*pi,0.9490768529718858*pi) q[10];\nu3(3.5032666776559283*pi,0.7555841354419794*pi,4.303087958974608*pi) q[11];\nu3(3.6582360193925183*pi,1.2531578803166643*pi,0.7114489693923741*pi) q[12];\nu3(3.529357483045324*pi,0.5675133696089962*pi,4.287430756747441*pi) q[13];\nu3(3.3792196944773822*pi,0.49650857195993003*pi,1.616974790928972*pi) q[14];\nRxxyyzz(0.4055971513857301*pi,0.2237081470988089*pi,3.86717793066085*pi) q[1],q[0];\nRxxyyzz(0.44764657173783984*pi,0.3300443231746583*pi,0.06957129774983727*pi) q[4],q[2];\nRxxyyzz(0.4095832798891199*pi,0.3011127933670628*pi,0.1764515231237186*pi) q[3],q[11];\nRxxyyzz(0.42227638875774*pi,0.2287797230391169*pi,3.8277090751838103*pi) q[9],q[5];\nRxxyyzz(0.4540351883094107*pi,0.12311655112362008*pi,0.0*pi) q[10],q[7];\nRxxyyzz(0.3246863877951397*pi,0.2884225823241784*pi,0.11705977546126745*pi) q[13],q[14];\nu3(3.6643629776202014*pi,-0.32371994560206563*pi,0.7330592042417972*pi) q[0];\nu3(3.5674301616962065*pi,-0.06953448125020883*pi,2.014254222065137*pi) q[1];\nu3(3.5948118355420657*pi,1.8708219456361226*pi,0.5166686934953693*pi) q[2];\nu3(3.54939163079022*pi,0.1419330568729006*pi,0.799961309984018*pi) q[3];\nu3(3.6973777154192504*pi,0.7249796951080518*pi,0.9996220363283417*pi) q[4];\nu3(3.3106349937732436*pi,0.5675547768200417*pi,1.8430980317014294*pi) q[5];\nu3(3.362330711071176*pi,3.0776678252258516*pi,1.3831192126348708*pi) q[7];\nu3(3.8155356649599335*pi,2.449663146132861*pi,0.8622287914793998*pi) q[9];\nu3(3.2490507845713843*pi,0.6497409988076022*pi,0.7231458359805194*pi) q[10];\nu3(3.8452311041909373*pi,3.361164167017215*pi,1.6899950747019676*pi) q[11];\nu3(3.229187143574731*pi,2.379614139682438*pi,0.8541924960691406*pi) q[13];\nu3(3.5323859770920665*pi,0.6930777041507188*pi,1.0966373299339065*pi) q[14];\nRxxyyzz(0.44640311265038923*pi,0.23660298496363197*pi,0.0*pi) q[5],q[0];\nRxxyyzz(0.3736864446207703*pi,0.17048698012658622*pi,0.12459303233362448*pi) q[1],q[7];\nRxxyyzz(0.3824596950053998*pi,0.2688247873572916*pi,0.06393161888020779*pi) q[9],q[2];\nRxxyyzz(0.41256488539712943*pi,0.2069740720109614*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.4155742562415198*pi,0.2746399564252273*pi,0.0*pi) q[13],q[4];\nRxxyyzz(0.4014029503759602*pi,0.3671543209116841*pi,0.0*pi) q[8],q[14];\nRxxyyzz(0.4422060425463794*pi,0.3392888207181344*pi,0.0*pi) q[11],q[10];\nu3(3.799618582869622*pi,3.4954825391378828*pi,1.7499953036676168*pi) q[0];\nu3(3.258425368291766*pi,3.451145449881773*pi,3.5630073739105455*pi) q[1];\nu3(3.2276643667488116*pi,3.2268274219333*pi,3.4293836121792287*pi) q[2];\nu3(3.3403375888419835*pi,0.6864773486651949*pi,1.2254255859870018*pi) q[3];\nu3(3.2446864188881763*pi,2.9771595180712875*pi,2.109136461217853*pi) q[4];\nu3(3.6342005339416317*pi,-0.2915145719558498*pi,4.49792552047114*pi) q[5];\nu3(3.751037126510351*pi,0.5846341616652184*pi,1.0802236690981581*pi) q[6];\nu3(3.369212181154751*pi,-0.35260292519196523*pi,2.1658829375702293*pi) q[7];\nu3(3.5959083922535204*pi,3.2307196114835963*pi,2.045148606993462*pi) q[8];\nu3(3.4996767247469682*pi,2.66973247733432*pi,4.215005376723095*pi) q[9];\nu3(3.5767861904476583*pi,0.32559366998857064*pi,2.056633162395161*pi) q[10];\nu3(3.370589524523382*pi,0.6594828266280324*pi,1.7416215089740112*pi) q[11];\nu3(3.4205648610674824*pi,-0.21585887047689445*pi,0.833149515620556*pi) q[13];\nu3(3.522506447211546*pi,0.8350129816544278*pi,4.384332692879465*pi) q[14];\nRxxyyzz(0.41656650797997935*pi,0.09609066931591542*pi,0.06922194950059972*pi) q[6],q[0];\nRxxyyzz(0.47420532476565025*pi,0.336362912369367*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.45819323372561976*pi,0.2212217981452929*pi,3.8232607733126596*pi) q[7],q[2];\nRxxyyzz(0.3509093985050403*pi,0.22935584956162502*pi,0.06838930089542217*pi) q[11],q[3];\nRxxyyzz(0.4514812023995195*pi,0.11303674035518463*pi,3.9448337349728497*pi) q[4],q[12];\nRxxyyzz(0.38224810362337974*pi,0.12271727004363518*pi,0.08435345694696028*pi) q[9],q[5];\nRxxyyzz(0.44703755535469014*pi,0.393767929659441*pi,0.0*pi) q[13],q[10];\nu3(3.7272527848793136*pi,1.8306695311446335*pi,0.605244013615911*pi) q[0];\nu3(3.6824317639969033*pi,3.2494610187387143*pi,0.6583184229255741*pi) q[1];\nu3(3.4352986290882797*pi,3.491934690667725*pi,0.846543387391606*pi) q[2];\nu3(3.908664159884927*pi,0.7999651635364815*pi,4.250046453396194*pi) q[3];\nu3(3.261823704099596*pi,2.4199826229034347*pi,1.128577829893337*pi) q[4];\nu3(3.109292626300973*pi,-0.07123480195094106*pi,0.8387427039847513*pi) q[5];\nu3(3.207230941240382*pi,0.67882457165602*pi,4.454256476793288*pi) q[6];\nu3(3.6083442478739522*pi,2.868437602955959*pi,2.0346522636659716*pi) q[7];\nu3(3.5575559673139465*pi,2.501493367132071*pi,2.051271921492601*pi) q[8];\nu3(3.6085098566999636*pi,-0.3336885677060837*pi,3.842490895354313*pi) q[9];\nu3(3.2011758271953314*pi,3.300954938068388*pi,4.385354552524526*pi) q[10];\nu3(3.7931479827829504*pi,2.45183498116964*pi,0.7332835370143571*pi) q[11];\nu3(3.507161450369628*pi,2.931887711433955*pi,1.16191146915201*pi) q[12];\nu3(3.483463149440955*pi,0.37385071417193894*pi,3.7970009336681265*pi) q[13];\nmeasure q[0] -> c[11];\nRxxyyzz(0.3959366762796899*pi,0.2941351033646492*pi,3.76202690993037*pi) q[1],q[7];\nRxxyyzz(0.3168723220068109*pi,0.05112541781893143*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.29206608250139*pi,0.25045264724470195*pi,3.92279283626541*pi) q[14],q[3];\nRxxyyzz(0.27539663728558944*pi,0.08586628689716935*pi,3.9189376420419*pi) q[10],q[4];\nRxxyyzz(0.4507105783071501*pi,0.36334173179769835*pi,0.054112388831100144*pi) q[5],q[12];\nRxxyyzz(0.4006330792598298*pi,0.35922908091828104*pi,0.11366860427004924*pi) q[6],q[11];\nRxxyyzz(0.3670332787378322*pi,0.31809627838477095*pi,0.0*pi) q[9],q[8];\nu3(3.2733308547415425*pi,1.2264651336426002*pi,0.8030376447403182*pi) q[1];\nu3(0.5319097144895312*pi,-0.3945896455549533*pi,0.8499841428046802*pi) q[2];\nu3(0.24627203026861247*pi,3.4446797286032598*pi,1.4720377745146649*pi) q[3];\nu3(2.423483007255121*pi,0.5453617359513201*pi,1.8818933731053074*pi) q[4];\nu3(3.62226871785647*pi,2.9908565856293534*pi,1.9456446361337707*pi) q[5];\nu3(3.5007066697402105*pi,3.335114412955532*pi,1.5097651945339865*pi) q[6];\nu3(3.5813136868000104*pi,1.3492874691657735*pi,1.108922231704525*pi) q[7];\nu3(3.484167824612658*pi,1.5490967866977092*pi,1.627627781824856*pi) q[8];\nu3(3.351764955799415*pi,-0.2294414619148646*pi,0.9040924867535827*pi) q[9];\nu3(3.269627646242958*pi,3.3050722850333405*pi,1.1391340165056283*pi) q[10];\nu3(3.2942618528092744*pi,0.36812541728464465*pi,4.128252253475013*pi) q[11];\nu3(3.4956310493431326*pi,0.4419631113364133*pi,4.499594650048167*pi) q[12];\nu3(3.5154396098457577*pi,3.238928374038652*pi,2.083619284192206*pi) q[13];\nu3(1.7142700461843734*pi,-0.39065666745286703*pi,4.374583507694209*pi) q[14];\nmeasure q[1] -> c[0];\nmeasure q[14] -> c[1];\nmeasure q[10] -> c[2];\nmeasure q[7] -> c[3];\nmeasure q[8] -> c[4];\nmeasure q[6] -> c[5];\nmeasure q[4] -> c[6];\nmeasure q[5] -> c[7];\nmeasure q[13] -> c[8];\nmeasure q[11] -> c[9];\nmeasure q[2] -> c[10];\nmeasure q[12] -> c[12];\nmeasure q[9] -> c[13];\nmeasure q[3] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.871238722534659*pi,-0.48378191190013964*pi,2.2932956091305297*pi) q[0];\nu3(3.3950055376549177*pi,-0.327108652398274*pi,3.701372416386401*pi) q[1];\nu3(3.7711364612600184*pi,2.244599031823485*pi,1.824578808737011*pi) q[2];\nu3(3.366187134735422*pi,3.0693276314672095*pi,3.1502214201693124*pi) q[3];\nu3(3.4418999131755443*pi,2.9090969804378224*pi,0.715412334021467*pi) q[4];\nu3(3.9227385763503206*pi,-0.40904640373172274*pi,4.049257478907206*pi) q[5];\nu3(3.2545116611123253*pi,-0.34872408474545213*pi,2.0072411476351*pi) q[6];\nu3(3.3981990870791483*pi,2.1857504527604528*pi,4.049075137462932*pi) q[7];\nu3(3.2000245478280482*pi,3.1425244406294333*pi,2.2508707433193598*pi) q[8];\nu3(3.0223976842298566*pi,0.36242605072763134*pi,4.467677917609478*pi) q[9];\nu3(3.421605366786488*pi,3.0932671035705166*pi,0.9133823577735143*pi) q[10];\nu3(3.6987073751332646*pi,3.0481093106709523*pi,1.3377900509026421*pi) q[11];\nu3(3.4451720729267015*pi,-0.3370239991792492*pi,4.21967885686381*pi) q[12];\nu3(3.6062974922045523*pi,0.9322917454417832*pi,3.1629972160414037*pi) q[13];\nu3(3.6870812837962124*pi,0.3141930681222682*pi,1.2527848832406374*pi) q[14];\nRxxyyzz(0.36860022839564*pi,0.28120164182019153*pi,3.9017228139292897*pi) q[0],q[3];\nRxxyyzz(0.4256409551215894*pi,0.3645704671753034*pi,3.94396972006218*pi) q[1],q[13];\nRxxyyzz(0.4727841945319501*pi,0.18277547282725604*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.4088884435433701*pi,0.3071039265644395*pi,0.10917425537451768*pi) q[4],q[8];\nRxxyyzz(0.38357348231958*pi,0.0971573014675029*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.4087405936596098*pi,0.30696483223397714*pi,0.051187343486244374*pi) q[7],q[11];\nRxxyyzz(0.4535727333059302*pi,0.09646906220050777*pi,0.0*pi) q[12],q[14];\nu3(3.7081046162384625*pi,2.3121337210042743*pi,1.850560591752087*pi) q[0];\nu3(3.128387104281967*pi,3.214267090486987*pi,1.942735199316364*pi) q[1];\nu3(3.6359018312146194*pi,0.14581044319075287*pi,1.3556855344686858*pi) q[2];\nu3(3.7345101082703676*pi,3.206636618793494*pi,1.9163176871845389*pi) q[3];\nu3(3.460565445124877*pi,3.4600630579492324*pi,4.470319096930057*pi) q[4];\nu3(3.3240671806178197*pi,1.9142795747967982*pi,1.5053885744932234*pi) q[5];\nu3(3.4475610312084077*pi,2.1470983616265027*pi,1.072209950226667*pi) q[7];\nu3(3.1194305984535893*pi,3.3902249991042472*pi,1.1302059342354793*pi) q[8];\nu3(3.570343857506452*pi,0.45787455895054674*pi,2.250952115189908*pi) q[9];\nu3(3.5676404681787823*pi,0.33910457960179996*pi,0.5576868636013961*pi) q[10];\nu3(3.509135877726483*pi,3.270681350295121*pi,3.6825201972640667*pi) q[11];\nu3(3.375943988495795*pi,2.6146494143571686*pi,0.5174574060954438*pi) q[12];\nu3(3.1691850820791934*pi,3.413506099074844*pi,0.9446797190085594*pi) q[13];\nu3(3.6850500221673594*pi,-0.307607340555187*pi,1.1533041915391484*pi) q[14];\nRxxyyzz(0.3400016725288097*pi,0.19576365757809366*pi,3.9457164057778904*pi) q[0],q[8];\nRxxyyzz(0.44365877401749987*pi,0.1788678757634471*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.38570871856068023*pi,0.28066363810701267*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.40204279070733956*pi,0.31600826770548845*pi,3.94804387011201*pi) q[4],q[13];\nRxxyyzz(0.4239100501799705*pi,0.3345944221089474*pi,0.2123647677132937*pi) q[7],q[10];\nRxxyyzz(0.36267631259383126*pi,0.32773643074946457*pi,0.0*pi) q[9],q[12];\nRxxyyzz(0.26262235989863*pi,0.17365410016171046*pi,3.9366813945998196*pi) q[11],q[14];\nu3(3.0356539112023526*pi,0.6708631473891487*pi,1.1185272515865865*pi) q[0];\nu3(3.878990697147341*pi,1.8681770990100959*pi,1.3058763409591831*pi) q[1];\nu3(3.4408902195203526*pi,-0.25466968594587336*pi,2.1918235094810767*pi) q[2];\nu3(3.812297290321946*pi,1.6166297275347432*pi,1.4530304359394992*pi) q[3];\nu3(3.3451771049498555*pi,-0.3540511177706054*pi,2.0838251514173294*pi) q[4];\nu3(3.402770311747777*pi,0.9836467900410737*pi,1.0845944413022055*pi) q[6];\nu3(3.2573252384986464*pi,2.8089936715288344*pi,1.8086340041288111*pi) q[7];\nu3(3.528056878717876*pi,0.4186452746780889*pi,2.388179782767067*pi) q[8];\nu3(3.8769943208559665*pi,2.40648188740997*pi,1.7005880739155281*pi) q[9];\nu3(3.8331151190387924*pi,1.4494013845381408*pi,0.5248370908839511*pi) q[10];\nu3(3.6718494783446283*pi,3.0244222569058254*pi,2.04539626159568*pi) q[11];\nu3(3.384243315602571*pi,3.0150668941290313*pi,0.5405806135126678*pi) q[12];\nu3(3.578884364216151*pi,1.201117675593308*pi,2.255644517417325*pi) q[13];\nu3(3.0703757618713556*pi,0.43899829004146684*pi,0.7955760945552919*pi) q[14];\nRxxyyzz(0.36447868200456013*pi,0.28988949852374896*pi,0.07729121888740008*pi) q[0],q[10];\nRxxyyzz(0.45676162032047996*pi,0.19072770088787694*pi,0.0844446391581658*pi) q[1],q[7];\nRxxyyzz(0.47716409284007*pi,0.3547914322121707*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.45816443856372013*pi,0.30052733852740143*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.4485557157965797*pi,0.33057664252896674*pi,3.9162053589931696*pi) q[4],q[14];\nRxxyyzz(0.4088845948056199*pi,0.18906210258634376*pi,0.047125537853181854*pi) q[8],q[13];\nRxxyyzz(0.4479120543636399*pi,0.40489809101992047*pi,3.8563586374688605*pi) q[11],q[9];\nu3(3.537611922337173*pi,0.6831117583988711*pi,4.422163068847429*pi) q[0];\nu3(3.5942255944451857*pi,2.8191390952103115*pi,1.1482715181711307*pi) q[1];\nu3(3.7399841996287266*pi,2.857160156800842*pi,0.6757118651989511*pi) q[2];\nu3(3.0741136430408873*pi,3.3812126131352613*pi,4.487781144332507*pi) q[3];\nu3(3.411742947171917*pi,3.4196800769448843*pi,2.163256078423645*pi) q[4];\nu3(3.878133416698094*pi,-0.33706148364418176*pi,2.276327557910725*pi) q[5];\nu3(3.6748486872160435*pi,2.862952109053557*pi,1.8204940919819483*pi) q[6];\nu3(3.664359962792524*pi,3.322046098742339*pi,2.834225060254581*pi) q[7];\nu3(3.559141912434364*pi,1.8844991349433498*pi,1.6328353503323367*pi) q[8];\nu3(3.220601342638994*pi,2.784260220221051*pi,1.379632778650864*pi) q[9];\nu3(3.5247133820960266*pi,3.1862675200897277*pi,1.3720510616999786*pi) q[10];\nu3(3.7893297765636342*pi,0.09886132219515154*pi,0.8076831377397982*pi) q[11];\nu3(3.5810366562380596*pi,2.9300303898381403*pi,3.737915957456563*pi) q[13];\nu3(3.401329385983291*pi,0.8282263659849745*pi,1.0886744019406085*pi) q[14];\nRxxyyzz(0.44970046881930004*pi,0.2587698914105899*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.24783529825237993*pi,0.09218268596282808*pi,0.0*pi) q[1],q[10];\nRxxyyzz(0.46682304796877017*pi,0.23780324362485317*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.2613465282677597*pi,0.2185864211950721*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.3833492012562304*pi,0.11499289817238623*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.3876951510813501*pi,0.2113636048109342*pi,0.0*pi) q[7],q[13];\nu3(3.8647884566949116*pi,0.2833352774342065*pi,1.5605992343431652*pi) q[0];\nu3(3.2046959172718132*pi,0.6049588313224363*pi,4.468325356281548*pi) q[1];\nu3(3.5959749992793983*pi,-0.3510055838434649*pi,1.7805082197916022*pi) q[2];\nu3(3.694718998760474*pi,2.926586242518308*pi,0.7917040845507226*pi) q[3];\nu3(3.7176659414366835*pi,2.083164766226428*pi,1.6817991349796193*pi) q[5];\nu3(3.47014064009957*pi,2.4067253496532484*pi,1.6932397282757554*pi) q[6];\nu3(3.1749842699822244*pi,-0.3090525828780435*pi,0.5330318329337367*pi) q[7];\nu3(3.1863129972035114*pi,2.7916921655555766*pi,0.7892966452221399*pi) q[8];\nu3(3.652589933527239*pi,-0.28962037185375716*pi,0.5429214669609554*pi) q[10];\nu3(3.202776487979637*pi,0.2765150078321378*pi,1.4231643799752212*pi) q[12];\nu3(3.3879205153853773*pi,-0.41039689735949014*pi,1.0452639947690117*pi) q[13];\nu3(3.4617604218708564*pi,3.2032853091510423*pi,1.0372061750589308*pi) q[14];\nRxxyyzz(0.45699560594403005*pi,0.30801924538298625*pi,3.8949657226647005*pi) q[0],q[13];\nRxxyyzz(0.44955374512847*pi,0.2135033960164319*pi,3.8789416029383905*pi) q[1],q[5];\nRxxyyzz(0.43510083305658054*pi,0.2285546135011458*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.43151463845162974*pi,0.2567939065902096*pi,0.0*pi) q[7],q[3];\nRxxyyzz(0.39383995596121*pi,0.3532941438438421*pi,0.2508756628219755*pi) q[4],q[6];\nRxxyyzz(0.4455311579108399*pi,0.2502190577713308*pi,3.83692688018755*pi) q[8],q[9];\nRxxyyzz(0.4457403145311202*pi,0.20739066032385634*pi,0.0*pi) q[12],q[11];\nu3(3.530380547390585*pi,3.240766807393075*pi,1.75084694730503*pi) q[0];\nu3(3.23392778591536*pi,0.6797542330039832*pi,0.9423440565687975*pi) q[1];\nu3(3.2074340897675744*pi,2.695042142573505*pi,4.2390330191192565*pi) q[2];\nu3(3.3969537581554947*pi,0.5842400328491704*pi,2.0640152011421913*pi) q[3];\nu3(3.0636804763281758*pi,0.14032457211558946*pi,4.333577249488208*pi) q[4];\nu3(3.4424491295901367*pi,3.4951927167860704*pi,1.580614182020354*pi) q[5];\nu3(3.717261455846847*pi,2.9204061745603753*pi,4.136339150187977*pi) q[6];\nu3(3.464417381372849*pi,2.353285415469486*pi,2.1403523181155224*pi) q[7];\nu3(3.465466628194717*pi,2.908036598625773*pi,2.1297821252965434*pi) q[8];\nu3(3.839290889508595*pi,2.8429252829208074*pi,2.2338765779182754*pi) q[9];\nu3(3.7717318032927634*pi,2.2431945641600173*pi,1.7115960616540287*pi) q[10];\nu3(3.070146174457159*pi,-0.18152035113673798*pi,1.529806994153247*pi) q[11];\nu3(3.4784936576009153*pi,2.181185186712998*pi,2.144951050695395*pi) q[12];\nu3(3.18981671334369*pi,0.4466982834847095*pi,1.7055384783615366*pi) q[13];\nRxxyyzz(0.3980893750121598*pi,0.18921575096856869*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.3113723911582601*pi,0.2047344763158132*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.32759439420580605*pi,0.2822910792097534*pi,0.0*pi) q[14],q[2];\nRxxyyzz(0.4566433384639801*pi,0.408143412261913*pi,0.21356246273310098*pi) q[11],q[3];\nRxxyyzz(0.3854839925846235*pi,0.2628899171908895*pi,0.0783832326467781*pi) q[4],q[12];\nRxxyyzz(0.3912658158002801*pi,0.23735172911701907*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.45712548153687915*pi,0.3319386468961608*pi,0.0*pi) q[9],q[13];\nu3(3.594789482966224*pi,-0.33882442426999354*pi,2.354047743374185*pi) q[0];\nu3(3.5356733738723456*pi,3.219914495427674*pi,4.438692305573472*pi) q[1];\nu3(3.9069434817927284*pi,-0.32140635120374395*pi,0.7326143657784776*pi) q[2];\nu3(3.3598634173468898*pi,3.3673254927656386*pi,3.6625560434626325*pi) q[3];\nu3(3.839732120247606*pi,-0.4544764115901577*pi,3.387924389230786*pi) q[4];\nu3(3.4181208218023333*pi,2.095710287003734*pi,1.277890021985328*pi) q[5];\nu3(3.8154941510545117*pi,-0.3712094626520812*pi,0.6797195128097132*pi) q[6];\nu3(3.664392569681312*pi,0.8181728475719612*pi,0.981287689789125*pi) q[7];\nu3(3.54723175353586*pi,2.928684777304092*pi,0.8687014915385243*pi) q[8];\nu3(3.6461046303509663*pi,-0.38205331563368056*pi,2.009857306508432*pi) q[9];\nu3(3.4239554274275448*pi,0.8493226053558387*pi,3.658356055354083*pi) q[11];\nu3(3.558363767619269*pi,2.951451653480355*pi,3.2356635469999118*pi) q[12];\nu3(3.660802760878863*pi,0.16228240537676886*pi,0.6025560937447829*pi) q[13];\nu3(3.4594129114188434*pi,3.272106157371719*pi,4.405758489083775*pi) q[14];\nRxxyyzz(0.4878661689156494*pi,0.08593759274811164*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.4808967912690605*pi,0.27066293410813924*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.38810401027238*pi,0.2860075803420341*pi,0.12068980253150359*pi) q[10],q[5];\nRxxyyzz(0.32848441016052016*pi,0.13349915734016005*pi,3.945991415459501*pi) q[6],q[7];\nRxxyyzz(0.34324400675139*pi,0.19983375548575621*pi,0.0*pi) q[11],q[8];\nu3(3.4264730889882564*pi,2.677571005717824*pi,2.4193336976028763*pi) q[1];\nu3(3.8741748429776126*pi,1.4158523279365247*pi,1.463040505881314*pi) q[3];\nu3(3.3369722136460824*pi,2.125014782059412*pi,1.0850570056882465*pi) q[5];\nu3(3.5960621286165533*pi,2.719595329415057*pi,1.5705709194024964*pi) q[6];\nu3(3.2641428911370185*pi,2.3972106347096536*pi,0.7449998629921954*pi) q[7];\nu3(3.4630909873637243*pi,-0.4894451439118856*pi,2.098992652260875*pi) q[8];\nu3(3.7607435198353243*pi,-0.07720028164850246*pi,1.0550363476110438*pi) q[9];\nu3(3.1697327494188374*pi,2.0964654265574945*pi,4.0292177014233275*pi) q[10];\nu3(3.918159658902197*pi,0.17337622558788313*pi,0.9547926172330388*pi) q[11];\nu3(3.4728725917243075*pi,3.265462216095915*pi,0.6284629211657164*pi) q[13];\nRxxyyzz(0.4132657837487402*pi,0.23748835117752123*pi,0.0566478247084329*pi) q[0],q[11];\nRxxyyzz(0.4155515531603662*pi,0.36754042346253224*pi,0.0*pi) q[4],q[1];\nRxxyyzz(0.4531853479301403*pi,0.38846834449703005*pi,3.691142654967501*pi) q[10],q[2];\nRxxyyzz(0.39659694312494953*pi,0.08311082440286088*pi,0.0*pi) q[6],q[3];\nRxxyyzz(0.43897763305198984*pi,0.318895719137885*pi,3.843408010477191*pi) q[14],q[5];\nRxxyyzz(0.4547659337301701*pi,0.23111500421275563*pi,0.07410723410968428*pi) q[9],q[7];\nRxxyyzz(0.4873931585909723*pi,0.2581344095631808*pi,0.0*pi) q[8],q[12];\nu3(3.2991611097048055*pi,2.5811916199650593*pi,4.388794080166002*pi) q[0];\nu3(3.617542206067948*pi,3.476056448257142*pi,4.058840610935375*pi) q[1];\nu3(3.2319039433472567*pi,1.0453722565985983*pi,1.7020358342400246*pi) q[2];\nu3(3.210407613983405*pi,0.16248223716946208*pi,1.5108204818635276*pi) q[3];\nu3(3.5466822554495865*pi,0.10424045172876506*pi,1.0354901060125394*pi) q[4];\nu3(3.885959611265907*pi,2.632264435234901*pi,2.203631029117477*pi) q[5];\nu3(3.397549967278069*pi,2.1707547079976153*pi,1.0221447392596943*pi) q[6];\nu3(3.4736825453808984*pi,3.3295510499766525*pi,3.3647312547151023*pi) q[7];\nu3(3.7941417982847363*pi,2.164547983702252*pi,1.3795709195542791*pi) q[8];\nu3(3.373886222131717*pi,2.448292142018084*pi,1.2732316848777434*pi) q[9];\nu3(3.247870959252246*pi,0.7230225621781292*pi,0.5914566945808861*pi) q[10];\nu3(3.302065467307016*pi,0.9562173473297735*pi,0.592666144142988*pi) q[11];\nu3(3.7904139436946225*pi,3.0368781436045937*pi,2.326312214624612*pi) q[12];\nu3(3.3644624461372397*pi,0.12891199580051316*pi,2.1902998588270357*pi) q[14];\nRxxyyzz(0.39628239529641973*pi,0.3129386950735515*pi,3.9163613753062094*pi) q[0],q[5];\nRxxyyzz(0.42697865384286104*pi,0.33306985335593287*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.3911329797006601*pi,0.34935863735800554*pi,0.06978873157800056*pi) q[13],q[2];\nRxxyyzz(0.460393671622111*pi,0.2796193356066201*pi,0.0*pi) q[4],q[3];\nRxxyyzz(0.38425837375425664*pi,0.29216112542756534*pi,0.0*pi) q[12],q[7];\nRxxyyzz(0.4166248454431103*pi,0.3073393171629726*pi,0.0*pi) q[11],q[8];\nRxxyyzz(0.4337665785985093*pi,0.15624810018003288*pi,0.0*pi) q[14],q[10];\nu3(3.7508055211820404*pi,-0.30244383795927565*pi,1.1836965352432323*pi) q[0];\nu3(3.588458135793842*pi,0.13975245066941744*pi,0.7471377046710166*pi) q[1];\nu3(3.4558276186651913*pi,0.15164544586404838*pi,3.580993689925292*pi) q[2];\nu3(3.435148882160108*pi,2.333317003208231*pi,1.1281989917461521*pi) q[3];\nu3(3.806849588956399*pi,0.7868814182330004*pi,1.5457928765950204*pi) q[4];\nu3(3.6316451603542377*pi,2.611957063405353*pi,0.573278147732537*pi) q[5];\nu3(3.7183343613285054*pi,-0.14355124003203013*pi,4.268240635278768*pi) q[6];\nu3(3.716360559171359*pi,3.1936657925464393*pi,1.8579015515482074*pi) q[7];\nu3(3.2912783066799567*pi,3.107560824581949*pi,1.1170085241271819*pi) q[8];\nu3(3.6180011817961955*pi,3.317119340838074*pi,2.1037549537423477*pi) q[10];\nu3(3.6666668740875523*pi,3.432431342406243*pi,3.82995997345135*pi) q[11];\nu3(3.6667061860808836*pi,0.5570327824923358*pi,2.119654614504771*pi) q[12];\nu3(3.713941706399177*pi,0.11565078058223743*pi,1.8398647637317374*pi) q[13];\nu3(3.4212547414548102*pi,3.4072227745833357*pi,3.947126626656663*pi) q[14];\nRxxyyzz(0.3107918195277206*pi,0.26886602799377735*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.4396570425330998*pi,0.29356597530678163*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.4223429722969096*pi,0.24038101815436186*pi,3.8484907144084204*pi) q[2],q[4];\nRxxyyzz(0.24718656976227535*pi,0.17846342403227*pi,3.9306114037626116*pi) q[14],q[5];\nRxxyyzz(0.36892386568741975*pi,0.21561253992223428*pi,3.86694122276353*pi) q[6],q[8];\nRxxyyzz(0.34105677049931965*pi,0.27412843255078423*pi,3.9363022527267706*pi) q[13],q[7];\nRxxyyzz(0.4453620225270801*pi,0.3011543102312315*pi,0.0*pi) q[10],q[11];\nu3(3.7551910876434853*pi,2.0627283685260673*pi,0.9846613778882256*pi) q[0];\nu3(3.545412088202432*pi,0.3638850931639539*pi,2.3031099403472846*pi) q[1];\nu3(3.541105599419878*pi,2.0258127949773526*pi,2.312015568779218*pi) q[2];\nu3(3.6457296833743786*pi,3.3666093991302835*pi,0.763638565144567*pi) q[3];\nu3(3.6692794961668023*pi,2.89286579080394*pi,0.6940969346059305*pi) q[4];\nu3(3.6419503237806707*pi,-0.3191183328912849*pi,2.3078255892268382*pi) q[5];\nu3(3.396181185576717*pi,2.1927369984659695*pi,1.049442732968172*pi) q[6];\nu3(3.7150300840621444*pi,0.010982173869108935*pi,0.9336512707083373*pi) q[7];\nu3(3.8975892355110435*pi,3.4312161215685792*pi,1.5351302600209082*pi) q[8];\nu3(3.825628072834669*pi,-0.20724517252760888*pi,2.2515084960495098*pi) q[10];\nu3(3.9787326028757577*pi,2.633171741577006*pi,1.4300191919372445*pi) q[11];\nu3(3.522083158673849*pi,0.2431988321635553*pi,1.5875542813891454*pi) q[12];\nu3(3.5771663142167887*pi,0.3709816938012891*pi,0.6488503703284698*pi) q[13];\nu3(3.217140665462789*pi,2.8495477235934716*pi,1.9515830507803722*pi) q[14];\nRxxyyzz(0.38210121152065046*pi,0.146244223283714*pi,0.0*pi) q[11],q[0];\nRxxyyzz(0.4090776452244005*pi,0.22492436606138855*pi,0.0*pi) q[10],q[1];\nRxxyyzz(0.41714683273117004*pi,0.3402984340290111*pi,3.9221097610715194*pi) q[3],q[2];\nRxxyyzz(0.39483077934438005*pi,0.2613674245190105*pi,0.0*pi) q[13],q[4];\nRxxyyzz(0.37153101795817983*pi,0.22232936185876936*pi,0.09239139144136488*pi) q[6],q[9];\nRxxyyzz(0.4759439326498526*pi,0.32998486731921084*pi,0.0*pi) q[8],q[12];\nu3(3.1162003708214927*pi,-0.3240998285264324*pi,3.7398216957917003*pi) q[0];\nu3(3.368009365353405*pi,3.41957183504873*pi,2.3639759556529514*pi) q[1];\nu3(3.7303446110774336*pi,3.413041248875193*pi,1.9404808045790518*pi) q[2];\nu3(3.2362374597754484*pi,2.20040743049634*pi,0.7904918407982686*pi) q[3];\nu3(3.4474706506929573*pi,2.009050972073535*pi,4.3385128009736835*pi) q[4];\nu3(3.5701974446068454*pi,2.18617031557701*pi,4.480265546065693*pi) q[6];\nu3(3.520535167557304*pi,0.6641886745906853*pi,1.9825184172947796*pi) q[8];\nu3(3.6930655945401236*pi,-0.16896980216583612*pi,3.563745428738843*pi) q[9];\nu3(3.799741693442193*pi,-0.4333982340923217*pi,2.00882596130365*pi) q[10];\nu3(3.609916961851594*pi,0.7832077449823718*pi,1.1810501902536987*pi) q[11];\nu3(3.500340103051932*pi,0.4092188758295563*pi,2.2834029257130775*pi) q[12];\nu3(3.432374638615846*pi,-0.401585051345411*pi,0.7099222793202847*pi) q[13];\nRxxyyzz(0.41709100315252995*pi,0.1408870244361479*pi,0.09365064848098115*pi) q[0],q[9];\nRxxyyzz(0.3895131057154391*pi,0.29803208877297266*pi,3.9121751359157297*pi) q[6],q[1];\nRxxyyzz(0.36380438916647956*pi,0.13174346536389334*pi,0.039333407970445954*pi) q[3],q[12];\nRxxyyzz(0.33861983017074937*pi,0.2106636186057551*pi,0.0*pi) q[5],q[4];\nRxxyyzz(0.42865121467822*pi,0.36474966587434043*pi,3.8284808447850107*pi) q[13],q[7];\nRxxyyzz(0.39368308823824977*pi,0.27157183302089444*pi,3.8254743619988396*pi) q[14],q[8];\nRxxyyzz(0.45382310193750985*pi,0.4041077472299488*pi,0.09899946385027114*pi) q[10],q[11];\nu3(3.4328673691939344*pi,3.4207091042654665*pi,3.3000729242327296*pi) q[0];\nu3(3.1065365066063153*pi,2.1990538340206136*pi,2.2186096081182134*pi) q[1];\nu3(3.447272502065691*pi,-0.31968696132378727*pi,1.3873406723830448*pi) q[3];\nu3(3.614285883475604*pi,-0.31664285206137754*pi,2.4710566522398185*pi) q[4];\nu3(3.8058804049087627*pi,3.212663462621437*pi,4.228061733386108*pi) q[5];\nu3(3.460345471790608*pi,0.4909061505530459*pi,0.6097841840179696*pi) q[6];\nu3(3.247704069775808*pi,-0.050824577531987436*pi,2.081092127091804*pi) q[7];\nu3(3.73358428588724*pi,0.27228163171410447*pi,1.7751579488855245*pi) q[8];\nu3(3.3172879345858797*pi,2.4072871471366795*pi,3.768135445010426*pi) q[9];\nu3(3.7728408340656183*pi,0.12052467625243823*pi,1.529744009044625*pi) q[10];\nu3(3.877358658601184*pi,2.5617832731763706*pi,0.5035127028988413*pi) q[11];\nu3(3.8726794207753126*pi,2.841920766439445*pi,4.102920535901672*pi) q[12];\nu3(3.948450278377262*pi,3.4851254152853217*pi,4.002850806070963*pi) q[13];\nu3(3.8177884773902906*pi,3.4640994056580166*pi,1.011733319040717*pi) q[14];\nRxxyyzz(0.4444419038215698*pi,0.37480183776219533*pi,3.729361585562481*pi) q[0],q[12];\nRxxyyzz(0.4092267652853101*pi,0.28960450205005595*pi,3.8384328543771407*pi) q[14],q[1];\nRxxyyzz(0.41207062855438037*pi,0.11365322763138908*pi,0.0*pi) q[10],q[2];\nRxxyyzz(0.45818405828026*pi,0.1745874972221687*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.21796812292642032*pi,0.047591460764377924*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.4363060329955699*pi,0.21549984471235106*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.3979476431704701*pi,0.17353142451388956*pi,3.8935626903687304*pi) q[11],q[8];\nu3(3.6831883636137097*pi,-0.4578287921626718*pi,2.2304977337964544*pi) q[0];\nu3(3.280678298558488*pi,1.088239180954651*pi,0.7600374138955535*pi) q[1];\nu3(3.5738598124419076*pi,2.9303376660140303*pi,0.6715305623627414*pi) q[2];\nu3(3.6971233014837854*pi,2.2989205908868957*pi,1.122245744358115*pi) q[3];\nu3(3.4534516798697634*pi,0.23662220527454436*pi,2.0315039646109563*pi) q[4];\nu3(3.533612718155344*pi,2.97480777078854*pi,1.256649759763694*pi) q[5];\nu3(3.2747907241283336*pi,3.10083704914208*pi,4.284310873769991*pi) q[6];\nu3(3.298071199752198*pi,3.2467707247701396*pi,2.121228643652328*pi) q[7];\nu3(3.688741734165821*pi,3.2668536864644135*pi,1.5046841581982409*pi) q[8];\nu3(3.0845590966037255*pi,3.1862680083407113*pi,0.773848962216829*pi) q[9];\nu3(3.6432590547032007*pi,2.398230499267602*pi,1.0733817783552213*pi) q[10];\nu3(3.4057041414146734*pi,2.2601028840932367*pi,0.7337483267608662*pi) q[11];\nu3(3.3782010455015903*pi,2.9807826367263695*pi,4.447306939239283*pi) q[12];\nu3(3.608292874099009*pi,2.9654127363704186*pi,2.00611664344382*pi) q[14];\nmeasure q[2] -> c[2];\nmeasure q[10] -> c[10];\nRxxyyzz(0.4820454033750501*pi,0.35592631900186156*pi,0.0*pi) q[14],q[0];\nRxxyyzz(0.3714630369504598*pi,0.1489832427359098*pi,0.0*pi) q[4],q[1];\nRxxyyzz(0.42487310346856016*pi,0.27002957593524235*pi,0.10560958206201057*pi) q[12],q[3];\nRxxyyzz(0.42943975861968986*pi,0.2599152094959809*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.41961760258244807*pi,0.29705335101389485*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.46571004164616003*pi,0.07204976058588397*pi,0.0*pi) q[7],q[11];\nu3(3.910952648870888*pi,0.15265444646664605*pi,4.458565419097651*pi) q[0];\nu3(3.87077467881828*pi,1.9716699411402554*pi,1.2611656002664717*pi) q[1];\nu3(3.4074665600879643*pi,0.7259538896411089*pi,4.384778206034379*pi) q[3];\nu3(3.5250935871303946*pi,1.1437806670855521*pi,1.3213187574315721*pi) q[4];\nu3(3.5819044806707288*pi,0.5089083638565839*pi,2.473566378671065*pi) q[5];\nu3(3.7928361989421613*pi,0.6231749356014942*pi,0.8771530042710818*pi) q[6];\nu3(3.5378830561314305*pi,3.3432739224131103*pi,1.3695677011691114*pi) q[7];\nu3(3.389393044894798*pi,3.3419371732791525*pi,0.5063825982740502*pi) q[8];\nu3(3.286268394868187*pi,0.6732348433544306*pi,0.7748832463638591*pi) q[11];\nu3(3.7004536915911075*pi,2.574052155362717*pi,3.6890516350561873*pi) q[12];\nu3(3.4938350848365225*pi,3.4244647718130437*pi,1.293905063802915*pi) q[13];\nu3(3.6525945605266323*pi,1.2798241915941226*pi,1.5244924756073186*pi) q[14];\nmeasure q[3] -> c[13];\nRxxyyzz(0.45372499321290016*pi,0.16656998293409597*pi,0.0*pi) q[4],q[0];\nRxxyyzz(0.3850257859970003*pi,0.34411789424945216*pi,0.0*pi) q[7],q[1];\nRxxyyzz(0.43451140499213015*pi,0.3159986304903041*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.4900437362901302*pi,0.1666568975912961*pi,0.0*pi) q[13],q[6];\nRxxyyzz(0.4247813892022001*pi,0.3916895085564982*pi,0.13127265001624*pi) q[8],q[11];\nRxxyyzz(0.4179253155054199*pi,0.19402760062482116*pi,0.1421966614554382*pi) q[14],q[12];\nu3(3.6184977672046568*pi,-0.25485588481371746*pi,1.0924912627550412*pi) q[0];\nu3(3.3713885480986105*pi,1.1895025414897638*pi,1.8072315257157827*pi) q[1];\nu3(3.434190742075776*pi,1.062156895146552*pi,4.15904770544998*pi) q[4];\nu3(3.104823616306361*pi,2.1360561611183817*pi,0.6010473960416798*pi) q[5];\nu3(3.9175889162423707*pi,-0.11010991430737843*pi,2.393945583326297*pi) q[6];\nu3(3.6146892161637316*pi,0.04081994154065338*pi,1.2809784059853424*pi) q[7];\nu3(3.2961686865631634*pi,2.400042398504921*pi,1.9098339042204544*pi) q[8];\nu3(3.5953769506054836*pi,0.1063058913760776*pi,1.5680025981893424*pi) q[9];\nu3(3.436335007833433*pi,1.3546928132498102*pi,4.317008677372952*pi) q[11];\nu3(3.2911290547213152*pi,-0.1397299264391343*pi,4.429862827256037*pi) q[12];\nu3(3.4438224080624344*pi,2.2918388293570544*pi,1.567039785302753*pi) q[13];\nu3(3.8382919386560648*pi,0.03717920749342696*pi,3.740407182093167*pi) q[14];\nmeasure q[6] -> c[0];\nmeasure q[14] -> c[1];\nmeasure q[9] -> c[3];\nmeasure q[8] -> c[4];\nmeasure q[0] -> c[5];\nmeasure q[4] -> c[6];\nmeasure q[5] -> c[7];\nmeasure q[7] -> c[8];\nmeasure q[1] -> c[9];\nmeasure q[12] -> c[11];\nmeasure q[11] -> c[12];\nmeasure q[13] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.5808156926394217*pi,-0.42407369526319*pi,1.0633314713063298*pi) q[0];\nu3(3.665615943091395*pi,3.1599947343292216*pi,3.2133463657344175*pi) q[1];\nu3(3.500106779207694*pi,-0.23040526991438626*pi,3.426124289356295*pi) q[2];\nu3(3.549511791982991*pi,-0.1576047219751952*pi,1.0125915783948394*pi) q[3];\nu3(3.216992296840872*pi,0.03834112443059701*pi,1.305051068368463*pi) q[4];\nu3(3.6485535981471973*pi,2.11722052708459*pi,0.9541381186837241*pi) q[5];\nu3(3.4174991705694895*pi,2.301835985907907*pi,2.4270915267471356*pi) q[6];\nu3(3.453743053930731*pi,0.11163421060579648*pi,3.376430227740376*pi) q[7];\nu3(3.6969449316305947*pi,-0.13837529197233644*pi,1.9148571444163691*pi) q[8];\nu3(3.3236173189968006*pi,2.0550288726260026*pi,0.6420867773731573*pi) q[9];\nu3(3.4767467879217704*pi,0.30124182151993883*pi,4.1793463660825*pi) q[10];\nu3(3.591081183316004*pi,0.3110733087004195*pi,2.5990813987342793*pi) q[11];\nu3(3.2720054081332606*pi,-0.021852510612642262*pi,2.8504326417659405*pi) q[12];\nu3(3.685580238843778*pi,3.0974839184891487*pi,0.7054129217490275*pi) q[13];\nu3(3.7392959025274877*pi,3.0562952003521104*pi,3.1349179137893843*pi) q[14];\nRxxyyzz(0.34629647119637974*pi,0.1353621279456121*pi,3.942878732902841*pi) q[0],q[10];\nRxxyyzz(0.3651286257110398*pi,0.17151591865130555*pi,3.88408650620588*pi) q[1],q[7];\nRxxyyzz(0.4554877006316298*pi,0.2702793908052202*pi,3.9291832051010105*pi) q[2],q[3];\nRxxyyzz(0.33607095851222984*pi,0.2229872740278953*pi,3.880506525049201*pi) q[5],q[11];\nRxxyyzz(0.42939599260884975*pi,0.24015998224176116*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.4172316422401897*pi,0.05014763419836843*pi,0.0*pi) q[8],q[14];\nRxxyyzz(0.36983360013720024*pi,0.27272452606748354*pi,0.0*pi) q[12],q[13];\nu3(3.6744815402960938*pi,2.380346503412727*pi,4.356268177832309*pi) q[0];\nu3(3.1931282786966055*pi,0.9514779780790628*pi,2.0072567983442764*pi) q[1];\nu3(3.3885475534436265*pi,0.6734278537352862*pi,1.1829511964752486*pi) q[2];\nu3(3.8037597777055803*pi,0.024574314576864875*pi,2.223472657196162*pi) q[3];\nu3(3.2026875544972366*pi,2.69159499171049*pi,4.06900936442258*pi) q[5];\nu3(3.673470019109926*pi,-0.48039194684695496*pi,0.7682916663245907*pi) q[6];\nu3(3.578202763745253*pi,2.8544843612174553*pi,1.5728350834382652*pi) q[7];\nu3(3.172522081751902*pi,3.243711483398418*pi,4.230703651246244*pi) q[8];\nu3(3.5525556607234954*pi,-0.13906891290890466*pi,0.9256873970499955*pi) q[9];\nu3(3.322356100357174*pi,-0.4384303902131472*pi,0.8385144191289884*pi) q[10];\nu3(3.686690915532907*pi,2.306954822820509*pi,0.9898587833021029*pi) q[11];\nu3(3.2263252260138424*pi,2.8193749575177494*pi,1.8780812441933024*pi) q[12];\nu3(3.412273463821692*pi,2.366084316843642*pi,2.1469166576840606*pi) q[13];\nu3(3.4878839818142273*pi,0.3275389177571184*pi,1.3944595542283407*pi) q[14];\nRxxyyzz(0.4583071093140201*pi,0.33047014942752595*pi,0.050240890767828006*pi) q[0],q[3];\nRxxyyzz(0.38758774148568786*pi,0.1981149685325968*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.43189898804189*pi,0.20255515529347914*pi,3.9526952949876706*pi) q[2],q[4];\nRxxyyzz(0.35794448051384975*pi,0.15990990443593311*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.4741197049878101*pi,0.07360113367794163*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.4002116022114398*pi,0.10021471724947795*pi,0.0*pi) q[8],q[13];\nRxxyyzz(0.45023237477147987*pi,0.21241890095016203*pi,3.8797797676864096*pi) q[11],q[12];\nu3(3.297958610907469*pi,-0.3786344825670872*pi,1.4089094935507247*pi) q[0];\nu3(3.8455522051468027*pi,-0.2767151986604691*pi,1.942087626034267*pi) q[1];\nu3(3.1424871678440085*pi,0.24146769499396847*pi,1.7384142251369654*pi) q[2];\nu3(3.466009491441486*pi,1.1428149722958834*pi,0.6391666446627141*pi) q[3];\nu3(3.569499893226686*pi,0.5376883783760531*pi,2.136649704936351*pi) q[4];\nu3(3.8724516571710326*pi,0.9715967506947747*pi,0.6074861248805593*pi) q[5];\nu3(3.4706083468604407*pi,-0.3208542421322885*pi,0.5867900643247036*pi) q[6];\nu3(3.627424960789379*pi,0.5951264157875171*pi,2.056742529740392*pi) q[8];\nu3(3.162584804517271*pi,2.902768132593881*pi,1.7871903389515897*pi) q[9];\nu3(3.7198733151527197*pi,3.214753844594933*pi,0.7876014703794114*pi) q[10];\nu3(3.1452213471673165*pi,3.3291469026208897*pi,1.5001971721479572*pi) q[11];\nu3(3.6106373677801904*pi,0.3206259821252707*pi,1.521515796174794*pi) q[12];\nu3(3.789927370737329*pi,2.4143039119144536*pi,0.709875732982544*pi) q[13];\nu3(3.5798626894050622*pi,2.3238550571406016*pi,2.0531222877675326*pi) q[14];\nRxxyyzz(0.48122836680012004*pi,0.17197201842215692*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.4818322073145498*pi,0.2707657546180988*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.43430365967423246*pi,0.3941263404930485*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.45056487781864973*pi,0.423742664044902*pi,0.07387749828793666*pi) q[9],q[3];\nRxxyyzz(0.4509271803683301*pi,0.3827816128247803*pi,3.96067038114267*pi) q[5],q[10];\nRxxyyzz(0.46569388498694775*pi,0.15995978248664422*pi,0.0*pi) q[7],q[6];\nRxxyyzz(0.46642016666561315*pi,0.3926278417880561*pi,0.0*pi) q[11],q[13];\nu3(3.3934426948741105*pi,0.5088996963396828*pi,1.1731965215732023*pi) q[0];\nu3(3.7311946519350196*pi,2.650008504938188*pi,1.1608263954488347*pi) q[1];\nu3(3.879128544743056*pi,2.2323658484402538*pi,3.8837502566771773*pi) q[2];\nu3(3.8863602849620844*pi,-0.3286642570629662*pi,4.042372939501636*pi) q[3];\nu3(3.6846572123152406*pi,-0.24755966173334654*pi,1.2028851911334697*pi) q[5];\nu3(3.5687546049264*pi,-0.3530828110219743*pi,4.403208207129546*pi) q[6];\nu3(3.284757905283296*pi,-0.39116411868456946*pi,0.9667070395060628*pi) q[7];\nu3(3.5772280528031515*pi,0.9173456822560595*pi,0.9337338398151802*pi) q[8];\nu3(3.0443552771254225*pi,0.3567528590457867*pi,1.3791354360181791*pi) q[9];\nu3(3.334470641595517*pi,3.2472460451024228*pi,1.4168035168358888*pi) q[10];\nu3(3.2210958710420137*pi,2.3731969963886312*pi,4.19768696141929*pi) q[11];\nu3(3.856046915921974*pi,3.4032977755990474*pi,1.1299075147576294*pi) q[12];\nu3(3.273859743943641*pi,0.741565207631856*pi,3.628618757741905*pi) q[13];\nu3(3.087921120288216*pi,0.9022525341475043*pi,1.6716335522703156*pi) q[14];\nRxxyyzz(0.46039368160240646*pi,0.2950967862824925*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.40460886807916985*pi,0.20811474912567543*pi,3.84930601973862*pi) q[9],q[4];\nRxxyyzz(0.42296100404232934*pi,0.30993449861911837*pi,3.940104534205581*pi) q[5],q[14];\nRxxyyzz(0.2897993376536498*pi,0.2090617357607618*pi,0.045981831684075214*pi) q[6],q[13];\nRxxyyzz(0.3662086712326401*pi,0.2534530481189507*pi,0.05517132836263276*pi) q[8],q[7];\nRxxyyzz(0.4589705866692504*pi,0.2733770342160595*pi,0.0*pi) q[10],q[11];\nu3(3.3901074152232105*pi,0.6176163092821985*pi,2.2478725469319976*pi) q[1];\nu3(3.3102417218346267*pi,0.840476401675148*pi,2.1336969198616225*pi) q[3];\nu3(3.5607945750978285*pi,1.1755165739252906*pi,0.6365043617393846*pi) q[4];\nu3(3.4603665394325906*pi,2.3655229103332687*pi,2.4384009342155446*pi) q[5];\nu3(3.649835926782927*pi,1.5955636099880377*pi,0.9834331382038374*pi) q[6];\nu3(3.1454381009709516*pi,3.355378484080758*pi,3.595264647767324*pi) q[7];\nu3(3.734007656534139*pi,-0.41722550704606753*pi,2.049870031450207*pi) q[8];\nu3(3.7280305977950503*pi,-0.32471149499554813*pi,1.9639845006543515*pi) q[9];\nu3(3.8054735021310337*pi,2.3066202166614227*pi,1.0167464145360083*pi) q[10];\nu3(3.874869418459097*pi,-0.020313196147298374*pi,1.813467866609762*pi) q[11];\nu3(3.5635183197086926*pi,2.184607921013136*pi,3.1803602370209214*pi) q[13];\nu3(3.1799550423819536*pi,1.8897204337186775*pi,2.2131125985467666*pi) q[14];\nRxxyyzz(0.40610555709743024*pi,0.22479122119094047*pi,3.83906191354844*pi) q[0],q[8];\nRxxyyzz(0.3663539960570698*pi,0.1292552828315384*pi,0.07544723743283302*pi) q[7],q[2];\nRxxyyzz(0.45695938039046996*pi,0.32181531083091647*pi,0.09330397703170232*pi) q[4],q[14];\nRxxyyzz(0.3430777887239691*pi,0.1723593941938627*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.4520701434219797*pi,0.2781833473299331*pi,0.0*pi) q[12],q[6];\nRxxyyzz(0.42300903610436*pi,0.16161207970239655*pi,0.0*pi) q[9],q[11];\nu3(3.5929499707949266*pi,0.1605563188008039*pi,1.974584945054769*pi) q[0];\nu3(3.6510942347265543*pi,1.593234356608359*pi,4.293417154582668*pi) q[2];\nu3(3.21078155781602*pi,0.4839657493141245*pi,4.150537611594519*pi) q[4];\nu3(3.5596950517524073*pi,-0.33954406828462713*pi,3.4155062257596613*pi) q[5];\nu3(3.681862096640713*pi,2.9788072549381903*pi,0.5136646261594631*pi) q[6];\nu3(3.5879639696089187*pi,1.927630705812097*pi,0.5560626767453699*pi) q[7];\nu3(3.517527213784882*pi,1.2225040790505648*pi,2.392513329042382*pi) q[8];\nu3(3.65044683073773*pi,2.5579260509738226*pi,0.7270674056550771*pi) q[9];\nu3(3.693225614161922*pi,2.977514089369106*pi,2.3424881352960587*pi) q[11];\nu3(3.4993567116642272*pi,3.2123854759385324*pi,0.8403979991798356*pi) q[12];\nu3(3.7410112099496096*pi,2.4606923861386325*pi,1.6504845571916906*pi) q[13];\nu3(3.265651529382054*pi,3.3578255069873224*pi,1.028678986229267*pi) q[14];\nRxxyyzz(0.4739786520489101*pi,0.26635715483410927*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.4134749246192602*pi,0.27262228509563785*pi,3.7345234908252802*pi) q[1],q[11];\nRxxyyzz(0.3098866594732205*pi,0.19852708497292326*pi,3.9420456281785103*pi) q[9],q[2];\nRxxyyzz(0.4241223063161129*pi,0.23377867438739763*pi,0.0*pi) q[13],q[3];\nRxxyyzz(0.4398681125178501*pi,0.07745138909374072*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.3771961311284767*pi,0.2413395919738831*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.42613198202190966*pi,0.24615103903932403*pi,0.05929688338639049*pi) q[12],q[14];\nu3(3.509100356086667*pi,3.4848043941233797*pi,4.2658700820945175*pi) q[0];\nu3(3.5339086914217175*pi,2.6194921675361735*pi,1.611790651014604*pi) q[1];\nu3(3.5129730217965056*pi,1.3044801834684643*pi,1.9394284193363611*pi) q[2];\nu3(3.1453462028226564*pi,3.2825085500577087*pi,1.7200581979590495*pi) q[3];\nu3(3.625235118686226*pi,1.1906266692304985*pi,4.387969660377125*pi) q[4];\nu3(3.6295434069133723*pi,0.32078876677758694*pi,1.9417262443393213*pi) q[5];\nu3(3.5014729376652722*pi,-0.44970137834492563*pi,2.2347640064877243*pi) q[6];\nu3(3.4279056202330835*pi,0.9546295075305298*pi,0.7752063795845272*pi) q[8];\nu3(3.7425900870251114*pi,0.46057452087677364*pi,1.2612139563656175*pi) q[9];\nu3(3.6584162451530484*pi,0.16476662487241822*pi,1.3328022523887428*pi) q[10];\nu3(3.5697227216332106*pi,0.8038087700976679*pi,0.7611531099779669*pi) q[11];\nu3(3.083360264957952*pi,0.9860052848485319*pi,3.988114766921475*pi) q[12];\nu3(3.9297137599487506*pi,0.631613736454008*pi,1.540265829058363*pi) q[13];\nu3(3.323092821348646*pi,0.02485473621129297*pi,0.6195913690369432*pi) q[14];\nRxxyyzz(0.33079530443438987*pi,0.2686675240766019*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.2394007563184095*pi,0.17634412247335185*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.2331873982688103*pi,0.20728117400877966*pi,0.0*pi) q[13],q[2];\nRxxyyzz(0.4393187405173099*pi,0.26149400240781645*pi,3.8285716423219895*pi) q[11],q[5];\nRxxyyzz(0.42109292370107004*pi,0.2293916484556623*pi,0.09199983029202854*pi) q[10],q[6];\nRxxyyzz(0.4198960973181397*pi,0.06655600114832017*pi,0.0*pi) q[12],q[7];\nRxxyyzz(0.2998196926647003*pi,0.27439534845518454*pi,0.0*pi) q[9],q[8];\nu3(3.6422433783989687*pi,3.2205104609674087*pi,0.7389546518188532*pi) q[0];\nu3(3.509359764591607*pi,0.11222741951650173*pi,1.2972139748520775*pi) q[1];\nu3(3.7525777366036976*pi,0.002485696256557146*pi,1.8660799350898802*pi) q[2];\nu3(3.6168524915774087*pi,3.1827527275027445*pi,2.341266798526722*pi) q[4];\nu3(3.1603956834792553*pi,2.0006114916396407*pi,0.7107187938766946*pi) q[5];\nu3(3.1122107234593743*pi,0.7134963406219414*pi,4.264264350674429*pi) q[6];\nu3(3.453184581331804*pi,3.1748573216301046*pi,1.360312191942647*pi) q[7];\nu3(3.6602390698992555*pi,3.0596810724739236*pi,1.135932851298858*pi) q[8];\nu3(3.451863701947776*pi,-0.09909169083961333*pi,1.9860343321584741*pi) q[9];\nu3(3.6461951745971324*pi,0.9741166170351399*pi,0.883990971896775*pi) q[10];\nu3(3.4165986143124973*pi,1.2873681297559698*pi,1.1934011351437248*pi) q[11];\nu3(3.404953974421091*pi,0.05366043328773429*pi,0.6760953712386137*pi) q[12];\nu3(3.267406272123983*pi,0.8795253761912303*pi,4.387524507669477*pi) q[13];\nu3(3.49014761438508*pi,-0.3976428096939777*pi,2.0260830345645293*pi) q[14];\nRxxyyzz(0.27362265019161996*pi,0.22733028534984845*pi,0.14524381615957704*pi) q[0],q[2];\nRxxyyzz(0.4749880696559001*pi,0.1712413893764817*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.43286655319185086*pi,0.28676590742767605*pi,0.0*pi) q[8],q[4];\nRxxyyzz(0.4361971058278402*pi,0.3397451857664103*pi,3.8994620560904796*pi) q[12],q[5];\nRxxyyzz(0.3526472186225805*pi,0.2475605004718*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.39707902359317027*pi,0.08706714769706203*pi,0.0*pi) q[9],q[7];\nRxxyyzz(0.4346510622468299*pi,0.1711352144058709*pi,0.10980555654013216*pi) q[10],q[14];\nu3(3.595578016281907*pi,0.10792495986675088*pi,1.1715823189383552*pi) q[0];\nu3(3.1771759934414003*pi,3.3074205540550428*pi,1.9453810207606508*pi) q[2];\nu3(3.3360568215333233*pi,0.02440379143465421*pi,0.8341835014415344*pi) q[3];\nu3(3.3218104163401287*pi,3.484026711016522*pi,1.8469146517163701*pi) q[4];\nu3(3.297861101282642*pi,-0.26544670885081467*pi,2.1749005159095396*pi) q[5];\nu3(3.5706052189503543*pi,3.441033392111976*pi,1.0860462440630367*pi) q[6];\nu3(3.846074653884528*pi,-0.38594886512986215*pi,0.6706040884131967*pi) q[7];\nu3(3.485855657082807*pi,0.42430208224786803*pi,0.5500601424853726*pi) q[8];\nu3(3.582278008362206*pi,2.445963447991125*pi,1.3758260588587357*pi) q[9];\nu3(3.3790747486819304*pi,-0.4015358946464036*pi,3.9239949397912954*pi) q[10];\nu3(3.4285269781837693*pi,0.6295241073088267*pi,1.257308542355498*pi) q[11];\nu3(3.856962613324864*pi,0.1493013531314462*pi,1.5207625739880362*pi) q[12];\nu3(3.7872581248265735*pi,3.217928132051677*pi,2.26680421352145*pi) q[13];\nu3(3.0943116507367168*pi,0.7146826456231468*pi,3.796958018207465*pi) q[14];\nRxxyyzz(0.3982223953979901*pi,0.22622717227490308*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.4803257188254203*pi,0.3191598105554585*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.3841249362048237*pi,0.3058618097587227*pi,0.0*pi) q[10],q[2];\nRxxyyzz(0.45153719907571016*pi,0.19266973921460107*pi,0.05652904028663132*pi) q[7],q[3];\nRxxyyzz(0.41480925795585344*pi,0.3604978507693245*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.42813771117470967*pi,0.27325020363582486*pi,0.0*pi) q[13],q[5];\nRxxyyzz(0.42514476185447025*pi,0.3071714563867599*pi,0.0*pi) q[9],q[6];\nu3(3.7484980310518328*pi,-0.3661914232281336*pi,2.4673437368124818*pi) q[0];\nu3(3.099397848613608*pi,2.1343355998671547*pi,1.766814306146979*pi) q[1];\nu3(3.492775145595033*pi,1.134163292954009*pi,2.0617889973745256*pi) q[2];\nu3(3.44609183236072*pi,2.2488208487573154*pi,0.9428620830913974*pi) q[3];\nu3(3.6374023340715405*pi,1.2501600270108262*pi,1.618837125318982*pi) q[4];\nu3(3.184894329044604*pi,-0.47647868086410117*pi,0.7838308817565889*pi) q[5];\nu3(3.28042730831974*pi,1.7021350048398265*pi,1.3603291659536938*pi) q[6];\nu3(3.181998244783503*pi,3.2599376810012606*pi,1.4234764208054382*pi) q[7];\nu3(3.639489204576988*pi,0.2888912503571872*pi,4.460240314580233*pi) q[9];\nu3(3.3249190965012554*pi,-0.3193687972305691*pi,1.9204177596007488*pi) q[10];\nu3(3.0585168889977*pi,0.034255247865128235*pi,0.9605822040751949*pi) q[11];\nu3(3.09918272416504*pi,-0.2883582389327979*pi,2.265922395299878*pi) q[12];\nu3(3.647489183931297*pi,0.06135449571285578*pi,4.443567441575379*pi) q[13];\nu3(3.1159239593829127*pi,0.2894602752638241*pi,1.2758896522127463*pi) q[14];\nRxxyyzz(0.34435699097078076*pi,0.1408775791603425*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.36675874741005016*pi,0.22592382676337244*pi,3.9525420907335995*pi) q[1],q[5];\nRxxyyzz(0.3253342833517699*pi,0.2558103852390712*pi,0.043903496450129254*pi) q[3],q[14];\nRxxyyzz(0.32359319050126*pi,0.18994968861414208*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.4068674801231196*pi,0.4046744722255733*pi,3.88496868948105*pi) q[7],q[10];\nRxxyyzz(0.46274124486977997*pi,0.3604927976227811*pi,0.0*pi) q[9],q[13];\nu3(3.493549408897148*pi,-0.47154687402561424*pi,0.7256492905630822*pi) q[0];\nu3(3.4194751736830775*pi,0.27193273615154323*pi,1.1850545496305238*pi) q[1];\nu3(3.49734833432048*pi,-0.4157604201776829*pi,4.343736057382381*pi) q[2];\nu3(3.0980200893200722*pi,2.7768650672751076*pi,4.04120856935502*pi) q[3];\nu3(3.5743933071643714*pi,-0.16415421453161572*pi,1.1913148619214389*pi) q[5];\nu3(3.865925800933258*pi,-0.2601080447641433*pi,1.3323421683698775*pi) q[6];\nu3(3.4424548173039238*pi,0.04110828685311074*pi,0.6519324687003483*pi) q[7];\nu3(3.1533649707592235*pi,0.4750830858802715*pi,2.0725418668409166*pi) q[8];\nu3(3.5918119823031467*pi,3.44938180375872*pi,0.9772980697369889*pi) q[9];\nu3(3.7712070011298127*pi,-0.06517730697523105*pi,1.6385724316579249*pi) q[10];\nu3(3.574917299944849*pi,2.6682714579839226*pi,1.7876951117968254*pi) q[13];\nu3(3.569879672344408*pi,2.555982631406605*pi,0.864349535938303*pi) q[14];\nRxxyyzz(0.34309687309885*pi,0.22884372619399684*pi,0.08973602588983987*pi) q[0],q[4];\nRxxyyzz(0.38988303942962943*pi,0.3213648701679039*pi,0.25726659147445974*pi) q[2],q[8];\nRxxyyzz(0.3502943486892499*pi,0.2509016840333538*pi,3.8402300791745905*pi) q[3],q[9];\nRxxyyzz(0.38980874719591607*pi,0.1898219968876571*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.3509574287568613*pi,0.18296662439165423*pi,0.0*pi) q[12],q[6];\nRxxyyzz(0.38216855561649976*pi,0.2667568834980001*pi,0.0*pi) q[7],q[11];\nRxxyyzz(0.44482699347874993*pi,0.28118107237338125*pi,3.817445265065201*pi) q[13],q[14];\nu3(3.697695844004925*pi,0.1294706238404607*pi,4.174740771049027*pi) q[0];\nu3(3.542493718074727*pi,-0.06785123955966954*pi,4.174206696933387*pi) q[2];\nu3(3.403357312009222*pi,0.6019557087213303*pi,1.2413342700150345*pi) q[3];\nu3(3.427744527822058*pi,2.8291119596555085*pi,3.7745472033029612*pi) q[4];\nu3(3.8165850509412818*pi,2.2399854353732644*pi,0.8727507977223692*pi) q[5];\nu3(3.5595584067655177*pi,1.111667210027948*pi,1.2348935300121675*pi) q[6];\nu3(3.269587193945265*pi,3.219951515171325*pi,2.071472646119006*pi) q[7];\nu3(3.830467752160828*pi,-0.13720772960962557*pi,1.6946449118746534*pi) q[8];\nu3(3.2499043734772672*pi,3.0592754101712067*pi,0.9467514716635167*pi) q[9];\nu3(3.547920718632276*pi,0.4104845599601864*pi,2.222406248682028*pi) q[10];\nu3(3.349651528212059*pi,-0.17775503684336452*pi,4.341872069020486*pi) q[11];\nu3(3.6025330215718303*pi,0.7571559129614669*pi,0.8461794764451505*pi) q[12];\nu3(3.8437122548251224*pi,2.3912676924122422*pi,1.6950665210804432*pi) q[13];\nu3(3.681107406564766*pi,-0.4634887480446964*pi,1.8836617108838927*pi) q[14];\nRxxyyzz(0.48815587409836547*pi,0.20833381647706628*pi,0.0*pi) q[1],q[5];\nRxxyyzz(0.4260654063763497*pi,0.2543933588093869*pi,0.06955186537525734*pi) q[2],q[12];\nRxxyyzz(0.28888059685545486*pi,0.1719552809341931*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.38619731842775995*pi,0.1951643992359513*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.4227742290653703*pi,0.3352978410740742*pi,3.7742827844627893*pi) q[6],q[9];\nRxxyyzz(0.48131682882928617*pi,0.37985626007262085*pi,0.0*pi) q[7],q[14];\nRxxyyzz(0.3057444629796643*pi,0.15971977932700565*pi,0.0*pi) q[10],q[13];\nu3(3.7841116310068936*pi,3.1511474976492506*pi,4.190299514715292*pi) q[1];\nu3(3.897817297234716*pi,3.4588322641383527*pi,3.8232612616382737*pi) q[2];\nu3(3.5179209410392995*pi,-0.47919180288841945*pi,4.2317631473110655*pi) q[3];\nu3(3.4776856521969286*pi,3.18788239508322*pi,2.4011544407244303*pi) q[4];\nu3(3.5352749203574123*pi,-0.21421122709378815*pi,3.9312604399171223*pi) q[5];\nu3(3.365757635917168*pi,0.8800454567259788*pi,0.6749906784037139*pi) q[6];\nu3(3.3977514633203083*pi,2.808849447157146*pi,4.166079123114733*pi) q[7];\nu3(3.5807865557959704*pi,0.1994655252628461*pi,0.709241947479772*pi) q[8];\nu3(3.8243017551207665*pi,0.8641816977251777*pi,0.5459662608320421*pi) q[9];\nu3(3.7815143602632717*pi,-0.39684290968515695*pi,0.8106193483681199*pi) q[10];\nu3(3.467597739889042*pi,0.8198113027709517*pi,1.3479449571136575*pi) q[11];\nu3(3.507437390598613*pi,-0.304261712995027*pi,1.8184917077051392*pi) q[12];\nu3(3.6506280543887546*pi,-0.10718908369353841*pi,0.925180006737413*pi) q[13];\nu3(3.4650043602228955*pi,0.06849280262344704*pi,1.3033366745803903*pi) q[14];\nRxxyyzz(0.40746607933200013*pi,0.2971959881021702*pi,3.81176653482102*pi) q[0],q[4];\nRxxyyzz(0.2361972983225229*pi,0.07172255282500395*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.4134226805554101*pi,0.2310773474017163*pi,0.12092369188412098*pi) q[9],q[3];\nRxxyyzz(0.4587450215255102*pi,0.13273716216621623*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.4025248067095798*pi,0.3289502243417619*pi,0.0*pi) q[10],q[7];\nRxxyyzz(0.45707047825283*pi,0.261513582285537*pi,0.20347400901293236*pi) q[14],q[13];\nu3(3.722711204961877*pi,3.2121554694426*pi,1.0062439962860776*pi) q[0];\nu3(3.442531972616865*pi,0.8065842566458068*pi,2.0080345887006197*pi) q[2];\nu3(3.4557358574686194*pi,2.9278258230000045*pi,1.0924811420246696*pi) q[3];\nu3(3.248603072749707*pi,0.46887310698338225*pi,0.5460937102472223*pi) q[4];\nu3(3.6340703499950506*pi,3.026962311218417*pi,4.099774063765767*pi) q[6];\nu3(3.3753289697572244*pi,2.967576441549631*pi,0.9378397554457576*pi) q[7];\nu3(3.421249182911417*pi,1.3709410134097355*pi,1.4289516071495294*pi) q[8];\nu3(3.798691060268159*pi,2.9654681177345275*pi,3.3082400291891627*pi) q[9];\nu3(3.2529779818952176*pi,-0.06738880691627724*pi,4.332511246070171*pi) q[10];\nu3(3.5352703211465517*pi,-0.45595189757971777*pi,0.819135858392086*pi) q[11];\nu3(3.596226314551049*pi,-0.3936345393453823*pi,3.150445461303585*pi) q[13];\nu3(3.603671332370685*pi,0.39580868757835797*pi,1.3412637896855213*pi) q[14];\nRxxyyzz(0.4262744343354852*pi,0.3842822131294632*pi,0.06082150526421293*pi) q[8],q[0];\nRxxyyzz(0.3277858158018998*pi,0.15123011047301027*pi,0.06308363660274674*pi) q[2],q[1];\nRxxyyzz(0.44110463646339026*pi,0.2550637685780233*pi,0.08930754362649249*pi) q[4],q[7];\nRxxyyzz(0.45062952962655*pi,0.19127727157841698*pi,3.92281683902705*pi) q[5],q[11];\nRxxyyzz(0.4131241636099698*pi,0.3126330455836143*pi,3.87090523579079*pi) q[6],q[14];\nRxxyyzz(0.39428981260453955*pi,0.20886633858848946*pi,0.0*pi) q[9],q[10];\nRxxyyzz(0.4388781629617701*pi,0.2550512386961672*pi,3.94142327881826*pi) q[13],q[12];\nu3(3.2786415157491944*pi,3.137325286328847*pi,1.5174676732167653*pi) q[0];\nu3(2.5393747309138304*pi,0.1055531502847099*pi,3.60543260077721*pi) q[1];\nu3(3.734057611673388*pi,2.4512516206481174*pi,4.103665410762083*pi) q[2];\nu3(3.2261134635171476*pi,3.094462107254349*pi,3.619382939767858*pi) q[4];\nu3(3.6658009886230687*pi,3.1996283267268293*pi,1.9086256032370712*pi) q[5];\nu3(3.4337497099828806*pi,0.7030512732619054*pi,2.4628267583125645*pi) q[6];\nu3(3.888542359238089*pi,2.6619741242131507*pi,1.2135317960214689*pi) q[7];\nu3(3.4668276848390724*pi,3.489779880853732*pi,1.9888598879999364*pi) q[8];\nu3(3.6271609593950256*pi,0.09024895028669833*pi,2.0164891702897223*pi) q[9];\nu3(3.5769554047680074*pi,0.3908414602336262*pi,2.4629454962485884*pi) q[10];\nu3(3.3625170050760085*pi,2.780907664261315*pi,1.7289655949136047*pi) q[11];\nu3(3.260982243871975*pi,0.5157667182871419*pi,1.7005546502119016*pi) q[12];\nu3(3.331372989789694*pi,0.28450947907041435*pi,2.419519796718538*pi) q[13];\nu3(3.595882359099387*pi,3.192597717160662*pi,1.6543134824948482*pi) q[14];\nmeasure q[8] -> c[2];\nmeasure q[0] -> c[4];\nmeasure q[1] -> c[13];\nRxxyyzz(0.41411245160832033*pi,0.07980820556849189*pi,0.0*pi) q[14],q[2];\nRxxyyzz(0.4251880492493001*pi,0.2324469268366683*pi,3.92393230534452*pi) q[4],q[3];\nRxxyyzz(0.39390265270908986*pi,0.2693648160607173*pi,3.9154706245985995*pi) q[5],q[7];\nRxxyyzz(0.4407187049545096*pi,0.19327246369370432*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.28925652163623994*pi,0.2745554770823144*pi,3.9602313250684205*pi) q[11],q[9];\nRxxyyzz(0.33354067636128026*pi,0.21651161711867606*pi,0.0*pi) q[10],q[12];\nu3(3.150330633403124*pi,1.1511492103235317*pi,1.3281489128255075*pi) q[2];\nu3(3.7972180978977566*pi,1.5296308006583068*pi,0.7152598665382794*pi) q[3];\nu3(3.678402381042179*pi,-0.11864105937437158*pi,1.120330835100706*pi) q[4];\nu3(3.587017325588535*pi,1.2660557986361822*pi,2.1498271830262468*pi) q[5];\nu3(3.626180929422943*pi,2.894061263852576*pi,1.2380415609245756*pi) q[6];\nu3(3.196807630750096*pi,0.8576387026959635*pi,1.2778386698984627*pi) q[7];\nu3(2.5507799674251674*pi,3.39726049460037*pi,2.278351275469027*pi) q[9];\nu3(0.38647955817004426*pi,2.6792640601470783*pi,2.27928391434231*pi) q[10];\nu3(1.7253027310196236*pi,2.9213886680068497*pi,1.5261239755201188*pi) q[11];\nu3(1.2573498669051908*pi,-0.4668138089725597*pi,0.7932041781565083*pi) q[12];\nu3(3.37350518654655*pi,3.4400654072114305*pi,0.9493936166522845*pi) q[13];\nu3(3.4041390633869457*pi,0.5700946054471592*pi,4.1314898138843645*pi) q[14];\nmeasure q[6] -> c[0];\nmeasure q[14] -> c[1];\nmeasure q[5] -> c[3];\nmeasure q[2] -> c[5];\nmeasure q[13] -> c[6];\nmeasure q[11] -> c[7];\nmeasure q[4] -> c[8];\nmeasure q[9] -> c[9];\nmeasure q[3] -> c[10];\nmeasure q[10] -> c[11];\nmeasure q[12] -> c[12];\nmeasure q[7] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.4679707935814363*pi,0.762445726946356*pi,1.892487476999094*pi) q[0];\nu3(3.299743218221148*pi,2.1748164777768175*pi,1.3200552102350331*pi) q[1];\nu3(3.4852704894858673*pi,3.0051118998642314*pi,1.3981448908612064*pi) q[2];\nu3(3.5902147782254206*pi,-0.4736780510836658*pi,1.4249221971531147*pi) q[3];\nu3(3.599002097857285*pi,2.390251765271543*pi,0.6984818028125139*pi) q[4];\nu3(3.2840414851000275*pi,3.0173016323206863*pi,2.7399002191065263*pi) q[5];\nu3(3.4282404457717606*pi,2.77249247053721*pi,2.516055405295244*pi) q[6];\nu3(3.081449249661538*pi,3.4907219046763087*pi,0.8568563840703104*pi) q[7];\nu3(3.3213608767958904*pi,2.4661580698549415*pi,2.117142068964656*pi) q[8];\nu3(3.4454554859265887*pi,0.09682024964456826*pi,3.6351467100535495*pi) q[9];\nu3(3.596605603016916*pi,2.823609199321023*pi,1.2851358305019236*pi) q[10];\nu3(3.3950903967298975*pi,3.1442927221441126*pi,1.3360392179393896*pi) q[11];\nu3(3.909344610171311*pi,-0.4776600261616215*pi,2.123452178559815*pi) q[12];\nu3(3.605309225275882*pi,3.149393188758849*pi,1.2366792860355948*pi) q[13];\nu3(3.4213354597416084*pi,3.463971332771182*pi,1.3828657705173084*pi) q[14];\nRxxyyzz(0.3653351076859602*pi,0.25527874314711263*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.4303191365050798*pi,0.332067862250112*pi,3.9369167382113606*pi) q[1],q[9];\nRxxyyzz(0.3996251430216199*pi,0.33701739116772167*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.42507961272431954*pi,0.2808284425712144*pi,3.9105744924996007*pi) q[3],q[13];\nRxxyyzz(0.399062757027711*pi,0.20713710227854776*pi,0.0*pi) q[4],q[6];\nRxxyyzz(0.47166532177803866*pi,0.38403918188219777*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.40697026657402985*pi,0.24757401913006044*pi,0.06533517343858804*pi) q[7],q[14];\nu3(3.500123703963507*pi,1.8988542634151484*pi,1.5983521308910116*pi) q[0];\nu3(3.541731744517533*pi,0.034312285625027084*pi,2.060262689783597*pi) q[1];\nu3(3.04208705892502*pi,0.4427884858760396*pi,0.935978829373322*pi) q[2];\nu3(3.405753690053918*pi,0.05669140379087367*pi,1.231725844097549*pi) q[3];\nu3(3.6825116752725515*pi,2.2299272816033477*pi,1.8796439462410532*pi) q[4];\nu3(3.3409794600978175*pi,1.283036329764352*pi,0.511699127031805*pi) q[5];\nu3(3.286411365658726*pi,3.2241533657777994*pi,1.6752114394438944*pi) q[6];\nu3(3.8764199490512596*pi,-0.4957426621175878*pi,2.6248998356801794*pi) q[7];\nu3(3.1827233825452517*pi,3.3579125949840867*pi,1.5650401868967134*pi) q[8];\nu3(3.2889412045114126*pi,1.9366683288356983*pi,2.4197222246879044*pi) q[9];\nu3(3.666185303473665*pi,0.5269573915464261*pi,1.3111912586481977*pi) q[10];\nu3(3.56752730342925*pi,1.6593197705739144*pi,0.5188056862865069*pi) q[12];\nu3(3.199033026181499*pi,3.3679008294787183*pi,1.4362329665680846*pi) q[13];\nu3(3.390425244626423*pi,3.3834172233680437*pi,3.781032610786062*pi) q[14];\nRxxyyzz(0.4277956773265595*pi,0.2616094709525876*pi,3.9010847639851693*pi) q[0],q[4];\nRxxyyzz(0.4493284166591902*pi,0.24127654590649467*pi,0.17351768013353472*pi) q[7],q[2];\nRxxyyzz(0.4205855633450399*pi,0.2886878750392417*pi,0.11302022706097671*pi) q[3],q[12];\nRxxyyzz(0.2699028358740697*pi,0.10597321262881254*pi,0.0*pi) q[6],q[5];\nRxxyyzz(0.46097088382722007*pi,0.223932777288388*pi,0.0*pi) q[8],q[10];\nRxxyyzz(0.4495922958397802*pi,0.2191097174495673*pi,3.91065943584497*pi) q[9],q[11];\nRxxyyzz(0.4186594158656405*pi,0.17013669620370475*pi,0.0*pi) q[13],q[14];\nu3(3.338660129762533*pi,0.9661110201164913*pi,2.0733265460282686*pi) q[0];\nu3(3.29318814749062*pi,3.2357635438764065*pi,1.287684556572997*pi) q[2];\nu3(3.6774594355715946*pi,-0.3721017633331708*pi,0.931713382961313*pi) q[3];\nu3(3.694192235471607*pi,-0.016875299151489942*pi,1.7073656887315452*pi) q[4];\nu3(3.2477098310131947*pi,3.498535913212054*pi,1.4214181609563497*pi) q[5];\nu3(3.8355770845709563*pi,-0.10336779401399354*pi,1.8737438775107815*pi) q[6];\nu3(3.610743954372926*pi,0.39352728425622063*pi,3.639307659031729*pi) q[7];\nu3(3.2909079987044723*pi,3.3554055496273176*pi,1.1747704591897326*pi) q[8];\nu3(3.345892329577041*pi,1.166200349902735*pi,2.308549588679555*pi) q[9];\nu3(3.4261181393861295*pi,0.42823634060436233*pi,1.2365329365295663*pi) q[10];\nu3(3.7207929922966962*pi,3.3442190127643725*pi,1.2993215352507241*pi) q[11];\nu3(3.782085837670044*pi,-0.2641010486797932*pi,2.008112863790445*pi) q[12];\nu3(3.609685108898894*pi,3.273286794867193*pi,3.986906184470196*pi) q[13];\nu3(3.279317137566547*pi,0.06971412763827411*pi,0.8900993329115675*pi) q[14];\nRxxyyzz(0.36531106700061*pi,0.1928599339468069*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.45924724085586976*pi,0.1449065917276554*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.2781174504083861*pi,0.18416865422623685*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.3082958117619905*pi,0.1790455714671515*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.33620152601397024*pi,0.2650026645886192*pi,3.8903699565942205*pi) q[6],q[14];\nRxxyyzz(0.40505933952964024*pi,0.15468550079721344*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.462902544566811*pi,0.18315337293369804*pi,0.0*pi) q[8],q[12];\nu3(3.6623106393392897*pi,3.1148328598533728*pi,0.9708007501503255*pi) q[0];\nu3(3.791606932147952*pi,0.6641440956978983*pi,1.8547568321162538*pi) q[1];\nu3(3.4800025663716756*pi,3.4213273023833093*pi,1.7282560555701711*pi) q[2];\nu3(3.337296781509427*pi,0.04722305697338314*pi,0.5235640846218006*pi) q[3];\nu3(3.9256937442564963*pi,3.3531432452666223*pi,0.7323543677064217*pi) q[4];\nu3(3.162572988230779*pi,-0.4950012481902154*pi,4.019800362422554*pi) q[5];\nu3(3.6696359863215005*pi,-0.21444464174423816*pi,3.5997401610382322*pi) q[6];\nu3(3.472449167883651*pi,0.9240172646324889*pi,1.2281799869719703*pi) q[7];\nu3(3.137319990729752*pi,-0.06621843976990333*pi,1.9629885923117074*pi) q[8];\nu3(3.7768497328869866*pi,3.2873610955425785*pi,0.5336299551520094*pi) q[9];\nu3(3.6659038925264578*pi,-0.20128498553737362*pi,0.8375957792080508*pi) q[10];\nu3(3.1939324530152446*pi,2.6564039867886846*pi,4.441284950567804*pi) q[12];\nu3(3.7334234285250014*pi,3.3733289467609113*pi,1.2172110165036583*pi) q[13];\nu3(3.507013615806097*pi,0.34382263485165243*pi,2.1804204107190754*pi) q[14];\nRxxyyzz(0.45476450747191294*pi,0.2347683615242686*pi,3.909756013644428*pi) q[1],q[10];\nRxxyyzz(0.24770343423524022*pi,0.1517715082162897*pi,0.0*pi) q[5],q[2];\nRxxyyzz(0.4197506747471499*pi,0.3276569087513921*pi,3.7535820433515*pi) q[3],q[4];\nRxxyyzz(0.3782224344363101*pi,0.2962551834454921*pi,3.8316696194474105*pi) q[6],q[9];\nRxxyyzz(0.37133317175856195*pi,0.3228422110458163*pi,0.14853379974790423*pi) q[7],q[11];\nRxxyyzz(0.40039216918780984*pi,0.20200102889703164*pi,0.0*pi) q[8],q[14];\nRxxyyzz(0.4174694289215002*pi,0.20698278719285634*pi,0.0*pi) q[12],q[13];\nu3(3.897257294819355*pi,3.2675479255503954*pi,2.2131319766321838*pi) q[1];\nu3(3.624371422589746*pi,-0.37624241624853993*pi,1.273702252150612*pi) q[2];\nu3(3.3691873424548255*pi,2.0574023401642823*pi,0.9857620663954183*pi) q[3];\nu3(3.1616138163094902*pi,2.301722625652637*pi,2.307443603319289*pi) q[4];\nu3(3.5404945508765215*pi,2.527697679936641*pi,2.0797346613962646*pi) q[5];\nu3(3.2115529327833308*pi,0.974704887387426*pi,0.6259975403716851*pi) q[6];\nu3(3.3010416797961093*pi,2.235904025668031*pi,4.372340879941199*pi) q[7];\nu3(3.269255340742344*pi,0.16225339933496208*pi,1.0486348052902166*pi) q[8];\nu3(3.1837614683021345*pi,-0.19493706110852105*pi,0.9559874053855983*pi) q[9];\nu3(3.2965687746953574*pi,2.2644537037150148*pi,1.744950756892008*pi) q[10];\nu3(3.524232983950044*pi,-0.06442050345326267*pi,3.052957352745307*pi) q[11];\nu3(3.6932247943283447*pi,0.17873912750502108*pi,0.8943138796047488*pi) q[12];\nu3(3.5605620373397673*pi,-0.31680220397725706*pi,0.6342254270293148*pi) q[13];\nu3(3.205757687155744*pi,0.3938389002923157*pi,2.4904633293445833*pi) q[14];\nRxxyyzz(0.3965090953551924*pi,0.19156934304473694*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.37988950501488006*pi,0.2842825900180731*pi,0.20078370169479814*pi) q[2],q[4];\nRxxyyzz(0.45987152079249044*pi,0.22931798280371446*pi,3.91758178222212*pi) q[6],q[3];\nRxxyyzz(0.4574330649560199*pi,0.2120334888592153*pi,3.9208789259648906*pi) q[12],q[5];\nRxxyyzz(0.4010749146103502*pi,0.12908016323702529*pi,3.9431886063418595*pi) q[8],q[9];\nRxxyyzz(0.41926780606169*pi,0.17783405017095563*pi,0.13245572989533289*pi) q[11],q[14];\nu3(3.8425539387682335*pi,2.8949394080898765*pi,1.0492094624722528*pi) q[0];\nu3(3.0768951522272054*pi,-0.3098028665652295*pi,3.7726689931692987*pi) q[2];\nu3(3.2864142085651054*pi,0.5401968025911181*pi,1.7270811438121492*pi) q[3];\nu3(3.4240381893154326*pi,3.4915596596268323*pi,4.341333535826608*pi) q[4];\nu3(3.4682792579552078*pi,2.597283057336423*pi,2.195264221711681*pi) q[5];\nu3(3.829214371044618*pi,-0.04705666592550395*pi,1.1000774193494318*pi) q[6];\nu3(3.5565182824540083*pi,1.9335982145562576*pi,0.8013844702038453*pi) q[8];\nu3(3.5597695180423043*pi,3.072711739895543*pi,2.1537819349491722*pi) q[9];\nu3(3.3007365411282805*pi,0.44142158239246587*pi,0.7468875400106361*pi) q[11];\nu3(3.4769483906248*pi,3.2411418148760416*pi,1.2007026944797659*pi) q[12];\nu3(3.5194033399462223*pi,-0.4865573633901902*pi,0.7910930771849065*pi) q[13];\nu3(3.3107051392872253*pi,-0.16344228150863882*pi,1.869669089102981*pi) q[14];\nRxxyyzz(0.421443102942179*pi,0.28465839943169513*pi,0.0*pi) q[2],q[0];\nRxxyyzz(0.36310612844786017*pi,0.21106860230414548*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.3307921828932297*pi,0.29577673872840116*pi,3.9522340593251695*pi) q[13],q[4];\nRxxyyzz(0.3535590581470096*pi,0.28397199294558395*pi,0.0*pi) q[10],q[5];\nRxxyyzz(0.45378757760365007*pi,0.20022658014765782*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.4188460006308397*pi,0.25234841841864564*pi,0.04333873296261797*pi) q[8],q[7];\nu3(3.6225876732158424*pi,2.5906789822271645*pi,2.214242858332028*pi) q[0];\nu3(3.8645947990159657*pi,-0.3297326108666606*pi,0.7356530303717599*pi) q[1];\nu3(3.4788537749514785*pi,3.334688883404573*pi,3.9508290150006364*pi) q[2];\nu3(3.8049315861090105*pi,0.1759439388267915*pi,2.0666083832511584*pi) q[3];\nu3(3.592465812251001*pi,-0.08029183111557481*pi,0.9558756849540062*pi) q[4];\nu3(3.814834358183268*pi,3.4192072930913957*pi,2.1609123481099113*pi) q[5];\nu3(3.374593700253701*pi,0.7656879384464381*pi,1.3131936475920272*pi) q[6];\nu3(3.9037943554139174*pi,3.100884138806065*pi,3.7881585095839005*pi) q[7];\nu3(3.4884231128637553*pi,0.49256780374460263*pi,1.190539713543707*pi) q[8];\nu3(3.7684853638354125*pi,2.57582460880265*pi,1.902441791170481*pi) q[9];\nu3(3.18241143317994*pi,-0.045281613995167946*pi,1.366964903850925*pi) q[10];\nu3(3.7894629929743955*pi,3.4578560787934647*pi,2.2900252015868148*pi) q[13];\nRxxyyzz(0.4616606646391599*pi,0.24269859141540095*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.4567702280499901*pi,0.23435970302652964*pi,0.2034371614983948*pi) q[1],q[12];\nRxxyyzz(0.4418215036026494*pi,0.3669676395810989*pi,3.81006293878081*pi) q[8],q[2];\nRxxyyzz(0.4615303217561598*pi,0.25759477174734613*pi,0.0*pi) q[6],q[3];\nRxxyyzz(0.43787418266804234*pi,0.3857646733305629*pi,0.0*pi) q[9],q[4];\nRxxyyzz(0.4375082648269215*pi,0.18275901917915516*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.42671298625475984*pi,0.3338380080879304*pi,0.10010293152628716*pi) q[13],q[7];\nu3(3.5968446458316476*pi,0.7453558474468018*pi,0.9682686516238712*pi) q[0];\nu3(3.801656099118734*pi,3.2342213486318276*pi,2.91096672229225*pi) q[1];\nu3(3.2771735453528352*pi,0.07175041875866583*pi,1.165241651324879*pi) q[2];\nu3(3.257363284647301*pi,-0.4605962050330916*pi,3.6075084352430267*pi) q[3];\nu3(3.7316103336908655*pi,3.117024764334532*pi,1.8824730731594759*pi) q[4];\nu3(3.665421393993214*pi,0.5209255187851203*pi,2.4914970351906947*pi) q[5];\nu3(3.47670648873227*pi,3.395597234581058*pi,0.8973481725234835*pi) q[6];\nu3(3.5800421581699693*pi,3.325203944461866*pi,1.1620638325506922*pi) q[7];\nu3(3.8711187874512842*pi,0.8895854174733482*pi,1.5556278348975967*pi) q[8];\nu3(3.780535036590608*pi,3.4418026540957176*pi,2.9284608044961535*pi) q[9];\nu3(3.5139950374859055*pi,-0.4485843511696852*pi,2.394127327449589*pi) q[11];\nu3(3.695865859925757*pi,2.9451761761111346*pi,1.377519319924347*pi) q[12];\nu3(3.53670880942604*pi,1.0724603773607129*pi,0.7452456044064838*pi) q[13];\nu3(3.044459162496338*pi,2.56411745304179*pi,0.6829017605275264*pi) q[14];\nRxxyyzz(0.27317166372499024*pi,0.20799520583524878*pi,0.046970022995610705*pi) q[10],q[0];\nRxxyyzz(0.40096851103518116*pi,0.30943529316280216*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.37088985602554025*pi,0.14441716580334418*pi,0.0*pi) q[14],q[2];\nRxxyyzz(0.4588015020733298*pi,0.3292491091909871*pi,3.73716205446617*pi) q[13],q[4];\nRxxyyzz(0.2887179663198407*pi,0.0*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.4340515145220799*pi,0.26026705034536524*pi,0.0*pi) q[12],q[6];\nRxxyyzz(0.41595710816072984*pi,0.31884487536232514*pi,3.889198353646821*pi) q[8],q[11];\nu3(3.1400095036929585*pi,-0.2897651689736018*pi,3.470338529080345*pi) q[0];\nu3(3.619387857811205*pi,0.6010706342889749*pi,1.8795996710323528*pi) q[1];\nu3(3.4267402027635487*pi,3.49343345055229*pi,2.051560402786364*pi) q[2];\nu3(3.2663534544675517*pi,3.150676096835589*pi,0.6258019335554206*pi) q[3];\nu3(3.7753340087545393*pi,2.4843719735485026*pi,0.6840084098471696*pi) q[4];\nu3(3.455913677047419*pi,0.41327471615091127*pi,0.6681471336500967*pi) q[5];\nu3(3.4470800366256094*pi,0.48942421071488473*pi,0.8808696339334023*pi) q[6];\nu3(3.550212195530378*pi,2.890111295065414*pi,1.381645924266889*pi) q[7];\nu3(3.5483811375405474*pi,-0.44729405011368284*pi,1.734527093656793*pi) q[8];\nu3(3.5568319064662486*pi,0.4028883778305893*pi,1.1443459625239085*pi) q[10];\nu3(3.8222834973379385*pi,1.226397274082575*pi,2.367845722289907*pi) q[11];\nu3(3.1392340241892756*pi,-0.15488579221841953*pi,4.486255415200517*pi) q[12];\nu3(3.6192755181853977*pi,3.057893947274157*pi,0.7956057517392114*pi) q[13];\nu3(3.6677588704764554*pi,-0.008322923279250327*pi,0.602008348530223*pi) q[14];\nRxxyyzz(0.42598613051900985*pi,0.2535219728196987*pi,0.05444330943467796*pi) q[1],q[0];\nRxxyyzz(0.4564610651128459*pi,0.14908263257510468*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.35889989530817984*pi,0.15147088535239073*pi,3.9159003210545595*pi) q[3],q[10];\nRxxyyzz(0.37372629961450343*pi,0.25451277308427056*pi,0.0*pi) q[14],q[7];\nRxxyyzz(0.4496734015191687*pi,0.21146364160351205*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.4130111735284006*pi,0.33102658009992103*pi,3.8820297954143506*pi) q[12],q[11];\nu3(3.8090648680672032*pi,1.5008279165318053*pi,3.692303214221128*pi) q[0];\nu3(3.57011504070528*pi,0.4718813499348674*pi,3.8905047580588588*pi) q[1];\nu3(3.386107749707125*pi,-0.30467974616892424*pi,3.9147665112357597*pi) q[2];\nu3(3.7643389517028476*pi,2.4206050155334053*pi,4.276801617246416*pi) q[3];\nu3(3.5571835721630958*pi,0.2153722752683742*pi,0.84448703783109*pi) q[6];\nu3(3.3459720451100337*pi,3.208651600457096*pi,0.8403402993320251*pi) q[7];\nu3(3.3432172403386637*pi,0.6662005923057239*pi,1.9611265460176293*pi) q[8];\nu3(3.9694125638264417*pi,3.152376251858335*pi,2.2451328927352354*pi) q[9];\nu3(3.5137725336949197*pi,3.461949611825193*pi,3.879550117264928*pi) q[10];\nu3(3.388518107962966*pi,0.916087604539711*pi,2.2016008159612506*pi) q[11];\nu3(3.3211035196206673*pi,0.3326576099129359*pi,1.5501940984032003*pi) q[12];\nu3(3.242129917515062*pi,0.5539298543387909*pi,1.1205731745948957*pi) q[14];\nRxxyyzz(0.4790480717010702*pi,0.2054419826317485*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.35690894442497945*pi,0.25755698042816455*pi,3.86072293104601*pi) q[3],q[7];\nRxxyyzz(0.4769925509459898*pi,0.1682871170609399*pi,0.0*pi) q[6],q[4];\nRxxyyzz(0.44304264930832116*pi,0.23819360054020433*pi,0.0*pi) q[10],q[5];\nRxxyyzz(0.4801870953511804*pi,0.2418883621623249*pi,0.0*pi) q[11],q[14];\nRxxyyzz(0.4516701335874699*pi,0.21764136460734562*pi,0.0*pi) q[13],q[12];\nu3(3.8444472809840993*pi,1.2151318642555418*pi,0.8434184762472374*pi) q[1];\nu3(3.607630329575784*pi,2.7643792537783676*pi,0.7456346404890053*pi) q[2];\nu3(3.838079473773919*pi,3.4380887909155127*pi,1.6131292341512848*pi) q[3];\nu3(3.100773545643351*pi,0.9919169876155349*pi,1.7573469429170085*pi) q[4];\nu3(3.34224090981747*pi,2.1028595595865367*pi,1.9297328727390408*pi) q[5];\nu3(3.713474613546588*pi,0.7453405291836459*pi,0.9354430020767162*pi) q[6];\nu3(3.9185069534819856*pi,2.4438215171351274*pi,0.6460529297658018*pi) q[7];\nu3(3.5192764927896234*pi,3.447013395069698*pi,1.9329274733278545*pi) q[10];\nu3(3.320968327647859*pi,2.22878252962566*pi,1.2380636215980698*pi) q[11];\nu3(3.135275041841193*pi,3.3017960108972337*pi,2.484140927852712*pi) q[12];\nu3(3.5823785425800634*pi,3.1454478035798017*pi,1.1080830447424046*pi) q[13];\nu3(3.5625240725593517*pi,3.184812208867892*pi,1.1277307585084841*pi) q[14];\nRxxyyzz(0.32959022029408985*pi,0.18622907515259257*pi,3.9509126388977496*pi) q[12],q[0];\nRxxyyzz(0.35633854623946015*pi,0.21963719568634898*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.33492064849271985*pi,0.2121275666490311*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.3958863106714103*pi,0.29135538793203875*pi,0.13021572684120544*pi) q[8],q[4];\nRxxyyzz(0.4657961010499072*pi,0.23892958089906235*pi,0.0*pi) q[9],q[5];\nRxxyyzz(0.37321098374415995*pi,0.14516315432200333*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.42482575701657954*pi,0.2624026476169147*pi,0.0*pi) q[10],q[11];\nu3(3.6377893582608083*pi,3.3439699091269555*pi,0.8925525544310342*pi) q[0];\nu3(3.601139237187068*pi,0.2557565747760272*pi,0.5619452985593405*pi) q[1];\nu3(3.6980886896204024*pi,-0.38551303387695823*pi,1.223303185832287*pi) q[2];\nu3(3.41990918989166*pi,3.364415444695887*pi,1.1746123820182752*pi) q[3];\nu3(3.033443039778258*pi,0.28842264082646096*pi,3.9076444305743196*pi) q[4];\nu3(3.436423746417356*pi,-0.2950979798622097*pi,1.825696876957379*pi) q[5];\nu3(3.447769733289293*pi,2.8454032013950927*pi,1.1978134488982517*pi) q[6];\nu3(3.678823137071813*pi,1.1628034290897178*pi,1.2535937398293182*pi) q[7];\nu3(3.6225606601096993*pi,2.63795894044184*pi,3.6000814511742107*pi) q[8];\nu3(3.5310474456118603*pi,0.05424637803166643*pi,4.439424355134693*pi) q[9];\nu3(3.841931134832556*pi,-0.4869690044804639*pi,0.692575249267112*pi) q[10];\nu3(3.6362993073823873*pi,3.272808118752736*pi,2.3917934231733367*pi) q[11];\nu3(3.617885980078134*pi,-0.3651279692167108*pi,1.7194114935434754*pi) q[12];\nu3(3.663242188134092*pi,3.2897379409052583*pi,1.9789410133877317*pi) q[14];\nRxxyyzz(0.4259735772040721*pi,0.3004190222262724*pi,0.13722389963789475*pi) q[5],q[0];\nRxxyyzz(0.43503405617078994*pi,0.30762065329882715*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.4290795452802798*pi,0.2633042512323408*pi,0.0*pi) q[11],q[4];\nRxxyyzz(0.44237588113671006*pi,0.1990080568355066*pi,0.07898359061963944*pi) q[6],q[10];\nRxxyyzz(0.4536122262314103*pi,0.32114943284141895*pi,0.0*pi) q[8],q[7];\nRxxyyzz(0.3961318227369306*pi,0.18053804198742318*pi,0.0*pi) q[12],q[9];\nRxxyyzz(0.37243608023638025*pi,0.216516717299188*pi,0.09781476224103355*pi) q[13],q[14];\nu3(3.325164239480221*pi,0.6712495762905932*pi,3.9960507750578014*pi) q[0];\nu3(3.4558749421463197*pi,0.41565498924021727*pi,0.7264278704698259*pi) q[1];\nu3(3.559257330229621*pi,-0.38892603191675595*pi,1.3994250692223626*pi) q[2];\nu3(3.63753714847286*pi,1.8840306430799152*pi,1.4807692596362685*pi) q[4];\nu3(3.7253507594642836*pi,-0.21348656959996204*pi,2.0106462989134166*pi) q[5];\nu3(3.6233746257549377*pi,2.685435427194682*pi,4.4413264037702795*pi) q[6];\nu3(3.565751882802568*pi,1.0310926704820966*pi,1.5095319414475723*pi) q[7];\nu3(3.3767806169449606*pi,-0.2722615321295845*pi,2.2065580925884603*pi) q[8];\nu3(3.844175442168451*pi,3.3211274865360205*pi,3.776768218709836*pi) q[9];\nu3(3.1244979722102615*pi,0.09515298647657588*pi,0.523648637880974*pi) q[10];\nu3(3.6111869706734376*pi,0.8754200305831561*pi,1.3206981300953737*pi) q[11];\nu3(3.0701960653566953*pi,0.9386615751269298*pi,1.557256435495487*pi) q[12];\nu3(3.681210691212359*pi,0.23122880802896306*pi,3.2456092004440578*pi) q[13];\nu3(3.862791534838981*pi,3.2136381851755047*pi,3.8394533690939703*pi) q[14];\nRxxyyzz(0.42331762692843*pi,0.3350158684464112*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.42064123487815014*pi,0.240212731364113*pi,0.09989582078063987*pi) q[6],q[4];\nRxxyyzz(0.3589264210304316*pi,0.1668077194570201*pi,0.0*pi) q[10],q[7];\nRxxyyzz(0.29847779266839025*pi,0.22247949621304908*pi,0.0*pi) q[9],q[8];\nRxxyyzz(0.42578027983515043*pi,0.3413989680464111*pi,0.0*pi) q[11],q[14];\nRxxyyzz(0.35741667824922985*pi,0.3378496029914664*pi,0.0*pi) q[13],q[12];\nu3(3.5628428530558103*pi,2.9872422872601643*pi,0.810727428811477*pi) q[1];\nu3(3.6742842209293163*pi,2.7610246021048592*pi,0.5749291314770302*pi) q[3];\nu3(3.7251030300471184*pi,1.5822544206726246*pi,4.02908777286992*pi) q[4];\nu3(3.899440128252013*pi,-0.3342866944141897*pi,1.552096934525137*pi) q[6];\nu3(3.200156995171932*pi,1.9648375295060898*pi,0.5523015561257787*pi) q[7];\nu3(3.4037628749419806*pi,0.8788542319482922*pi,1.1553703173056844*pi) q[8];\nu3(3.242760718165039*pi,0.731763300226254*pi,4.438633443715501*pi) q[9];\nu3(0.4603431290959698*pi,0.404531393123036*pi,0.663278326782581*pi) q[10];\nu3(3.176524908721385*pi,2.397453784146725*pi,1.979699790833541*pi) q[11];\nu3(3.8412160866367078*pi,-0.19068683459930225*pi,1.6015952358075745*pi) q[12];\nu3(3.3879541028394624*pi,0.3777090523010127*pi,0.7569672787480335*pi) q[13];\nu3(3.705004734251709*pi,0.23586275015867075*pi,0.8842054126006447*pi) q[14];\nmeasure q[10] -> c[9];\nRxxyyzz(0.4002972448775029*pi,0.14819828557228*pi,3.9469764871071273*pi) q[11],q[0];\nRxxyyzz(0.4262584213310493*pi,0.2865771364213422*pi,0.0*pi) q[13],q[1];\nRxxyyzz(0.4585707880491203*pi,0.10354953474250905*pi,0.0*pi) q[6],q[2];\nRxxyyzz(0.3572006991247346*pi,0.09094810235626927*pi,0.0*pi) q[9],q[4];\nRxxyyzz(0.3508233718194602*pi,0.16168974770499922*pi,3.9383192147532693*pi) q[5],q[8];\nRxxyyzz(0.4590803356050105*pi,0.2495261166926266*pi,0.0*pi) q[12],q[14];\nu3(3.416356140665704*pi,2.110990117792056*pi,0.8374144715584904*pi) q[0];\nu3(3.7409408105172095*pi,0.5902677788932238*pi,2.062801298300545*pi) q[1];\nu3(3.3673518539578557*pi,0.5253930299456471*pi,0.6274515371482596*pi) q[2];\nu3(3.2932015570951463*pi,0.9887337775259994*pi,1.190756332035173*pi) q[4];\nu3(3.4843506160379314*pi,-0.021540245277004655*pi,2.4311663171079623*pi) q[5];\nu3(3.668731042175218*pi,0.7930181639758054*pi,2.148753963370469*pi) q[6];\nu3(3.2723742400989373*pi,3.021662112118129*pi,1.8603769779983343*pi) q[8];\nu3(3.6403666783352966*pi,-0.27794610555607435*pi,0.9174817768458228*pi) q[9];\nu3(3.499083323702091*pi,1.2977334240225153*pi,1.0532998535191198*pi) q[11];\nu3(3.2177048565758355*pi,0.01717437579925074*pi,1.814405356724465*pi) q[12];\nu3(3.5395564336817515*pi,2.846619437956394*pi,1.7328064522483397*pi) q[13];\nu3(3.4625897915828925*pi,1.0841190241287113*pi,1.3058491983597713*pi) q[14];\nmeasure q[1] -> c[0];\nmeasure q[13] -> c[4];\nmeasure q[11] -> c[10];\nmeasure q[0] -> c[11];\nRxxyyzz(0.4302828074615199*pi,0.39847655806027804*pi,0.07499764561337763*pi) q[3],q[2];\nRxxyyzz(0.4573773826761801*pi,0.1913540932292701*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.4273641318621998*pi,0.21922850618551992*pi,3.91388424211025*pi) q[6],q[5];\nRxxyyzz(0.2909699742317401*pi,0.19357512298909108*pi,0.0*pi) q[14],q[7];\nRxxyyzz(0.39996028149364793*pi,0.2047769927389682*pi,0.0*pi) q[12],q[9];\nu3(3.746795659723563*pi,0.012894840313086187*pi,1.3010334417468203*pi) q[2];\nu3(3.8707900097036485*pi,0.4288120018723296*pi,1.5363925263758902*pi) q[3];\nu3(3.394978958008397*pi,1.156770977323021*pi,1.4000745873612654*pi) q[4];\nu3(3.1296015331591*pi,3.051126232102103*pi,1.9031390365631546*pi) q[5];\nu3(3.2981840542114846*pi,2.420007025324704*pi,0.7942321528199239*pi) q[6];\nu3(1.6135302252123773*pi,3.3669709957592726*pi,0.7929663167959996*pi) q[7];\nu3(3.3556040578735917*pi,0.3634517371032826*pi,1.22251819384139*pi) q[8];\nu3(3.8538309138975038*pi,0.9605579762595267*pi,1.8336906727430355*pi) q[9];\nu3(3.160752025490133*pi,2.221414721902442*pi,1.9020095394106167*pi) q[12];\nu3(0.7320253995817637*pi,2.925382705634014*pi,4.273360928650289*pi) q[14];\nmeasure q[3] -> c[1];\nmeasure q[14] -> c[2];\nmeasure q[6] -> c[3];\nmeasure q[5] -> c[5];\nmeasure q[4] -> c[6];\nmeasure q[7] -> c[7];\nmeasure q[9] -> c[8];\nmeasure q[12] -> c[12];\nmeasure q[8] -> c[13];\nmeasure q[2] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.2701826908138436*pi,2.3907353516879426*pi,3.7864800485169403*pi) q[0];\nu3(3.120877401311602*pi,0.8945256986438741*pi,4.318846097092628*pi) q[1];\nu3(3.4722602090898254*pi,2.610056170357076*pi,3.9196191459581176*pi) q[2];\nu3(3.791565016561724*pi,-0.20191107901465366*pi,1.041829101560494*pi) q[3];\nu3(3.7282783659085323*pi,-0.4620708061715425*pi,2.3059364748492563*pi) q[4];\nu3(3.8733644695161016*pi,0.23797797406501098*pi,1.0932049349204265*pi) q[5];\nu3(3.7373995680650376*pi,0.8688467939514921*pi,4.279099980044185*pi) q[6];\nu3(3.080988364105923*pi,3.1395804574693225*pi,1.1490946819935695*pi) q[7];\nu3(3.6162940553146368*pi,0.678642811825598*pi,1.8264996840000212*pi) q[8];\nu3(3.7308350885039823*pi,-0.15591799441644105*pi,1.1849014733415588*pi) q[9];\nu3(3.0530115826351025*pi,-0.16873325752925328*pi,0.9886621942360356*pi) q[10];\nu3(3.168503453049867*pi,-0.08768046076895919*pi,1.9241077278544254*pi) q[11];\nu3(3.1276779280783553*pi,2.8540743065595384*pi,3.623706172824316*pi) q[12];\nu3(3.1612490857932563*pi,-0.41051126531624926*pi,1.839903514319023*pi) q[13];\nu3(3.827276696858362*pi,-0.20760223780461928*pi,4.266671379563109*pi) q[14];\nRxxyyzz(0.38922963214794004*pi,0.20476982074433106*pi,0.10479197429961547*pi) q[0],q[10];\nRxxyyzz(0.4219236908544215*pi,0.2710201760577471*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.2932041006360405*pi,0.04671511184394028*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.4589606120551699*pi,0.2279501273391889*pi,0.059396038075378854*pi) q[4],q[14];\nRxxyyzz(0.3130684870055397*pi,0.11355411545886485*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.3950822923536108*pi,0.23575151475610887*pi,0.04988783013332041*pi) q[7],q[12];\nRxxyyzz(0.44456210719098976*pi,0.22865076480985036*pi,0.0*pi) q[9],q[11];\nu3(3.381721143013457*pi,3.468142677675715*pi,3.2342398839047792*pi) q[0];\nu3(3.656834830576546*pi,3.3137688111195516*pi,1.0276394555827855*pi) q[1];\nu3(3.764876210780916*pi,0.019371728209634287*pi,0.8128278130782762*pi) q[2];\nu3(3.37411057481837*pi,2.335492765631318*pi,0.5220215230404447*pi) q[3];\nu3(3.1996760732651897*pi,2.182949207589051*pi,4.23379109141374*pi) q[4];\nu3(3.379599030677851*pi,0.7069894304034925*pi,0.6225041743938398*pi) q[5];\nu3(3.117130545283014*pi,2.1057314126733413*pi,1.7495419690838663*pi) q[6];\nu3(3.5643643025848544*pi,-0.4718233617881529*pi,2.675962719323348*pi) q[7];\nu3(3.7830309715060855*pi,-0.34447039718541606*pi,3.806260359193145*pi) q[8];\nu3(3.7780107935052327*pi,-0.056145144949710846*pi,2.0802896384319265*pi) q[9];\nu3(3.3237915810549623*pi,2.976040464929496*pi,1.252779016259189*pi) q[10];\nu3(3.588651357731653*pi,-0.3867947637065804*pi,0.6206002830942193*pi) q[11];\nu3(3.8137827236194166*pi,2.713403799156066*pi,0.6272935872860572*pi) q[12];\nu3(3.0739259677895165*pi,1.2386905642058876*pi,0.7056014466802563*pi) q[14];\nRxxyyzz(0.3800489542262397*pi,0.2816248505257241*pi,3.94698556873429*pi) q[0],q[9];\nRxxyyzz(0.42140098920009994*pi,0.2408637882417313*pi,3.9523437987904106*pi) q[1],q[5];\nRxxyyzz(0.45332480488326965*pi,0.30358746891461685*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.3439739491770598*pi,0.2884132133942323*pi,0.04914703070841586*pi) q[3],q[11];\nRxxyyzz(0.4582700521242801*pi,0.3361584084491317*pi,0.047648787551986545*pi) q[8],q[4];\nRxxyyzz(0.43825913420258*pi,0.30520245683287106*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.46344209482844956*pi,0.14393137852347793*pi,0.0*pi) q[7],q[13];\nu3(3.8685125208398534*pi,3.3741677218902186*pi,0.6274102390087273*pi) q[0];\nu3(3.139569876303816*pi,0.5483795971506646*pi,1.278925911178943*pi) q[1];\nu3(3.3598831578595156*pi,3.074125179379484*pi,0.874131614990481*pi) q[2];\nu3(3.3923812831180697*pi,1.8833104572795731*pi,0.6758098170537258*pi) q[3];\nu3(3.7810123379902256*pi,-0.1971014455794451*pi,2.084345752643636*pi) q[4];\nu3(3.7793409952184835*pi,0.13398246598893881*pi,1.5361128115631246*pi) q[5];\nu3(3.0724576851562526*pi,3.223523053343166*pi,0.6308129597860511*pi) q[6];\nu3(3.7159743056251915*pi,1.9101310808761198*pi,1.2687783451009662*pi) q[7];\nu3(3.3059790139167937*pi,0.7989017514575134*pi,0.9510294122690721*pi) q[8];\nu3(3.325721411178207*pi,3.4408038405600223*pi,1.7055017270262134*pi) q[9];\nu3(3.26110610638903*pi,-0.32139806119682274*pi,1.189662419109396*pi) q[10];\nu3(3.7519414253692944*pi,2.273230167766375*pi,1.2217753128371134*pi) q[11];\nu3(3.6081250737534516*pi,0.22184862424426832*pi,1.1694924881615851*pi) q[13];\nu3(3.6157812126758806*pi,0.47785224204007415*pi,1.4130032403753776*pi) q[14];\nRxxyyzz(0.4498683695405501*pi,0.16350644004627402*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.3935891400235798*pi,0.2530087582642305*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.38874385284584*pi,0.22176139901386815*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.4048826794585304*pi,0.25986335502296726*pi,3.9305644790560805*pi) q[5],q[3];\nRxxyyzz(0.3410398561166561*pi,0.15983185529022137*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.43977320211253107*pi,0.22999882456890577*pi,3.864098957376954*pi) q[8],q[6];\nRxxyyzz(0.48759403381273014*pi,0.20452696735218912*pi,0.0*pi) q[10],q[9];\nu3(3.7675890012816953*pi,0.5590401129380793*pi,0.6453969863123077*pi) q[0];\nu3(3.2970684621359205*pi,2.1109821064390464*pi,1.4134716871255741*pi) q[1];\nu3(3.446477097952628*pi,2.7795059534718636*pi,0.7182047570650298*pi) q[2];\nu3(3.2610145616661717*pi,-0.26446732141726925*pi,1.7316725449941686*pi) q[3];\nu3(3.5033371171395853*pi,2.7707434711919015*pi,1.6425709179229901*pi) q[4];\nu3(3.1376745112261215*pi,3.398541226129258*pi,1.9615309817291147*pi) q[5];\nu3(3.9499243075477124*pi,2.4220483158437602*pi,0.5693755665043132*pi) q[6];\nu3(3.377802852065675*pi,2.853984130540788*pi,4.224207642369125*pi) q[7];\nu3(3.363030101940197*pi,0.6605268237358908*pi,0.598664229383493*pi) q[8];\nu3(3.3744462826189543*pi,3.4317041855365567*pi,1.9474643791464492*pi) q[9];\nu3(3.2037583089137636*pi,3.201341692843756*pi,1.2282520427730828*pi) q[10];\nu3(3.3031121406729627*pi,-0.18922750316340547*pi,0.7459582282159465*pi) q[12];\nu3(3.5869354408056617*pi,-0.057777963720885284*pi,0.6781791060441993*pi) q[13];\nu3(3.3539646586669907*pi,0.9394658866595325*pi,1.8555705372873976*pi) q[14];\nRxxyyzz(0.2804336688908898*pi,0.09713524380328709*pi,0.06797312098327346*pi) q[7],q[0];\nRxxyyzz(0.3734211357760495*pi,0.22203580474699125*pi,0.08386880149882461*pi) q[10],q[1];\nRxxyyzz(0.42675349311810007*pi,0.28421750317516215*pi,0.0*pi) q[11],q[2];\nRxxyyzz(0.4098939684154402*pi,0.2122531497812571*pi,3.9292438543553594*pi) q[12],q[3];\nRxxyyzz(0.469406857156653*pi,0.3035864178460219*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.40261044119476014*pi,0.31209721216697656*pi,3.91493077955316*pi) q[13],q[14];\nu3(3.7091692777866556*pi,-0.4657796374241594*pi,3.5373611996935113*pi) q[0];\nu3(3.7250832162596366*pi,-0.3724981021243269*pi,3.141534079118285*pi) q[1];\nu3(3.6799665693119117*pi,0.4209528946697987*pi,1.307828247015068*pi) q[2];\nu3(3.2499780695585923*pi,3.0941899713792145*pi,1.7015464045016349*pi) q[3];\nu3(3.1199916792435824*pi,3.3868210850537204*pi,1.9096386253920734*pi) q[5];\nu3(3.3445712155256095*pi,2.937857546797924*pi,2.1126780106964915*pi) q[7];\nu3(3.040690322267937*pi,3.2177549619974672*pi,1.651252040145642*pi) q[9];\nu3(3.3167716768484112*pi,2.9887472123739607*pi,3.278609512523724*pi) q[10];\nu3(3.435604424918307*pi,-0.30472196028616017*pi,2.0051938153030577*pi) q[11];\nu3(3.363040033727822*pi,2.97180052921675*pi,1.6312857948266912*pi) q[12];\nu3(3.461750149680806*pi,0.4262708029653788*pi,1.5889049965801745*pi) q[13];\nu3(3.7146332283024317*pi,0.8645635789040871*pi,1.0897159033709602*pi) q[14];\nRxxyyzz(0.48240281237411553*pi,0.4321618906851931*pi,0.0*pi) q[12],q[0];\nRxxyyzz(0.3159379753924991*pi,0.1845724312417153*pi,0.0*pi) q[4],q[1];\nRxxyyzz(0.45859502960127985*pi,0.20087298220171992*pi,0.06031378750630895*pi) q[7],q[2];\nRxxyyzz(0.3679396010984811*pi,0.21943263490924103*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.34332916601628993*pi,0.2772966764381559*pi,0.1151561473391336*pi) q[8],q[11];\nRxxyyzz(0.4300493972685303*pi,0.2586470230150245*pi,0.09683894085374506*pi) q[10],q[9];\nu3(3.2445611931441514*pi,0.2832605906190083*pi,3.404618984934445*pi) q[0];\nu3(3.4906691740297258*pi,-0.19358407615541195*pi,1.2486654070072374*pi) q[1];\nu3(3.3911232884179325*pi,2.913999361998397*pi,0.6639801465303967*pi) q[2];\nu3(3.826463493535732*pi,1.048151098658935*pi,1.1432464401100395*pi) q[3];\nu3(3.753630323006464*pi,3.1041100053145314*pi,3.382385298976423*pi) q[4];\nu3(3.502876141759586*pi,0.6463989208460346*pi,0.9675377613278512*pi) q[5];\nu3(3.138565765822708*pi,0.09165369528561251*pi,3.5379153135909966*pi) q[7];\nu3(3.2467828423845884*pi,-0.13687715218673568*pi,1.564364285093208*pi) q[8];\nu3(3.3351039035556354*pi,3.3114573199779302*pi,1.6196023867075147*pi) q[9];\nu3(3.577148150522629*pi,0.7227336779184734*pi,1.0178496319473391*pi) q[10];\nu3(3.673078318164343*pi,0.31422667906987634*pi,1.6237698242361813*pi) q[11];\nu3(3.623656638429395*pi,3.035186862981046*pi,1.3450865633542175*pi) q[12];\nRxxyyzz(0.33363930949258447*pi,0.15977978800455173*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.4611872317751402*pi,0.4308894583710627*pi,0.0*pi) q[14],q[2];\nRxxyyzz(0.45717521621226254*pi,0.2538399178238715*pi,0.0*pi) q[10],q[4];\nRxxyyzz(0.374158066746892*pi,0.3288275973167636*pi,0.0*pi) q[13],q[5];\nRxxyyzz(0.41491443473420964*pi,0.2620238640114405*pi,0.0*pi) q[9],q[6];\nRxxyyzz(0.4241630498818498*pi,0.34968465389022185*pi,0.11659056241883771*pi) q[7],q[8];\nu3(3.511489956362242*pi,0.7369626765036896*pi,0.9155162453306747*pi) q[1];\nu3(3.3335743851304023*pi,2.7743452722101782*pi,0.7573157412456375*pi) q[2];\nu3(3.1669322430140423*pi,2.544444969102684*pi,1.227306698683132*pi) q[3];\nu3(3.17551479673272*pi,0.3904908821052183*pi,1.3407233883156793*pi) q[4];\nu3(3.294845965988708*pi,2.5201232675585095*pi,0.9162192064134256*pi) q[5];\nu3(3.1941664651826085*pi,0.2844880658170197*pi,1.9787843418519175*pi) q[6];\nu3(3.3670060332155316*pi,0.3049014823878321*pi,1.3444906508198162*pi) q[7];\nu3(3.552526751547196*pi,2.5163371857191636*pi,4.0444849910363985*pi) q[8];\nu3(3.453659905962717*pi,0.2503589120344588*pi,1.1818134775936895*pi) q[9];\nu3(3.587453273419118*pi,0.09018008142849177*pi,2.4500037475047187*pi) q[10];\nu3(3.168665090159716*pi,0.23229453087594765*pi,4.371923875614717*pi) q[13];\nu3(3.7022242632849123*pi,1.142717374153208*pi,4.174616705048949*pi) q[14];\nRxxyyzz(0.34554210340987*pi,0.27015220979146415*pi,3.92519584359019*pi) q[0],q[2];\nRxxyyzz(0.4232636857446598*pi,0.22065896996433393*pi,0.08374545090935452*pi) q[8],q[1];\nRxxyyzz(0.4431174969914303*pi,0.17139802675645466*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.41700610838263996*pi,0.15225277913333823*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.3569527336754198*pi,0.31648033646880336*pi,3.888203941468399*pi) q[5],q[10];\nRxxyyzz(0.43954861904851983*pi,0.2893540066334809*pi,0.0*pi) q[7],q[11];\nRxxyyzz(0.23968647590605596*pi,0.11613609459288554*pi,0.0*pi) q[12],q[13];\nu3(3.275765424680431*pi,2.4558273089584963*pi,4.362334768013547*pi) q[0];\nu3(3.8581766319608946*pi,0.2612619483863732*pi,1.495216489081041*pi) q[1];\nu3(3.139651796327483*pi,1.0021616505006108*pi,1.493604311086754*pi) q[2];\nu3(3.950666278948391*pi,0.907843871985192*pi,2.0490735156565014*pi) q[3];\nu3(3.651964903395667*pi,0.9209821467715911*pi,1.5658798627776074*pi) q[4];\nu3(3.557653858224148*pi,-0.12855150921156033*pi,1.4586044920538788*pi) q[5];\nu3(3.032363452998683*pi,3.3246078669158665*pi,1.1493306179687535*pi) q[6];\nu3(3.2276535022540074*pi,0.4086572585288576*pi,1.6899168735289676*pi) q[7];\nu3(3.3719890835481214*pi,0.36544273387495085*pi,3.447414871206442*pi) q[8];\nu3(3.4802062828794087*pi,3.2582262708020044*pi,0.5538476634938689*pi) q[9];\nu3(3.5091508965221205*pi,1.26160657279648*pi,0.6919420367131727*pi) q[10];\nu3(3.3598783561300722*pi,-0.09505962972937632*pi,3.904961199480872*pi) q[11];\nu3(3.261058232664899*pi,2.2698614119197673*pi,2.4037480986353343*pi) q[12];\nu3(3.5240476240904433*pi,2.0661128806891016*pi,0.9778310547905412*pi) q[13];\nRxxyyzz(0.355842289696339*pi,0.13471998446037348*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.4331585563281899*pi,0.40573807671749273*pi,3.94549397542313*pi) q[11],q[1];\nRxxyyzz(0.3795962780798394*pi,0.24153408276580834*pi,0.0*pi) q[6],q[2];\nRxxyyzz(0.45070733739459*pi,0.37472255196953336*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.37578043554908*pi,0.16993738957912807*pi,0.0*pi) q[13],q[4];\nRxxyyzz(0.4276161088792104*pi,0.1188248168662982*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.44137845752077987*pi,0.23986290287455522*pi,3.9567035263857697*pi) q[8],q[7];\nu3(3.340729026263267*pi,2.894034381996783*pi,3.95920549619906*pi) q[0];\nu3(3.3807730428072933*pi,0.07198165831349967*pi,1.2341692118629952*pi) q[1];\nu3(3.4300280759658204*pi,-0.3377996954587197*pi,3.715839922741591*pi) q[2];\nu3(3.8159993823227585*pi,-0.46197237934594215*pi,1.0996004278743081*pi) q[3];\nu3(3.5102532224940144*pi,-0.10092678707814307*pi,1.4401370838819683*pi) q[4];\nu3(3.7737894767939357*pi,-0.4590059389433795*pi,2.463351311692598*pi) q[5];\nu3(3.1991465996062196*pi,2.783024769075688*pi,2.046279479463576*pi) q[6];\nu3(3.3397667690152097*pi,3.296216762809398*pi,1.164905891017474*pi) q[7];\nu3(3.494404565189533*pi,0.0805353936774671*pi,1.9770509327309311*pi) q[8];\nu3(3.7640568121425955*pi,3.396956261214142*pi,4.358224258628709*pi) q[9];\nu3(3.454457600975672*pi,1.0104020432179235*pi,1.6105093465455789*pi) q[10];\nu3(3.6777779823441312*pi,-0.21926927424422343*pi,1.8790236089005092*pi) q[11];\nu3(3.0848957318277126*pi,2.778202874333674*pi,0.753010764986227*pi) q[13];\nu3(3.4877205912715246*pi,-0.0649247081228635*pi,1.1013070755844092*pi) q[14];\nRxxyyzz(0.2921178100760403*pi,0.11539267696616406*pi,0.0*pi) q[13],q[0];\nRxxyyzz(0.4373143227816798*pi,0.25279735266269915*pi,0.17989955545300607*pi) q[12],q[1];\nRxxyyzz(0.45163316129936926*pi,0.24195099647329066*pi,0.0*pi) q[3],q[2];\nRxxyyzz(0.4323008371709899*pi,0.14984503011976114*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.45828146504261913*pi,0.19645509790325966*pi,0.0*pi) q[9],q[7];\nRxxyyzz(0.4009671288599197*pi,0.2518159424808726*pi,0.0*pi) q[11],q[8];\nu3(3.3146277892792106*pi,0.05294654571853519*pi,4.411027166143537*pi) q[0];\nu3(3.4672432477861546*pi,0.5364591858269923*pi,4.220993530306613*pi) q[1];\nu3(3.532736014498336*pi,0.10516967854204862*pi,2.093749587884381*pi) q[2];\nu3(3.491648971344754*pi,-0.3984809622755098*pi,0.5172360122880196*pi) q[3];\nu3(3.4545778111061693*pi,-0.1849014758684666*pi,1.287064621681055*pi) q[4];\nu3(3.2812282957182966*pi,0.3283057191055969*pi,0.8698709318194076*pi) q[7];\nu3(3.166770894168014*pi,2.5125706251525672*pi,1.5568518715576576*pi) q[8];\nu3(3.477678001269893*pi,-0.2831412178792562*pi,2.489054393245137*pi) q[9];\nu3(3.649842128928205*pi,2.4477449038919925*pi,1.7951658828127173*pi) q[10];\nu3(3.2992290046387525*pi,2.360183828417113*pi,1.4405886509528498*pi) q[11];\nu3(3.501100487223864*pi,-0.16210268469417533*pi,2.1284827492234175*pi) q[12];\nu3(3.2464549981551345*pi,3.1972870008868073*pi,1.9204454907057076*pi) q[13];\nRxxyyzz(0.4506793518923801*pi,0.2284209346868691*pi,3.8428037179145296*pi) q[1],q[0];\nRxxyyzz(0.40771474496763305*pi,0.3206173509835133*pi,0.0*pi) q[10],q[2];\nRxxyyzz(0.4152082662582997*pi,0.3595868897924926*pi,3.9421957488219395*pi) q[3],q[5];\nRxxyyzz(0.4170034347286702*pi,0.27611643824329324*pi,0.0*pi) q[4],q[6];\nRxxyyzz(0.4210597335333701*pi,0.17208776793515326*pi,3.93295643901953*pi) q[7],q[12];\nRxxyyzz(0.44436634332311964*pi,0.14743553414538102*pi,0.0*pi) q[8],q[14];\nRxxyyzz(0.3492836462715433*pi,0.17833735318719968*pi,0.0*pi) q[13],q[11];\nu3(3.883920996249349*pi,2.6957975406958568*pi,2.4449141895665862*pi) q[0];\nu3(3.4410211931023063*pi,1.3037749227964484*pi,0.6586359937361586*pi) q[1];\nu3(3.6065079827025226*pi,3.169151576639631*pi,0.9951896978846638*pi) q[2];\nu3(3.7182577534949264*pi,1.1752671991532249*pi,2.4600347182600144*pi) q[3];\nu3(3.78478956917029*pi,1.9704968358804278*pi,1.9318755043343967*pi) q[4];\nu3(3.6868017709170617*pi,0.1442116732450941*pi,1.3974245329745227*pi) q[5];\nu3(3.7123636002607148*pi,-0.39402446613717323*pi,1.48873545651063*pi) q[6];\nu3(3.613167490002254*pi,2.9293947955496384*pi,1.738346188594377*pi) q[7];\nu3(3.5127382207707325*pi,0.6237704852789094*pi,1.9055538720916498*pi) q[8];\nu3(3.1161892173982038*pi,-0.27784553481935237*pi,0.7671659988916106*pi) q[10];\nu3(3.3564050064312014*pi,3.3976026842988056*pi,3.8832752289483192*pi) q[11];\nu3(3.536819824204475*pi,3.3310234814355564*pi,1.574268324895014*pi) q[12];\nu3(3.3005909512538336*pi,0.7540207770939458*pi,2.2322254055611563*pi) q[13];\nu3(3.4998081322403807*pi,2.1871534495225644*pi,1.9345282626115026*pi) q[14];\nRxxyyzz(0.4486004850515497*pi,0.2914673419525453*pi,0.0*pi) q[8],q[0];\nRxxyyzz(0.45887776204159975*pi,0.2756842129036341*pi,0.051187812214744*pi) q[7],q[1];\nRxxyyzz(0.4083087743417906*pi,0.3015259276514757*pi,0.0*pi) q[12],q[4];\nRxxyyzz(0.4485322930823199*pi,0.24191315813842384*pi,0.0*pi) q[9],q[5];\nRxxyyzz(0.30974002989168004*pi,0.04147223014768042*pi,0.0*pi) q[14],q[6];\nRxxyyzz(0.4399136396386274*pi,0.2827750232522064*pi,0.0*pi) q[11],q[10];\nu3(3.3207871156922364*pi,1.3341232113905936*pi,0.6485991818981338*pi) q[0];\nu3(3.5470912232933647*pi,-0.3960772952219469*pi,1.972148583567526*pi) q[1];\nu3(3.8980583077011426*pi,-0.3446718329586083*pi,1.8997584159148888*pi) q[4];\nu3(3.4700690327862285*pi,3.3890445794597786*pi,0.7984040849138458*pi) q[5];\nu3(3.749548457509897*pi,2.603105075933487*pi,1.465086482389783*pi) q[6];\nu3(3.270650403633232*pi,0.8017344448460049*pi,0.7636768601386759*pi) q[7];\nu3(3.3379411993726213*pi,2.252879242112331*pi,1.7853937870024474*pi) q[8];\nu3(3.6278883205025547*pi,2.6269741548320535*pi,0.5335023729511491*pi) q[9];\nu3(3.545196512941255*pi,1.3333517177803118*pi,1.4493521599060595*pi) q[10];\nu3(3.5521417013163723*pi,2.841382287477768*pi,4.492719149432082*pi) q[11];\nu3(3.8756929507965197*pi,1.6068408478238663*pi,1.3934030312245356*pi) q[12];\nu3(3.525175462066299*pi,0.2303740120835136*pi,1.3109616396604131*pi) q[14];\nRxxyyzz(0.36078490869333013*pi,0.0963854459412039*pi,0.0*pi) q[7],q[0];\nRxxyyzz(0.3807737630813205*pi,0.2616478182572253*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.36756125485369984*pi,0.1499201280670852*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.37032837213775993*pi,0.1998417071659394*pi,0.0*pi) q[14],q[4];\nRxxyyzz(0.47767609055244975*pi,0.24844324682586993*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.4797811436482379*pi,0.20479519064570173*pi,0.0*pi) q[13],q[12];\nu3(3.0700338563999043*pi,0.24840236229980472*pi,0.5708079961031243*pi) q[0];\nu3(3.5944601513664147*pi,-0.35885475027756564*pi,1.1708544483332959*pi) q[2];\nu3(3.859167509079373*pi,0.0011052524549441944*pi,1.1452873215972983*pi) q[3];\nu3(3.5673510592283724*pi,-0.05653590678325304*pi,1.7047143820093318*pi) q[4];\nu3(3.2415819792721727*pi,3.165426526117996*pi,0.7571002744826747*pi) q[5];\nu3(3.4211884245642104*pi,1.2892131053675149*pi,1.4119252333332963*pi) q[6];\nu3(3.1711337520456966*pi,-0.4607545131364682*pi,4.097278718216268*pi) q[7];\nu3(3.2597910622155273*pi,-0.11303725774584683*pi,1.0691197829661654*pi) q[8];\nu3(3.1484800124617114*pi,0.5966437811070815*pi,1.8340066959364365*pi) q[9];\nu3(3.698793992297876*pi,-0.28756044173860335*pi,2.403380068721857*pi) q[12];\nu3(3.7336964065975105*pi,0.9635196784094773*pi,1.1494203908855858*pi) q[13];\nu3(3.73064815079516*pi,0.8472742579201005*pi,2.2504861841296124*pi) q[14];\nRxxyyzz(0.46634829700085056*pi,0.39320049942393176*pi,0.0*pi) q[1],q[0];\nRxxyyzz(0.4262882917574795*pi,0.373583162099568*pi,3.8964020862452404*pi) q[2],q[6];\nRxxyyzz(0.3931731775470899*pi,0.3137166790643831*pi,3.95618023237868*pi) q[8],q[3];\nRxxyyzz(0.44594805866911036*pi,0.1331231338079253*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.2288825058895304*pi,0.10596172167808526*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.3798675715276597*pi,0.3117152601340583*pi,0.0826762528460099*pi) q[10],q[12];\nu3(3.789648477405521*pi,0.3595224811338946*pi,0.9742804414592583*pi) q[0];\nu3(3.474293649476654*pi,2.3581594301612*pi,4.463070277821888*pi) q[1];\nu3(3.6333507726839724*pi,3.041975600309535*pi,0.6243548310490672*pi) q[2];\nu3(3.5815022178965896*pi,0.5687155114047557*pi,1.2721605346180391*pi) q[3];\nu3(3.392252488279729*pi,-0.36012728390566096*pi,3.845738308838264*pi) q[4];\nu3(3.4234191909960034*pi,2.1297365276064166*pi,1.0104587113390666*pi) q[5];\nu3(3.346790549834064*pi,3.221243143169342*pi,0.7507113489212021*pi) q[6];\nu3(3.213634972858224*pi,-0.16455505304099016*pi,3.953071251009297*pi) q[7];\nu3(3.4897719903442477*pi,0.15981349590924931*pi,2.09700131853278*pi) q[8];\nu3(3.393842460875741*pi,2.8783041550759183*pi,0.9453759065669175*pi) q[10];\nu3(3.750453757075442*pi,1.1254950526603942*pi,0.6435211851743883*pi) q[12];\nu3(3.5834026274404116*pi,2.7720572583076857*pi,1.9156238858033425*pi) q[14];\nRxxyyzz(0.3720727516519001*pi,0.28759417318248315*pi,3.843790956438779*pi) q[0],q[6];\nRxxyyzz(0.37321783784826007*pi,0.25385834690933246*pi,0.10048836100045996*pi) q[14],q[1];\nRxxyyzz(0.3449444927393771*pi,0.21569362408919446*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.4203802674373996*pi,0.3327658490656856*pi,3.8764799887680206*pi) q[3],q[9];\nRxxyyzz(0.4469120484411299*pi,0.1656822740000323*pi,0.14466880185503597*pi) q[4],q[11];\nRxxyyzz(0.4330063258953596*pi,0.2641238687220069*pi,0.0*pi) q[8],q[7];\nRxxyyzz(0.3069069839840801*pi,0.13954182870894494*pi,3.9252811263230614*pi) q[10],q[13];\nu3(3.295650116704892*pi,0.20584868949735946*pi,2.4665317202628514*pi) q[0];\nu3(3.615896508294567*pi,0.2628582834416633*pi,4.351756293440122*pi) q[1];\nu3(3.4911829866257693*pi,-0.29902222648251364*pi,3.1583838771522927*pi) q[2];\nu3(3.8028140508584736*pi,2.1378101501406275*pi,0.873555661821134*pi) q[3];\nu3(3.48015209888519*pi,3.107394737694579*pi,1.8972217386761132*pi) q[4];\nu3(3.721056923154115*pi,3.223211832279311*pi,1.0223840864484472*pi) q[5];\nu3(3.3201897595759444*pi,3.3477521475185563*pi,1.8325983371260461*pi) q[6];\nu3(3.8845698872432166*pi,0.5475688692049347*pi,1.6345372360230708*pi) q[7];\nu3(3.2644142638401625*pi,3.408300102487794*pi,0.5503787600716445*pi) q[8];\nu3(3.451868876708507*pi,3.3470262692508115*pi,2.1850426668861793*pi) q[9];\nu3(1.4111601547305144*pi,3.466644233906643*pi,0.8544257264581155*pi) q[10];\nu3(3.823473322405451*pi,0.357163201621146*pi,4.138883500961141*pi) q[11];\nu3(0.27647154397079854*pi,2.8907098103062334*pi,0.6895153621675111*pi) q[13];\nu3(3.7627313397676483*pi,1.545475398336845*pi,0.8371984083272562*pi) q[14];\nmeasure q[10] -> c[0];\nmeasure q[13] -> c[8];\nmeasure q[14] -> c[10];\nRxxyyzz(0.3111935091694509*pi,0.26620932531347585*pi,0.0*pi) q[12],q[0];\nRxxyyzz(0.4495944715774286*pi,0.2294887565021182*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.3629641824852258*pi,0.28248757703329663*pi,0.0*pi) q[7],q[3];\nRxxyyzz(0.44510767668551*pi,0.421945474913914*pi,3.8756060698353902*pi) q[4],q[8];\nRxxyyzz(0.45324048775125025*pi,0.12725095086409077*pi,0.0*pi) q[11],q[5];\nRxxyyzz(0.45333428877090953*pi,0.19293817205659392*pi,0.0*pi) q[9],q[6];\nu3(1.533904568505078*pi,0.3157468227465794*pi,1.1155156173004872*pi) q[0];\nu3(3.656821691296093*pi,0.5574208853932601*pi,4.144963128862253*pi) q[1];\nu3(3.6351331691043085*pi,3.4481942945221764*pi,2.4527525701469326*pi) q[2];\nu3(3.544439905103804*pi,-0.23548969785083174*pi,0.8291316780658518*pi) q[3];\nu3(3.476212872156297*pi,2.6862090926890696*pi,4.442783380840246*pi) q[4];\nu3(3.3494052551118676*pi,-0.09946363435063077*pi,4.024097885853839*pi) q[5];\nu3(3.412144954377042*pi,0.15272841909567136*pi,2.454250859504756*pi) q[6];\nu3(3.8101005435962936*pi,3.2105391812838877*pi,0.684497176508831*pi) q[7];\nu3(3.566513902198846*pi,-0.4978401036836133*pi,1.6348888523945615*pi) q[8];\nu3(3.248228543057932*pi,-0.3665027603277675*pi,1.268385933930007*pi) q[9];\nu3(3.0483489026614574*pi,2.7165171110875717*pi,1.596438671464719*pi) q[11];\nu3(0.09623253946387074*pi,3.008962456661794*pi,0.8957004593233813*pi) q[12];\nmeasure q[3] -> c[1];\nmeasure q[4] -> c[2];\nmeasure q[0] -> c[3];\nmeasure q[7] -> c[4];\nmeasure q[8] -> c[5];\nmeasure q[11] -> c[6];\nmeasure q[5] -> c[7];\nmeasure q[6] -> c[9];\nmeasure q[2] -> c[11];\nmeasure q[1] -> c[12];\nmeasure q[12] -> c[13];\nmeasure q[9] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.6640208205244154*pi,2.6458584609117626*pi,4.271030791372073*pi) q[0];\nu3(3.3527777524705438*pi,2.030292376829273*pi,2.3319752021873197*pi) q[1];\nu3(3.9417408237489515*pi,3.2340865997544963*pi,2.995059215555507*pi) q[2];\nu3(3.7026681057670534*pi,3.0667708035451917*pi,0.7253416427320277*pi) q[3];\nu3(3.520299430385943*pi,3.053719214826883*pi,3.536338268293548*pi) q[4];\nu3(3.587387705970011*pi,2.0650516991649632*pi,2.096110173859489*pi) q[5];\nu3(3.6573568735259525*pi,-0.08565009351441383*pi,4.047581720587569*pi) q[6];\nu3(3.4530924773428717*pi,2.6989996806146817*pi,1.3828983832049264*pi) q[7];\nu3(3.149932178036676*pi,2.7185296022286005*pi,3.6085926807195534*pi) q[8];\nu3(3.6856566321495126*pi,2.1812774325160786*pi,0.7587070198165682*pi) q[9];\nu3(3.746433989918465*pi,0.958123511594847*pi,1.0513322651157746*pi) q[10];\nu3(3.466978389730912*pi,0.49907828077185123*pi,1.3884049287184008*pi) q[11];\nu3(3.527197781458092*pi,3.0015822795775575*pi,3.437392608711206*pi) q[12];\nu3(3.557829114062925*pi,1.0595123578472325*pi,3.5359295238021033*pi) q[13];\nu3(3.565902140642807*pi,0.28652285310698544*pi,0.5499184270015032*pi) q[14];\nRxxyyzz(0.42031292062759984*pi,0.13390473315073503*pi,0.0*pi) q[0],q[4];\nRxxyyzz(0.40643626743350036*pi,0.33212030328121434*pi,0.10194078036701085*pi) q[1],q[11];\nRxxyyzz(0.3527797198223228*pi,0.20058899122123475*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.456357570762454*pi,0.3480083738195887*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.4535725023985703*pi,0.21662730787844708*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.45608460792342015*pi,0.09743054072583872*pi,0.04843993439106461*pi) q[8],q[12];\nRxxyyzz(0.37550229289557013*pi,0.23272732675007923*pi,0.0*pi) q[9],q[14];\nu3(3.5663096435304222*pi,-0.2936550667049449*pi,1.5824317432534498*pi) q[0];\nu3(3.8274130039519694*pi,3.364613933048617*pi,1.3579841679216336*pi) q[1];\nu3(3.676182522617318*pi,3.280250970082012*pi,2.0775371451371982*pi) q[2];\nu3(3.3310669836580624*pi,-0.46982371835876324*pi,1.004123609556923*pi) q[3];\nu3(3.5113983771560897*pi,1.3476438439173197*pi,1.4239366126924193*pi) q[4];\nu3(3.9080852357709936*pi,-0.43039138896308426*pi,3.9135929907409746*pi) q[5];\nu3(3.761300133810463*pi,0.32422200538776225*pi,1.1205415889482548*pi) q[6];\nu3(3.753227722167331*pi,0.6766619439511343*pi,1.156010594268262*pi) q[8];\nu3(3.306360949997883*pi,0.25480205704121184*pi,0.8179669298819386*pi) q[9];\nu3(3.253260150882954*pi,-0.3728997112359153*pi,2.2199971741735016*pi) q[10];\nu3(3.370661422933108*pi,-0.16257844032966623*pi,3.1964587522139416*pi) q[11];\nu3(3.3005252280729667*pi,0.67606238142218*pi,0.8862782994781668*pi) q[12];\nu3(3.4208748698029448*pi,3.1650573746030077*pi,2.0064347307121877*pi) q[13];\nu3(3.499862417384942*pi,3.108312420346708*pi,1.3521702944087122*pi) q[14];\nRxxyyzz(0.3982198381000104*pi,0.2550259591353754*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.3989870879479904*pi,0.34541254755345185*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.41225345639378*pi,0.2909329965679773*pi,3.9476749535649507*pi) q[4],q[2];\nRxxyyzz(0.44013389110823997*pi,0.380472414076094*pi,3.804736867365781*pi) q[9],q[3];\nRxxyyzz(0.41314204847823044*pi,0.21217412204819375*pi,0.0*pi) q[10],q[5];\nRxxyyzz(0.4025644832645799*pi,0.3390378570660514*pi,3.92669808972952*pi) q[6],q[11];\nRxxyyzz(0.41485285216488066*pi,0.3573235624202908*pi,0.06497739524642063*pi) q[12],q[14];\nu3(3.4402474818955118*pi,-0.04092858961683815*pi,0.9393042918586566*pi) q[0];\nu3(3.3161577825664628*pi,3.229825784530264*pi,4.326431282369356*pi) q[1];\nu3(3.7488802244988353*pi,-0.48745063944580513*pi,2.4821667252934008*pi) q[2];\nu3(3.2967530031016525*pi,0.23908036489279327*pi,1.2761164612144467*pi) q[3];\nu3(3.6110175463144705*pi,2.268216925663794*pi,1.1036331916567823*pi) q[4];\nu3(3.3412340827995446*pi,3.0225866684987617*pi,0.6275559182226775*pi) q[5];\nu3(3.835069142669171*pi,-0.2678915610204071*pi,2.0536335660314884*pi) q[6];\nu3(3.555470111776799*pi,1.2037551794556212*pi,1.6669648956326468*pi) q[8];\nu3(3.756879502147481*pi,0.19904724985227895*pi,1.142457309346311*pi) q[9];\nu3(3.3027273959430414*pi,2.5498307375143074*pi,0.7455077245663813*pi) q[10];\nu3(3.175552833287516*pi,0.41349628479005474*pi,2.2599151901612826*pi) q[11];\nu3(3.5475095267660683*pi,-0.33988786769853385*pi,3.194818365365506*pi) q[12];\nu3(3.365863712042813*pi,1.0738104117342662*pi,1.822351763568692*pi) q[13];\nu3(3.423246993238835*pi,2.5393042301022755*pi,4.370547730371267*pi) q[14];\nRxxyyzz(0.33779327558384065*pi,0.2718936796197542*pi,3.8087153506771596*pi) q[0],q[6];\nRxxyyzz(0.40078688798408985*pi,0.2272715346757262*pi,3.9032583527937206*pi) q[1],q[9];\nRxxyyzz(0.3945097420718896*pi,0.24410532234485072*pi,3.862055370624759*pi) q[10],q[2];\nRxxyyzz(0.4538007049025259*pi,0.22813344975112992*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.4208205389791901*pi,0.30242075931687584*pi,0.1441846117773631*pi) q[4],q[14];\nRxxyyzz(0.3869750415950799*pi,0.26378297739471546*pi,3.8532091270472506*pi) q[5],q[7];\nRxxyyzz(0.43203481127634946*pi,0.3706242587278461*pi,3.881293056172801*pi) q[13],q[8];\nu3(3.734740612855283*pi,3.369187233561765*pi,2.230826308184206*pi) q[0];\nu3(3.532820541115494*pi,3.2072662756077035*pi,1.2540809190894697*pi) q[1];\nu3(3.5749039677240746*pi,0.1217175296904438*pi,1.3359745964147278*pi) q[2];\nu3(3.578862486284909*pi,2.585803941700286*pi,0.5881078241969087*pi) q[3];\nu3(3.466030926770763*pi,-0.052058612943099936*pi,1.092398913577194*pi) q[4];\nu3(3.810414392546939*pi,3.2684018595537143*pi,1.6481681084382704*pi) q[5];\nu3(3.3326915589782105*pi,1.184432987102424*pi,1.5393016764875553*pi) q[6];\nu3(3.3567314687355276*pi,2.8548416994805317*pi,1.344188381121524*pi) q[7];\nu3(3.645563750723991*pi,-0.45854746841827054*pi,3.950781528649145*pi) q[8];\nu3(3.8033594927920147*pi,-0.21497336612236007*pi,0.959036708318143*pi) q[9];\nu3(3.351468163988277*pi,0.5212794433963688*pi,1.2274143067627756*pi) q[10];\nu3(3.6786202860870576*pi,3.3554786538882553*pi,0.6204691459546181*pi) q[12];\nu3(3.6487587501483976*pi,3.125092885247641*pi,4.065852592129002*pi) q[13];\nu3(3.679601570506326*pi,-0.4049508666350847*pi,2.6777263257973436*pi) q[14];\nRxxyyzz(0.48206479586139983*pi,0.25455721665806674*pi,0.0*pi) q[4],q[0];\nRxxyyzz(0.27044557563980026*pi,0.14289294717029044*pi,0.04134135788670967*pi) q[1],q[10];\nRxxyyzz(0.3746070594514108*pi,0.1655852838103622*pi,0.0*pi) q[11],q[2];\nRxxyyzz(0.45381944649179007*pi,0.23615468229197809*pi,0.12563300050095455*pi) q[5],q[3];\nRxxyyzz(0.41757215734833025*pi,0.34625738215868535*pi,3.9410302266943305*pi) q[6],q[7];\nRxxyyzz(0.45381210733342986*pi,0.21688323934967543*pi,0.058150157154995816*pi) q[9],q[14];\nRxxyyzz(0.43586988616901023*pi,0.2417528150943302*pi,3.90603901619981*pi) q[13],q[12];\nu3(3.6635081281555917*pi,0.06477128506735408*pi,0.6593737910544473*pi) q[0];\nu3(3.170163971699992*pi,3.334877303482257*pi,4.3602676204481075*pi) q[1];\nu3(3.6855420115681468*pi,3.0763740353036146*pi,1.4680099955676662*pi) q[2];\nu3(3.7837463465110686*pi,3.0681887813503885*pi,3.5733537887887827*pi) q[3];\nu3(3.310784028849847*pi,-0.40260367833067434*pi,3.6623854898085346*pi) q[4];\nu3(3.869603198038277*pi,3.462728060479751*pi,3.626382000301891*pi) q[5];\nu3(3.7118013850709835*pi,2.801968371349802*pi,2.490436778270589*pi) q[6];\nu3(3.41951531201369*pi,2.250564706036564*pi,0.6375097576503279*pi) q[7];\nu3(3.574916098088333*pi,3.330424913002236*pi,3.1248382848367124*pi) q[9];\nu3(3.404628988052135*pi,0.3372956657455465*pi,4.066329445309042*pi) q[10];\nu3(3.635912661544893*pi,0.36105954951175345*pi,1.3820619903719789*pi) q[11];\nu3(3.3329941904692655*pi,3.394414035274837*pi,0.8963261477820725*pi) q[12];\nu3(3.88502234637179*pi,2.1120692444415883*pi,1.0126903720507898*pi) q[13];\nu3(3.5996339686637886*pi,2.370696821337468*pi,1.2619794289567539*pi) q[14];\nRxxyyzz(0.21782958233641958*pi,0.15895775328589146*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.3002199925160598*pi,0.16818764150379506*pi,3.8664378300411*pi) q[1],q[12];\nRxxyyzz(0.454739791023*pi,0.2705912442806218*pi,0.1035250590995194*pi) q[8],q[2];\nRxxyyzz(0.4671844212520202*pi,0.26470194366117994*pi,0.0*pi) q[9],q[3];\nRxxyyzz(0.3718595837637202*pi,0.2646358676883771*pi,3.94492370772163*pi) q[13],q[4];\nRxxyyzz(0.3439089959650598*pi,0.1762341211413161*pi,0.04599075443186962*pi) q[7],q[11];\nRxxyyzz(0.44654346851362003*pi,0.35303997965515416*pi,0.07483580214822326*pi) q[10],q[14];\nu3(3.371927835824579*pi,0.7090293692704346*pi,4.488197281202574*pi) q[0];\nu3(3.6438821584181866*pi,3.0564059427508843*pi,0.523476715828577*pi) q[1];\nu3(3.728393588110217*pi,-0.2396590268106653*pi,0.8939610766337382*pi) q[2];\nu3(3.3595143068735*pi,3.1777968981271663*pi,4.125357252393782*pi) q[3];\nu3(3.340126821833162*pi,0.20779618274055733*pi,1.7131336922950613*pi) q[4];\nu3(3.319186142771188*pi,1.1410284637829644*pi,1.5485101967730917*pi) q[5];\nu3(3.584287965734286*pi,3.332896970779441*pi,1.9873771563402678*pi) q[7];\nu3(3.5783759154801014*pi,1.1454387729222102*pi,0.574421136657386*pi) q[8];\nu3(3.186146224901041*pi,2.3123566681203496*pi,0.9470934339298858*pi) q[9];\nu3(3.521973469593572*pi,2.398516400633368*pi,2.6139955764175107*pi) q[10];\nu3(3.6684805303563754*pi,-0.08440762283199538*pi,3.13866917599516*pi) q[11];\nu3(3.256747423087706*pi,1.6875578677143097*pi,1.2657562363316686*pi) q[12];\nu3(3.7997774858235167*pi,-0.11972244362879009*pi,2.3417195933892643*pi) q[13];\nu3(3.8408145848297144*pi,0.4249693641405564*pi,0.9853763035794901*pi) q[14];\nRxxyyzz(0.2962272022082858*pi,0.22839264480219879*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.3625016219558899*pi,0.2259248013071998*pi,3.90586063865305*pi) q[1],q[14];\nRxxyyzz(0.30789815882878985*pi,0.2806235099610319*pi,0.06483988105195237*pi) q[5],q[2];\nRxxyyzz(0.47576341121501176*pi,0.17496371617699857*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.32806584478973017*pi,0.20116085522756455*pi,0.0760718152212636*pi) q[6],q[12];\nRxxyyzz(0.4283535255204203*pi,0.33317514991987474*pi,0.0*pi) q[7],q[8];\nRxxyyzz(0.40278327384106033*pi,0.3183770156755266*pi,3.88659776203332*pi) q[13],q[11];\nu3(3.1954812032920556*pi,-0.2378633881004375*pi,4.275339153623049*pi) q[0];\nu3(3.2102582899810352*pi,-0.12079475869660383*pi,1.6709822344182792*pi) q[1];\nu3(3.7760498689840363*pi,-0.08338478603149407*pi,0.538829777377757*pi) q[2];\nu3(3.37259136179742*pi,0.06481551509080163*pi,1.3460767834202745*pi) q[4];\nu3(3.7559760144405856*pi,2.811177276742332*pi,0.9788667726148392*pi) q[5];\nu3(3.4066425193448833*pi,-0.3769917961581405*pi,0.7196189559049175*pi) q[6];\nu3(3.5671527982372075*pi,-0.192313458913831*pi,1.9018000365788144*pi) q[7];\nu3(3.2511530057408553*pi,2.980799781401571*pi,0.8037350841094062*pi) q[8];\nu3(3.175319704156556*pi,2.7114420351089166*pi,4.292050010609085*pi) q[9];\nu3(3.8289597229123937*pi,0.5865651514929375*pi,0.8924608764288309*pi) q[10];\nu3(3.3803486580299635*pi,3.371891913434868*pi,1.3981105530785873*pi) q[11];\nu3(3.76829702794265*pi,2.8786423503960954*pi,0.6144584261615644*pi) q[12];\nu3(3.147486637466713*pi,2.7128577616432255*pi,0.7821892804051811*pi) q[13];\nu3(3.566952542617099*pi,0.41001463966552*pi,1.6622056824766418*pi) q[14];\nRxxyyzz(0.28716925742457733*pi,0.138003805771449*pi,0.0*pi) q[5],q[0];\nRxxyyzz(0.36963861871310055*pi,0.06174648190864007*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.38132787508809995*pi,0.20713699463390622*pi,0.0*pi) q[10],q[2];\nRxxyyzz(0.4409786738850803*pi,0.32621172294094597*pi,0.18257350241457804*pi) q[3],q[4];\nRxxyyzz(0.3714803094241206*pi,0.35858169865202694*pi,0.0*pi) q[13],q[6];\nRxxyyzz(0.4321563689584194*pi,0.3060354789222298*pi,0.17077036594119469*pi) q[8],q[14];\nRxxyyzz(0.38878905999896496*pi,0.36013641679395403*pi,0.0*pi) q[12],q[11];\nu3(3.6056793141954886*pi,0.8549872734954205*pi,1.1560289969596265*pi) q[0];\nu3(3.2606185595508217*pi,3.2974071794538387*pi,0.6860994245594418*pi) q[1];\nu3(3.44419989446342*pi,2.74897447539852*pi,2.408284008431767*pi) q[2];\nu3(3.0919823550354075*pi,0.6988167979664202*pi,3.8649193158397397*pi) q[3];\nu3(3.647882431998669*pi,2.4800627886073343*pi,4.336867642679277*pi) q[4];\nu3(3.7665826470010395*pi,3.185410110105064*pi,1.8286607272558606*pi) q[5];\nu3(3.8027864190668943*pi,2.3021016965237635*pi,1.9153794689855608*pi) q[6];\nu3(3.6147318152740975*pi,2.3115871518142277*pi,0.884387932036414*pi) q[7];\nu3(3.7238525160833564*pi,1.4586351526201216*pi,4.148255236456587*pi) q[8];\nu3(3.2048708401842*pi,2.7462977306607423*pi,4.4203777756233045*pi) q[10];\nu3(3.280408489107666*pi,2.754654875084426*pi,0.5326441481727392*pi) q[11];\nu3(3.1303880706075033*pi,-0.47336172862034015*pi,2.1126749906116586*pi) q[12];\nu3(3.691033986680717*pi,3.3722072483188406*pi,2.213340456066827*pi) q[13];\nu3(3.4193411138183034*pi,0.10655227340299844*pi,3.706337800491283*pi) q[14];\nRxxyyzz(0.4119188470234195*pi,0.2377512744196663*pi,0.06578955217866857*pi) q[0],q[9];\nRxxyyzz(0.277688093368321*pi,0.18483173304156097*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.3334657298167101*pi,0.30932281195591393*pi,0.0*pi) q[12],q[2];\nRxxyyzz(0.39448445573696983*pi,0.2616232229865679*pi,3.8654270159814907*pi) q[7],q[3];\nRxxyyzz(0.4557519456768597*pi,0.42467240921787625*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.28384962626725996*pi,0.26792648518599327*pi,3.8926017862665194*pi) q[5],q[8];\nRxxyyzz(0.23370340309315987*pi,0.15045793668948404*pi,0.0654858482123446*pi) q[13],q[10];\nu3(3.836862177274472*pi,3.400942652952052*pi,2.3733587056705248*pi) q[0];\nu3(3.6707282386205033*pi,2.7207159591045196*pi,1.6685566192585746*pi) q[1];\nu3(3.8465176449024336*pi,0.6019615760999439*pi,1.901657530926369*pi) q[2];\nu3(3.1141484101558206*pi,0.3888445352262442*pi,0.683940679366756*pi) q[3];\nu3(3.7463880068414186*pi,-0.052360861517550206*pi,1.904590929900843*pi) q[4];\nu3(3.46860040865194*pi,-0.41251769204754696*pi,0.7028516464987167*pi) q[5];\nu3(3.4714898868295507*pi,2.1715095501820176*pi,0.962308462099867*pi) q[7];\nu3(3.632089977158473*pi,-0.34705376562684886*pi,4.039420392219274*pi) q[8];\nu3(3.8560408169805127*pi,2.7378239092434273*pi,0.501361619747444*pi) q[9];\nu3(3.622339155208756*pi,2.1132677833492575*pi,4.205436834178432*pi) q[10];\nu3(3.0496166471129484*pi,0.20368021111855328*pi,4.3164756424144946*pi) q[11];\nu3(3.5732350341330017*pi,-0.27482174152018046*pi,0.7047433349487164*pi) q[12];\nu3(3.408752898396156*pi,1.9050552987536205*pi,1.3093701599539946*pi) q[13];\nu3(3.7888691148143856*pi,1.783575096433354*pi,0.5740900117712762*pi) q[14];\nRxxyyzz(0.45362476805170965*pi,0.2304468623383154*pi,0.04637295923035261*pi) q[0],q[1];\nRxxyyzz(0.49031710841778087*pi,0.30778725372079063*pi,0.0*pi) q[8],q[2];\nRxxyyzz(0.40838796468828964*pi,0.11554472577849717*pi,0.0616583633385676*pi) q[3],q[4];\nRxxyyzz(0.38028448928330993*pi,0.28332166207415155*pi,0.1115260367317683*pi) q[7],q[5];\nRxxyyzz(0.3964177390074797*pi,0.35320835109559934*pi,3.9134004996254905*pi) q[6],q[12];\nRxxyyzz(0.4533509331071306*pi,0.3922892111488321*pi,0.2837656947871722*pi) q[10],q[9];\nRxxyyzz(0.39362433927509033*pi,0.20626990302172787*pi,0.0*pi) q[11],q[14];\nu3(3.1391578186133833*pi,2.533259972523066*pi,3.6083631122194006*pi) q[0];\nu3(3.4989708107810005*pi,-0.022449985936128014*pi,1.804178974311563*pi) q[1];\nu3(3.520975236447813*pi,3.2661224616947395*pi,1.0367853025392657*pi) q[2];\nu3(3.6469035855657523*pi,0.4702003132110042*pi,2.052543722587414*pi) q[3];\nu3(3.0965658554408986*pi,2.610681153094161*pi,4.343460859878903*pi) q[4];\nu3(3.123085493564383*pi,0.8331829959881429*pi,4.024740879794843*pi) q[5];\nu3(3.521980079534535*pi,0.8355311141346085*pi,1.9262301475196328*pi) q[6];\nu3(3.256024587368926*pi,0.7136148092080394*pi,0.8550845212246161*pi) q[7];\nu3(3.386564907652466*pi,1.1854090085092581*pi,1.6428949638825765*pi) q[8];\nu3(3.1322607469930555*pi,0.4101950081002592*pi,1.1822537279272103*pi) q[9];\nu3(3.319227751951657*pi,2.8022669988530855*pi,3.02195419219124*pi) q[10];\nu3(3.6489617108073156*pi,3.0330152744603307*pi,1.4882323772921857*pi) q[11];\nu3(3.4550286328958677*pi,-0.3407078368437855*pi,2.237718815960073*pi) q[12];\nu3(3.762654334706696*pi,2.8163548904302784*pi,2.1081641459585008*pi) q[14];\nRxxyyzz(0.33606983526954*pi,0.23171465136867386*pi,3.9165142709003398*pi) q[0],q[3];\nRxxyyzz(0.44737203407360987*pi,0.15141785561848844*pi,3.8902615749538096*pi) q[13],q[1];\nRxxyyzz(0.45956024471601*pi,0.18973461109606815*pi,0.0*pi) q[7],q[2];\nRxxyyzz(0.287478547757831*pi,0.14414472160677516*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.3201385150887902*pi,0.11996012305522419*pi,0.0*pi) q[10],q[5];\nRxxyyzz(0.40871271961519995*pi,0.29426326058412616*pi,3.92630868033147*pi) q[9],q[6];\nRxxyyzz(0.4273971393661098*pi,0.2410567605739029*pi,0.0*pi) q[12],q[14];\nu3(3.193849581988912*pi,-0.027892310601201897*pi,1.2769883247593423*pi) q[0];\nu3(3.497444484054507*pi,1.9302177209177804*pi,2.11113321688168*pi) q[1];\nu3(3.70322265997146*pi,-0.23653959855035012*pi,3.792138666947085*pi) q[2];\nu3(3.367069848178403*pi,1.6991299298235294*pi,0.7935713756207188*pi) q[3];\nu3(3.6973558895398817*pi,3.2655539284538406*pi,2.0541648841135487*pi) q[4];\nu3(3.5270823186082727*pi,3.270153806090029*pi,0.62270261191*pi) q[5];\nu3(3.6617728562781418*pi,3.0155107977621207*pi,1.4795042486685663*pi) q[6];\nu3(3.438652741567445*pi,3.2324231491326474*pi,0.8738848242914882*pi) q[7];\nu3(3.238243221980774*pi,0.12044853758855367*pi,2.260766331119904*pi) q[8];\nu3(3.585204019108938*pi,-0.3385837429971911*pi,2.015317365725914*pi) q[9];\nu3(3.556345639564414*pi,1.1379858534792033*pi,0.8000919067062462*pi) q[10];\nu3(3.0601623337096977*pi,1.2417711488296108*pi,1.5153077467185643*pi) q[12];\nu3(3.24907333603894*pi,3.064588222992862*pi,2.174208953970887*pi) q[13];\nu3(3.5473194850083347*pi,1.1384158179021235*pi,0.7209028688407377*pi) q[14];\nRxxyyzz(0.4505739861887702*pi,0.11505696561596435*pi,0.0*pi) q[0],q[1];\nRxxyyzz(0.38116819808508007*pi,0.18236346429178282*pi,0.10496695152973956*pi) q[2],q[8];\nRxxyyzz(0.33158750271862103*pi,0.184638159760953*pi,0.0*pi) q[9],q[3];\nRxxyyzz(0.3994852969725899*pi,0.24468741291911425*pi,3.9364610479783195*pi) q[13],q[4];\nRxxyyzz(0.3301832941001095*pi,0.2147462875447027*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.3383999483951099*pi,0.28877730668023593*pi,3.9086937157670505*pi) q[7],q[10];\nRxxyyzz(0.41143951972214043*pi,0.3320099162088469*pi,0.0*pi) q[11],q[12];\nu3(3.0914453718694883*pi,-0.2641366416934194*pi,4.270674574794679*pi) q[0];\nu3(3.132907374008404*pi,2.4812700539788803*pi,2.458827037633829*pi) q[1];\nu3(3.0937987363797634*pi,3.313276752129832*pi,2.06603950085141*pi) q[2];\nu3(3.3564822650541566*pi,-0.41776505854268664*pi,0.7778111431970425*pi) q[3];\nu3(3.6334548604752785*pi,2.410307731356074*pi,0.534869767586744*pi) q[4];\nu3(3.568218616956387*pi,0.8786889222826724*pi,4.139340569713736*pi) q[5];\nu3(3.3068263111607*pi,2.8432037749931443*pi,2.2803098550059557*pi) q[7];\nu3(3.765117475579814*pi,2.7581674293346294*pi,3.614257553945076*pi) q[8];\nu3(3.408815438109139*pi,2.1400335341553154*pi,0.5252556515311415*pi) q[9];\nu3(3.309164587609322*pi,3.114749578869092*pi,4.350596042859008*pi) q[10];\nu3(3.767870708295244*pi,-0.27884785984364296*pi,0.7064075518673507*pi) q[11];\nu3(3.3193817874009772*pi,0.16598529848427757*pi,0.6491710510496378*pi) q[12];\nu3(3.5639588179002697*pi,0.6622074182670314*pi,1.3184431860777286*pi) q[13];\nu3(3.471745820299554*pi,-0.333558607270806*pi,4.131344725117129*pi) q[14];\nRxxyyzz(0.41878821446664993*pi,0.31558838113106*pi,3.95305294833242*pi) q[1],q[5];\nRxxyyzz(0.44186780395293024*pi,0.23377722805494994*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.45198512579830996*pi,0.3300081475836329*pi,0.15644586104626768*pi) q[13],q[3];\nRxxyyzz(0.4417188332196101*pi,0.1897888356575677*pi,0.14122566565782788*pi) q[14],q[4];\nRxxyyzz(0.4607366437010302*pi,0.295335124624208*pi,0.1089571995004234*pi) q[7],q[6];\nRxxyyzz(0.34318657255935964*pi,0.22206278418761016*pi,3.9148239065671593*pi) q[10],q[8];\nRxxyyzz(0.4594927178562002*pi,0.24501977105044803*pi,0.1739173831776992*pi) q[9],q[11];\nu3(3.865099546755988*pi,1.8180740521291718*pi,2.2833002454130455*pi) q[1];\nu3(3.7192166946665552*pi,2.0034556731176547*pi,1.998959490646035*pi) q[2];\nu3(3.483289340050983*pi,3.043409039257782*pi,1.962530699012568*pi) q[3];\nu3(3.736412835748379*pi,3.368449134231007*pi,3.191672034892987*pi) q[4];\nu3(3.677805998870064*pi,0.30253510282029117*pi,1.8606687098744716*pi) q[5];\nu3(3.9163788502094223*pi,2.59122336323002*pi,1.5107559517877593*pi) q[6];\nu3(3.3675634990799095*pi,-0.11845112653776929*pi,4.373643317327098*pi) q[7];\nu3(3.351884905206517*pi,-0.020014023313644935*pi,0.6149500061041209*pi) q[8];\nu3(3.0873935435668454*pi,-0.49862598087183957*pi,0.8551059081556975*pi) q[9];\nu3(3.5366656143205395*pi,-0.1628375428741471*pi,0.6103059143462479*pi) q[10];\nu3(3.7420646146310537*pi,2.464859164352082*pi,0.596225285673746*pi) q[11];\nu3(3.4404577285764413*pi,0.3739053144237562*pi,1.488099616056576*pi) q[12];\nu3(3.4074482166914244*pi,2.8389608139696363*pi,3.338668370510694*pi) q[13];\nu3(3.6580625085042753*pi,2.2549127860582185*pi,4.470051190754859*pi) q[14];\nRxxyyzz(0.47275766856249923*pi,0.23386146746612202*pi,0.0*pi) q[9],q[1];\nRxxyyzz(0.39500106751076025*pi,0.3299709146161567*pi,0.0*pi) q[13],q[2];\nRxxyyzz(0.3528880527629097*pi,0.2858100766348688*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.4175271736651301*pi,0.3098269590119256*pi,0.17661774591732368*pi) q[8],q[4];\nRxxyyzz(0.41100214276499625*pi,0.26937469049037355*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.2915756346810499*pi,0.18978077226465384*pi,3.9402787295013106*pi) q[7],q[10];\nRxxyyzz(0.24196814667672992*pi,0.1819835199361588*pi,3.9025007938339904*pi) q[14],q[12];\nu3(3.37641204950638*pi,0.6783506919587823*pi,1.9388655825510657*pi) q[1];\nu3(3.810580886898376*pi,2.670237189364873*pi,1.3022317969715962*pi) q[2];\nu3(3.8723660522482373*pi,0.24790128779848375*pi,2.1715788416631234*pi) q[3];\nu3(3.415448820200941*pi,-0.3441698753208934*pi,0.6671153896284371*pi) q[4];\nu3(3.727852163158116*pi,0.4420820244367337*pi,0.6530999685289589*pi) q[5];\nu3(3.905581333607055*pi,0.26208546488835727*pi,2.15804226140766*pi) q[6];\nu3(3.046597434615709*pi,-0.0832535689009326*pi,1.0157721708203447*pi) q[7];\nu3(3.348994388300218*pi,2.5209638156065535*pi,1.5262824962951735*pi) q[8];\nu3(3.792594131548956*pi,0.30409919690513076*pi,1.2754613187272785*pi) q[9];\nu3(3.8447275198271824*pi,0.33270794856705954*pi,1.4974436774026805*pi) q[10];\nu3(3.7348606947677894*pi,-0.20378156041365025*pi,0.7491217727888714*pi) q[11];\nu3(3.1633480694920135*pi,-0.16854937917709772*pi,4.467252610158554*pi) q[12];\nu3(3.6402177465551753*pi,1.6348881086922487*pi,0.533347699340113*pi) q[13];\nu3(3.3117571210774157*pi,0.7294738011812014*pi,0.5979845821784137*pi) q[14];\nRxxyyzz(0.2939695017677799*pi,0.11648648538903261*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.34893922612286976*pi,0.17696482069533703*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.40076816689932*pi,0.20511916223183546*pi,3.918083957870861*pi) q[7],q[2];\nRxxyyzz(0.4455443374410799*pi,0.2782324568279975*pi,0.1071376646664155*pi) q[12],q[3];\nRxxyyzz(0.34231683021546006*pi,0.26112322879057004*pi,3.8874702955236895*pi) q[14],q[4];\nRxxyyzz(0.33513650536081907*pi,0.11147021506521737*pi,0.0*pi) q[10],q[9];\nu3(3.5374967147966423*pi,2.4725862137353842*pi,1.576564283923808*pi) q[0];\nu3(3.097708345864202*pi,0.5536175806069503*pi,0.8107974417574827*pi) q[1];\nu3(3.2322118433236007*pi,3.19918537708795*pi,1.3589511460905122*pi) q[2];\nu3(3.2732513757305233*pi,-0.2709060457926368*pi,1.6430667027300907*pi) q[3];\nu3(3.2668312008326783*pi,1.0521626294106925*pi,1.1953901668345837*pi) q[4];\nu3(3.16392889570227*pi,3.3341149574837123*pi,1.3971281385200671*pi) q[7];\nu3(1.5839001505630848*pi,-0.07638059728965046*pi,0.6362050968729077*pi) q[8];\nu3(1.5069290656991587*pi,2.521027845515511*pi,0.9996823469368799*pi) q[9];\nu3(0.5724236959174307*pi,2.6643107864132016*pi,4.3583584973778215*pi) q[10];\nu3(3.227719195362342*pi,3.1876883088520263*pi,3.2841924205408017*pi) q[12];\nu3(3.529204405514978*pi,2.604975069680134*pi,4.457884490390705*pi) q[13];\nu3(3.6785255540098003*pi,-0.49149019313011166*pi,3.768538669098577*pi) q[14];\nmeasure q[9] -> c[3];\nmeasure q[10] -> c[10];\nmeasure q[8] -> c[12];\nRxxyyzz(0.4473958626029497*pi,0.2563459881574706*pi,3.94768478995368*pi) q[0],q[1];\nRxxyyzz(0.41219981670126415*pi,0.2556338350604799*pi,0.0*pi) q[6],q[2];\nRxxyyzz(0.35078949557299016*pi,0.12776361480768283*pi,3.9512855696368803*pi) q[11],q[3];\nRxxyyzz(0.28682453050608037*pi,0.14211672645330098*pi,0.0*pi) q[12],q[4];\nRxxyyzz(0.32651837373200004*pi,0.18637340001160485*pi,0.1644241297060578*pi) q[7],q[5];\nRxxyyzz(0.40678032000514974*pi,0.23004772520209807*pi,3.93845557700395*pi) q[13],q[14];\nu3(3.7288050856210293*pi,3.495429398043703*pi,1.6041940356026814*pi) q[0];\nu3(3.7337630447249657*pi,-0.10611571199708997*pi,1.9381716655760481*pi) q[1];\nu3(3.622489843460673*pi,0.7776010856938371*pi,1.976139533946895*pi) q[2];\nu3(0.30594745860410344*pi,0.15658625743207544*pi,0.8718833863331124*pi) q[3];\nu3(3.2494788447886664*pi,3.2340921334449004*pi,2.402664076126251*pi) q[4];\nu3(2.633774003759908*pi,0.4418495359368707*pi,4.032330227815991*pi) q[5];\nu3(3.439140218627*pi,1.7044722539493091*pi,1.6438004216193471*pi) q[6];\nu3(1.8867526869026388*pi,-0.26346219239054947*pi,1.4600615378918702*pi) q[7];\nu3(1.5720194949750719*pi,-0.31317153326601055*pi,1.3958298647990572*pi) q[11];\nu3(0.1216501799336869*pi,-0.19921140187222242*pi,2.0555322411797072*pi) q[12];\nu3(3.803058376610327*pi,0.3268689482735716*pi,1.282968293630523*pi) q[13];\nu3(3.5228281486367425*pi,-0.38758573408071206*pi,1.882561221385144*pi) q[14];\nmeasure q[0] -> c[0];\nmeasure q[7] -> c[1];\nmeasure q[13] -> c[2];\nmeasure q[5] -> c[4];\nmeasure q[14] -> c[5];\nmeasure q[2] -> c[6];\nmeasure q[6] -> c[7];\nmeasure q[12] -> c[8];\nmeasure q[1] -> c[9];\nmeasure q[11] -> c[11];\nmeasure q[4] -> c[13];\nmeasure q[3] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.528777528185218*pi,2.784521815547821*pi,3.3215281049702012*pi) q[0];\nu3(3.652204332220005*pi,3.2329662857898898*pi,2.014807726706989*pi) q[1];\nu3(3.4071933683640188*pi,0.7193984617575544*pi,4.00509986062935*pi) q[2];\nu3(3.429495556876956*pi,3.273616199568605*pi,4.137805969327339*pi) q[3];\nu3(3.2345473849231237*pi,2.6313731910997795*pi,1.035889973803788*pi) q[4];\nu3(3.7453644260961476*pi,-0.2901710921431804*pi,2.7181777673180623*pi) q[5];\nu3(3.6966259275930424*pi,2.651440213569374*pi,1.9151793542870776*pi) q[6];\nu3(3.9271479880169315*pi,-0.34139531248755284*pi,3.316736203368457*pi) q[7];\nu3(3.4866851624337536*pi,-0.4388333071694601*pi,2.0630442473791852*pi) q[8];\nu3(3.781031929592666*pi,2.43063285898687*pi,4.2007624735965265*pi) q[9];\nu3(3.4253539892388343*pi,2.8720041032638592*pi,3.3721552321474206*pi) q[10];\nu3(3.4348044700901603*pi,-0.2849657441507093*pi,1.600801397092065*pi) q[11];\nu3(3.5687315875592587*pi,3.0478737605578017*pi,1.605701787975866*pi) q[12];\nu3(3.658537162198281*pi,3.0008916476046705*pi,1.0840968420240085*pi) q[13];\nu3(3.405353632517432*pi,-0.01375718780688373*pi,3.8619823813396996*pi) q[14];\nRxxyyzz(0.34983881549663*pi,0.14119188633891122*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.42405766341569806*pi,0.330457157406409*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.4547059498588085*pi,0.22910207526726833*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.2827362160048337*pi,0.08202033815424103*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.40131231915706966*pi,0.3014942478094024*pi,3.8364986643636403*pi) q[5],q[12];\nRxxyyzz(0.46671056798363986*pi,0.2954669380994839*pi,0.0*pi) q[7],q[8];\nRxxyyzz(0.4479985461975894*pi,0.23737529368207635*pi,3.9185224498696294*pi) q[13],q[14];\nu3(3.3494089914754053*pi,0.5014397372676824*pi,2.4192164797631603*pi) q[0];\nu3(3.296805140266218*pi,2.4065284094094093*pi,2.3184303919449474*pi) q[1];\nu3(3.497143490253684*pi,0.6528406482743998*pi,1.6305935123033835*pi) q[2];\nu3(3.68360724311917*pi,3.1989480255782103*pi,0.6102353740177775*pi) q[3];\nu3(3.6652039454986123*pi,3.0289982967323414*pi,0.7261358733558703*pi) q[4];\nu3(3.583428464230387*pi,-0.01675039800514444*pi,1.7272620677440529*pi) q[5];\nu3(3.3954936186434406*pi,3.3349392488443197*pi,0.7467168825374646*pi) q[6];\nu3(3.499221198012554*pi,3.10407474542784*pi,1.1272349176314949*pi) q[7];\nu3(3.4454509711081167*pi,2.7514127455942052*pi,0.5918978136024582*pi) q[8];\nu3(3.0563790233334904*pi,3.4164299068624917*pi,0.753006289857514*pi) q[9];\nu3(3.382906760302568*pi,0.35828043846124835*pi,1.7239031841379873*pi) q[10];\nu3(3.170497474188716*pi,3.4045301812139677*pi,2.056102131272042*pi) q[12];\nu3(3.2134455314860473*pi,0.6316208396185263*pi,2.4745513043283562*pi) q[13];\nu3(3.6815110142660874*pi,1.6713942697627755*pi,2.423285129127234*pi) q[14];\nRxxyyzz(0.46083092012414073*pi,0.23346694700004833*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.39362776632503976*pi,0.2676082667766174*pi,0.08169598019969018*pi) q[1],q[12];\nRxxyyzz(0.4432674000013632*pi,0.2292805174562565*pi,3.9230624141976733*pi) q[3],q[9];\nRxxyyzz(0.43762149233644987*pi,0.25151454530157125*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.4491371621269896*pi,0.284903407436528*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.32662469719909926*pi,0.28057742422837095*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.38124108674082*pi,0.2684618645914711*pi,0.10337724138162065*pi) q[11],q[14];\nu3(3.3993262945229032*pi,3.409504427353037*pi,1.3330796337915465*pi) q[0];\nu3(3.1711000816958657*pi,0.37676109422576076*pi,3.4269849203943874*pi) q[1];\nu3(3.386801023397608*pi,-0.4308751580853125*pi,4.436030789593846*pi) q[2];\nu3(3.6907612071427627*pi,0.15502181821360872*pi,0.9089182341270463*pi) q[3];\nu3(3.5758599498066013*pi,3.421346922282351*pi,3.8418764366018703*pi) q[4];\nu3(3.8627367415813096*pi,0.4735853895422789*pi,2.3935559271482325*pi) q[5];\nu3(3.3582949861412503*pi,2.445888322314099*pi,2.2046693221618794*pi) q[6];\nu3(3.211884810987968*pi,2.315207735331281*pi,1.685185022505517*pi) q[7];\nu3(3.219699668073165*pi,3.331826400386858*pi,4.330142831062328*pi) q[8];\nu3(3.3850347315681892*pi,3.169961328387285*pi,1.6416759777481618*pi) q[9];\nu3(3.325959942188878*pi,2.858160899031624*pi,4.45993712451706*pi) q[11];\nu3(3.172333197684974*pi,2.9654948434784916*pi,1.6570315383191085*pi) q[12];\nu3(3.540646034392472*pi,3.4570284252588133*pi,1.8967236257663367*pi) q[13];\nu3(3.520436800882734*pi,0.5796601941795791*pi,0.9885087432746311*pi) q[14];\nRxxyyzz(0.36277206351085006*pi,0.2685026178112806*pi,0.25088216711696465*pi) q[0],q[12];\nRxxyyzz(0.4008958453552022*pi,0.14219586107414453*pi,3.9481000581740897*pi) q[1],q[8];\nRxxyyzz(0.4347319975087193*pi,0.30038358510211133*pi,0.07370268911865098*pi) q[4],q[6];\nRxxyyzz(0.4492661978098602*pi,0.25395487626116386*pi,3.887519242001931*pi) q[10],q[5];\nRxxyyzz(0.44631717902775003*pi,0.38423853723016443*pi,3.9593255316070692*pi) q[7],q[11];\nRxxyyzz(0.39785878467692015*pi,0.36283034572630823*pi,0.0768256306696653*pi) q[13],q[14];\nu3(3.868295542084617*pi,0.2687098736489003*pi,4.032219752079028*pi) q[0];\nu3(3.5987619585183372*pi,2.6479724895246006*pi,1.762132436694926*pi) q[1];\nu3(3.9180285904159633*pi,0.37213725621701965*pi,0.5931348804847557*pi) q[4];\nu3(3.4808813965565424*pi,3.075189528234735*pi,1.7256028690628638*pi) q[5];\nu3(3.585054798845783*pi,3.188623894466019*pi,0.9468464428791208*pi) q[6];\nu3(3.8927759474093677*pi,2.771780782803325*pi,2.166514326901063*pi) q[7];\nu3(3.389757378793283*pi,-0.39055828602169784*pi,2.1802912969440342*pi) q[8];\nu3(3.6303312884301744*pi,3.083391450851395*pi,1.3148487045398656*pi) q[10];\nu3(3.1443945506571*pi,0.9749855989331713*pi,1.9118492524270652*pi) q[11];\nu3(3.3233980665257845*pi,3.4044328694946033*pi,3.009644547903914*pi) q[12];\nu3(3.597345960694565*pi,2.709574958597715*pi,0.6817147271896769*pi) q[13];\nu3(3.0237492347820583*pi,-0.2696171275076431*pi,0.803332740811262*pi) q[14];\nRxxyyzz(0.45761454131164025*pi,0.11163875125955958*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.46284097392710855*pi,0.13762335964866512*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.29404343430810004*pi,0.1432378990274663*pi,0.040931443931242484*pi) q[4],q[3];\nRxxyyzz(0.4295998280946601*pi,0.25675311712989485*pi,0.04152983196775592*pi) q[6],q[9];\nRxxyyzz(0.44462860726482983*pi,0.1773454666417842*pi,3.925949594339631*pi) q[10],q[7];\nRxxyyzz(0.31379599322943275*pi,0.2875340458792087*pi,0.0*pi) q[11],q[12];\nu3(3.52982974592574*pi,3.391223833063326*pi,4.186858123499815*pi) q[0];\nu3(3.901047514462001*pi,3.086678679711704*pi,1.885066425516256*pi) q[2];\nu3(3.5297584271397864*pi,3.2225095823182386*pi,3.267550420851716*pi) q[3];\nu3(3.5343950486699547*pi,2.7821161341616816*pi,1.6794517977367973*pi) q[4];\nu3(3.9345943868282314*pi,1.0128801166351111*pi,1.8695930196318646*pi) q[5];\nu3(3.613053531513326*pi,-0.07594464443300986*pi,4.072699681225819*pi) q[6];\nu3(3.4917740950961598*pi,3.480127585828526*pi,2.2442725822654035*pi) q[7];\nu3(3.6884018985937996*pi,3.220496695687987*pi,3.6413464726936224*pi) q[9];\nu3(3.434283454826697*pi,0.3752317456731433*pi,1.7288375488206655*pi) q[10];\nu3(3.771453952463481*pi,-0.32478715650723416*pi,1.0847714468145897*pi) q[11];\nu3(3.4268426566181085*pi,0.30688005330918133*pi,2.4037283371373785*pi) q[12];\nu3(3.54550680103256*pi,0.6888012247138549*pi,2.1640200260324844*pi) q[13];\nRxxyyzz(0.3864334823599396*pi,0.23316656279803072*pi,0.0*pi) q[10],q[0];\nRxxyyzz(0.37603718054610014*pi,0.2350342794427307*pi,0.0*pi) q[4],q[1];\nRxxyyzz(0.3173066977173998*pi,0.1859397183415905*pi,3.913863378121439*pi) q[3],q[6];\nRxxyyzz(0.3836496376448001*pi,0.2475127935798982*pi,0.0*pi) q[7],q[8];\nRxxyyzz(0.32917613550000646*pi,0.16336162019985467*pi,3.9339955653450867*pi) q[13],q[14];\nu3(3.211573563001978*pi,3.065122629913073*pi,1.039251698484934*pi) q[0];\nu3(3.3147701678948236*pi,3.0798366078186765*pi,0.5356654113522952*pi) q[1];\nu3(3.38859264743641*pi,0.41793990727351205*pi,1.4238550890041675*pi) q[3];\nu3(3.4494933383046487*pi,-0.28667929952082893*pi,2.028732655143279*pi) q[4];\nu3(3.662819381834406*pi,3.1763495247941305*pi,0.6131717767842155*pi) q[6];\nu3(3.307706601581538*pi,0.6781187805099003*pi,0.9236129494208258*pi) q[7];\nu3(3.3777652937097273*pi,0.7265200414517567*pi,1.7889003726243258*pi) q[8];\nu3(3.644968275189549*pi,0.1878925816509327*pi,1.173222921389076*pi) q[10];\nu3(3.2745354306722447*pi,2.111905155951694*pi,2.1222498249007717*pi) q[13];\nu3(3.347606271341026*pi,1.3557844181742955*pi,1.5805055839716298*pi) q[14];\nRxxyyzz(0.49127254052807023*pi,0.17064889298887131*pi,0.0*pi) q[2],q[0];\nRxxyyzz(0.4839328280876002*pi,0.15998261176494744*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.3297356339777799*pi,0.2364494814640068*pi,3.8729747224387996*pi) q[5],q[3];\nRxxyyzz(0.4208277359464304*pi,0.1408604221964529*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.4522987483658198*pi,0.35041168206413265*pi,3.8471033806333104*pi) q[10],q[6];\nRxxyyzz(0.45787007927676016*pi,0.34569119718284047*pi,0.0*pi) q[7],q[12];\nu3(3.40514251409658*pi,-0.35507974912430107*pi,1.594857613249058*pi) q[0];\nu3(3.6896709118973177*pi,0.2371860669655903*pi,1.5811534592485654*pi) q[1];\nu3(3.528901588688553*pi,2.213329500208875*pi,4.134668637109264*pi) q[2];\nu3(3.0511802190661808*pi,1.5572381702869662*pi,1.5203439924271804*pi) q[3];\nu3(3.7659045457227345*pi,0.5904744826463237*pi,1.165461912319037*pi) q[4];\nu3(3.602882246083635*pi,-0.4724839903040946*pi,3.1122036879930506*pi) q[5];\nu3(3.3509438936528655*pi,-0.10601777327214496*pi,2.108697010316976*pi) q[6];\nu3(3.2999701726682935*pi,0.9637235497331451*pi,1.4633467627498988*pi) q[7];\nu3(3.1448747792022296*pi,2.3279673367541474*pi,1.9216758144350692*pi) q[8];\nu3(3.7252050144347217*pi,2.4881492436828125*pi,1.346847281966427*pi) q[10];\nu3(3.7648154585429*pi,-0.383356877805359*pi,1.3147850097292786*pi) q[11];\nu3(3.7504614398843654*pi,3.3960416315685737*pi,0.7219591191480206*pi) q[12];\nRxxyyzz(0.46232014274182065*pi,0.19710070999437523*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.3446754390261445*pi,0.24410496208048305*pi,0.0*pi) q[11],q[2];\nRxxyyzz(0.38783388843941746*pi,0.2862157184986357*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.4489245253169001*pi,0.2992720001934872*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.4286341719732*pi,0.2607533877421702*pi,0.09677388519922302*pi) q[8],q[5];\nRxxyyzz(0.3534095714509027*pi,0.2297663554638102*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.3364231691375775*pi,0.14339670236208457*pi,0.06717640943473357*pi) q[10],q[12];\nu3(3.268571023483628*pi,0.06482424844223866*pi,4.270955216516116*pi) q[0];\nu3(3.500671528850143*pi,2.2115395456078843*pi,1.781637327066846*pi) q[2];\nu3(3.5355477242246485*pi,2.778189230116185*pi,2.4421881618714973*pi) q[3];\nu3(3.134635370147326*pi,-0.1142318143443104*pi,1.3404539231466648*pi) q[4];\nu3(3.4409360755003817*pi,3.0791891392905875*pi,3.2374636041507046*pi) q[5];\nu3(3.5281004626301544*pi,0.9442135919763344*pi,1.9480644187559508*pi) q[6];\nu3(3.113014361043901*pi,2.782982088865808*pi,1.7898190604858986*pi) q[7];\nu3(3.50241312109438*pi,-0.44490005758099294*pi,3.919187485334679*pi) q[8];\nu3(3.3362287990706245*pi,2.294458412420647*pi,1.6844273110203436*pi) q[9];\nu3(3.7603594421667004*pi,0.5498204581921677*pi,1.3469763350930832*pi) q[10];\nu3(3.4121425318958494*pi,0.07300179469936097*pi,2.227345564594499*pi) q[11];\nu3(3.4335823072282077*pi,2.361377332936291*pi,0.6133691454324534*pi) q[12];\nu3(3.3385434262201428*pi,0.8635772492015712*pi,1.5521849841594868*pi) q[13];\nu3(3.116330411735401*pi,2.852632277217157*pi,1.3127462739512397*pi) q[14];\nRxxyyzz(0.43754165195336997*pi,0.24704016942415094*pi,3.8406514390777406*pi) q[5],q[0];\nRxxyyzz(0.2693013908616301*pi,0.23002966308077788*pi,3.88125821023961*pi) q[9],q[1];\nRxxyyzz(0.3993781358996712*pi,0.28516343100065566*pi,0.0*pi) q[2],q[3];\nRxxyyzz(0.3570443779024401*pi,0.2596565809006126*pi,0.13611533638483664*pi) q[4],q[8];\nRxxyyzz(0.4399920261260971*pi,0.19788642411476276*pi,0.0*pi) q[7],q[13];\nu3(3.2032361725966414*pi,-0.31999138468500665*pi,1.61420370840198*pi) q[0];\nu3(3.596719280506158*pi,2.0271611312699553*pi,1.2619024738913125*pi) q[1];\nu3(3.6774632859620433*pi,-0.4380092706810599*pi,3.9699093425988483*pi) q[2];\nu3(3.522935660265033*pi,-0.05758291985636521*pi,2.1415845017319084*pi) q[3];\nu3(3.401365865329165*pi,-0.46129417600579914*pi,3.3363916157546605*pi) q[4];\nu3(3.4811964383662293*pi,0.16816261716513115*pi,1.4485029728191896*pi) q[5];\nu3(3.8123223431895865*pi,2.77076627727708*pi,0.7738780943188713*pi) q[7];\nu3(3.4808570071144804*pi,3.153744189316917*pi,1.1519289742206391*pi) q[8];\nu3(3.399202141267197*pi,-0.18750904096143128*pi,3.836411633348617*pi) q[9];\nu3(3.475809599068733*pi,0.31894082461089657*pi,0.9594859439075335*pi) q[13];\nRxxyyzz(0.4584721326345803*pi,0.17413259861027316*pi,3.9573919058307396*pi) q[0],q[6];\nRxxyyzz(0.30153651418481*pi,0.17123388110472293*pi,0.057294584600162235*pi) q[1],q[11];\nRxxyyzz(0.3623672927195202*pi,0.28866060158143725*pi,3.9294868972715093*pi) q[4],q[12];\nRxxyyzz(0.45593688455464143*pi,0.185930535211696*pi,0.0*pi) q[8],q[5];\nRxxyyzz(0.41879246878448373*pi,0.2220983334168798*pi,0.0*pi) q[10],q[7];\nRxxyyzz(0.41040282540625006*pi,0.17756705825177144*pi,0.0*pi) q[14],q[9];\nu3(3.5749396844113153*pi,-0.2701700521081194*pi,0.8594973966724624*pi) q[0];\nu3(3.4368003642444918*pi,0.03825289793911435*pi,2.229164337920621*pi) q[1];\nu3(3.5082972881633507*pi,2.333060250595573*pi,1.9711481126915962*pi) q[4];\nu3(3.5453722344902747*pi,2.5128229072049058*pi,1.2057063598218032*pi) q[5];\nu3(3.284901481426489*pi,-0.17049651266864596*pi,0.9706740089050037*pi) q[6];\nu3(3.3233093134498315*pi,-0.30750490506051187*pi,1.0626121885215083*pi) q[7];\nu3(3.694833642876428*pi,1.0232270479433372*pi,1.2682274113311407*pi) q[8];\nu3(3.3413897066279623*pi,2.0249511890670933*pi,1.947273855872198*pi) q[9];\nu3(3.6349035402261696*pi,0.39414282930622113*pi,2.3638151259248597*pi) q[10];\nu3(3.656256924735492*pi,2.6666454112847937*pi,3.795700954638324*pi) q[11];\nu3(3.6391905501075117*pi,-0.4333881551105393*pi,2.0940666976134032*pi) q[12];\nu3(3.7944825979300054*pi,-0.24080228879247534*pi,0.6879475536186246*pi) q[14];\nRxxyyzz(0.45883850109568985*pi,0.28609319195977023*pi,3.8421364497922*pi) q[14],q[0];\nRxxyyzz(0.44987934224571047*pi,0.2929293568585811*pi,0.0*pi) q[10],q[1];\nRxxyyzz(0.42663733140476984*pi,0.20597430097917532*pi,3.83673464493919*pi) q[7],q[2];\nRxxyyzz(0.4838617932593676*pi,0.3659575193366359*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.30792253212964976*pi,0.22279266698611178*pi,0.1754132549544103*pi) q[4],q[5];\nRxxyyzz(0.44299182777602975*pi,0.24194546405239456*pi,3.88735011689732*pi) q[13],q[9];\nRxxyyzz(0.37202892102575014*pi,0.3555485765068398*pi,0.0*pi) q[12],q[11];\nu3(3.528277390689766*pi,1.3703195339154473*pi,1.8617762853329518*pi) q[0];\nu3(3.2353267745577687*pi,0.1863485353840536*pi,0.9193525186393848*pi) q[1];\nu3(3.8731862197610383*pi,1.2986275809644678*pi,2.3776531831410437*pi) q[2];\nu3(3.4533162661038843*pi,3.468453680839181*pi,1.2894790920553971*pi) q[3];\nu3(3.692982270421594*pi,0.02520346546461294*pi,2.2073389887956525*pi) q[4];\nu3(3.6257089365685955*pi,0.02274632409793309*pi,1.7129186585774028*pi) q[5];\nu3(3.632113842718625*pi,3.404236556881776*pi,0.893489251478266*pi) q[7];\nu3(3.7413515538594098*pi,3.331747900327246*pi,2.806664038529997*pi) q[8];\nu3(3.349809304385813*pi,1.8142083563025402*pi,2.482328329800392*pi) q[9];\nu3(3.8203616975559807*pi,-0.030075689377610904*pi,0.6193443446746167*pi) q[10];\nu3(3.6079488833301414*pi,3.2207081287864057*pi,0.7712472127335026*pi) q[11];\nu3(3.7059028152290288*pi,2.74130474283536*pi,0.5917729570993924*pi) q[12];\nu3(3.562023165656262*pi,3.2641689316364357*pi,2.17598859416136*pi) q[13];\nu3(3.354430829663774*pi,2.499515313549291*pi,1.8384942993260787*pi) q[14];\nRxxyyzz(0.32820825702053*pi,0.20545408778016772*pi,0.0*pi) q[4],q[0];\nRxxyyzz(0.39440383617278*pi,0.3209009296914085*pi,3.8034321334293097*pi) q[1],q[12];\nRxxyyzz(0.47197985321079905*pi,0.2552723400420813*pi,0.0*pi) q[3],q[2];\nRxxyyzz(0.46344117845104993*pi,0.39876283049292405*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.43701786574508017*pi,0.29589580039030716*pi,0.0*pi) q[14],q[6];\nRxxyyzz(0.45363985737387535*pi,0.4063595290937547*pi,3.927350196657896*pi) q[13],q[7];\nRxxyyzz(0.4443217195965895*pi,0.09286467433344253*pi,3.95765988869991*pi) q[8],q[10];\nu3(3.937279860555611*pi,2.7903970396518174*pi,4.386970775126478*pi) q[0];\nu3(3.8931455181249617*pi,-0.3211489994883001*pi,0.8093867944758666*pi) q[1];\nu3(3.807649955963881*pi,-0.053642613649270976*pi,1.3812755809661925*pi) q[2];\nu3(3.75547019004729*pi,-0.23140347416366802*pi,2.2120430522172*pi) q[3];\nu3(3.6574448131742803*pi,2.738824585761698*pi,0.8862700288260106*pi) q[4];\nu3(3.6175471242860975*pi,0.6901424399115696*pi,1.1316401156475289*pi) q[5];\nu3(3.435541559263987*pi,-0.2631724247558681*pi,1.0118641932879033*pi) q[6];\nu3(3.30036105013438*pi,-0.039534179354416166*pi,1.6443006998736522*pi) q[7];\nu3(3.6030810464774348*pi,2.092595862935343*pi,0.7915531576722623*pi) q[8];\nu3(3.6065137745906664*pi,-0.3090830875449956*pi,2.0205156589784248*pi) q[9];\nu3(3.329367921146138*pi,0.01952705585432013*pi,1.1913970354109513*pi) q[10];\nu3(3.727822289310144*pi,1.0505533929031072*pi,0.7524881599366089*pi) q[12];\nu3(3.711818680729637*pi,0.7951823965572413*pi,1.670048736294304*pi) q[13];\nu3(3.7283880832328298*pi,2.6801916407112203*pi,1.6970619319280786*pi) q[14];\nRxxyyzz(0.45226058042885997*pi,0.2839683003949617*pi,3.933816644319201*pi) q[14],q[0];\nRxxyyzz(0.41212622796488013*pi,0.3576972220965922*pi,3.93037335253245*pi) q[5],q[1];\nRxxyyzz(0.377818937075194*pi,0.08882656020069801*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.4471696945236299*pi,0.33843584165225576*pi,3.87371830208847*pi) q[4],q[3];\nRxxyyzz(0.35650826679955994*pi,0.2995957872673901*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.43051953673661997*pi,0.2205929272067282*pi,0.08119494273729798*pi) q[9],q[11];\nu3(3.209279877528805*pi,2.971068503718132*pi,1.0888004813391028*pi) q[0];\nu3(3.7902970286791833*pi,1.0341131186664447*pi,0.88608674071968*pi) q[1];\nu3(3.7672398936606553*pi,2.5321840070492114*pi,1.528123559203054*pi) q[2];\nu3(3.4377933675241867*pi,2.5595889459418815*pi,1.435464145172082*pi) q[3];\nu3(3.7892060570082475*pi,3.431965424001582*pi,1.2026352761631738*pi) q[4];\nu3(3.169484347131389*pi,2.6564527278749708*pi,1.6233295086991486*pi) q[5];\nu3(3.5250926047073117*pi,2.764592369352496*pi,1.4790478511903409*pi) q[6];\nu3(3.4089803754962773*pi,0.5681476820609144*pi,0.568818874592737*pi) q[9];\nu3(3.5768674394530158*pi,1.2938580315406625*pi,1.540794758925852*pi) q[10];\nu3(3.7274463201647774*pi,1.5956766285571748*pi,0.5066743560754458*pi) q[11];\nu3(3.312833795205374*pi,3.0661730534742535*pi,2.0367170637313166*pi) q[12];\nu3(3.332423496623688*pi,3.3465056637146136*pi,2.151733367390374*pi) q[14];\nRxxyyzz(0.4303766221445802*pi,0.2599801800535976*pi,3.9010856540695404*pi) q[7],q[0];\nRxxyyzz(0.4327797857368*pi,0.3492137090715988*pi,0.06300687472720219*pi) q[1],q[12];\nRxxyyzz(0.2054187261875397*pi,0.11723206922255125*pi,0.07298257498101357*pi) q[14],q[2];\nRxxyyzz(0.34347744758468013*pi,0.13243600301613168*pi,0.0*pi) q[10],q[3];\nRxxyyzz(0.4224723099095402*pi,0.402592579764093*pi,0.22589481650305732*pi) q[4],q[11];\nRxxyyzz(0.3487278574104026*pi,0.23750822627561752*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.44170647470384966*pi,0.32604861711732763*pi,0.08126639390350417*pi) q[13],q[6];\nu3(3.430106757524819*pi,0.5656325541743339*pi,2.2579867610476865*pi) q[0];\nu3(3.780287056563204*pi,-0.15915285813599334*pi,1.2077180650120656*pi) q[1];\nu3(2.597897332453049*pi,0.7523914808514103*pi,1.1445374708393854*pi) q[2];\nu3(3.2386701366812716*pi,0.4708492836623237*pi,1.8901628844925626*pi) q[3];\nu3(3.4201733478562533*pi,3.4349926429560345*pi,4.051924697759954*pi) q[4];\nu3(3.692075296727965*pi,-0.05013931381572212*pi,2.7602267690413247*pi) q[5];\nu3(3.411341674922156*pi,-0.4022601461301242*pi,2.1254738820448207*pi) q[6];\nu3(3.3950188886780093*pi,3.410623038762392*pi,0.916932139444568*pi) q[7];\nu3(3.3829328229145554*pi,-0.35297181463013294*pi,4.256674376831361*pi) q[9];\nu3(3.6384682494618814*pi,0.7733208085804206*pi,0.7172591511322024*pi) q[10];\nu3(3.804408350049303*pi,0.09248654541755863*pi,3.0064595756311854*pi) q[11];\nu3(3.827232503584299*pi,-0.06758148578692796*pi,3.2687391168421778*pi) q[12];\nu3(3.760206038462149*pi,3.2699918867750792*pi,2.870923868649965*pi) q[13];\nu3(3.2145792000535893*pi,3.3217196182210573*pi,0.663168859356714*pi) q[14];\nmeasure q[2] -> c[8];\nRxxyyzz(0.35912908519871023*pi,0.27866569120391116*pi,3.8556555357108504*pi) q[9],q[0];\nRxxyyzz(0.4144943327890739*pi,0.17085369333866451*pi,0.0*pi) q[7],q[1];\nRxxyyzz(0.47448769449060046*pi,0.2218205357966211*pi,0.0*pi) q[4],q[3];\nRxxyyzz(0.38778718036054005*pi,0.3444658824491631*pi,3.935225398340221*pi) q[5],q[6];\nRxxyyzz(0.45589672307813*pi,0.22989292167558784*pi,0.0*pi) q[8],q[14];\nRxxyyzz(0.36105886579004*pi,0.22182009383060364*pi,0.0*pi) q[10],q[12];\nRxxyyzz(0.2682305807120804*pi,0.16823818763709752*pi,3.8497571102094508*pi) q[13],q[11];\nu3(3.2163443997609873*pi,3.32799118669883*pi,0.5625713414084572*pi) q[0];\nu3(3.3833097160234304*pi,-0.17178971087304762*pi,1.8980195249000862*pi) q[1];\nu3(3.597439891372037*pi,3.4065024643849164*pi,3.6713687718895995*pi) q[3];\nu3(3.6607195672485684*pi,2.9946097059300234*pi,0.7155581421905346*pi) q[4];\nu3(3.058003404086896*pi,2.194131214393396*pi,1.8185928775430675*pi) q[5];\nu3(3.438801678384443*pi,3.2984196185203727*pi,0.9410431195180022*pi) q[6];\nu3(3.3773473396701204*pi,3.1819054603105363*pi,1.2152564782472446*pi) q[7];\nu3(3.3050080944171154*pi,2.519240756846237*pi,1.1456062491147143*pi) q[8];\nu3(3.36148561213305*pi,-0.26687831746719204*pi,3.6442596337637405*pi) q[9];\nu3(3.2290428756484966*pi,0.5885243353425673*pi,1.2112115358657847*pi) q[10];\nu3(3.562840634956292*pi,2.4333865125517655*pi,0.800751651122461*pi) q[11];\nu3(3.2406805169193915*pi,-0.3345044302470851*pi,1.9521570093071872*pi) q[12];\nu3(3.332538374825601*pi,3.077948232731205*pi,2.1001705043395402*pi) q[13];\nu3(3.885585274774177*pi,0.07021843522786142*pi,1.269605301659979*pi) q[14];\nRxxyyzz(0.3760776341300801*pi,0.26829064273664244*pi,0.05307648738597196*pi) q[0],q[5];\nRxxyyzz(0.4405554331905002*pi,0.3526110379119787*pi,0.1024320253272248*pi) q[1],q[11];\nRxxyyzz(0.4431480214931601*pi,0.20959563812378967*pi,0.0*pi) q[12],q[3];\nRxxyyzz(0.4125936231976301*pi,0.34583990982546764*pi,0.13328612082159896*pi) q[4],q[9];\nRxxyyzz(0.33779302971348957*pi,0.3080273287457991*pi,3.91199942430149*pi) q[6],q[7];\nRxxyyzz(0.4529866439655801*pi,0.38503223618232396*pi,0.08410564898376505*pi) q[13],q[8];\nRxxyyzz(0.4529450152741441*pi,0.3199386040599539*pi,0.0*pi) q[10],q[14];\nu3(3.5680975670954376*pi,0.1509485646172264*pi,4.212433928810883*pi) q[0];\nu3(3.2615919852670876*pi,2.5949292044616605*pi,0.8321454681418659*pi) q[1];\nu3(3.3760910437920915*pi,0.13750498532693922*pi,1.3723092706373765*pi) q[3];\nu3(3.622362438853779*pi,0.30080338091783654*pi,4.018609939844595*pi) q[4];\nu3(3.101030450486671*pi,0.7148284888860803*pi,4.220121591342826*pi) q[5];\nu3(1.2977555255897972*pi,0.2771151855205616*pi,0.7920875342251325*pi) q[6];\nu3(2.304094025446198*pi,-0.057215963720819996*pi,1.9820646761139695*pi) q[7];\nu3(3.4207719044845124*pi,-0.4398718009333631*pi,1.1360566508991448*pi) q[8];\nu3(3.8474627364080405*pi,2.0318749267727467*pi,4.240657529524812*pi) q[9];\nu3(3.501510457391528*pi,-0.026445760975456256*pi,0.6073387796721352*pi) q[10];\nu3(3.471430548521554*pi,2.4973927802826497*pi,1.8132531726707275*pi) q[11];\nu3(3.5219297521013093*pi,2.051495409906939*pi,1.5397433996372836*pi) q[12];\nu3(3.2540044427150594*pi,0.5158188080325568*pi,0.6283758356815197*pi) q[13];\nu3(3.55568893294154*pi,3.3280541758639135*pi,2.3985475744861953*pi) q[14];\nmeasure q[13] -> c[0];\nmeasure q[4] -> c[1];\nmeasure q[1] -> c[2];\nmeasure q[9] -> c[3];\nmeasure q[8] -> c[4];\nmeasure q[14] -> c[5];\nmeasure q[10] -> c[6];\nmeasure q[0] -> c[7];\nmeasure q[5] -> c[9];\nmeasure q[6] -> c[10];\nmeasure q[7] -> c[11];\nmeasure q[12] -> c[12];\nmeasure q[11] -> c[13];\nmeasure q[3] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.6502407424031764*pi,3.304618836694121*pi,3.218277043865554*pi) q[0];\nu3(3.2187382717901807*pi,2.209627097765315*pi,4.393669206354409*pi) q[1];\nu3(3.9211145385384927*pi,-0.25806351296213265*pi,2.6929975635857986*pi) q[2];\nu3(3.691339675403336*pi,-0.2234691500298288*pi,3.7061979437300208*pi) q[3];\nu3(3.4277029245220634*pi,3.2923778301010045*pi,4.469029974443712*pi) q[4];\nu3(3.248485196967377*pi,-0.27350866506320515*pi,0.9230799469458884*pi) q[5];\nu3(3.0883587557912797*pi,0.5671791427215558*pi,1.6015498147298892*pi) q[6];\nu3(3.617539434940674*pi,2.595301331795562*pi,0.7326330948044594*pi) q[7];\nu3(3.62179217737764*pi,0.316127565046189*pi,1.975029940481436*pi) q[8];\nu3(3.7272800526710927*pi,0.2798875726572566*pi,1.1292191280566315*pi) q[9];\nu3(3.9171410891838843*pi,-0.22915654196954716*pi,1.5906387649734794*pi) q[10];\nu3(3.5893982576341585*pi,0.24798871543681744*pi,3.5430691100061127*pi) q[11];\nu3(3.431176963001129*pi,3.092371317386169*pi,3.601110444864849*pi) q[12];\nu3(3.5921230913746456*pi,2.7873012758983844*pi,4.286121898568554*pi) q[13];\nu3(3.5388912573243916*pi,2.9351664957662407*pi,2.6463253530351167*pi) q[14];\nRxxyyzz(0.3875400306420003*pi,0.20212011786733078*pi,3.92506290407818*pi) q[0],q[7];\nRxxyyzz(0.41896325805817936*pi,0.2321512746377564*pi,0.06171442125912014*pi) q[1],q[13];\nRxxyyzz(0.43676406778982985*pi,0.3056259905799719*pi,3.9196238364467697*pi) q[2],q[4];\nRxxyyzz(0.4260067298466197*pi,0.24366793858169633*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.3009294442036498*pi,0.16847623951708357*pi,3.9519789371128695*pi) q[5],q[8];\nRxxyyzz(0.39200890101957053*pi,0.32499637711684276*pi,0.13899153682929982*pi) q[6],q[11];\nRxxyyzz(0.45719376178841953*pi,0.202435971317137*pi,3.90819814878436*pi) q[10],q[14];\nu3(3.511374514309584*pi,0.29074826094264417*pi,1.4478477329539001*pi) q[0];\nu3(3.3894144718443817*pi,0.7675485366113892*pi,0.5423149020712704*pi) q[1];\nu3(3.4605152733083977*pi,-0.1877403052276373*pi,1.1016332239987259*pi) q[2];\nu3(3.2145068908086327*pi,0.009749011173381561*pi,2.2759641922599667*pi) q[3];\nu3(3.5386649318322867*pi,2.1953222944988364*pi,2.491499975987185*pi) q[4];\nu3(3.4056729663084373*pi,0.18700496596040184*pi,2.291642318147618*pi) q[5];\nu3(3.7125242621131633*pi,2.012497853584912*pi,4.22071467346408*pi) q[6];\nu3(3.383718886099157*pi,0.032749208223057824*pi,1.7344797592213894*pi) q[7];\nu3(3.3427663852401883*pi,2.8240722570793824*pi,0.7699293632936635*pi) q[8];\nu3(3.476426254456082*pi,2.086813139488915*pi,0.6841220735731026*pi) q[10];\nu3(3.4671390714562205*pi,-0.04590821254953936*pi,4.284850373915981*pi) q[11];\nu3(3.668576616662678*pi,0.274116157451631*pi,2.2337933714518514*pi) q[12];\nu3(3.2712853408238742*pi,-0.45359189848342696*pi,1.3310449451873976*pi) q[13];\nu3(3.105244425815926*pi,-0.16450589014136474*pi,1.0625092547631514*pi) q[14];\nRxxyyzz(0.4271436318804201*pi,0.2093145990544731*pi,3.9270583898528306*pi) q[0],q[8];\nRxxyyzz(0.3867935552889299*pi,0.3267586561243883*pi,3.960212678094079*pi) q[2],q[5];\nRxxyyzz(0.3766635053178301*pi,0.30476838339035706*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.41999495422310057*pi,0.14956159785143713*pi,3.8959838437113703*pi) q[4],q[10];\nRxxyyzz(0.4449131318219104*pi,0.3992873059893962*pi,0.19723851156122574*pi) q[7],q[9];\nRxxyyzz(0.43204856272506975*pi,0.3938634053242511*pi,3.82069349437762*pi) q[12],q[13];\nu3(3.0577330361392994*pi,2.8515867426532955*pi,2.2120253446232674*pi) q[0];\nu3(3.5863756694537274*pi,-0.4786044130201045*pi,1.9829617499037901*pi) q[2];\nu3(3.234640128440147*pi,0.41640865601185795*pi,1.9951423774963906*pi) q[3];\nu3(3.6248753832459117*pi,0.13702814377987638*pi,2.3328001689344813*pi) q[4];\nu3(3.4416689873366995*pi,2.39664107721845*pi,0.6063301831102277*pi) q[5];\nu3(3.629877699702698*pi,2.7308817256735867*pi,3.3261334502358606*pi) q[7];\nu3(3.772012358967826*pi,-0.4225550763193744*pi,1.3022072815764612*pi) q[8];\nu3(3.416270998503357*pi,3.436199177869015*pi,2.0695733618477705*pi) q[9];\nu3(3.876308845228849*pi,3.3069979941486336*pi,1.2427179692453523*pi) q[10];\nu3(3.5315601008024435*pi,0.45765058373387946*pi,0.6548843650416245*pi) q[12];\nu3(3.832762733381115*pi,0.9449386186255513*pi,1.3428398386848501*pi) q[13];\nu3(3.8228326123659344*pi,3.321877854740955*pi,1.0618399953255069*pi) q[14];\nRxxyyzz(0.43195678020482997*pi,0.24873778548604228*pi,3.9170607734902205*pi) q[0],q[2];\nRxxyyzz(0.40191361581428053*pi,0.31113776753861266*pi,0.12505132408627803*pi) q[1],q[13];\nRxxyyzz(0.41597654842435006*pi,0.364469889076386*pi,0.06279052321435508*pi) q[3],q[9];\nRxxyyzz(0.4430226081071105*pi,0.28858988294718757*pi,0.08582561690182412*pi) q[4],q[6];\nRxxyyzz(0.3660619980573699*pi,0.27900981300528693*pi,3.8573991401881393*pi) q[5],q[10];\nRxxyyzz(0.39691575824253755*pi,0.19924130160789688*pi,0.0*pi) q[7],q[8];\nRxxyyzz(0.3726491048765911*pi,0.2288172452327598*pi,0.0*pi) q[11],q[14];\nu3(3.394194752811547*pi,1.079649085742255*pi,0.8224093093125582*pi) q[0];\nu3(3.4348415884375605*pi,0.8417567867766005*pi,1.1470228902446147*pi) q[1];\nu3(3.740204229920596*pi,2.185547770511795*pi,2.421777679859474*pi) q[2];\nu3(3.2908451915700354*pi,3.376038458842061*pi,1.1699369566380726*pi) q[3];\nu3(3.793796315170142*pi,1.3868590185443659*pi,4.453666348635927*pi) q[4];\nu3(3.331977759677196*pi,-0.41717770686577405*pi,1.6227262962931945*pi) q[5];\nu3(3.1082770685404126*pi,1.333807378362451*pi,4.3389602421076985*pi) q[6];\nu3(3.425073308450756*pi,-0.21449921025109897*pi,2.122647841576607*pi) q[7];\nu3(3.4453721621846007*pi,2.198737277798397*pi,1.8630957355956905*pi) q[8];\nu3(3.587324677381689*pi,0.28627537655409285*pi,1.7114229184170464*pi) q[9];\nu3(3.200659180522516*pi,-0.21446540974114287*pi,0.7009000860180326*pi) q[10];\nu3(3.347250707876727*pi,-0.21385761726114794*pi,1.248654773021968*pi) q[11];\nu3(3.2918341964317017*pi,0.1977835910922856*pi,4.091244400258072*pi) q[13];\nu3(3.7537528924484738*pi,0.8793223377716761*pi,1.0046488151088373*pi) q[14];\nRxxyyzz(0.34316955354178014*pi,0.20539542636755392*pi,3.8549717568979305*pi) q[0],q[11];\nRxxyyzz(0.3831640668482295*pi,0.17844606980280092*pi,0.05264733952316904*pi) q[1],q[12];\nRxxyyzz(0.44928241710027095*pi,0.25141297381861916*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.43625899559445835*pi,0.23785522594228414*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.44884451131562997*pi,0.3244494044775624*pi,3.9166155259986795*pi) q[4],q[8];\nRxxyyzz(0.3394606893572498*pi,0.31942775854167893*pi,0.07976113217109848*pi) q[7],q[13];\nRxxyyzz(0.38420633501075985*pi,0.36600818739642227*pi,0.04283527799776721*pi) q[10],q[14];\nu3(3.803970729433139*pi,-0.1977333973556903*pi,3.42351422867276*pi) q[0];\nu3(3.5487229989424303*pi,0.32941557372190067*pi,4.013992263822743*pi) q[1];\nu3(3.3690053860534013*pi,0.5630916141373266*pi,2.3138119016430334*pi) q[2];\nu3(3.6715918390803646*pi,2.2235540731797325*pi,1.5043271056991827*pi) q[3];\nu3(3.5498455286928863*pi,1.1800704039843244*pi,2.2003105196664516*pi) q[4];\nu3(3.069292852130579*pi,-0.2079043242925902*pi,3.882047191828888*pi) q[5];\nu3(3.4799583636804647*pi,2.8688256785868114*pi,1.2501809820337342*pi) q[6];\nu3(3.3315021999387193*pi,1.173772690495098*pi,0.8969408051491264*pi) q[7];\nu3(3.2615180295786153*pi,2.495605287139513*pi,1.3010087017713818*pi) q[8];\nu3(3.2556626976028964*pi,1.854268094430473*pi,1.7200691940250534*pi) q[10];\nu3(3.2952934736462662*pi,2.9066152407449204*pi,1.7868695944065593*pi) q[11];\nu3(3.6421269848360422*pi,3.3210074152817333*pi,2.1280615916579544*pi) q[12];\nu3(3.111572487204014*pi,3.4146376093919293*pi,1.9284212343025255*pi) q[13];\nu3(3.2120022217623934*pi,2.7528158517131276*pi,0.9210035119046369*pi) q[14];\nRxxyyzz(0.4185960169713199*pi,0.2847077016215849*pi,0.0*pi) q[0],q[1];\nRxxyyzz(0.4422411330244108*pi,0.3135805432777944*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.4007469676901994*pi,0.26662074839298805*pi,0.12879178385714046*pi) q[3],q[8];\nRxxyyzz(0.4133644770418845*pi,0.16420560522023753*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.3928561933751983*pi,0.2526522434504801*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.4020528753201598*pi,0.2962931564614687*pi,0.07821510839270113*pi) q[7],q[12];\nRxxyyzz(0.42587665784166806*pi,0.11484613660542209*pi,0.0*pi) q[10],q[13];\nu3(3.375452655304413*pi,-0.2510868620592017*pi,0.8567880190417395*pi) q[0];\nu3(3.9614343070111837*pi,2.1511729194180704*pi,1.4377145983108601*pi) q[1];\nu3(3.763260183720733*pi,-0.333912796023513*pi,4.3982263252844565*pi) q[2];\nu3(3.609041650902279*pi,2.223278228281935*pi,1.002252057775726*pi) q[3];\nu3(3.907509665793856*pi,0.5085774699092345*pi,2.0601352002166644*pi) q[4];\nu3(3.4627516034170727*pi,0.6897617602022796*pi,1.825988098430405*pi) q[5];\nu3(3.1448151469217063*pi,0.19936860847401816*pi,4.053961449839859*pi) q[7];\nu3(3.679468788205085*pi,2.7709360959352973*pi,3.36680308402608*pi) q[8];\nu3(3.0641929946178794*pi,2.784433022745967*pi,0.6492968505145478*pi) q[9];\nu3(3.626771308726879*pi,2.885469301380319*pi,2.4418694972596033*pi) q[10];\nu3(3.4259577516654685*pi,2.7382382218797785*pi,1.1338576376977298*pi) q[11];\nu3(3.2540725119850245*pi,2.9480873554964306*pi,1.8768772334703652*pi) q[12];\nu3(3.422083241296316*pi,0.11060356787774273*pi,0.7576928011865139*pi) q[13];\nu3(3.3994762955076467*pi,-0.09701433927404779*pi,1.5670960404831558*pi) q[14];\nRxxyyzz(0.44180130988213995*pi,0.25507026821397*pi,3.8105347133761693*pi) q[0],q[8];\nRxxyyzz(0.40566752054713984*pi,0.3611280391467395*pi,3.92389351749085*pi) q[1],q[7];\nRxxyyzz(0.4168618241785822*pi,0.19549824904885904*pi,0.0*pi) q[11],q[3];\nRxxyyzz(0.4109761285352497*pi,0.13350608532891972*pi,0.0*pi) q[12],q[4];\nRxxyyzz(0.4273394786182543*pi,0.17825695356947124*pi,0.0*pi) q[6],q[5];\nRxxyyzz(0.42924719758923946*pi,0.23374221614565482*pi,0.0*pi) q[14],q[9];\nu3(3.5015356274549116*pi,0.3896371139261474*pi,2.30212904492001*pi) q[0];\nu3(3.659390264601263*pi,3.3324474691613215*pi,1.1611140232012094*pi) q[1];\nu3(3.463942374025395*pi,2.3175103176268617*pi,1.4518274617181417*pi) q[3];\nu3(3.1788305585971544*pi,3.255494253419165*pi,1.0019833408396348*pi) q[4];\nu3(3.1327689773611023*pi,3.1381865523981967*pi,4.463116012351483*pi) q[5];\nu3(3.870671448517457*pi,2.610610159382943*pi,2.4284708308505345*pi) q[6];\nu3(3.719872527808367*pi,2.3385804493377447*pi,0.5367576527777288*pi) q[7];\nu3(3.591083646047485*pi,1.3286770566081032*pi,2.418437155731892*pi) q[8];\nu3(3.9037270251861638*pi,-0.05967833801446715*pi,1.9825411983134076*pi) q[9];\nu3(3.4735783701692897*pi,2.6737677658624994*pi,1.4500734015080412*pi) q[11];\nu3(3.8086395053167186*pi,1.894704439679626*pi,1.7622224417415375*pi) q[12];\nu3(3.3588285076629796*pi,0.18166250125356131*pi,2.0440749573525068*pi) q[14];\nRxxyyzz(0.3957482625557901*pi,0.2745050916701596*pi,0.1760288753669998*pi) q[0],q[4];\nRxxyyzz(0.4919884878442691*pi,0.36194006631697895*pi,0.0*pi) q[1],q[10];\nRxxyyzz(0.4491588536745099*pi,0.35307205643518275*pi,3.7210663498356205*pi) q[8],q[2];\nRxxyyzz(0.40681998130918007*pi,0.17536549751993624*pi,0.0*pi) q[9],q[5];\nRxxyyzz(0.38178319896506363*pi,0.3132905416435341*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.3416528373613499*pi,0.22973456216991128*pi,0.0*pi) q[14],q[7];\nu3(3.599858260260387*pi,-0.09403472777786553*pi,1.6210747194613524*pi) q[0];\nu3(3.303895659463904*pi,0.5121967689372664*pi,3.574513339661448*pi) q[1];\nu3(3.938829505678089*pi,2.6794102829098776*pi,1.3236663791180834*pi) q[2];\nu3(3.8797310038507016*pi,2.2532165075623856*pi,0.6732419126411058*pi) q[4];\nu3(3.4188601112125077*pi,-0.22946121633806815*pi,2.0852344045524553*pi) q[5];\nu3(3.498628000092596*pi,2.9109009664895193*pi,0.5705779193479588*pi) q[6];\nu3(3.3681571481392236*pi,0.6121403272129853*pi,1.1370374421618756*pi) q[7];\nu3(3.6684300956216775*pi,1.6919363797456715*pi,1.7504185243629269*pi) q[8];\nu3(3.5396869022752617*pi,0.6334406057803506*pi,1.0170884677281853*pi) q[9];\nu3(3.105265958258453*pi,3.1090339174150183*pi,3.939003999979877*pi) q[10];\nu3(3.1926144235471794*pi,1.0210910445279744*pi,1.9566401280423942*pi) q[12];\nu3(3.290447117752447*pi,-0.08202588279318113*pi,2.5637629934554207*pi) q[14];\nRxxyyzz(0.3997918036196601*pi,0.24290800401421692*pi,0.08403061064161983*pi) q[0],q[7];\nRxxyyzz(0.39363287148015985*pi,0.23606880924026016*pi,0.08297639790871965*pi) q[5],q[1];\nRxxyyzz(0.44216138523910065*pi,0.36469285997592843*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.31264001759415017*pi,0.203016950374578*pi,3.8065148038606598*pi) q[3],q[12];\nRxxyyzz(0.4513970054800356*pi,0.23732271309974728*pi,0.0*pi) q[9],q[4];\nRxxyyzz(0.35044460588605014*pi,0.2858953459783131*pi,3.80655374016034*pi) q[10],q[8];\nRxxyyzz(0.42627733853070987*pi,0.25065242057812726*pi,3.944186215300871*pi) q[11],q[14];\nu3(3.703566294202069*pi,3.1048301575506234*pi,1.7387065689900183*pi) q[0];\nu3(3.465882880868812*pi,2.8525815149086524*pi,1.7402676830687926*pi) q[1];\nu3(3.5970948378840797*pi,2.9061843217101764*pi,3.850743112900939*pi) q[2];\nu3(3.638058089573885*pi,2.161445772259863*pi,0.8034481108740641*pi) q[3];\nu3(3.108205506615266*pi,-0.47011274786775525*pi,3.9399892724128294*pi) q[4];\nu3(3.1827290029131414*pi,2.510938546858354*pi,4.250624198118089*pi) q[5];\nu3(3.4457666646819503*pi,2.4802911910071037*pi,4.194343956693778*pi) q[6];\nu3(3.3958903679096997*pi,-0.08888540611757434*pi,2.9836907430166333*pi) q[7];\nu3(3.610669443440639*pi,2.9412935796969872*pi,1.0302444218273772*pi) q[8];\nu3(3.0639989961117737*pi,-0.18467154045171846*pi,1.7843051641840328*pi) q[9];\nu3(3.3353098266339853*pi,-0.4960636337798602*pi,2.07704787875117*pi) q[10];\nu3(3.2615321645014834*pi,3.479610553876819*pi,2.3467937139048294*pi) q[11];\nu3(3.4590389770202576*pi,3.446996309630711*pi,3.676057685988104*pi) q[12];\nu3(3.137126220040562*pi,-0.17931246394408185*pi,1.7183107745443889*pi) q[14];\nRxxyyzz(0.4359615847552497*pi,0.299354083453478*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.3791920826520202*pi,0.13538410309242507*pi,0.062081316272246244*pi) q[14],q[1];\nRxxyyzz(0.44360132819587017*pi,0.2708673116582031*pi,3.9499552651554204*pi) q[12],q[2];\nRxxyyzz(0.3813946824472802*pi,0.3062605362891498*pi,0.13607661607078206*pi) q[3],q[9];\nRxxyyzz(0.2562044698210499*pi,0.12659806694398323*pi,0.04588761787429618*pi) q[5],q[8];\nRxxyyzz(0.4043018883491003*pi,0.22883496378580426*pi,0.0*pi) q[10],q[6];\nRxxyyzz(0.43253313738757015*pi,0.19706885771600827*pi,0.07563948428882668*pi) q[7],q[13];\nu3(3.6063062852049774*pi,0.24806167758263398*pi,0.7844334684953066*pi) q[0];\nu3(3.2452738061726696*pi,3.1360742835025857*pi,1.240373628911779*pi) q[1];\nu3(3.7448347419045547*pi,-0.4264919312237897*pi,0.8350445795317678*pi) q[2];\nu3(3.5613728800399924*pi,0.6385154846462684*pi,0.5056695146175555*pi) q[3];\nu3(3.0861352528634853*pi,0.6071087739450476*pi,4.255745441313095*pi) q[5];\nu3(3.668169045899635*pi,-0.004897411727472767*pi,0.8956964385817523*pi) q[6];\nu3(3.7317444482340605*pi,2.387344056794321*pi,4.025415139742006*pi) q[7];\nu3(3.3117714615605456*pi,2.111984379965158*pi,3.8912458875218237*pi) q[8];\nu3(3.1401596645316228*pi,-0.3043312463871775*pi,3.3127691553491103*pi) q[9];\nu3(3.4213353000876596*pi,1.2128911226394896*pi,1.5496700081993233*pi) q[10];\nu3(3.480200882487071*pi,1.1366539513190066*pi,1.6941096303141594*pi) q[11];\nu3(3.5303743858599472*pi,1.1255762149038069*pi,2.120249184655886*pi) q[12];\nu3(3.5604843905204033*pi,0.62757691084726*pi,1.021745813135191*pi) q[13];\nu3(3.5163375942558988*pi,-0.3177213664226492*pi,1.0309551106354078*pi) q[14];\nRxxyyzz(0.3805069350635996*pi,0.2220366509434473*pi,0.09379777899041566*pi) q[0],q[3];\nRxxyyzz(0.3968649831964597*pi,0.3145564665756987*pi,3.9038258735529894*pi) q[2],q[9];\nRxxyyzz(0.37799991058934*pi,0.34383551759560943*pi,3.92494087979207*pi) q[4],q[6];\nRxxyyzz(0.28696166255492017*pi,0.100180969272468*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.41822651595712*pi,0.15645752255096035*pi,0.0*pi) q[8],q[7];\nRxxyyzz(0.3827548083965101*pi,0.21544434385487102*pi,3.9590396412868394*pi) q[10],q[11];\nRxxyyzz(0.3066718801177598*pi,0.2484362319372675*pi,3.88585702870846*pi) q[14],q[13];\nu3(3.7706417934010132*pi,2.3255611371966163*pi,4.1529317713543445*pi) q[0];\nu3(3.349486753346608*pi,0.35165053947440295*pi,2.094906782223059*pi) q[2];\nu3(3.478546545340908*pi,2.7758481143114713*pi,1.5517895817903073*pi) q[3];\nu3(3.886599583707525*pi,1.2203424912720016*pi,0.7037003116576708*pi) q[4];\nu3(3.711521550438234*pi,2.9505523758102514*pi,1.234238812337808*pi) q[5];\nu3(3.7234227168586274*pi,3.3348242627816904*pi,1.7971242227541127*pi) q[6];\nu3(3.881549816564289*pi,0.018905946586342592*pi,0.6660853330669383*pi) q[7];\nu3(3.11695396277246*pi,0.10177581498043275*pi,1.459371782689706*pi) q[8];\nu3(3.6880756585180916*pi,2.6573565985631014*pi,0.6801471525020388*pi) q[9];\nu3(3.7827008213564177*pi,2.6864655807817006*pi,1.1903549467436587*pi) q[10];\nu3(3.1612571015492574*pi,2.8378393055681226*pi,1.3659719513238715*pi) q[11];\nu3(3.092987332524953*pi,2.114125273801944*pi,1.6333256102845184*pi) q[12];\nu3(3.663490579502794*pi,0.8823073989692463*pi,2.0049920078744856*pi) q[13];\nu3(3.5887981958842525*pi,-0.49767153640852424*pi,0.7223035729153195*pi) q[14];\nRxxyyzz(0.3526265786449999*pi,0.2414294505262813*pi,3.898916719469281*pi) q[0],q[14];\nRxxyyzz(0.4132378158485799*pi,0.3270342418425316*pi,3.82799150891846*pi) q[5],q[1];\nRxxyyzz(0.4430506576343197*pi,0.19923606950118303*pi,3.9026653757636502*pi) q[3],q[2];\nRxxyyzz(0.43946088678135*pi,0.1644126579198806*pi,3.95040708435244*pi) q[4],q[8];\nRxxyyzz(0.3367043885858543*pi,0.18992599627640006*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.3638092701450598*pi,0.26214261561347785*pi,3.8049144181658594*pi) q[10],q[12];\nRxxyyzz(0.4527871423854507*pi,0.19997675553637473*pi,0.0*pi) q[11],q[13];\nu3(3.478317369280837*pi,-0.3423831383081023*pi,4.145484168889758*pi) q[0];\nu3(3.7118852497845016*pi,0.07474150832513882*pi,0.6738247837428841*pi) q[1];\nu3(3.3372253839721844*pi,2.339971255499903*pi,0.9246612948472159*pi) q[2];\nu3(3.5630671397567886*pi,3.333415353359063*pi,0.6936825874538282*pi) q[3];\nu3(3.5637786934418854*pi,-0.41297662686832737*pi,0.5056711028915686*pi) q[4];\nu3(3.374984502017295*pi,2.2075103109937064*pi,2.465909748960911*pi) q[5];\nu3(3.475520512593817*pi,3.440053450698289*pi,1.0823511831423183*pi) q[6];\nu3(3.1541397647652416*pi,0.16044915107216484*pi,2.2188021222224026*pi) q[8];\nu3(3.321221068373441*pi,1.7342732336509732*pi,1.5449805458822103*pi) q[9];\nu3(3.7704312703009983*pi,-0.3109311401174125*pi,1.8689442595638668*pi) q[10];\nu3(3.3332720528591016*pi,0.5816446393792405*pi,1.05197223061683*pi) q[11];\nu3(3.6113324113758876*pi,2.5789690562137815*pi,1.7933116709127903*pi) q[12];\nu3(3.6566205496678825*pi,2.883744721971778*pi,2.40999919958178*pi) q[13];\nu3(3.4474078072904644*pi,3.3272904468428677*pi,1.1593499482696759*pi) q[14];\nRxxyyzz(0.43477399422659946*pi,0.35148465439293647*pi,0.06696236910806785*pi) q[0],q[11];\nRxxyyzz(0.3270214878615597*pi,0.19934697767922493*pi,0.0*pi) q[10],q[1];\nRxxyyzz(0.4336174220771301*pi,0.25885414266241286*pi,0.07091989936729032*pi) q[3],q[8];\nRxxyyzz(0.43211551472012966*pi,0.20545982829988374*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.45765436201713994*pi,0.2789601115450449*pi,0.05436446091779225*pi) q[5],q[7];\nRxxyyzz(0.45199259070812015*pi,0.3520055841380309*pi,3.9006066949765796*pi) q[14],q[6];\nRxxyyzz(0.3979876976620802*pi,0.2820321643519472*pi,0.0*pi) q[13],q[9];\nu3(3.6424081192478956*pi,0.331726458500225*pi,3.8617666152740675*pi) q[0];\nu3(3.33083664173129*pi,3.127047282518183*pi,2.1162660795426715*pi) q[1];\nu3(3.2401503728800733*pi,3.0099899543761293*pi,0.5320393843193171*pi) q[3];\nu3(3.8044661984546737*pi,0.5775484986622066*pi,2.060387545290047*pi) q[4];\nu3(3.5914111413024994*pi,2.398436418880901*pi,0.5315083982799048*pi) q[5];\nu3(3.50008513550123*pi,3.321361262895008*pi,2.232092664675779*pi) q[6];\nu3(3.311296966753235*pi,2.4076643559979267*pi,1.2669614007685692*pi) q[7];\nu3(3.12773614429394*pi,-0.07321025271388748*pi,1.4938679573357283*pi) q[8];\nu3(3.4633006071470316*pi,3.222298983506822*pi,0.5225382335347906*pi) q[9];\nu3(3.399235584554466*pi,3.0182316108279155*pi,2.091393551766476*pi) q[10];\nu3(3.312508724603574*pi,0.6406834201789238*pi,1.1168443337316132*pi) q[11];\nu3(3.9038172395212865*pi,3.492687884707263*pi,3.7572973045556033*pi) q[12];\nu3(3.5622536847113175*pi,2.5204051541014305*pi,1.6191497017252656*pi) q[13];\nu3(3.4213006779666726*pi,0.29191831701573767*pi,2.0804392205191427*pi) q[14];\nRxxyyzz(0.4174193569235931*pi,0.2877391901905777*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.4218801936880301*pi,0.07651863943195591*pi,0.0*pi) q[9],q[1];\nRxxyyzz(0.42889375293940984*pi,0.2659191776798361*pi,3.9452482605327095*pi) q[3],q[6];\nRxxyyzz(0.44806514279399995*pi,0.18973646532017835*pi,0.13249574782659784*pi) q[8],q[4];\nRxxyyzz(0.41197106314612986*pi,0.12272481516102124*pi,0.06346995698846497*pi) q[5],q[11];\nRxxyyzz(0.42648414914788985*pi,0.2849104089014022*pi,3.9574959430503096*pi) q[14],q[7];\nRxxyyzz(0.4590139139411208*pi,0.3604893389108691*pi,0.0*pi) q[10],q[12];\nu3(3.3823455276267795*pi,0.9469402495947086*pi,1.835106997757848*pi) q[0];\nu3(3.475243075523586*pi,1.7159877901656175*pi,0.5103652281852629*pi) q[1];\nu3(3.9273512046682093*pi,0.21793172249007242*pi,2.366705838861481*pi) q[2];\nu3(3.207626237402537*pi,-0.058502659898730436*pi,1.2379411700783434*pi) q[3];\nu3(3.5406783572587024*pi,2.7304810584216863*pi,4.013236509070495*pi) q[4];\nu3(3.489533289677391*pi,2.0591853330125893*pi,0.7106583608246911*pi) q[5];\nu3(3.394289854749791*pi,3.012394330513332*pi,1.5156863743000364*pi) q[6];\nu3(3.2017572328767328*pi,3.1615298304112995*pi,2.2949933865904746*pi) q[7];\nu3(3.2538356300099487*pi,2.8724806788251183*pi,3.277338483371606*pi) q[8];\nu3(3.2533245090059957*pi,-0.155155958158829*pi,4.016449248776587*pi) q[9];\nu3(3.602445922221475*pi,1.0795519866674779*pi,1.4113085956111515*pi) q[10];\nu3(3.612489773434919*pi,-0.14418374503266995*pi,1.0644739080040473*pi) q[11];\nu3(3.0982828591085574*pi,-0.30843016750727037*pi,4.280841664744102*pi) q[12];\nu3(3.331902483672879*pi,0.5193320584410366*pi,1.869006800094865*pi) q[14];\nRxxyyzz(0.18029785436384008*pi,0.1139842632722119*pi,3.95177910265002*pi) q[5],q[1];\nRxxyyzz(0.4915154450261202*pi,0.20132171151604217*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.4206809962550899*pi,0.3027274348059313*pi,0.062431789086732276*pi) q[13],q[4];\nRxxyyzz(0.31322187522405986*pi,0.2428843890918051*pi,0.0*pi) q[10],q[7];\nRxxyyzz(0.4482298002334799*pi,0.2758260834073316*pi,3.8768532322364*pi) q[12],q[8];\nRxxyyzz(0.47109605333288984*pi,0.23928658089991572*pi,0.0*pi) q[14],q[9];\nu3(3.388362454677793*pi,-0.06553231531579506*pi,1.7780149644031336*pi) q[1];\nu3(3.6245531781922744*pi,1.8997239568371853*pi,1.333609166280002*pi) q[3];\nu3(3.5451458002899967*pi,-0.1940865025225531*pi,2.1780882251952045*pi) q[4];\nu3(3.6939204869696023*pi,3.10356367137377*pi,3.5536552552910123*pi) q[5];\nu3(3.7935327043806053*pi,0.12066963953462095*pi,0.5671360487797044*pi) q[7];\nu3(3.330430457647566*pi,3.2336190477842077*pi,1.787585707700883*pi) q[8];\nu3(3.303437445037468*pi,0.7588393758553731*pi,1.8854053135528033*pi) q[9];\nu3(3.535107270844517*pi,2.0913665773031207*pi,0.8244471645855258*pi) q[10];\nu3(3.7347815997614027*pi,0.46679646771000505*pi,1.0637975098548953*pi) q[11];\nu3(3.2496740430459163*pi,1.282702864251022*pi,1.1550556209444856*pi) q[12];\nu3(3.3516511186634315*pi,0.24619942810043705*pi,3.8222861840532*pi) q[13];\nu3(3.4228297847243776*pi,-0.015396992254642583*pi,4.399486469353784*pi) q[14];\nmeasure q[12] -> c[0];\nRxxyyzz(0.3310375179445*pi,0.1966906070089518*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.45672807205308963*pi,0.2949669424175921*pi,0.11632856481110032*pi) q[8],q[1];\nRxxyyzz(0.39694870604128*pi,0.2652072235004699*pi,0.09673734450904542*pi) q[11],q[2];\nRxxyyzz(0.37085183999168636*pi,0.08289447075547163*pi,0.0*pi) q[14],q[4];\nRxxyyzz(0.29108858095764*pi,0.21216082424791294*pi,0.08733023541818152*pi) q[5],q[10];\nRxxyyzz(0.43830184153605956*pi,0.26958135281839557*pi,3.925935349373131*pi) q[13],q[6];\nRxxyyzz(0.4297384591746596*pi,0.2499112672541703*pi,0.058442785532705*pi) q[7],q[9];\nu3(0.8257744471172241*pi,0.0160905347892476*pi,0.8685827903242906*pi) q[0];\nu3(3.269477405788101*pi,2.8435229105336255*pi,1.892682070108007*pi) q[1];\nu3(3.3642391046913955*pi,-0.38353950342356036*pi,1.9883369321911468*pi) q[2];\nu3(1.0839400854406172*pi,3.3882240774496584*pi,0.6716966714003626*pi) q[3];\nu3(3.4126710795848036*pi,1.6880749435773104*pi,1.5453871707424423*pi) q[4];\nu3(1.3432741688253362*pi,0.4016888248053301*pi,1.1469718677863203*pi) q[5];\nu3(3.7065960604630646*pi,2.2448269152405116*pi,1.687031737961406*pi) q[6];\nu3(3.6065800936309462*pi,0.1802408202112441*pi,3.1471164091740995*pi) q[7];\nu3(3.044466949991977*pi,0.2788947201149723*pi,4.333599474969988*pi) q[8];\nu3(3.8866726109405434*pi,1.1188390293971557*pi,4.406213291875971*pi) q[9];\nu3(2.5102662461272445*pi,0.4644634012345198*pi,3.708205524001481*pi) q[10];\nu3(3.7190947408237314*pi,1.5190801647623484*pi,0.8626443528226561*pi) q[11];\nu3(3.7829182440221327*pi,1.4132089273335189*pi,2.4607981200555855*pi) q[13];\nu3(3.4287378074912027*pi,3.3225402060897578*pi,0.663477701113508*pi) q[14];\nmeasure q[0] -> c[1];\nmeasure q[7] -> c[2];\nmeasure q[5] -> c[3];\nmeasure q[13] -> c[4];\nmeasure q[4] -> c[5];\nmeasure q[3] -> c[6];\nmeasure q[8] -> c[7];\nmeasure q[10] -> c[8];\nmeasure q[9] -> c[9];\nmeasure q[11] -> c[10];\nmeasure q[14] -> c[11];\nmeasure q[2] -> c[12];\nmeasure q[1] -> c[13];\nmeasure q[6] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.8482523211485664*pi,-0.23501098732828868*pi,0.6535437670915101*pi) q[0];\nu3(3.2254934326369447*pi,-0.294922403877362*pi,3.6625086817372106*pi) q[1];\nu3(3.4982512051396126*pi,0.07521068190999958*pi,0.6268538739573799*pi) q[2];\nu3(3.274379941636186*pi,-0.3175974466571434*pi,3.9247420204113315*pi) q[3];\nu3(3.9481848995282545*pi,0.7707556812267657*pi,1.6650132961267183*pi) q[4];\nu3(3.3106469223720794*pi,0.8786082289793802*pi,4.194612016780786*pi) q[5];\nu3(3.8984832875985065*pi,0.03244418554035122*pi,1.490106545653319*pi) q[6];\nu3(3.4308716414561706*pi,-0.1288920040228616*pi,0.5836092543250742*pi) q[7];\nu3(3.3419504457211717*pi,2.8001415965330017*pi,4.056469470164684*pi) q[8];\nu3(3.2985006070609573*pi,-0.2740027104987097*pi,1.5448983131057399*pi) q[9];\nu3(3.0951164043614896*pi,3.3405387644728366*pi,0.858159059002249*pi) q[10];\nu3(3.1836472883782094*pi,-0.23319042337700802*pi,1.209420107294267*pi) q[11];\nu3(3.588031563159812*pi,2.6944820186031233*pi,3.17664400192079*pi) q[12];\nu3(3.4391131170577243*pi,-0.40325920041995733*pi,2.5963101466937006*pi) q[13];\nu3(3.127847546653947*pi,2.9903125553162697*pi,3.8127118548341343*pi) q[14];\nRxxyyzz(0.4577278131020197*pi,0.217945249717101*pi,0.14489396067533125*pi) q[0],q[8];\nRxxyyzz(0.25660521203086006*pi,0.07805350502228958*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.4862429863123401*pi,0.25343493424652275*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.4289290064188198*pi,0.3404532878712519*pi,3.958812838404111*pi) q[4],q[9];\nRxxyyzz(0.3196289278932891*pi,0.18117145752357544*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.4146560242094408*pi,0.10871856603465724*pi,0.0*pi) q[10],q[14];\nRxxyyzz(0.33782349203455075*pi,0.27010522356396993*pi,0.0*pi) q[12],q[13];\nu3(3.17456971156264*pi,0.4961928993923892*pi,0.879520582545823*pi) q[0];\nu3(3.5107750405012843*pi,0.8247171561290092*pi,0.7225175408232605*pi) q[2];\nu3(3.2721300469928756*pi,3.381281961914856*pi,1.5734450620469378*pi) q[3];\nu3(3.677140064095045*pi,1.0346508487432442*pi,2.39024253162491*pi) q[4];\nu3(3.1948672229876025*pi,3.220635541898492*pi,0.9241791972425353*pi) q[5];\nu3(3.261909053953466*pi,2.6613342419232717*pi,1.3537162279330985*pi) q[6];\nu3(3.602952914525384*pi,3.420114390168072*pi,1.2822416777455832*pi) q[7];\nu3(3.1460645213441234*pi,1.8653818332561056*pi,0.6322336134511379*pi) q[8];\nu3(3.540218156582155*pi,-0.4947230210326142*pi,1.5723660291804054*pi) q[9];\nu3(3.5208166961927834*pi,2.0778501135967913*pi,1.6532824347839128*pi) q[10];\nu3(3.2035727967529466*pi,-0.36081326466536917*pi,2.139998169480789*pi) q[11];\nu3(3.503885232413544*pi,2.174656703953471*pi,1.2105008758807245*pi) q[12];\nu3(3.222256570080511*pi,0.3267484769229043*pi,1.7216374010327324*pi) q[13];\nu3(3.3432257741846394*pi,3.172568638888203*pi,2.172280405859809*pi) q[14];\nRxxyyzz(0.4241095947811303*pi,0.16874626774206214*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.44423959784515166*pi,0.2310915482880428*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.41642516562418*pi,0.30858674566333205*pi,0.2741179053071*pi) q[2],q[5];\nRxxyyzz(0.2884585029166029*pi,0.12878283156566717*pi,0.0*pi) q[8],q[3];\nRxxyyzz(0.4585567753777*pi,0.26998817032785616*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.45840088677642044*pi,0.29704086738170443*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.3900514073479934*pi,0.3202004122434641*pi,3.7242109502832843*pi) q[11],q[13];\nu3(3.7074244721852496*pi,0.44205852643916643*pi,2.3399327521454425*pi) q[0];\nu3(3.30517451187778*pi,0.61474871110893*pi,1.9527657323940835*pi) q[1];\nu3(3.727899739586279*pi,-0.3805674978308135*pi,1.4539947968955982*pi) q[2];\nu3(3.573315486219556*pi,2.0990780547109207*pi,1.0638800356351328*pi) q[3];\nu3(3.3959167169780615*pi,3.073810996837263*pi,0.9001673681200225*pi) q[4];\nu3(3.30977133019886*pi,3.039674098261984*pi,1.9151997876523952*pi) q[5];\nu3(3.3425110522998875*pi,0.6003544233049916*pi,0.9270359754792201*pi) q[6];\nu3(3.231653888540782*pi,2.2759426626513766*pi,2.0038526070317433*pi) q[7];\nu3(3.650401208448609*pi,3.3241736217591122*pi,2.4892484120366847*pi) q[8];\nu3(3.4338963024690887*pi,-0.41713316746821594*pi,1.5875045714332001*pi) q[9];\nu3(3.369760859779615*pi,0.42671242034429013*pi,1.7624886567160636*pi) q[10];\nu3(3.6303875685656903*pi,1.676355384636726*pi,0.6072206804943137*pi) q[11];\nu3(3.7165581029667507*pi,2.254181873054523*pi,2.3304348189651094*pi) q[13];\nu3(3.4339733298694277*pi,-0.11903216815164941*pi,0.7080650776771531*pi) q[14];\nRxxyyzz(0.45959392952851996*pi,0.3399660784935713*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.4266017837332051*pi,0.26571020078342933*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.4564361519895903*pi,0.2942847035338786*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.2513690473999084*pi,0.1617222357476199*pi,0.0*pi) q[10],q[3];\nRxxyyzz(0.3774408074172299*pi,0.19187759588181494*pi,0.15355526111918114*pi) q[4],q[6];\nRxxyyzz(0.3723827166766802*pi,0.3622494652764401*pi,3.9084046379838195*pi) q[14],q[8];\nu3(3.1128672283652286*pi,3.381278076126417*pi,1.3659259594067708*pi) q[0];\nu3(3.868124713047283*pi,3.066125501735127*pi,0.9249753003147188*pi) q[1];\nu3(3.901455388710683*pi,-0.21601526736839333*pi,1.3176403312949132*pi) q[2];\nu3(3.4799635831126166*pi,2.8538609347302755*pi,2.294926261142526*pi) q[3];\nu3(3.601256511488688*pi,1.0393409696635079*pi,0.9536160140181632*pi) q[4];\nu3(3.2727334050368695*pi,2.3291029272899264*pi,1.2602420149219622*pi) q[5];\nu3(3.2135396172778314*pi,2.6763330912910024*pi,4.428886826250201*pi) q[6];\nu3(3.1880481443220967*pi,0.11985463550946074*pi,2.194671747908438*pi) q[8];\nu3(3.2648037485091574*pi,1.6911108157809438*pi,1.139644362205169*pi) q[10];\nu3(3.283550553124869*pi,1.60501056454587*pi,1.4179654837134155*pi) q[12];\nu3(3.7141021395944986*pi,3.302610953701521*pi,3.9964410266341703*pi) q[13];\nu3(3.474113115263362*pi,3.244571982020017*pi,1.0265309463697236*pi) q[14];\nRxxyyzz(0.41430311403791975*pi,0.14431777016951974*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.3888157591420499*pi,0.2884722780289622*pi,0.116054123254653*pi) q[2],q[4];\nRxxyyzz(0.3318940905944692*pi,0.08267056937214701*pi,0.05194347868940774*pi) q[3],q[9];\nRxxyyzz(0.3525312769813098*pi,0.2743810378684257*pi,3.95576501535806*pi) q[14],q[5];\nRxxyyzz(0.37568071946726983*pi,0.32377775330888753*pi,3.7090548461507495*pi) q[12],q[6];\nRxxyyzz(0.36096275275449013*pi,0.1672876436726916*pi,0.04729649350144965*pi) q[11],q[8];\nu3(3.680642628333689*pi,3.154340203901464*pi,1.9851859585696634*pi) q[0];\nu3(3.6267654223884276*pi,0.25931783905061057*pi,3.2726701346890117*pi) q[2];\nu3(3.4832072150216535*pi,2.223264074663395*pi,0.8070924905921159*pi) q[3];\nu3(3.6575999106269785*pi,0.8565185360099452*pi,4.320836978345521*pi) q[4];\nu3(3.095199389277443*pi,0.1030139830586353*pi,2.2083381834681752*pi) q[5];\nu3(3.1045497930028327*pi,2.7353219098743295*pi,1.223562476453293*pi) q[6];\nu3(3.1391187380801617*pi,-0.49716068807296243*pi,1.5310467983403195*pi) q[7];\nu3(3.5217959650119095*pi,0.8186166545204552*pi,0.6158509871084138*pi) q[8];\nu3(3.1367199024906336*pi,0.6318602833066218*pi,4.1675911928846405*pi) q[9];\nu3(3.395174674500331*pi,0.2214407925894346*pi,4.187664036629672*pi) q[11];\nu3(3.7455539058371894*pi,2.1583336516127813*pi,0.7418760800256066*pi) q[12];\nu3(3.423829142131755*pi,-0.17112723547494268*pi,3.3908691797041337*pi) q[14];\nRxxyyzz(0.4150772191959914*pi,0.10008859514008495*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.395032658753126*pi,0.25991879100469906*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.2998936683252904*pi,0.1576642900233446*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.3394227376263767*pi,0.18538428951157204*pi,0.05907192743195955*pi) q[9],q[4];\nRxxyyzz(0.2696386194605939*pi,0.2205310381758907*pi,0.09708667671865046*pi) q[5],q[8];\nRxxyyzz(0.40102022470224*pi,0.3073923201832044*pi,3.9073005676938894*pi) q[11],q[6];\nRxxyyzz(0.47426764884104955*pi,0.15065245858180987*pi,0.0*pi) q[7],q[12];\nu3(3.744444627626671*pi,2.8127880807550567*pi,1.2608929364062793*pi) q[0];\nu3(3.266468985808842*pi,2.7964230926734266*pi,0.6257865018001508*pi) q[1];\nu3(3.396520550580461*pi,3.1702005388784054*pi,4.442655544362387*pi) q[2];\nu3(3.395313098449389*pi,3.335707614290478*pi,1.9418978351113303*pi) q[3];\nu3(3.8561000574781814*pi,0.34652253049350923*pi,4.4555022563037205*pi) q[4];\nu3(3.4848790784818995*pi,2.8976519649557084*pi,0.7644608367270952*pi) q[5];\nu3(3.135285422103153*pi,-0.49036767932492353*pi,0.7779125169487746*pi) q[6];\nu3(3.103976776962215*pi,-0.3431075340266926*pi,1.2531814736938456*pi) q[7];\nu3(3.228805743183062*pi,3.4494129554319257*pi,3.104388229168084*pi) q[8];\nu3(3.321955132258224*pi,2.254868082041371*pi,1.6281108556279953*pi) q[9];\nu3(3.38979909552858*pi,0.434218272192055*pi,1.4798254751293913*pi) q[10];\nu3(3.7435068681955017*pi,1.768704240676238*pi,2.4161219783285395*pi) q[11];\nu3(3.4600402157724073*pi,2.4077757200605787*pi,1.7930670581709953*pi) q[12];\nu3(3.5910146942784644*pi,3.015049897706347*pi,1.845018534557595*pi) q[13];\nRxxyyzz(0.42862732408650006*pi,0.32071261822600655*pi,3.9294039776152303*pi) q[0],q[10];\nRxxyyzz(0.4827370904757232*pi,0.30942485900135375*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.41993381270205066*pi,0.2728371796014508*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.4515015366286099*pi,0.1816311348423403*pi,0.1460861334745207*pi) q[12],q[3];\nRxxyyzz(0.42191584529081017*pi,0.31700450910045497*pi,3.8531333823930307*pi) q[11],q[14];\nu3(3.667888930830597*pi,3.1378729911231296*pi,1.8371408495979895*pi) q[0];\nu3(3.3119910856526453*pi,1.828539226113358*pi,1.5753544847694751*pi) q[1];\nu3(3.1040170340135367*pi,0.1972191659088276*pi,0.5032657104587146*pi) q[2];\nu3(3.3989362027475587*pi,3.2993421300123718*pi,1.0088609654303484*pi) q[3];\nu3(3.557730739381825*pi,3.284452401595336*pi,1.646633459295435*pi) q[6];\nu3(3.1747768204466076*pi,-0.36870022487789744*pi,2.310837508080897*pi) q[7];\nu3(3.9207054448882968*pi,1.8393485019078288*pi,2.188494692097913*pi) q[10];\nu3(3.7356506599106245*pi,2.8561171978219004*pi,1.4339002360032451*pi) q[11];\nu3(3.8017811725633575*pi,0.20137750069734262*pi,3.71141974185454*pi) q[12];\nu3(3.599736109871243*pi,-0.30282903881747353*pi,0.9331416162614592*pi) q[14];\nRxxyyzz(0.23426099772115894*pi,0.09195379725937813*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.4486956960574303*pi,0.17339644377671704*pi,3.8821466924266694*pi) q[9],q[1];\nRxxyyzz(0.49567944953386167*pi,0.18055675498403823*pi,0.0*pi) q[12],q[2];\nRxxyyzz(0.43408634135883967*pi,0.2763010386573167*pi,3.8332551381293403*pi) q[4],q[3];\nRxxyyzz(0.4384384812740558*pi,0.15602341893633698*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.46290242495945133*pi,0.29239555561617214*pi,0.0*pi) q[7],q[8];\nRxxyyzz(0.48837141983708987*pi,0.270382574736586*pi,0.0*pi) q[13],q[14];\nu3(3.4774576737926255*pi,3.052545349682925*pi,4.477353254445555*pi) q[0];\nu3(3.709820937039837*pi,-0.1750051084404054*pi,0.9882671134547714*pi) q[1];\nu3(3.9224245639371*pi,0.41838764832716124*pi,0.9174571905099982*pi) q[2];\nu3(3.1237316297998716*pi,0.6154299447850038*pi,2.1006549588133896*pi) q[3];\nu3(3.1822118150758842*pi,1.0117838198187727*pi,2.068399715610996*pi) q[4];\nu3(3.42877857366443*pi,0.2993887393749275*pi,2.403192410272748*pi) q[6];\nu3(3.6339377969381768*pi,-0.46325045232190354*pi,3.670071403037011*pi) q[7];\nu3(3.0715628931987253*pi,-0.2205455036743436*pi,1.2338009273449353*pi) q[8];\nu3(3.378147848139806*pi,2.5582110219426433*pi,2.3012113998735004*pi) q[9];\nu3(3.3962608306430684*pi,0.06275672531748433*pi,1.4052517054791698*pi) q[10];\nu3(3.2889150566141474*pi,-0.36977087221393623*pi,1.3912296902288486*pi) q[11];\nu3(3.3272078916909242*pi,0.027638835800994466*pi,1.4286275768720245*pi) q[12];\nu3(3.5262030419659562*pi,2.4611820457403146*pi,1.0310088812062395*pi) q[13];\nu3(3.417591013576853*pi,1.0496465472744116*pi,1.6666233058321236*pi) q[14];\nRxxyyzz(0.3657949258604195*pi,0.2370229977681163*pi,3.9537684361159102*pi) q[0],q[9];\nRxxyyzz(0.340299998749619*pi,0.2879752033097811*pi,0.0*pi) q[4],q[1];\nRxxyyzz(0.29859598740643006*pi,0.189117131670276*pi,3.9421839165110892*pi) q[11],q[2];\nRxxyyzz(0.40645103370354974*pi,0.2815803164593765*pi,0.18204001228579603*pi) q[8],q[3];\nRxxyyzz(0.29950267523262963*pi,0.10236652251388856*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.42562343261651064*pi,0.2072644779298052*pi,3.8876053520508393*pi) q[13],q[7];\nu3(3.354195605836451*pi,3.0822581130072226*pi,1.1961627686195813*pi) q[0];\nu3(3.2570358825463215*pi,2.867776420913599*pi,1.842823683825436*pi) q[1];\nu3(3.082557357242751*pi,-0.11503717321054197*pi,1.678832244216688*pi) q[2];\nu3(3.5089681349053676*pi,3.296033056624779*pi,4.411360632649849*pi) q[3];\nu3(3.2826141504273227*pi,2.793113194263867*pi,4.309894468340106*pi) q[4];\nu3(3.8173024250433305*pi,3.484777366454125*pi,1.4374031069381452*pi) q[5];\nu3(3.2714247360754682*pi,0.7962067075584178*pi,2.3908279094690332*pi) q[7];\nu3(3.0300801471384586*pi,1.6327183900656101*pi,4.467922707486172*pi) q[8];\nu3(3.726516570390346*pi,2.9228433555068754*pi,0.726971313737125*pi) q[9];\nu3(3.5687268031008843*pi,-0.04418985992230712*pi,4.083201238564495*pi) q[11];\nu3(3.2323249446449287*pi,-0.47170222238120196*pi,1.0542669529262048*pi) q[12];\nu3(3.6392443042646714*pi,3.4747035661640924*pi,2.168490248983045*pi) q[13];\nRxxyyzz(0.40540503497773006*pi,0.24008360474275314*pi,3.8554970857071607*pi) q[0],q[8];\nRxxyyzz(0.3538024666233267*pi,0.20353437093791182*pi,0.0*pi) q[10],q[2];\nRxxyyzz(0.3557773898460401*pi,0.19354762013718219*pi,0.09299222087616066*pi) q[13],q[3];\nRxxyyzz(0.3517782955850698*pi,0.217455800794631*pi,0.0*pi) q[12],q[4];\nRxxyyzz(0.44195366577827017*pi,0.2546029302961749*pi,0.1050719579505744*pi) q[11],q[5];\nRxxyyzz(0.4063908199941204*pi,0.26101522417580203*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.2889498673036801*pi,0.2658402777693949*pi,3.8411753305213594*pi) q[14],q[9];\nu3(3.1085432138991775*pi,1.1823858072240627*pi,2.2764517590827125*pi) q[0];\nu3(3.201373678556628*pi,0.0613251474755534*pi,0.5907134558896567*pi) q[2];\nu3(3.65352002636989*pi,0.02934382123907575*pi,1.664571527365882*pi) q[3];\nu3(3.784691130015382*pi,1.2701429337655292*pi,1.6918905898663676*pi) q[4];\nu3(3.3718941469874175*pi,0.5639149265094252*pi,4.185256357261782*pi) q[5];\nu3(3.6987412142744756*pi,3.082767238644827*pi,4.009921703458681*pi) q[6];\nu3(3.315835175904258*pi,-0.1334997990853829*pi,1.7901803472610798*pi) q[7];\nu3(3.606175220905189*pi,3.1756157308067214*pi,1.9111573030720446*pi) q[8];\nu3(3.7835804593077467*pi,2.800673163160263*pi,0.6367036455646584*pi) q[9];\nu3(3.7238620394302706*pi,2.441489910698385*pi,4.430199756584615*pi) q[10];\nu3(3.4849528141538517*pi,3.316336099140438*pi,3.7627222899823263*pi) q[11];\nu3(3.384055683479665*pi,-0.30980729191856704*pi,1.8181225951051343*pi) q[12];\nu3(3.3268255885764026*pi,3.3889029736587517*pi,1.8642859089521697*pi) q[13];\nu3(3.5805160508021157*pi,-0.07374290792637839*pi,4.439567809069469*pi) q[14];\nRxxyyzz(0.45878072340169945*pi,0.2426344990065648*pi,3.924529851257891*pi) q[11],q[0];\nRxxyyzz(0.35077642408919985*pi,0.26960347166171994*pi,0.0871474326729671*pi) q[2],q[7];\nRxxyyzz(0.37937285377326013*pi,0.21291516054220017*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.37683528242392905*pi,0.12968192023033076*pi,0.0*pi) q[10],q[4];\nRxxyyzz(0.3837965376548002*pi,0.14383581315995841*pi,0.10815873445788891*pi) q[8],q[6];\nRxxyyzz(0.4724344894453214*pi,0.3626985279867361*pi,0.0*pi) q[12],q[9];\nRxxyyzz(0.3255301415198294*pi,0.10259978774095291*pi,0.0*pi) q[13],q[14];\nu3(3.405198689076384*pi,-0.38632265954657374*pi,0.952618276722299*pi) q[0];\nu3(3.6077773410966625*pi,2.378587954428678*pi,1.847999331119907*pi) q[2];\nu3(3.390537577683563*pi,-0.2333610063273398*pi,3.9064727243979425*pi) q[3];\nu3(3.553379812166782*pi,-0.2326323194646902*pi,2.0496225898250633*pi) q[4];\nu3(3.3795081529531688*pi,0.8134119032669194*pi,1.3770170097517722*pi) q[5];\nu3(3.2120958711110106*pi,3.244368156868092*pi,2.9814551353899095*pi) q[6];\nu3(3.3367827360395137*pi,0.08402450039049336*pi,4.110794611901701*pi) q[7];\nu3(3.5309926980579283*pi,-0.26698570527163556*pi,3.7808551055235*pi) q[8];\nu3(3.72395476828442*pi,0.4543042306571129*pi,4.497757241221746*pi) q[9];\nu3(3.5098277189707616*pi,1.0011683968929286*pi,1.5559742225413458*pi) q[10];\nu3(3.331293095955167*pi,-0.08910912964329964*pi,1.2658842675197644*pi) q[11];\nu3(3.5629136086903612*pi,3.1862040851920623*pi,0.8713076145502342*pi) q[12];\nu3(3.3887254694865256*pi,2.1094514623160063*pi,2.3173758794539117*pi) q[13];\nu3(3.2881738278428703*pi,-0.42570892310995195*pi,2.3101803071635088*pi) q[14];\nRxxyyzz(0.36718552408824967*pi,0.2566151368907093*pi,0.1196327693509032*pi) q[0],q[13];\nRxxyyzz(0.45834869847573334*pi,0.27391311357813475*pi,0.0*pi) q[14],q[1];\nRxxyyzz(0.4853460379063842*pi,0.28080247145687154*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.41882253841633954*pi,0.1459980395094418*pi,0.0*pi) q[6],q[3];\nRxxyyzz(0.4747182402046297*pi,0.2569926193640686*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.4635313522392709*pi,0.25168851874366727*pi,0.0*pi) q[12],q[7];\nRxxyyzz(0.28826544684849964*pi,0.15706166690079426*pi,0.0*pi) q[11],q[8];\nu3(3.1540186637053083*pi,-0.2693613229232212*pi,1.6682856920217854*pi) q[0];\nu3(3.5090098656312207*pi,2.237850100815377*pi,2.085951163936169*pi) q[1];\nu3(3.716415911863174*pi,3.4359400489148877*pi,4.369383645011732*pi) q[2];\nu3(3.602457309499002*pi,1.0074077587498604*pi,1.215825975370005*pi) q[3];\nu3(3.6798397745496687*pi,-0.49975421198168934*pi,0.7469095855729835*pi) q[4];\nu3(3.323129358977932*pi,0.3837334296368565*pi,0.5467818536131773*pi) q[6];\nu3(3.475971484201943*pi,3.2011550584981356*pi,4.147985918850196*pi) q[7];\nu3(3.4583488598603442*pi,0.04619760985868138*pi,0.7236923391890682*pi) q[8];\nu3(3.5579326431726845*pi,3.0879755495396237*pi,0.5337530619708102*pi) q[9];\nu3(3.202994063824907*pi,3.1914862192686306*pi,1.5869547526416155*pi) q[10];\nu3(3.733065851690681*pi,2.240982060868157*pi,2.4973920659690747*pi) q[11];\nu3(3.379513384957196*pi,0.7166844643383017*pi,2.1660065650811724*pi) q[12];\nu3(3.628759426969275*pi,3.4661158868820703*pi,3.6877991703038764*pi) q[13];\nu3(3.2572781875960164*pi,3.4613270159565794*pi,1.4041129628606308*pi) q[14];\nRxxyyzz(0.37303532570571024*pi,0.2178575229253132*pi,3.87248807475049*pi) q[1],q[0];\nRxxyyzz(0.36619601668884966*pi,0.30123128409550304*pi,3.90223721964564*pi) q[3],q[5];\nRxxyyzz(0.41646350603718985*pi,0.1706688501359781*pi,3.91031945840493*pi) q[11],q[4];\nRxxyyzz(0.3824727686595617*pi,0.33912471010100076*pi,3.949752367576864*pi) q[13],q[6];\nRxxyyzz(0.39875660404235724*pi,0.13574000795255492*pi,0.0*pi) q[9],q[7];\nRxxyyzz(0.36330762827653007*pi,0.3024834522581187*pi,0.0*pi) q[14],q[12];\nu3(3.5346324673726777*pi,2.9537762734542152*pi,1.4560807372757747*pi) q[0];\nu3(3.698166662713961*pi,3.3939272730114474*pi,2.040676736065947*pi) q[1];\nu3(3.7987368378931956*pi,3.439606380145054*pi,1.5308438035042014*pi) q[3];\nu3(3.438658386505619*pi,2.98261474497218*pi,1.6805719058293935*pi) q[4];\nu3(3.1290313434832173*pi,1.3356011316848124*pi,0.582508862184409*pi) q[5];\nu3(3.228952949719553*pi,1.2020927661160263*pi,2.4796154523792673*pi) q[6];\nu3(3.8675603340144664*pi,0.4111624610834055*pi,2.2093850849485257*pi) q[7];\nu3(3.699570068592233*pi,3.48165266313407*pi,0.8716441626737383*pi) q[9];\nu3(3.2223006794509543*pi,0.3848779351220202*pi,1.927735058091726*pi) q[11];\nu3(3.461578285664726*pi,0.21226143752070847*pi,1.552513385186406*pi) q[12];\nu3(3.5874019241003197*pi,3.201960965545735*pi,1.4262987462610006*pi) q[13];\nu3(3.223607497629148*pi,0.7291992502592852*pi,0.8742094362663919*pi) q[14];\nRxxyyzz(0.45721326181095995*pi,0.33125362153151805*pi,3.95184233886158*pi) q[0],q[4];\nRxxyyzz(0.31560910473121007*pi,0.12396130548741757*pi,0.05233921737069114*pi) q[1],q[7];\nRxxyyzz(0.3910513944599102*pi,0.2211356974101002*pi,3.8866624987327705*pi) q[2],q[3];\nRxxyyzz(0.4010271313274303*pi,0.373518470905073*pi,0.0*pi) q[11],q[5];\nRxxyyzz(0.45231401260855986*pi,0.3756996497091656*pi,0.13554753810656806*pi) q[8],q[14];\nRxxyyzz(0.44699121939331765*pi,0.21346638691237807*pi,0.0*pi) q[10],q[12];\nu3(3.919063171305596*pi,2.02088799713864*pi,2.2103953748606573*pi) q[0];\nu3(3.4450520637344004*pi,2.2541944373686107*pi,1.2619690881710135*pi) q[1];\nu3(3.8170461122267456*pi,-0.2774646022035888*pi,0.9268908542944061*pi) q[2];\nu3(3.890957664054266*pi,2.0607788765494535*pi,0.7985378502428304*pi) q[3];\nu3(3.302620732649905*pi,1.1133607384496909*pi,0.8009799082584497*pi) q[4];\nu3(3.6738034967805158*pi,-0.4534963771263179*pi,1.4649075456209988*pi) q[5];\nu3(3.2414665207821662*pi,-0.025464452720908803*pi,0.8856827459604825*pi) q[7];\nu3(3.552975222824554*pi,3.126954125552536*pi,4.129509299840244*pi) q[8];\nu3(3.818235269418859*pi,2.11346497225307*pi,1.5331561188352518*pi) q[10];\nu3(3.6358590829420896*pi,2.060877388559436*pi,4.2158666027869875*pi) q[11];\nu3(3.3988481287675802*pi,-0.44412226348409206*pi,0.8657457926643666*pi) q[12];\nu3(3.4285850469300994*pi,0.46557016191328804*pi,3.5113638106792022*pi) q[14];\nRxxyyzz(0.3939260263653098*pi,0.20921244571451464*pi,3.941660559094821*pi) q[0],q[11];\nRxxyyzz(0.4358397907389699*pi,0.20955497996333433*pi,0.19240258268792096*pi) q[1],q[10];\nRxxyyzz(0.4370229777536898*pi,0.3012138784800932*pi,0.13431182430229685*pi) q[14],q[2];\nRxxyyzz(0.38328945416023985*pi,0.09354885031944404*pi,0.0*pi) q[9],q[3];\nRxxyyzz(0.4315544123654803*pi,0.2841849204417439*pi,0.2158518525140211*pi) q[8],q[4];\nRxxyyzz(0.3834642475595987*pi,0.19930872750594156*pi,0.1476004696229621*pi) q[5],q[12];\nRxxyyzz(0.4163441385205001*pi,0.2944892960096547*pi,0.10581222919680026*pi) q[7],q[6];\nu3(3.1504997960473693*pi,3.041032439256455*pi,1.0484113865091618*pi) q[0];\nu3(3.6620525596198457*pi,3.451899559242476*pi,1.6739806457101833*pi) q[1];\nu3(3.6069981531897666*pi,-0.1828671389947814*pi,3.385711683438755*pi) q[2];\nu3(3.6317516248711*pi,3.4479222371009586*pi,0.9314524992012005*pi) q[3];\nu3(3.5366560030663496*pi,1.042498239649186*pi,0.7090006458528314*pi) q[4];\nu3(3.6513047314296108*pi,-0.1972310868863243*pi,4.042853379995129*pi) q[5];\nu3(3.026378689090664*pi,3.318305399613367*pi,0.7012990132675782*pi) q[6];\nu3(3.340106093008613*pi,2.836428146807647*pi,3.3840042137215898*pi) q[7];\nu3(3.0557869640004567*pi,0.5603764448441779*pi,3.755506899572543*pi) q[8];\nu3(3.5473915832138365*pi,3.314463602529937*pi,4.239302884199662*pi) q[9];\nu3(3.7253415392763007*pi,2.2736944414924753*pi,0.8413856853996633*pi) q[10];\nu3(3.5282952178893523*pi,0.971717456119245*pi,0.8049359628575603*pi) q[11];\nu3(3.4962947985261783*pi,2.4265787295884937*pi,1.9439763304940407*pi) q[12];\nu3(3.110366750544982*pi,0.3523478651035302*pi,1.7072395853753304*pi) q[14];\nmeasure q[1] -> c[0];\nmeasure q[5] -> c[1];\nmeasure q[12] -> c[2];\nRxxyyzz(0.4116628510953699*pi,0.22334237958304393*pi,0.1212381484345286*pi) q[0],q[3];\nRxxyyzz(0.4301572560239104*pi,0.09443622582942901*pi,0.0*pi) q[9],q[2];\nRxxyyzz(0.30529917390344996*pi,0.2792307345474101*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.41162659254978007*pi,0.14851726931878206*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.3157491108046103*pi,0.11368318450710468*pi,0.0*pi) q[8],q[14];\nRxxyyzz(0.42223074355720014*pi,0.18126633713891793*pi,0.0*pi) q[13],q[10];\nu3(3.5555319757213746*pi,3.347034848232738*pi,1.2970786054744774*pi) q[0];\nu3(3.561938288747615*pi,0.5682373575887847*pi,2.1799866156410705*pi) q[2];\nu3(3.3308756790729346*pi,-0.21509075806535105*pi,1.6903279658033386*pi) q[3];\nu3(0.2330656345008046*pi,3.3310681006212897*pi,1.3721686207436594*pi) q[4];\nu3(3.4515930132763613*pi,3.0467942217437427*pi,0.7739189435715268*pi) q[6];\nu3(3.6175291641789094*pi,-0.1429600387542172*pi,1.9749885204128423*pi) q[7];\nu3(0.08336261801507043*pi,-0.4890056790807503*pi,0.5532571884071613*pi) q[8];\nu3(3.639235506024955*pi,2.3035103499526595*pi,1.6134761666917727*pi) q[9];\nu3(3.6494379645089907*pi,1.2619391732238454*pi,1.733386924909212*pi) q[10];\nu3(3.9119671116658004*pi,1.3812958986162134*pi,2.04040193739056*pi) q[11];\nu3(3.190650631429555*pi,0.2773693140528808*pi,1.4783136095047686*pi) q[13];\nu3(1.6873142876849156*pi,-0.15185471821226015*pi,1.5944047734593096*pi) q[14];\nmeasure q[0] -> c[3];\nmeasure q[8] -> c[4];\nmeasure q[4] -> c[5];\nmeasure q[13] -> c[6];\nmeasure q[7] -> c[7];\nmeasure q[11] -> c[8];\nmeasure q[9] -> c[9];\nmeasure q[10] -> c[10];\nmeasure q[14] -> c[11];\nmeasure q[2] -> c[12];\nmeasure q[3] -> c[13];\nmeasure q[6] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.608777141394062*pi,2.093760302270451*pi,1.5208540472504477*pi) q[0];\nu3(3.566701397653591*pi,-0.29970863648413903*pi,0.675277684559703*pi) q[1];\nu3(3.283224318461423*pi,2.5977320328372295*pi,3.774454017355567*pi) q[2];\nu3(3.3588447152233214*pi,0.023885823161930553*pi,1.3637582921047025*pi) q[3];\nu3(3.473283376018687*pi,2.543214905084101*pi,3.9429091569113712*pi) q[4];\nu3(3.366163779244511*pi,3.2460858319904085*pi,1.3126671139258317*pi) q[5];\nu3(3.3412119563668443*pi,3.1212118644277442*pi,0.6419464714787448*pi) q[6];\nu3(3.8060226420139363*pi,-0.05168713320814705*pi,1.8822343454610462*pi) q[7];\nu3(3.2626882468379006*pi,2.612837356821737*pi,0.8194239113313027*pi) q[8];\nu3(3.386236048686603*pi,-0.4894836508204803*pi,0.940599840156608*pi) q[9];\nu3(3.4807929151127213*pi,0.20111060594251484*pi,3.2029391446954922*pi) q[10];\nu3(3.872530413177763*pi,0.3838632972591105*pi,3.552844837559146*pi) q[11];\nu3(3.2819339229350373*pi,-0.2087663881430491*pi,2.8207303113243145*pi) q[12];\nu3(3.173175129141752*pi,0.14414080381420524*pi,1.4237119167731493*pi) q[13];\nu3(3.3022904972728817*pi,3.013327796722826*pi,3.2779892176501515*pi) q[14];\nRxxyyzz(0.4673150722009075*pi,0.3587832194011338*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.40303245376359975*pi,0.17297807215153863*pi,3.91370864213835*pi) q[2],q[6];\nRxxyyzz(0.4569581692697198*pi,0.2790245179584004*pi,3.7415484670329793*pi) q[4],q[11];\nRxxyyzz(0.41072491101224484*pi,0.25088193495962696*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.4512609985534999*pi,0.29756105690574036*pi,0.09024275228503233*pi) q[7],q[9];\nRxxyyzz(0.45728210570067995*pi,0.03938793170899635*pi,0.0*pi) q[10],q[14];\nRxxyyzz(0.41186340420231987*pi,0.3060965224062007*pi,0.0677918545206263*pi) q[12],q[13];\nu3(3.3111781177171915*pi,3.380543663127672*pi,1.1398252133032036*pi) q[1];\nu3(3.3811430689723956*pi,3.4199924112882933*pi,2.350629482097986*pi) q[2];\nu3(3.2571677652102027*pi,1.727979191990607*pi,1.333107661322674*pi) q[3];\nu3(3.7231102009036676*pi,2.057220322522563*pi,2.498337382889967*pi) q[4];\nu3(3.568879911117705*pi,-0.3827282174672473*pi,0.977253230835168*pi) q[5];\nu3(3.5338603405383884*pi,3.150638225382112*pi,1.8735646568258963*pi) q[6];\nu3(3.1267268273668853*pi,3.1296095456241515*pi,1.828953343432512*pi) q[7];\nu3(3.8544632460241353*pi,3.3661463413014596*pi,1.9103672914106165*pi) q[8];\nu3(3.496539760633816*pi,-0.07372244895681834*pi,1.208464212136397*pi) q[9];\nu3(3.330411935281553*pi,3.053266967900745*pi,4.216151959456033*pi) q[10];\nu3(3.554060993222859*pi,3.444085174009228*pi,1.9646175987958332*pi) q[11];\nu3(3.8881104410588896*pi,2.921779634474912*pi,1.5281245972942106*pi) q[12];\nu3(3.8560282630820866*pi,0.6290931865626117*pi,2.6875823625792523*pi) q[13];\nu3(3.813104155051646*pi,3.3227196074527203*pi,1.0476264809902875*pi) q[14];\nRxxyyzz(0.3074410710489893*pi,0.21867735265624377*pi,3.8998879125297137*pi) q[0],q[13];\nRxxyyzz(0.23360602844429257*pi,0.15627000986608952*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.47908942787653164*pi,0.28161621566811057*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.4436454040643799*pi,0.25323435928855825*pi,3.9538831450463494*pi) q[4],q[5];\nRxxyyzz(0.38456166440681383*pi,0.26651574491181607*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.45627696431679*pi,0.2510202776672863*pi,0.0*pi) q[9],q[14];\nRxxyyzz(0.38633830817188297*pi,0.13633767871150781*pi,0.0*pi) q[10],q[11];\nu3(3.188464773417229*pi,0.40813265095111406*pi,4.385029717078728*pi) q[0];\nu3(3.8360956068869134*pi,0.6650030731840697*pi,1.0413027092381608*pi) q[2];\nu3(3.086986686958719*pi,0.06202703308729851*pi,0.7825697802248697*pi) q[3];\nu3(3.3060223459330107*pi,3.151595203870149*pi,0.6862972232256683*pi) q[4];\nu3(3.720524798520276*pi,0.6812449396028601*pi,2.2364910191859644*pi) q[5];\nu3(3.507082404559168*pi,3.048006693497973*pi,2.113237045259381*pi) q[6];\nu3(3.4130147116109733*pi,1.0823126054949177*pi,1.8394082565673098*pi) q[7];\nu3(3.0872602101833673*pi,-0.13972613951540253*pi,2.1513073791430815*pi) q[8];\nu3(3.6123248193866937*pi,2.5690123570097088*pi,1.4330915681910983*pi) q[9];\nu3(3.5631728896401325*pi,2.702986188502392*pi,1.3305716162018504*pi) q[10];\nu3(3.5817356736377306*pi,0.31069075581949746*pi,2.350142239186748*pi) q[11];\nu3(3.794008349399085*pi,0.18539137847878207*pi,2.3100670147725597*pi) q[12];\nu3(3.5966419876393148*pi,2.02148279628864*pi,1.7378603401154689*pi) q[13];\nu3(3.813466406449264*pi,0.8916035635168611*pi,4.327765875784414*pi) q[14];\nRxxyyzz(0.4765120237319711*pi,0.1285921602692871*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.3622605689147701*pi,0.2973388729704114*pi,0.0*pi) q[8],q[1];\nRxxyyzz(0.4231372146367002*pi,0.23186187678223835*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.4205173346011705*pi,0.3200175092529923*pi,0.05023971674169563*pi) q[3],q[13];\nRxxyyzz(0.438123717501411*pi,0.11921967806352463*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.3603613717423302*pi,0.17074704103491023*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.31246532970989*pi,0.2775843714028374*pi,0.15106576491837576*pi) q[6],q[10];\nu3(3.787358181567226*pi,3.1750972755755624*pi,3.9627460782102224*pi) q[0];\nu3(3.5973517871645093*pi,-0.442991698120472*pi,0.717621699841636*pi) q[1];\nu3(3.5221186482004034*pi,2.5018537575199433*pi,2.022736384371459*pi) q[2];\nu3(3.7746481294014247*pi,-0.10069361438860058*pi,3.026005107281386*pi) q[3];\nu3(3.806840484726497*pi,0.7855623661589743*pi,1.3457421314267584*pi) q[4];\nu3(3.5862945509713335*pi,2.0486111937191076*pi,0.5942798670209424*pi) q[5];\nu3(3.643519674733106*pi,0.6976169685098914*pi,1.3615528253546514*pi) q[6];\nu3(3.424110690143902*pi,3.1947666423118104*pi,3.865977056813048*pi) q[7];\nu3(3.3831643749281906*pi,-0.31282134722196586*pi,0.6754801838160585*pi) q[8];\nu3(3.5731401645864698*pi,3.061342462690981*pi,0.5353464469565969*pi) q[9];\nu3(3.610936301609713*pi,3.447217254032773*pi,1.0725208255564216*pi) q[10];\nu3(3.695315053113141*pi,0.13844645232588793*pi,0.6386574124392508*pi) q[11];\nu3(3.5632212274960486*pi,2.282753667537034*pi,3.7458036837695223*pi) q[13];\nu3(3.311047853761295*pi,3.3046730534856277*pi,1.4682772919912022*pi) q[14];\nRxxyyzz(0.3550016678842699*pi,0.10209192969392256*pi,0.0*pi) q[12],q[1];\nRxxyyzz(0.4255940938662306*pi,0.38248421311412906*pi,0.0*pi) q[2],q[3];\nRxxyyzz(0.4567322030697501*pi,0.3288243666486253*pi,0.08292615035608533*pi) q[6],q[4];\nRxxyyzz(0.37742888973276006*pi,0.25916539665452104*pi,3.85268861326748*pi) q[11],q[5];\nRxxyyzz(0.34029453779541985*pi,0.12732443526693515*pi,0.07410088849984398*pi) q[8],q[14];\nRxxyyzz(0.3379343385777701*pi,0.24988055748118876*pi,0.0*pi) q[9],q[10];\nu3(3.501823535382628*pi,-0.24452863679298947*pi,2.447135621074665*pi) q[1];\nu3(3.744057679443534*pi,0.03834288748976533*pi,1.660199173705068*pi) q[2];\nu3(3.43275402937844*pi,0.7046384545957318*pi,3.5199537336481805*pi) q[3];\nu3(3.607876518295909*pi,2.7132540523060813*pi,2.0235391763703463*pi) q[4];\nu3(3.6613231634929404*pi,2.0065690916342644*pi,2.2305229650654517*pi) q[5];\nu3(3.586106337641045*pi,3.3477089246631957*pi,2.9224094118978283*pi) q[6];\nu3(3.741436979806114*pi,1.0870849128055688*pi,1.3670183498739594*pi) q[8];\nu3(3.491390552919568*pi,3.4085295178092396*pi,1.1292097610901328*pi) q[9];\nu3(3.368733264423511*pi,3.165998930742279*pi,2.2571885014399795*pi) q[10];\nu3(3.5298844914604235*pi,2.5347930796216414*pi,2.296198061741787*pi) q[11];\nu3(3.749588101963192*pi,0.31912536619474885*pi,1.3518031026623283*pi) q[12];\nu3(3.3980808080468132*pi,0.12163318926210154*pi,0.874666434019521*pi) q[14];\nRxxyyzz(0.38793265351902*pi,0.3136373011823333*pi,0.13419089454467129*pi) q[9],q[0];\nRxxyyzz(0.4476458553094701*pi,0.2530379504836482*pi,3.90440022742822*pi) q[1],q[11];\nRxxyyzz(0.34843566086525*pi,0.179408626459705*pi,3.85204093200279*pi) q[12],q[4];\nRxxyyzz(0.4129111979981702*pi,0.20507993070102526*pi,0.0*pi) q[10],q[5];\nRxxyyzz(0.3908775837297395*pi,0.25964491963994885*pi,0.08425800906061336*pi) q[7],q[6];\nRxxyyzz(0.4386154131082808*pi,0.09659950399709283*pi,0.0*pi) q[14],q[13];\nu3(3.9567814959359335*pi,2.0276166241384397*pi,3.9785764371364243*pi) q[0];\nu3(3.8343036793764806*pi,-0.3863647427757503*pi,1.5201772194018166*pi) q[1];\nu3(3.7861901404828884*pi,2.9722252869706542*pi,1.723361033684483*pi) q[4];\nu3(3.6737778097831555*pi,3.475337488651696*pi,1.224299415814306*pi) q[5];\nu3(3.425309122866515*pi,-0.13844961834732866*pi,0.9009021401289392*pi) q[6];\nu3(3.7036770790235956*pi,0.5505785977189457*pi,4.05907247506931*pi) q[7];\nu3(3.136977619799567*pi,0.35154257697775404*pi,3.586664098354118*pi) q[9];\nu3(3.3292978418286796*pi,1.2418775666348854*pi,1.2804588332943192*pi) q[10];\nu3(3.6580202327930587*pi,-0.3525327556773377*pi,0.5982404802125223*pi) q[11];\nu3(3.535908189443299*pi,0.03801738849449432*pi,3.788090015401166*pi) q[12];\nu3(3.7668998185985747*pi,2.946974872858532*pi,2.071939036795461*pi) q[13];\nu3(3.5415288828166536*pi,3.153262325602457*pi,1.0521822547688768*pi) q[14];\nRxxyyzz(0.3588761714011697*pi,0.1819017653688042*pi,0.10303659932676101*pi) q[0],q[4];\nRxxyyzz(0.35390314234309*pi,0.1875600080648674*pi,3.862895182951309*pi) q[1],q[3];\nRxxyyzz(0.4219207216805595*pi,0.3051433449963219*pi,0.0*pi) q[11],q[2];\nRxxyyzz(0.45004696840406966*pi,0.294974904908607*pi,3.96004591239268*pi) q[8],q[5];\nRxxyyzz(0.4833989129973807*pi,0.27088511550296546*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.447016800810495*pi,0.21675893603083018*pi,0.0*pi) q[7],q[9];\nRxxyyzz(0.3646723429086107*pi,0.16690353347438602*pi,0.0*pi) q[12],q[13];\nu3(3.5545699584244765*pi,2.59997300156678*pi,2.1762856692479824*pi) q[0];\nu3(3.1371138874261266*pi,3.288873162249616*pi,0.9920807601519521*pi) q[1];\nu3(3.7516990746128926*pi,2.377636190772521*pi,1.9551637908120232*pi) q[2];\nu3(3.5043216610872023*pi,2.808221500265702*pi,1.032141654506121*pi) q[3];\nu3(3.6416387588235044*pi,3.310407745614431*pi,3.2746247358266043*pi) q[4];\nu3(3.402268823093949*pi,2.1015664355401866*pi,0.6321418967022918*pi) q[5];\nu3(3.7432478095066766*pi,1.0006541727109655*pi,1.2346351199159509*pi) q[6];\nu3(3.4531208870922523*pi,-0.4511977173170883*pi,2.2221238251649447*pi) q[7];\nu3(3.3907603116082883*pi,2.9743825177173586*pi,1.3149671324338033*pi) q[8];\nu3(3.944936628286503*pi,-0.41592639057503655*pi,4.437943577105367*pi) q[9];\nu3(3.2142131728362573*pi,-0.4883002005323247*pi,3.789246069343915*pi) q[10];\nu3(3.534644739133358*pi,3.193427495978816*pi,2.1172160672221407*pi) q[11];\nu3(3.461232606668638*pi,3.0040198274820034*pi,0.5662087205270099*pi) q[12];\nu3(3.775183545922929*pi,2.2667715765195444*pi,1.8406808813809248*pi) q[13];\nRxxyyzz(0.2594051297340699*pi,0.144109865490198*pi,0.10235524178684052*pi) q[8],q[0];\nRxxyyzz(0.3680235560615399*pi,0.2160448235588408*pi,0.0*pi) q[1],q[10];\nRxxyyzz(0.43509435211195996*pi,0.19682598516882702*pi,0.06948185695683949*pi) q[6],q[3];\nRxxyyzz(0.43932636449007*pi,0.3304205059953673*pi,0.1295830617279314*pi) q[9],q[4];\nRxxyyzz(0.38139404874176996*pi,0.20307313787060308*pi,0.08685120689008947*pi) q[5],q[11];\nRxxyyzz(0.41785720031373946*pi,0.3368129574769638*pi,3.9564505482505705*pi) q[13],q[7];\nRxxyyzz(0.41456028828688013*pi,0.3108244184903631*pi,3.889690773361151*pi) q[12],q[14];\nu3(3.4915651637577865*pi,2.6982108164517493*pi,4.2470536232356455*pi) q[0];\nu3(3.316917405585261*pi,0.5974606448694262*pi,1.3435275609408794*pi) q[1];\nu3(3.3821818837076374*pi,3.3617151660861206*pi,1.4827856766604834*pi) q[3];\nu3(3.3316182427711682*pi,2.5447180354494043*pi,3.734883216620468*pi) q[4];\nu3(3.4760193656057847*pi,3.487636920464789*pi,4.259463279765818*pi) q[5];\nu3(3.588725683594313*pi,0.11732918183303354*pi,1.6264679405084201*pi) q[6];\nu3(3.945983136695927*pi,0.7290083430134593*pi,0.7876424759183567*pi) q[7];\nu3(3.2333368416899*pi,2.339387510226514*pi,1.3195598559701844*pi) q[8];\nu3(3.616941433936372*pi,0.4231779377993743*pi,0.81812074518818*pi) q[9];\nu3(3.3522527090365184*pi,2.2482100742937208*pi,1.1841508426135103*pi) q[10];\nu3(3.5284672885744204*pi,2.527251202957912*pi,0.6384632142959586*pi) q[11];\nu3(3.82748915977027*pi,-0.1781946707564096*pi,1.182395459501631*pi) q[12];\nu3(3.940289436011606*pi,3.41188064210995*pi,1.5578145861103083*pi) q[13];\nu3(3.408732705814294*pi,1.700335195987928*pi,1.2300718144458083*pi) q[14];\nRxxyyzz(0.4314584859097522*pi,0.21648864477500585*pi,0.0*pi) q[9],q[1];\nRxxyyzz(0.4009337823337101*pi,0.17666433790583289*pi,0.08442286335541194*pi) q[2],q[7];\nRxxyyzz(0.31231907958067306*pi,0.2037233185539189*pi,0.04697138886230334*pi) q[3],q[14];\nRxxyyzz(0.36751187735019997*pi,0.33515853139815066*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.3577346291134198*pi,0.15526371004503803*pi,3.9560988819577503*pi) q[12],q[5];\nRxxyyzz(0.37457939144381*pi,0.2713280337846471*pi,0.10401686195638124*pi) q[13],q[6];\nRxxyyzz(0.45416979135838*pi,0.2944242400917773*pi,3.8596505524035702*pi) q[8],q[11];\nu3(3.2042980102412724*pi,0.06973306324947048*pi,1.005146688594037*pi) q[1];\nu3(3.499679405774585*pi,-0.029212398980583698*pi,1.2682867133838593*pi) q[2];\nu3(3.4650094760513888*pi,2.79328471624378*pi,1.9045963653319677*pi) q[3];\nu3(3.3979486722262675*pi,3.2590449979779637*pi,0.8321918857413388*pi) q[4];\nu3(3.6787435467139624*pi,-0.40683707202866726*pi,0.9179934998959474*pi) q[5];\nu3(3.662569190217407*pi,0.6141762049496662*pi,1.210718437496693*pi) q[6];\nu3(3.6193664639680874*pi,-0.0017655005320604267*pi,3.7857562360370784*pi) q[7];\nu3(3.557002160776838*pi,2.0916992710222644*pi,0.9982325058762722*pi) q[8];\nu3(3.181749569283742*pi,1.9129659025108143*pi,1.873232250497555*pi) q[9];\nu3(3.456572998795012*pi,0.6645548891103314*pi,2.4745502066411724*pi) q[10];\nu3(3.8371356506781984*pi,2.989703495868268*pi,1.1185897310858868*pi) q[11];\nu3(3.137250808358856*pi,0.6243380900940259*pi,1.2035746724269607*pi) q[12];\nu3(3.684040965742569*pi,0.09450924126392546*pi,1.418026669572455*pi) q[13];\nu3(3.4839439208367033*pi,2.53866784695495*pi,4.499456543586519*pi) q[14];\nRxxyyzz(0.23321889135123985*pi,0.06112015395290471*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.36847056227871017*pi,0.18417972025860224*pi,3.94397551909819*pi) q[1],q[6];\nRxxyyzz(0.40067419037296104*pi,0.3053318256451405*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.4153009619943241*pi,0.3157555479189305*pi,0.17694226300882704*pi) q[9],q[4];\nRxxyyzz(0.39914150735710985*pi,0.330309831817555*pi,0.16069688592853054*pi) q[7],q[12];\nRxxyyzz(0.27096283517510455*pi,0.2226625333671317*pi,0.0*pi) q[13],q[8];\nu3(3.3475801882633895*pi,0.3620329104332818*pi,0.7794079522671105*pi) q[0];\nu3(3.2097252015517683*pi,3.3278521381851487*pi,1.2785922007930057*pi) q[1];\nu3(3.443481761148032*pi,-0.02235917432321627*pi,2.4828224107255545*pi) q[2];\nu3(3.84447665644242*pi,2.3658589147848232*pi,4.135242881453646*pi) q[4];\nu3(3.6827397109582645*pi,-0.4354138411257419*pi,0.5730881528644378*pi) q[5];\nu3(3.3819051176280683*pi,-0.31110113822151986*pi,0.7564418254181586*pi) q[6];\nu3(3.529577436720378*pi,1.2626915703276855*pi,4.466939155388192*pi) q[7];\nu3(3.541454205270609*pi,-0.10221326436009381*pi,0.6184374913120273*pi) q[8];\nu3(3.153348727454111*pi,0.5326510358738719*pi,1.0186314319160763*pi) q[9];\nu3(3.2609888295787126*pi,-0.3891044611344445*pi,1.9992754845771943*pi) q[10];\nu3(3.2377278547467214*pi,3.3528791889426546*pi,0.923299277995576*pi) q[12];\nu3(3.4348856530583394*pi,2.3694274105971482*pi,1.1923650486223238*pi) q[13];\nRxxyyzz(0.30453427985010006*pi,0.2361366765231252*pi,0.0*pi) q[9],q[0];\nRxxyyzz(0.4361591262070901*pi,0.23546206392317526*pi,0.09376892446240397*pi) q[1],q[14];\nRxxyyzz(0.3725837476817403*pi,0.3124924645487005*pi,0.0*pi) q[3],q[2];\nRxxyyzz(0.42832888041496014*pi,0.22139878356827936*pi,0.1294306420039629*pi) q[5],q[11];\nRxxyyzz(0.42740783043359987*pi,0.3077413043135931*pi,3.7928439973667807*pi) q[13],q[6];\nRxxyyzz(0.16114566136288078*pi,0.13666482054409634*pi,0.0*pi) q[7],q[10];\nRxxyyzz(0.4817948552373692*pi,0.28510323175009455*pi,0.0*pi) q[8],q[12];\nu3(3.362138925321124*pi,0.16399771836313426*pi,0.6443730413967672*pi) q[0];\nu3(3.0982136573907915*pi,0.4214350573197255*pi,4.281925415686784*pi) q[1];\nu3(3.8001551750838867*pi,-0.3853167508076731*pi,0.603431163764824*pi) q[2];\nu3(3.077442642485546*pi,-0.26875708943296805*pi,1.0528019641320183*pi) q[3];\nu3(3.2779125183527107*pi,0.13419581801610758*pi,3.8797403639593844*pi) q[5];\nu3(3.427193586720724*pi,-0.09380622050855048*pi,1.32675519811924*pi) q[6];\nu3(3.399021040028714*pi,2.6539541154470196*pi,2.1117471562229144*pi) q[7];\nu3(3.7519106186468942*pi,-0.32724889636441734*pi,1.9369352261273463*pi) q[8];\nu3(3.736326285219222*pi,2.443116132081646*pi,0.5362560838884018*pi) q[9];\nu3(3.2501996965524977*pi,3.1134748943135504*pi,3.980610132758122*pi) q[10];\nu3(3.0842921206907414*pi,0.958617750965105*pi,0.9479227076210361*pi) q[11];\nu3(3.5134431157565285*pi,2.9135754142441614*pi,0.6747365498482901*pi) q[12];\nu3(3.1734533259462214*pi,1.8178911046517854*pi,0.7050782610349593*pi) q[13];\nu3(3.9730671090269816*pi,0.19581046834610438*pi,1.0518510455225234*pi) q[14];\nRxxyyzz(0.4029489971968601*pi,0.30162700255706315*pi,3.88526506869873*pi) q[13],q[2];\nRxxyyzz(0.29481517843739014*pi,0.1920095012889651*pi,0.0*pi) q[4],q[3];\nRxxyyzz(0.4238665294337101*pi,0.25429573336206335*pi,3.8303015955716497*pi) q[5],q[14];\nRxxyyzz(0.4488097638403803*pi,0.28940881072636193*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.3593589539061997*pi,0.12507617214951416*pi,3.9275789221420805*pi) q[10],q[8];\nRxxyyzz(0.3443247723791801*pi,0.2557209901115538*pi,0.1874600328162952*pi) q[12],q[11];\nu3(3.5624284774444046*pi,-0.1704905845441369*pi,2.0810900295810146*pi) q[2];\nu3(3.4647047946612113*pi,0.5859874753348939*pi,0.6219323305152155*pi) q[3];\nu3(3.59429032636373*pi,2.014812298100989*pi,1.6651896048081771*pi) q[4];\nu3(3.2699222777495125*pi,1.9408165655504144*pi,0.824939986010814*pi) q[5];\nu3(3.4655371420679795*pi,1.8176273490001997*pi,1.3418637540165426*pi) q[6];\nu3(3.4355244158094687*pi,0.3619368688873792*pi,1.4721884413026114*pi) q[7];\nu3(3.1180199211069297*pi,0.9631305238410921*pi,1.4670976900470516*pi) q[8];\nu3(3.6188321032807678*pi,-0.3588676350527299*pi,0.7311448985924707*pi) q[10];\nu3(3.5887989641982903*pi,2.2341021375703867*pi,4.322048655024574*pi) q[11];\nu3(3.157836800278301*pi,2.3126448344092836*pi,4.301311521814156*pi) q[12];\nu3(3.8400478016287374*pi,0.5462440427636566*pi,2.281709023508227*pi) q[13];\nu3(3.8617748307823*pi,0.8755848051276329*pi,0.8022554439757421*pi) q[14];\nRxxyyzz(0.35908827971634016*pi,0.3273230535193363*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.36813736482345927*pi,0.3181338310070902*pi,3.7530674519391596*pi) q[1],q[6];\nRxxyyzz(0.4414391879419499*pi,0.2891951766027872*pi,3.9204924090798503*pi) q[12],q[2];\nRxxyyzz(0.3849331126002903*pi,0.20137131040470196*pi,3.90583853586837*pi) q[3],q[11];\nRxxyyzz(0.4749919075750596*pi,0.2714869591874687*pi,0.0*pi) q[13],q[4];\nRxxyyzz(0.40953659104891005*pi,0.27249222221390484*pi,3.7481881921944105*pi) q[5],q[7];\nRxxyyzz(0.3565476947250003*pi,0.28087138861672045*pi,0.08527015960341267*pi) q[10],q[9];\nu3(3.4024781042158443*pi,2.281593380674056*pi,2.3261794210112194*pi) q[0];\nu3(3.5622412634952414*pi,-0.05252285987472283*pi,0.8514789445761486*pi) q[1];\nu3(3.2416723773643703*pi,0.6333045098966927*pi,0.538462548468448*pi) q[2];\nu3(3.4544565749738023*pi,-0.4911867551948724*pi,2.2106128570502435*pi) q[3];\nu3(3.1616950496693907*pi,2.9565314312769138*pi,4.281876907640989*pi) q[4];\nu3(3.678469927675068*pi,2.8521542314232433*pi,1.5399093049746022*pi) q[5];\nu3(3.522759994295939*pi,3.0033892806481353*pi,1.747920929124961*pi) q[6];\nu3(3.6464237377423503*pi,0.17574396982904372*pi,0.8789135663646315*pi) q[7];\nu3(3.7684171450511146*pi,3.084929306247807*pi,3.83536701501355*pi) q[9];\nu3(3.2263544882342123*pi,3.048382112001467*pi,4.27777747050413*pi) q[10];\nu3(3.6584626554829454*pi,0.0024022153690652637*pi,0.870235241304413*pi) q[11];\nu3(3.1311290967782526*pi,0.24079083191842776*pi,1.147043428424305*pi) q[12];\nu3(3.414285991155092*pi,1.9879421093838685*pi,1.8603735656948825*pi) q[13];\nu3(3.4502759500259144*pi,1.1894256231299258*pi,2.4543457364109016*pi) q[14];\nRxxyyzz(0.46927775988306997*pi,0.1800808224451741*pi,0.0*pi) q[1],q[0];\nRxxyyzz(0.3941783847690599*pi,0.26399301501723643*pi,0.18992580715137314*pi) q[4],q[2];\nRxxyyzz(0.38535547752871946*pi,0.1524235436172221*pi,0.0*pi) q[8],q[3];\nRxxyyzz(0.38981677209359156*pi,0.2660666950113737*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.37599419571155523*pi,0.251913039583738*pi,0.0*pi) q[11],q[6];\nRxxyyzz(0.3668447873285695*pi,0.34880231944525*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.34200948620548*pi,0.3069877447379534*pi,3.934776279727741*pi) q[9],q[14];\nu3(3.3221922875924346*pi,2.843742008775112*pi,0.8359031690283585*pi) q[0];\nu3(3.7732800163089744*pi,0.40541577160791364*pi,1.7429574179971121*pi) q[1];\nu3(3.8973279923779067*pi,0.2291398831690823*pi,1.440014742637629*pi) q[2];\nu3(3.3683083857333744*pi,0.5409360209779761*pi,1.4408060655301596*pi) q[3];\nu3(3.5167258359384124*pi,-0.17455025829865062*pi,0.8361688502374813*pi) q[4];\nu3(3.6745876200929044*pi,3.4676235846460157*pi,0.8264325360121891*pi) q[5];\nu3(3.679912375861049*pi,0.30080840337737424*pi,1.0172484153788846*pi) q[6];\nu3(3.3275839806593686*pi,0.1536714486438009*pi,4.201801395947251*pi) q[7];\nu3(3.572700741931052*pi,0.9270525163647898*pi,1.6755059128477379*pi) q[8];\nu3(3.12995797254107*pi,1.1749394399328914*pi,1.0269271604028403*pi) q[9];\nu3(3.176946430344249*pi,-0.11169692714551027*pi,0.8485545571830277*pi) q[10];\nu3(3.490536492952486*pi,2.940650207356952*pi,4.131991537083165*pi) q[11];\nu3(3.484942641209027*pi,1.8848763415433099*pi,1.6294038103315338*pi) q[13];\nu3(3.231426731218166*pi,2.859380187652723*pi,1.9907281960877685*pi) q[14];\nRxxyyzz(0.35535545436611976*pi,0.3198322653112724*pi,3.7389516299864898*pi) q[1],q[8];\nRxxyyzz(0.4317178065060602*pi,0.19675842982573094*pi,0.15290102272324407*pi) q[2],q[7];\nRxxyyzz(0.36167916634456376*pi,0.28130219327844186*pi,0.0*pi) q[12],q[3];\nRxxyyzz(0.4561959490592806*pi,0.2264188739443399*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.43742905068286*pi,0.18341277848438198*pi,0.10556167315190419*pi) q[5],q[11];\nRxxyyzz(0.38138383311475027*pi,0.30555232791738796*pi,3.9543097012857906*pi) q[13],q[14];\nu3(3.8852623885123734*pi,0.03519228913703931*pi,3.924551244591302*pi) q[1];\nu3(3.177904486665248*pi,2.0713555529581793*pi,4.117922215057732*pi) q[2];\nu3(3.140180050688019*pi,2.947722463436512*pi,0.6839261492016799*pi) q[3];\nu3(3.755826916677252*pi,2.2783443447847826*pi,0.9288964843713914*pi) q[4];\nu3(3.3382149734952753*pi,0.98630955988108*pi,4.448871646589623*pi) q[5];\nu3(3.6378980673387336*pi,2.8075172221190168*pi,3.859043234711003*pi) q[7];\nu3(3.83883916413328*pi,1.8664171359039599*pi,1.799353795331314*pi) q[8];\nu3(3.4731550024870925*pi,0.24247425992860605*pi,0.7382376675995532*pi) q[9];\nu3(3.6507868424249623*pi,2.694588962908472*pi,3.9571939032271697*pi) q[11];\nu3(3.4560895840646886*pi,1.0978516331758037*pi,1.819330354410564*pi) q[12];\nu3(3.423995075800921*pi,-0.36027988174201914*pi,2.1839428749036793*pi) q[13];\nu3(3.4515612397845037*pi,0.5287593850484988*pi,1.9389466467679286*pi) q[14];\nmeasure q[5] -> c[4];\nmeasure q[4] -> c[6];\nmeasure q[11] -> c[14];\nRxxyyzz(0.43335068356019957*pi,0.18908807539518077*pi,0.04592857873596924*pi) q[1],q[0];\nRxxyyzz(0.33683046689082985*pi,0.24841491528991888*pi,0.10170171804122319*pi) q[2],q[14];\nRxxyyzz(0.44708015715738997*pi,0.24905180345869019*pi,0.16763418922066195*pi) q[3],q[7];\nRxxyyzz(0.4152141387285254*pi,0.21308317953318778*pi,0.0*pi) q[12],q[6];\nRxxyyzz(0.40491970541124034*pi,0.2701583412958506*pi,0.0*pi) q[9],q[8];\nRxxyyzz(0.4103277731162497*pi,0.15183625532975148*pi,0.04135654949381804*pi) q[10],q[13];\nu3(3.1926811659858587*pi,0.06434996650177005*pi,3.31838014446752*pi) q[0];\nu3(3.5020672797659653*pi,0.6347992077029203*pi,3.234443433429473*pi) q[1];\nu3(1.4821834770784232*pi,0.9249655709947999*pi,0.9434145110882148*pi) q[2];\nu3(3.768829011582364*pi,1.3052586407412603*pi,4.092909711709321*pi) q[3];\nu3(3.349347420646138*pi,0.13057109814161216*pi,2.289754449519071*pi) q[6];\nu3(3.345436585315797*pi,0.273164667818939*pi,3.113306746087863*pi) q[7];\nu3(3.1855293040075403*pi,2.3796672068848106*pi,0.9092730984720726*pi) q[8];\nu3(3.358653200247041*pi,1.5667398201363971*pi,1.67472897469466*pi) q[9];\nu3(3.2826121260795578*pi,2.0430227701442245*pi,0.5153721252400767*pi) q[10];\nu3(3.168968203167649*pi,2.486909836070047*pi,0.7245558164181158*pi) q[12];\nu3(3.3838158729172436*pi,-0.42944657738656766*pi,1.993003175679826*pi) q[13];\nu3(2.298705261198254*pi,0.6813835210862904*pi,0.7976392489633797*pi) q[14];\nmeasure q[1] -> c[0];\nmeasure q[3] -> c[1];\nmeasure q[8] -> c[2];\nmeasure q[0] -> c[3];\nmeasure q[10] -> c[5];\nmeasure q[13] -> c[7];\nmeasure q[6] -> c[8];\nmeasure q[2] -> c[9];\nmeasure q[7] -> c[10];\nmeasure q[9] -> c[11];\nmeasure q[12] -> c[12];\nmeasure q[14] -> c[13];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.2038465484447065*pi,2.6361561895568544*pi,4.125396186528927*pi) q[0];\nu3(3.8557013804409115*pi,0.9464796173242342*pi,0.7118083043894472*pi) q[1];\nu3(3.144405179648074*pi,3.2886193658334943*pi,1.9471685748812346*pi) q[2];\nu3(3.5076242683518744*pi,2.617669128053229*pi,1.9366333662371558*pi) q[3];\nu3(3.6234036618905203*pi,-0.17211018722752136*pi,3.117208600712765*pi) q[4];\nu3(3.313009002427131*pi,2.0003274047080906*pi,0.9588324408129371*pi) q[5];\nu3(3.654547369815751*pi,2.273272084023958*pi,2.2605817200505665*pi) q[6];\nu3(3.601630741849177*pi,0.9707159147016595*pi,2.816721335499205*pi) q[7];\nu3(3.6052525043608576*pi,2.6266546455558473*pi,0.9581591684552085*pi) q[8];\nu3(3.2276589362428303*pi,-0.19738618059801616*pi,1.419486245137541*pi) q[9];\nu3(3.65705732452276*pi,-0.08583123569733675*pi,4.306814792643992*pi) q[10];\nu3(3.378493189693955*pi,-0.3559323525424983*pi,2.4598719128126056*pi) q[11];\nu3(3.8552908876577394*pi,1.1563524736332398*pi,1.12716911796997*pi) q[12];\nu3(3.4919614857078636*pi,-0.481285705088476*pi,1.1152296752688415*pi) q[13];\nu3(3.6534449165652014*pi,2.544168773238204*pi,3.501273451906913*pi) q[14];\nRxxyyzz(0.43029369987769955*pi,0.17552945784963703*pi,0.05781227113756613*pi) q[0],q[11];\nRxxyyzz(0.3632571769362303*pi,0.3132465253385437*pi,0.06586416655176777*pi) q[1],q[3];\nRxxyyzz(0.4514720583559806*pi,0.28710800185089447*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.4482182035069605*pi,0.22360830573395604*pi,0.12011167036321507*pi) q[4],q[8];\nRxxyyzz(0.3165796719774988*pi,0.21736304858876299*pi,3.89026067740844*pi) q[5],q[12];\nRxxyyzz(0.3443099847509502*pi,0.15052999148966117*pi,3.93486625498387*pi) q[7],q[14];\nRxxyyzz(0.44469328339005987*pi,0.3870052883025603*pi,3.793831004430632*pi) q[10],q[13];\nu3(3.066035428148915*pi,3.3502361071666322*pi,1.9357838219270067*pi) q[0];\nu3(3.1525260079815967*pi,3.4474519425591676*pi,1.1415992880480406*pi) q[1];\nu3(3.7525954685651897*pi,0.5327911773601413*pi,0.5615053291017941*pi) q[2];\nu3(3.6092045313767893*pi,2.3859508458072716*pi,0.8474792372384246*pi) q[3];\nu3(3.799871876516544*pi,1.6704390474508952*pi,0.6209060816841777*pi) q[4];\nu3(3.364867552416893*pi,0.824322726801745*pi,0.9750396015368228*pi) q[5];\nu3(3.58333380552451*pi,2.9109753758316463*pi,4.1861406926027875*pi) q[6];\nu3(3.311588872688798*pi,0.5068836774197729*pi,1.0191955351719155*pi) q[7];\nu3(3.6090961934543655*pi,0.3113529676798592*pi,0.6673839378525821*pi) q[8];\nu3(3.6400851443722155*pi,3.4054276912980344*pi,1.5309038410813862*pi) q[10];\nu3(3.07894845351972*pi,2.5101073518681103*pi,4.44840716005864*pi) q[11];\nu3(3.9020619117084454*pi,2.4862867814273493*pi,0.6556910727017712*pi) q[12];\nu3(3.93578357861482*pi,-0.01615274452560972*pi,0.839183610351655*pi) q[13];\nu3(3.72286880668218*pi,-0.12186332864827609*pi,0.6478989049531605*pi) q[14];\nRxxyyzz(0.4298980766574607*pi,0.23908738479074843*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.4537128669354198*pi,0.3877978838785099*pi,0.21617886541350895*pi) q[1],q[14];\nRxxyyzz(0.47095161260980023*pi,0.29795521658945523*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.3967795441385298*pi,0.24125715352746105*pi,3.82518920512166*pi) q[3],q[9];\nRxxyyzz(0.404845274342144*pi,0.34479895183067644*pi,0.15798096652084442*pi) q[6],q[4];\nRxxyyzz(0.3829686133560002*pi,0.21682963975452207*pi,0.07628733183738566*pi) q[5],q[8];\nu3(3.4743411025904614*pi,0.6816503782945822*pi,1.930237533796637*pi) q[0];\nu3(3.2037052376801918*pi,3.368102901495103*pi,0.5049553735137099*pi) q[1];\nu3(3.609445943891459*pi,2.6259618852996645*pi,1.1933183286473814*pi) q[2];\nu3(3.47060499787609*pi,0.2375198114003012*pi,1.4296711451340505*pi) q[3];\nu3(3.3663050208511205*pi,-0.1900937488333408*pi,3.996572425019176*pi) q[4];\nu3(3.4567720155495314*pi,0.31756278600940235*pi,4.481710689422355*pi) q[5];\nu3(3.3403792466028253*pi,-0.47260449466363263*pi,0.8746893641365864*pi) q[6];\nu3(3.777770777965943*pi,0.7011769850121337*pi,0.9190133196794417*pi) q[7];\nu3(3.8747064027702693*pi,2.7465635487906486*pi,4.056271926988936*pi) q[8];\nu3(3.2858955861836305*pi,3.2672103886700237*pi,1.974321238128807*pi) q[9];\nu3(3.2064726258872875*pi,3.187020128866328*pi,0.7545819424488083*pi) q[12];\nu3(3.1654964673572*pi,2.31437066238784*pi,1.0432200511991805*pi) q[14];\nRxxyyzz(0.3848534908874798*pi,0.29504330053477895*pi,3.86064191091301*pi) q[0],q[9];\nRxxyyzz(0.46352860622904*pi,0.26550830680559656*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.41177021285385096*pi,0.26700435106279496*pi,0.0*pi) q[3],q[2];\nRxxyyzz(0.44841477092439075*pi,0.27112028044817793*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.40433472567387085*pi,0.07853811634134023*pi,0.0*pi) q[7],q[11];\nRxxyyzz(0.36273570832096014*pi,0.2555392339239103*pi,0.0*pi) q[10],q[14];\nu3(3.665444497529408*pi,0.14445788365183643*pi,1.4563862475155807*pi) q[0];\nu3(3.76995159067551*pi,3.1935311575124725*pi,4.07694824263456*pi) q[1];\nu3(3.0931985281052174*pi,-0.0048325119474494915*pi,4.424651568416935*pi) q[2];\nu3(3.2743615340128005*pi,0.01591640271975181*pi,0.6024413531638915*pi) q[3];\nu3(3.2176576736901703*pi,2.6174781717133007*pi,1.989375949828933*pi) q[5];\nu3(3.574220179131186*pi,-0.11585590685524244*pi,1.9785926587624751*pi) q[7];\nu3(3.3147569815067532*pi,0.16123042384880493*pi,0.7146759503411144*pi) q[8];\nu3(3.5384909548415155*pi,3.0568710262314656*pi,1.2262449104217725*pi) q[9];\nu3(3.6022492384187035*pi,0.576916691889884*pi,2.4594934001857567*pi) q[10];\nu3(3.7096294942237655*pi,0.42497367460209534*pi,1.559527048144688*pi) q[11];\nu3(3.805007416885026*pi,0.8990392757793768*pi,1.2232869348249649*pi) q[12];\nu3(3.509383434014775*pi,1.3446284612255412*pi,1.6349541457241248*pi) q[14];\nRxxyyzz(0.47867227881816987*pi,0.2396960558472211*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.4901384390699701*pi,0.24623353591834807*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.3889578423448299*pi,0.3263197505848847*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.37406327796444006*pi,0.16978925211886128*pi,3.9520892954737503*pi) q[4],q[7];\nRxxyyzz(0.460440742406769*pi,0.2618252646236793*pi,3.8998607495894335*pi) q[6],q[14];\nRxxyyzz(0.3396066064752495*pi,0.12150154890405496*pi,3.9369448821241306*pi) q[8],q[9];\nRxxyyzz(0.43351051240744015*pi,0.29098383395055777*pi,0.1285787468300219*pi) q[12],q[11];\nu3(3.8850464230091153*pi,0.5055646109005512*pi,2.039447285684925*pi) q[0];\nu3(3.6630330885313*pi,0.9324777256910433*pi,1.7146549452735338*pi) q[1];\nu3(3.086932641222371*pi,3.4066911106872695*pi,2.283613415703991*pi) q[2];\nu3(3.3412463785391897*pi,3.4499412029740992*pi,0.959437804575435*pi) q[3];\nu3(3.1181549244554465*pi,1.4815428747754085*pi,0.5043945786269948*pi) q[4];\nu3(3.1286073863039183*pi,3.326941564731459*pi,1.2148682290798307*pi) q[5];\nu3(3.7796598268413417*pi,1.3482047902245688*pi,2.463818318784489*pi) q[6];\nu3(3.7355687600723417*pi,3.2851461836000198*pi,1.220986494732304*pi) q[7];\nu3(3.7849929148375736*pi,0.4171931574926594*pi,1.1983632660701247*pi) q[8];\nu3(3.5393960744525472*pi,0.607669456167997*pi,1.6205569857941358*pi) q[9];\nu3(3.3097542883702284*pi,2.36858214410745*pi,4.234093438329721*pi) q[11];\nu3(3.8572705695683083*pi,1.4920100975519215*pi,4.497034181562016*pi) q[12];\nu3(3.4779661066504257*pi,-0.4119736498335717*pi,4.494710090159343*pi) q[13];\nu3(3.429938613058264*pi,-0.30262001352187423*pi,1.5771971268809093*pi) q[14];\nRxxyyzz(0.44283869882310023*pi,0.14083265387567168*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.38530896997986963*pi,0.22671707962149834*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.48632361251886735*pi,0.2233105112651962*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.44353293025823964*pi,0.29109669903673113*pi,3.91685944821227*pi) q[5],q[8];\nRxxyyzz(0.36496911709933944*pi,0.18491326211027118*pi,3.9248809742612405*pi) q[9],q[7];\nRxxyyzz(0.27439600057146996*pi,0.11478109668630077*pi,0.0*pi) q[11],q[10];\nu3(3.8871302137737573*pi,0.058344393153774377*pi,0.6251604147817691*pi) q[0];\nu3(3.483920498422943*pi,0.4420296130038083*pi,1.9052089484489385*pi) q[1];\nu3(3.7241350774227944*pi,2.7726882854452644*pi,1.1514296727056537*pi) q[2];\nu3(3.480404630653818*pi,2.187114816842808*pi,2.006374310743592*pi) q[3];\nu3(3.40215983577951*pi,2.076546545520274*pi,1.581925665930699*pi) q[4];\nu3(3.308206850222483*pi,0.05455442086406481*pi,1.8093728859042426*pi) q[5];\nu3(3.3442063845525616*pi,-0.4356291183801586*pi,1.9009859397274196*pi) q[7];\nu3(3.5310947496436826*pi,0.23587512121174004*pi,2.4782585182551675*pi) q[8];\nu3(3.1508494922462496*pi,1.1987670131939805*pi,1.7213065702374943*pi) q[9];\nu3(3.9087825577977715*pi,2.945043135001112*pi,2.1252477918584622*pi) q[10];\nu3(3.52156496146224*pi,-0.003984883574665865*pi,1.68082106453901*pi) q[11];\nu3(3.636586981739368*pi,3.3785273982200543*pi,0.784615414153746*pi) q[13];\nRxxyyzz(0.4403914660592899*pi,0.3554807420099806*pi,3.8998328334854104*pi) q[0],q[14];\nRxxyyzz(0.4348831331395703*pi,0.2606620883821243*pi,3.8758024852500803*pi) q[6],q[1];\nRxxyyzz(0.3075457975705298*pi,0.21989851802071403*pi,3.8589512836484*pi) q[2],q[9];\nRxxyyzz(0.31855765807379*pi,0.22135879080729026*pi,3.8816194468276*pi) q[3],q[11];\nRxxyyzz(0.43147898009664987*pi,0.12520751706842995*pi,0.03999617972965549*pi) q[4],q[8];\nRxxyyzz(0.48907833863627015*pi,0.16698928995363205*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.3671229850038005*pi,0.27261660797684467*pi,3.941185928622501*pi) q[12],q[13];\nu3(3.643381315236578*pi,3.2455744450271413*pi,1.7238084553442685*pi) q[0];\nu3(3.592919788280406*pi,1.5357536942861438*pi,2.4806371630249733*pi) q[1];\nu3(3.8699489412243375*pi,1.8531851039523901*pi,0.803113940622992*pi) q[2];\nu3(3.2908108893808428*pi,3.161202881548063*pi,1.1316178319759065*pi) q[3];\nu3(3.4108130501975173*pi,3.470606725744883*pi,0.5934281838957695*pi) q[4];\nu3(3.6793271931708182*pi,3.1218810122397405*pi,0.9791211880290034*pi) q[5];\nu3(3.1314339332727203*pi,3.1324125658027233*pi,1.972465219796673*pi) q[6];\nu3(3.0429406905648086*pi,0.38408513300566427*pi,4.317571501187883*pi) q[8];\nu3(3.855424738488422*pi,1.7162664566054247*pi,1.6042160596755535*pi) q[9];\nu3(3.861823718485227*pi,-0.2183212310408117*pi,1.003348416129882*pi) q[10];\nu3(3.8579878104043983*pi,0.20954768989144157*pi,1.9993933646815436*pi) q[11];\nu3(3.4120611945104726*pi,1.314390258605696*pi,2.3843429598545267*pi) q[12];\nu3(3.51678895073595*pi,2.1950611992356333*pi,0.6644944170381102*pi) q[13];\nu3(3.7136772187750093*pi,1.495395487219167*pi,2.0940754277305906*pi) q[14];\nRxxyyzz(0.41612662312263016*pi,0.24718849081600697*pi,3.93273544988695*pi) q[0],q[6];\nRxxyyzz(0.44593928519718967*pi,0.19664640259068825*pi,3.8695414029666395*pi) q[9],q[1];\nRxxyyzz(0.40480296093283963*pi,0.212054685849656*pi,0.07683704036159615*pi) q[2],q[10];\nRxxyyzz(0.43229064621515334*pi,0.2297156265924425*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.4059285719464897*pi,0.307461027240287*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.48616174637091025*pi,0.25398043433384143*pi,0.0*pi) q[8],q[7];\nRxxyyzz(0.3402282586329201*pi,0.20669423159869993*pi,0.05391384629008478*pi) q[11],q[14];\nu3(3.350883422747561*pi,2.5705231865295555*pi,1.1741753475703738*pi) q[0];\nu3(3.6792173293690302*pi,-0.03606456674443492*pi,0.6256879948349607*pi) q[1];\nu3(3.0950264071835933*pi,-0.4621495617929856*pi,2.77378823620647*pi) q[2];\nu3(3.7781315167174383*pi,2.541095321697847*pi,1.785844590733762*pi) q[3];\nu3(3.6107715212322073*pi,2.908073772068194*pi,1.2122899138720638*pi) q[4];\nu3(3.5199406793238515*pi,0.6073923767365925*pi,2.207982487322349*pi) q[6];\nu3(3.7708482511424104*pi,3.1612989312543096*pi,4.192797131072723*pi) q[7];\nu3(3.4611521211488645*pi,3.415667746022682*pi,1.0223849283769133*pi) q[8];\nu3(3.606720458214939*pi,-0.26499966669707675*pi,0.8158066898011103*pi) q[9];\nu3(3.548220861012628*pi,-0.4562438185930519*pi,3.7398183120877846*pi) q[10];\nu3(3.244641984697877*pi,0.4746398633497455*pi,3.9993019140735306*pi) q[11];\nu3(3.206953124640088*pi,0.5018207242689172*pi,1.1741618369167255*pi) q[12];\nu3(3.5330021249280543*pi,2.6628282776856134*pi,0.6165757092560371*pi) q[13];\nu3(3.3737377806261963*pi,2.24060640971496*pi,0.864264848978553*pi) q[14];\nRxxyyzz(0.47250279257620786*pi,0.2503572026548202*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.30218450134064984*pi,0.20465549575705477*pi,0.05375289963421892*pi) q[7],q[1];\nRxxyyzz(0.4586981386086699*pi,0.31077529405646054*pi,0.0*pi) q[14],q[3];\nRxxyyzz(0.2766817789268598*pi,0.16148664226308318*pi,0.09883796695366254*pi) q[4],q[5];\nRxxyyzz(0.4430169508893905*pi,0.1574566559533248*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.4554220408044132*pi,0.3395893582303604*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.2950109891627227*pi,0.1299615929122364*pi,0.0*pi) q[13],q[10];\nu3(3.3917501871442655*pi,3.132926205820187*pi,0.9525570991933541*pi) q[0];\nu3(3.250887979546459*pi,3.312988233213469*pi,2.775846413921156*pi) q[1];\nu3(3.260592850565029*pi,0.3027225753841336*pi,1.2336537999390693*pi) q[3];\nu3(3.695354898585832*pi,0.37120825848308125*pi,4.108798922408581*pi) q[4];\nu3(3.5350063868443287*pi,0.05086275116268246*pi,0.8514469537818603*pi) q[5];\nu3(3.1706914231715553*pi,3.4706552587551114*pi,1.3654096934245898*pi) q[6];\nu3(3.303461845031503*pi,3.4705850856658094*pi,0.9684827365871047*pi) q[7];\nu3(3.3330229336831723*pi,0.0530905890560982*pi,1.6204431488114515*pi) q[8];\nu3(3.3078866378919223*pi,3.3431633492323454*pi,1.324842813381291*pi) q[9];\nu3(3.8722268497537025*pi,2.9679699000107993*pi,4.215473848421057*pi) q[10];\nu3(3.2033646970888086*pi,-0.4192310757506327*pi,3.6958351856345746*pi) q[11];\nu3(3.255007788827159*pi,3.281733406856107*pi,0.7735683437439094*pi) q[12];\nu3(3.6030590877644353*pi,2.639589975647611*pi,0.5289444158250967*pi) q[13];\nu3(3.7829064098664777*pi,0.2566210266951692*pi,0.6515055703379891*pi) q[14];\nRxxyyzz(0.40470416599599013*pi,0.3092044988246121*pi,0.0*pi) q[10],q[1];\nRxxyyzz(0.44511844386782984*pi,0.16739830134329559*pi,0.0*pi) q[4],q[2];\nRxxyyzz(0.45662156054738967*pi,0.2392721674347752*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.45416934899035966*pi,0.35866468014056485*pi,3.8931470178233205*pi) q[5],q[9];\nRxxyyzz(0.3009151429784913*pi,0.19808796713710752*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.42078189863142035*pi,0.16712925805607481*pi,0.0*pi) q[8],q[14];\nRxxyyzz(0.43004179614464977*pi,0.30479472746331276*pi,0.14188348605651036*pi) q[12],q[11];\nu3(3.48606796389302*pi,3.1904321938250813*pi,2.0810110151365917*pi) q[1];\nu3(3.2610005628103966*pi,3.1680401657368544*pi,4.214885728078949*pi) q[2];\nu3(3.1558698385251827*pi,3.397669579952619*pi,2.422206107978097*pi) q[3];\nu3(3.850291123680644*pi,0.1875527514536588*pi,1.5167199004809815*pi) q[4];\nu3(3.5580478542657765*pi,0.5029820402308165*pi,1.040231962642343*pi) q[5];\nu3(3.07962946073166*pi,-0.28057847177532913*pi,2.9972869939000084*pi) q[6];\nu3(3.84017418321528*pi,3.258968426588434*pi,1.66369084007118*pi) q[7];\nu3(3.6965697632731374*pi,1.9625056169960535*pi,1.3065580833279669*pi) q[8];\nu3(3.6498834811519663*pi,1.9357866261630035*pi,0.8780040242037757*pi) q[9];\nu3(3.4544804892600363*pi,2.8218306396329558*pi,0.6974247952969113*pi) q[10];\nu3(3.484570687913234*pi,3.236115766757659*pi,2.080813074060953*pi) q[11];\nu3(3.394994317606718*pi,0.02213847402701763*pi,1.2986128915977033*pi) q[12];\nu3(3.4682645548613564*pi,-0.21411905956877098*pi,1.884323360748641*pi) q[13];\nu3(3.174478607742221*pi,-0.08239331918765236*pi,1.0586182579234613*pi) q[14];\nRxxyyzz(0.41225641714782046*pi,0.387286321005338*pi,3.92420840418154*pi) q[0],q[6];\nRxxyyzz(0.42442929869529955*pi,0.2150849904210551*pi,0.15358542539997447*pi) q[2],q[14];\nRxxyyzz(0.4437112472787198*pi,0.35083272515410124*pi,0.24085164801291192*pi) q[5],q[3];\nRxxyyzz(0.26154834583353015*pi,0.217354063419951*pi,0.0*pi) q[11],q[4];\nRxxyyzz(0.41861094993394943*pi,0.0595263894915653*pi,0.0*pi) q[10],q[7];\nRxxyyzz(0.45390651076793*pi,0.16641223784346823*pi,0.09452416109765063*pi) q[9],q[8];\nRxxyyzz(0.28055540814104984*pi,0.2174084398560634*pi,0.0*pi) q[12],q[13];\nu3(3.7364350529439005*pi,0.021201666519451212*pi,1.8601864951871405*pi) q[0];\nu3(3.924174020673534*pi,2.7553829213201224*pi,3.6540884197357184*pi) q[2];\nu3(3.5609935057494533*pi,-0.4263546590992773*pi,2.464203057272944*pi) q[3];\nu3(3.7582892069890983*pi,2.9106079460247396*pi,4.383330473991753*pi) q[4];\nu3(3.7621167331569683*pi,2.0572534983701534*pi,0.7487197146704786*pi) q[5];\nu3(3.1263551814245396*pi,0.053331846065892474*pi,1.9384567586940327*pi) q[6];\nu3(3.556508004435153*pi,0.46968205271520513*pi,1.9181381509519673*pi) q[7];\nu3(3.6290090282275185*pi,2.2024590093886305*pi,4.0985348939009505*pi) q[8];\nu3(3.5868345311076175*pi,-0.40459948232295123*pi,0.9072927077784658*pi) q[9];\nu3(3.46907082622048*pi,3.2308218050666992*pi,3.9138855974270106*pi) q[10];\nu3(3.424529397316563*pi,-0.08377279683168393*pi,1.2331291625750869*pi) q[11];\nu3(3.4342801476963687*pi,-0.44209249587403276*pi,4.398217722863853*pi) q[12];\nu3(3.302878124768376*pi,0.898537536017584*pi,1.170953251642341*pi) q[13];\nu3(3.9273865903990264*pi,0.18321051573354563*pi,1.3370086264015963*pi) q[14];\nRxxyyzz(0.4254044811408999*pi,0.3120004102798921*pi,0.12455774030570313*pi) q[0],q[10];\nRxxyyzz(0.42028851965385006*pi,0.17451720989419583*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.4286136706981898*pi,0.1253680080093733*pi,3.89439828968577*pi) q[2],q[3];\nRxxyyzz(0.40214492246717*pi,0.327391917286898*pi,0.21883259152671283*pi) q[4],q[5];\nRxxyyzz(0.4723816194135303*pi,0.17330505234540328*pi,0.0*pi) q[14],q[6];\nRxxyyzz(0.43707529110032*pi,0.18924833558384097*pi,3.8702292833820895*pi) q[12],q[7];\nRxxyyzz(0.4358761923644691*pi,0.24876750390909327*pi,0.05118257202306877*pi) q[11],q[9];\nu3(3.664886064321803*pi,2.9180842020183664*pi,3.5727759528731315*pi) q[0];\nu3(3.877731955511036*pi,0.9338239764878138*pi,1.6627391176824136*pi) q[1];\nu3(3.155347425223337*pi,2.4275364449715076*pi,1.306233707523342*pi) q[2];\nu3(3.8831490424634167*pi,3.037852990095639*pi,1.2062147334046562*pi) q[3];\nu3(3.137655678686384*pi,-0.4782979736713028*pi,2.7799311201347208*pi) q[4];\nu3(3.7271699083467498*pi,2.9207230398148836*pi,4.1138400472353585*pi) q[5];\nu3(3.670026097777695*pi,-0.33060242248986665*pi,2.122592988719088*pi) q[6];\nu3(3.025473905830596*pi,0.379336944903225*pi,1.9194552565878076*pi) q[7];\nu3(3.477611324729547*pi,2.6919945633244846*pi,4.061777741695737*pi) q[9];\nu3(3.411629429611347*pi,3.3464689185611807*pi,1.9834748824175517*pi) q[10];\nu3(3.2649148707716122*pi,3.0058266250044943*pi,1.0868499049940166*pi) q[11];\nu3(3.0910894678795624*pi,-0.40749306104118777*pi,0.6410474340768015*pi) q[12];\nu3(3.5577196334224004*pi,2.0823754302203734*pi,1.1912037207132014*pi) q[13];\nu3(3.3948855423247015*pi,0.22382291522949727*pi,0.6463441659704212*pi) q[14];\nRxxyyzz(0.3684281592776796*pi,0.3053305992257243*pi,3.9344849124251504*pi) q[0],q[14];\nRxxyyzz(0.4109365585757501*pi,0.2715084487965181*pi,0.16880098345044217*pi) q[10],q[1];\nRxxyyzz(0.3831192103275699*pi,0.27477493043652346*pi,0.0*pi) q[6],q[3];\nRxxyyzz(0.40915224685088003*pi,0.17334863346269913*pi,0.0*pi) q[7],q[4];\nRxxyyzz(0.42081238196157994*pi,0.2645386350178599*pi,0.19441040784654195*pi) q[5],q[13];\nRxxyyzz(0.3854724847159484*pi,0.2658661844214466*pi,3.958831402853572*pi) q[12],q[8];\nu3(3.866375892658427*pi,2.2074608024382054*pi,2.0767293623753913*pi) q[0];\nu3(3.5721229958014367*pi,2.5540005067074185*pi,3.9240702088565635*pi) q[1];\nu3(3.305543210404289*pi,0.922643069821869*pi,1.7608808195373853*pi) q[3];\nu3(3.4606016152921986*pi,3.434856647779677*pi,1.4276232155126767*pi) q[4];\nu3(3.6974571059698658*pi,3.195165516442627*pi,1.9675893055979508*pi) q[5];\nu3(3.2603063458194237*pi,3.48322178689088*pi,1.9088941283375247*pi) q[6];\nu3(3.3332632521447225*pi,0.5464679443167044*pi,1.9395333490457882*pi) q[7];\nu3(3.3430793301239596*pi,-0.46699456481083634*pi,1.3955902122258514*pi) q[8];\nu3(3.456315102668597*pi,3.3769140780425557*pi,3.2622354045652613*pi) q[10];\nu3(3.097673664410949*pi,0.6841731146555932*pi,1.1565199121090202*pi) q[12];\nu3(3.793520226038951*pi,3.283442034942917*pi,2.9133655940225256*pi) q[13];\nu3(3.4761016639579743*pi,0.35300854202881615*pi,1.8255967423444925*pi) q[14];\nRxxyyzz(0.4296853343242103*pi,0.3418300917426863*pi,3.9605234954994195*pi) q[4],q[0];\nRxxyyzz(0.41446351256653036*pi,0.08379219183631603*pi,0.0*pi) q[14],q[1];\nRxxyyzz(0.2682025742128904*pi,0.11414272507145651*pi,0.0*pi) q[2],q[3];\nRxxyyzz(0.31718100966156926*pi,0.14612784714890215*pi,0.0*pi) q[11],q[6];\nRxxyyzz(0.4427109728283096*pi,0.3236273569676609*pi,0.0*pi) q[12],q[7];\nRxxyyzz(0.4402289924230808*pi,0.27199544973571976*pi,0.0*pi) q[10],q[9];\nu3(3.8391079823224086*pi,2.387504916929321*pi,0.5172518702850373*pi) q[0];\nu3(3.01196542892549*pi,-0.26848087141332433*pi,1.9332094961644795*pi) q[1];\nu3(3.4562123833926313*pi,2.1218721045302584*pi,2.0970895946531147*pi) q[2];\nu3(3.782732419314449*pi,0.5662301220220032*pi,1.37728282734856*pi) q[3];\nu3(3.4176456733399094*pi,2.4635382889571646*pi,1.642973277067868*pi) q[4];\nu3(3.6503996972638606*pi,3.429160882465128*pi,3.640221990156634*pi) q[6];\nu3(3.2236183770586138*pi,-0.32930137330203635*pi,0.5562151105849639*pi) q[7];\nu3(3.6590709415342344*pi,2.2847989601718486*pi,4.319797349613226*pi) q[9];\nu3(3.433491146886774*pi,2.588072333849381*pi,1.9054015377906381*pi) q[10];\nu3(3.7099771868789975*pi,0.046341006776063565*pi,1.0615299364102984*pi) q[11];\nu3(3.2928627132180206*pi,0.3873511645085328*pi,1.413242773344942*pi) q[12];\nu3(3.7702829832456604*pi,-0.07859693062400841*pi,1.392372420218576*pi) q[14];\nmeasure q[12] -> c[0];\nRxxyyzz(0.45196117145533987*pi,0.21993305385957163*pi,0.070155818033701*pi) q[0],q[13];\nRxxyyzz(0.4638101930138202*pi,0.19122973773738983*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.4216080019908501*pi,0.1730097416388419*pi,3.9184175339117893*pi) q[6],q[2];\nRxxyyzz(0.4558274355590922*pi,0.3578462642154986*pi,3.931440902310371*pi) q[4],q[11];\nRxxyyzz(0.3386413151625084*pi,0.11401287632877499*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.3666096147120689*pi,0.1251029137232772*pi,0.0*pi) q[14],q[8];\nu3(3.3468305543092636*pi,-0.49363493317795026*pi,2.062212321134903*pi) q[0];\nu3(3.8290557588516387*pi,2.1268883118065496*pi,1.9410604132608*pi) q[1];\nu3(3.0081977465586838*pi,-0.10132447929994248*pi,2.0321833030789405*pi) q[2];\nu3(3.357332895540007*pi,0.38276207019262065*pi,1.8590901902002985*pi) q[3];\nu3(3.6942008052566706*pi,2.0329278937763045*pi,1.8067472655694088*pi) q[4];\nu3(0.12361929993747153*pi,0.7984947661385262*pi,1.4009397344985788*pi) q[5];\nu3(3.3988530615121433*pi,3.2230369418265123*pi,0.9600347698535279*pi) q[6];\nu3(3.3174721426292684*pi,3.2753156277757247*pi,1.5121296606814083*pi) q[8];\nu3(3.108357807267388*pi,-0.20397322417284208*pi,1.6368977557892876*pi) q[9];\nu3(3.4535032489534423*pi,1.993438929055218*pi,0.5109440536742604*pi) q[11];\nu3(3.089716804204252*pi,-0.40396078169214744*pi,1.1429640227538687*pi) q[13];\nu3(3.070221635388779*pi,2.5987354608077475*pi,1.9950511641287103*pi) q[14];\nmeasure q[4] -> c[3];\nmeasure q[9] -> c[6];\nmeasure q[5] -> c[8];\nmeasure q[11] -> c[11];\nRxxyyzz(0.3839399905452794*pi,0.2737176310607521*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.4332057675708202*pi,0.34211442161878725*pi,0.09994757522168446*pi) q[6],q[1];\nRxxyyzz(0.48352667844508*pi,0.4163103578434041*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.42328059764186027*pi,0.18373927373156157*pi,3.9496636733495496*pi) q[7],q[14];\nRxxyyzz(0.4725921110544995*pi,0.3705718905515433*pi,0.0*pi) q[10],q[8];\nu3(3.799186307884813*pi,-0.2509682959713534*pi,2.3604174177188826*pi) q[0];\nu3(3.2224684342055028*pi,-0.44758502032711434*pi,3.1918819650650114*pi) q[1];\nu3(3.733128373114708*pi,2.868704080278113*pi,3.338722102162577*pi) q[2];\nu3(3.485952550814547*pi,2.491862192749474*pi,0.5712515820798344*pi) q[3];\nu3(3.7109012559732313*pi,2.2837315959234066*pi,1.868558768978625*pi) q[6];\nu3(3.864083567088797*pi,2.46273850562408*pi,2.434761438221646*pi) q[7];\nu3(3.331213670430793*pi,2.8195488992970974*pi,4.243104123043453*pi) q[8];\nu3(3.201075776838841*pi,0.5836985119941678*pi,1.3587968373269461*pi) q[10];\nu3(3.4507874269059755*pi,1.288410655927078*pi,1.851174246770628*pi) q[13];\nu3(3.6348598756095543*pi,1.7642269760292186*pi,0.583599293668541*pi) q[14];\nmeasure q[7] -> c[1];\nmeasure q[6] -> c[2];\nmeasure q[2] -> c[4];\nmeasure q[0] -> c[5];\nmeasure q[8] -> c[7];\nmeasure q[10] -> c[9];\nmeasure q[14] -> c[10];\nmeasure q[1] -> c[12];\nmeasure q[3] -> c[13];\nmeasure q[13] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.6702311414932955*pi,-0.14251333468018246*pi,1.2108010947601597*pi) q[0];\nu3(3.259649903620202*pi,2.894195921360678*pi,3.2020214786674592*pi) q[1];\nu3(3.80358602342621*pi,-0.32076285834798696*pi,4.261140230534151*pi) q[2];\nu3(3.837512532243943*pi,-0.023507940573418484*pi,1.6572726872262498*pi) q[3];\nu3(3.541500477366617*pi,2.2294283935779067*pi,3.1589565330844294*pi) q[4];\nu3(3.2007584580584902*pi,-0.3877147509182871*pi,3.5528570067090515*pi) q[5];\nu3(3.7356322720731217*pi,0.3019849237508484*pi,1.553995456989738*pi) q[6];\nu3(3.8577996424767185*pi,2.4316138198650474*pi,3.1227546127824493*pi) q[7];\nu3(3.7146579046893566*pi,-0.2255306562418316*pi,2.0071058814986387*pi) q[8];\nu3(3.4394066065702966*pi,3.0285042152888937*pi,2.9924612551796175*pi) q[9];\nu3(3.744539391558859*pi,-0.3641749298793513*pi,0.5605873083150776*pi) q[10];\nu3(3.3802613101888768*pi,2.9381278511239075*pi,2.8211094292321297*pi) q[11];\nu3(3.140292553939758*pi,0.48660683164338114*pi,4.258303360856424*pi) q[12];\nu3(3.7119187471380366*pi,3.1930910586288115*pi,3.934501475340899*pi) q[13];\nu3(3.4835310950761897*pi,2.972016717820926*pi,1.0581087462310261*pi) q[14];\nRxxyyzz(0.47463895138259093*pi,0.0632635950438214*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.4009713025498901*pi,0.2583138258939095*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.3552620279434095*pi,0.2783345477285608*pi,0.049433979828911845*pi) q[3],q[11];\nRxxyyzz(0.41940999821113034*pi,0.2214140034945271*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.4495508932007004*pi,0.22510623570811208*pi,0.09132102992405502*pi) q[6],q[10];\nRxxyyzz(0.3984630041648631*pi,0.13414760381499807*pi,0.05535845508251846*pi) q[7],q[8];\nRxxyyzz(0.4563951388997399*pi,0.23078619685334537*pi,3.8874925009128205*pi) q[9],q[14];\nu3(3.2619648017581087*pi,-0.18739368133525847*pi,0.8739597815219677*pi) q[0];\nu3(3.506807453961557*pi,3.4003369827321306*pi,0.5920874237112255*pi) q[1];\nu3(3.7545213047299084*pi,1.7047505841387842*pi,1.6966750821652758*pi) q[2];\nu3(3.7485527778047687*pi,1.016109492166338*pi,0.8831392969745138*pi) q[3];\nu3(3.905501462914086*pi,0.45711771500480136*pi,2.2703159543741513*pi) q[4];\nu3(3.686038606472765*pi,-0.20297744143862978*pi,0.9161241727838572*pi) q[6];\nu3(3.3254579409633442*pi,-0.12509457586276052*pi,3.0017825566849377*pi) q[7];\nu3(3.3292658878924497*pi,0.9567294549015566*pi,0.8066183936199495*pi) q[8];\nu3(3.3010249220644945*pi,0.3079329434042327*pi,2.1305901801869145*pi) q[9];\nu3(3.5705247831205336*pi,2.834777949234219*pi,3.2447724794435406*pi) q[10];\nu3(3.894593772507493*pi,3.0085465012097696*pi,3.1936495552389284*pi) q[11];\nu3(3.5786819995722285*pi,2.6145767765045287*pi,2.117785717771005*pi) q[12];\nu3(3.5296798433692045*pi,2.6436522283679036*pi,1.028159917105147*pi) q[13];\nu3(3.497860012031535*pi,3.294179339403134*pi,1.954658628517911*pi) q[14];\nRxxyyzz(0.45615304280652724*pi,0.11946595608597677*pi,0.0*pi) q[0],q[4];\nRxxyyzz(0.35730777857158*pi,0.16424023945807953*pi,0.0611261337180089*pi) q[1],q[13];\nRxxyyzz(0.4541906671580499*pi,0.33349692202851733*pi,0.09499828020907576*pi) q[2],q[7];\nRxxyyzz(0.4221839669535097*pi,0.3853639556062439*pi,3.9185479500465803*pi) q[3],q[14];\nRxxyyzz(0.3705476994034901*pi,0.25763550999837526*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.43001082513024025*pi,0.19036673890154798*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.40801467285030657*pi,0.20956699310869653*pi,0.0*pi) q[9],q[10];\nu3(3.270215342746855*pi,2.2273510711326296*pi,1.8822912801630727*pi) q[0];\nu3(3.1263460689253746*pi,1.6291657385249674*pi,1.0483694952662503*pi) q[1];\nu3(3.508210836398909*pi,2.9463571029840336*pi,0.5455172180489607*pi) q[2];\nu3(3.531186895222579*pi,-0.4005435008952603*pi,2.3228052145140206*pi) q[3];\nu3(3.535965024271961*pi,-0.0420597145300865*pi,1.4852033669099873*pi) q[4];\nu3(3.733344890322729*pi,1.9890249374736753*pi,1.5448917400151567*pi) q[5];\nu3(3.233367609274967*pi,1.1565147003322087*pi,1.4384884306613568*pi) q[6];\nu3(3.638786340313639*pi,0.241013174317681*pi,3.477635855526389*pi) q[7];\nu3(3.172920076535667*pi,3.3951534604236926*pi,3.6962538830880654*pi) q[9];\nu3(3.1607447369752757*pi,0.035158603878963746*pi,1.3719553669686246*pi) q[10];\nu3(3.785867834965322*pi,0.5856881314904807*pi,0.7091677903796324*pi) q[11];\nu3(3.973960853579308*pi,2.055715629293418*pi,1.3880704102348909*pi) q[12];\nu3(3.683501046789904*pi,3.221774774604731*pi,3.1339089168683505*pi) q[13];\nu3(3.639681717732378*pi,-0.26611314561289207*pi,1.9801828173340363*pi) q[14];\nRxxyyzz(0.45876975923188995*pi,0.2600777849827689*pi,3.951119178648391*pi) q[1],q[12];\nRxxyyzz(0.35041004583440305*pi,0.15023614168205401*pi,0.0*pi) q[4],q[2];\nRxxyyzz(0.39790241670516246*pi,0.32245809981148366*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.4098755917348703*pi,0.3350162937054729*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.42096222426878*pi,0.14528546249059507*pi,0.12170511990648604*pi) q[8],q[13];\nRxxyyzz(0.4476108379271898*pi,0.12663794857257593*pi,0.0*pi) q[10],q[11];\nu3(3.5826790455510276*pi,-0.49027671732891226*pi,1.628187295241647*pi) q[1];\nu3(3.5463539629501173*pi,0.4031365313680292*pi,1.4274654938909674*pi) q[2];\nu3(3.7835405602546244*pi,-0.20161985614783595*pi,0.8153465353973681*pi) q[3];\nu3(3.410096181600877*pi,-0.4002028199781429*pi,2.999646304817212*pi) q[4];\nu3(3.7734685226762332*pi,3.0599091478780016*pi,2.3939802315358896*pi) q[5];\nu3(3.6542880371823143*pi,0.4251691785554158*pi,1.6233581783869218*pi) q[6];\nu3(3.630225968183736*pi,0.4348582977341273*pi,3.7746075965647186*pi) q[8];\nu3(3.619971770901456*pi,3.499392872831302*pi,4.309976170215048*pi) q[10];\nu3(3.1810169889485125*pi,2.947013160101174*pi,0.579693680246655*pi) q[11];\nu3(3.5502975654056526*pi,0.06002565878466015*pi,1.5687827130553447*pi) q[12];\nu3(3.3586683443333105*pi,0.9114201011909164*pi,3.9277253573055124*pi) q[13];\nu3(3.5263673211200133*pi,-0.1315287451433037*pi,1.937624779612808*pi) q[14];\nRxxyyzz(0.41809557384268026*pi,0.3267568774190002*pi,3.90727564318142*pi) q[0],q[14];\nRxxyyzz(0.4598313090051001*pi,0.255961966201609*pi,3.9243849360994703*pi) q[1],q[6];\nRxxyyzz(0.4947654987181198*pi,0.2755291728426198*pi,0.0*pi) q[7],q[11];\nRxxyyzz(0.46945826673538993*pi,0.3137942503968507*pi,0.0*pi) q[8],q[10];\nRxxyyzz(0.41396449240985034*pi,0.16631942010934386*pi,0.0*pi) q[12],q[9];\nu3(3.6070512107320285*pi,2.4464264316736277*pi,2.490732447852445*pi) q[0];\nu3(3.7324058966647025*pi,0.5367767790836893*pi,0.7928084447556873*pi) q[1];\nu3(3.537985767583478*pi,-0.26860911235918794*pi,1.8369841369597477*pi) q[6];\nu3(3.6615217938433253*pi,-0.4236655789609223*pi,0.7456748543769485*pi) q[7];\nu3(3.7542031343467492*pi,3.279389256121339*pi,2.1909511474097814*pi) q[8];\nu3(3.573296860213157*pi,0.13224174542587142*pi,0.8454987517230519*pi) q[9];\nu3(3.391500133050957*pi,1.3378944335914107*pi,1.4111999009031413*pi) q[10];\nu3(3.8980627975211863*pi,0.44950374041254004*pi,1.307265932199829*pi) q[11];\nu3(3.6721102536000285*pi,-0.1316449476746112*pi,2.298387875464534*pi) q[12];\nu3(3.4476089345641556*pi,-0.27946894643451325*pi,0.5963095472505833*pi) q[14];\nRxxyyzz(0.48361414640912015*pi,0.340933141000231*pi,0.0*pi) q[1],q[0];\nRxxyyzz(0.4668224187130503*pi,0.10575533030202788*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.49807672607675024*pi,0.0*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.42053423132471013*pi,0.3248828462639626*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.3406127754080498*pi,0.2256796607469661*pi,0.0*pi) q[8],q[13];\nRxxyyzz(0.3941904173181504*pi,0.17369940696221617*pi,0.09600362744611216*pi) q[10],q[9];\nRxxyyzz(0.33110017254134994*pi,0.20565305782051047*pi,0.0*pi) q[12],q[14];\nu3(3.3960214281749876*pi,0.23111752987941736*pi,0.6138980539993395*pi) q[0];\nu3(3.2730820956683155*pi,-0.42669089659848203*pi,2.0106843487309*pi) q[1];\nu3(3.233622032427645*pi,3.05394869764769*pi,0.689445452470431*pi) q[2];\nu3(3.4899460114024183*pi,3.4183359300831824*pi,1.5786098692088946*pi) q[3];\nu3(3.462389859938572*pi,0.17126520326760264*pi,4.195121681103843*pi) q[5];\nu3(3.4190947927269306*pi,2.3954760816667036*pi,2.2170856489488773*pi) q[6];\nu3(3.4639334722865875*pi,0.09540994036310324*pi,1.7618797801141353*pi) q[7];\nu3(3.9832296371058544*pi,3.4309237129680286*pi,4.487666217375686*pi) q[8];\nu3(3.662580576300211*pi,-0.28177037165385166*pi,3.143789656978106*pi) q[9];\nu3(3.6285818471895213*pi,2.878037143193155*pi,1.2279758556114442*pi) q[10];\nu3(3.3595163817796734*pi,2.306903288134908*pi,2.0777591000870346*pi) q[11];\nu3(3.1614909026067646*pi,-0.40308425763414385*pi,0.5118677827225397*pi) q[12];\nu3(3.4496423687608693*pi,2.891103928458992*pi,1.391569617241238*pi) q[13];\nu3(3.500841583698797*pi,-0.14164158348603284*pi,1.0637526193907583*pi) q[14];\nRxxyyzz(0.47173689783653083*pi,0.3371189514958648*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.34834060509137965*pi,0.2749976157831773*pi,0.0959441066521074*pi) q[1],q[13];\nRxxyyzz(0.30611280635337035*pi,0.16974129022830375*pi,0.0*pi) q[8],q[2];\nRxxyyzz(0.4134079562632863*pi,0.2528978525111175*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.3382298310563615*pi,0.11662615649223007*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.44602168758987976*pi,0.2813201520184836*pi,0.23566136039656635*pi) q[6],q[9];\nRxxyyzz(0.36469454589662553*pi,0.3043263248503536*pi,0.0*pi) q[12],q[11];\nu3(3.535964619934977*pi,1.1850523246948583*pi,1.6481905250305218*pi) q[0];\nu3(3.297785383430988*pi,-0.0262789204830588*pi,3.5852001997693583*pi) q[1];\nu3(3.814507056596976*pi,3.410755645730055*pi,0.7236396572155093*pi) q[2];\nu3(3.364194079581605*pi,3.4684453597098597*pi,3.7294263772973553*pi) q[3];\nu3(3.315468710118374*pi,0.11551682591631518*pi,1.7428820712646083*pi) q[4];\nu3(3.3058724373475052*pi,0.4597806304283545*pi,1.7310215450406259*pi) q[5];\nu3(3.626900993243005*pi,0.35539926429144586*pi,3.477840748595961*pi) q[6];\nu3(3.752893702957527*pi,2.8806240562358028*pi,1.8609702258446643*pi) q[7];\nu3(3.335979824229925*pi,0.5622526672039552*pi,1.1415845092507029*pi) q[8];\nu3(3.299646290533179*pi,-0.41425320992052506*pi,1.9335341074043213*pi) q[9];\nu3(3.579368563404052*pi,0.039385557673804694*pi,2.186844212404056*pi) q[11];\nu3(3.2251491299439183*pi,3.396572807697015*pi,1.8253957162992307*pi) q[12];\nu3(3.6551986430926955*pi,2.847287802776205*pi,3.850677822118622*pi) q[13];\nu3(3.1515940181941255*pi,3.4967354849857735*pi,3.6694799453484244*pi) q[14];\nRxxyyzz(0.4531899262064597*pi,0.29120513104224294*pi,0.06253021038930304*pi) q[1],q[0];\nRxxyyzz(0.32707534316138*pi,0.2099451970217041*pi,0.1407281902761799*pi) q[12],q[2];\nRxxyyzz(0.41515406354089013*pi,0.16028971129156222*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.3745222098409302*pi,0.25827600307638754*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.38092882358826174*pi,0.19743816218161073*pi,3.8938527912777134*pi) q[6],q[11];\nRxxyyzz(0.3849618697393373*pi,0.16718309355540217*pi,0.0*pi) q[10],q[9];\nu3(3.50018382508371*pi,-0.4276954097758322*pi,3.144881104301383*pi) q[0];\nu3(3.647132381975516*pi,0.5016006013358749*pi,3.7355325391786884*pi) q[1];\nu3(3.086720579040203*pi,0.35183685705112044*pi,1.2186163019601*pi) q[2];\nu3(3.526301020276595*pi,3.0634211597760537*pi,1.840712961860373*pi) q[4];\nu3(3.642496842495546*pi,-0.06249549399831844*pi,1.7150994218694058*pi) q[5];\nu3(3.7673892019995883*pi,3.3412858495845*pi,2.03738105133218*pi) q[6];\nu3(3.6071589014137473*pi,0.49992188299301565*pi,1.7527970738924854*pi) q[7];\nu3(3.224920673476194*pi,2.367913837080815*pi,2.317360727435113*pi) q[9];\nu3(3.6322388896838995*pi,2.507986237901846*pi,1.1661843061016632*pi) q[10];\nu3(3.3046638476201258*pi,2.194143946606599*pi,0.9144375218805805*pi) q[11];\nu3(3.5889221570567305*pi,2.354286630598142*pi,0.6167702639576557*pi) q[12];\nu3(3.7149689881488808*pi,0.2658205112109371*pi,2.0572489167613437*pi) q[13];\nRxxyyzz(0.4784433838033699*pi,0.3565510261055156*pi,0.0*pi) q[6],q[0];\nRxxyyzz(0.3616086856288697*pi,0.24886721732467676*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.42357616104914*pi,0.3792084382657541*pi,0.07391260346211936*pi) q[5],q[2];\nRxxyyzz(0.4088647773060302*pi,0.2755482366007325*pi,0.1691616779918505*pi) q[4],q[10];\nRxxyyzz(0.37805788666741036*pi,0.06652430441520485*pi,0.0*pi) q[7],q[14];\nRxxyyzz(0.4261187499906697*pi,0.2525412802393652*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.46349083389569956*pi,0.2841083602544583*pi,0.0*pi) q[12],q[13];\nu3(3.82316604816724*pi,3.139995091268126*pi,1.1274331032243432*pi) q[0];\nu3(3.407890256207743*pi,3.372021406585561*pi,4.228091947869599*pi) q[1];\nu3(3.3856360258856144*pi,0.5287190200801486*pi,3.641565093085869*pi) q[2];\nu3(3.612753316634852*pi,-0.07282685036622472*pi,2.4243128676154373*pi) q[3];\nu3(3.3266051802773235*pi,3.190910998614799*pi,1.9051163079646982*pi) q[4];\nu3(3.301072872743646*pi,-0.4869588706683863*pi,1.1718536888629258*pi) q[5];\nu3(3.6459839377536825*pi,0.04016404751974634*pi,1.1936918851176346*pi) q[6];\nu3(3.493570738805109*pi,1.572672198537254*pi,1.4521327194954248*pi) q[7];\nu3(3.136775244555068*pi,0.33473478959924674*pi,4.463389392979256*pi) q[8];\nu3(3.3515508674481884*pi,3.4109014253355414*pi,2.1790839446886268*pi) q[9];\nu3(3.721528075018551*pi,0.0036239391938046595*pi,1.3347869418009182*pi) q[10];\nu3(3.4084117173943715*pi,0.6326661478491942*pi,1.299123222220067*pi) q[12];\nu3(3.3153834640075575*pi,0.015140767212377115*pi,0.5248567954124692*pi) q[13];\nu3(3.8359675547710665*pi,3.207247643683241*pi,1.159492274875352*pi) q[14];\nRxxyyzz(0.4427181280394602*pi,0.2520111180912734*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.39151272372261*pi,0.25982792421966355*pi,0.20269514635793467*pi) q[8],q[2];\nRxxyyzz(0.45938676226931996*pi,0.38835475643385303*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.4393982809418203*pi,0.0952747052305345*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.36864892293121976*pi,0.10085001974766794*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.4334413120257693*pi,0.33875026385826823*pi,0.0*pi) q[10],q[7];\nu3(3.5199161901353424*pi,0.9709430652325444*pi,1.6091283860293286*pi) q[1];\nu3(3.326799586693758*pi,1.0572869688819*pi,1.5026469055056668*pi) q[2];\nu3(3.198014171197739*pi,-0.14780718766450274*pi,1.7742098942683437*pi) q[3];\nu3(3.9500677737183443*pi,3.090629584958685*pi,4.132450658510632*pi) q[4];\nu3(3.639044921248086*pi,2.4158548885627913*pi,1.5516677979230566*pi) q[5];\nu3(3.3540909659*pi,0.722472732738143*pi,2.187908217271805*pi) q[7];\nu3(3.7559013773361376*pi,3.3422312759456183*pi,3.9573970212434237*pi) q[8];\nu3(3.5866561598184714*pi,2.9023549727803015*pi,0.7080412948058752*pi) q[10];\nu3(3.3012002651034047*pi,0.37883327626385344*pi,3.764406075942237*pi) q[11];\nu3(3.7359522352545116*pi,-0.4931295714677434*pi,1.4519801677018638*pi) q[12];\nu3(3.425240451678091*pi,3.3055878430934436*pi,1.6597182630085052*pi) q[13];\nu3(3.514340103791432*pi,2.8522594242922255*pi,2.3547906512454393*pi) q[14];\nRxxyyzz(0.46785543207780145*pi,0.30921033716778257*pi,0.0*pi) q[14],q[0];\nRxxyyzz(0.41045290601016976*pi,0.34357644756812405*pi,0.09845522847611023*pi) q[1],q[7];\nRxxyyzz(0.3602236911385699*pi,0.20689911531397343*pi,0.0*pi) q[11],q[2];\nRxxyyzz(0.4497536984397408*pi,0.16649165686397893*pi,0.0*pi) q[6],q[3];\nRxxyyzz(0.41854563193715016*pi,0.29502241154155323*pi,3.805344926781631*pi) q[5],q[4];\nRxxyyzz(0.4024650044403998*pi,0.244273599416021*pi,0.0*pi) q[9],q[8];\nRxxyyzz(0.45133607710675966*pi,0.2635769291273493*pi,3.77634890871078*pi) q[12],q[10];\nu3(3.564399136063379*pi,0.5307514887449054*pi,0.9212382957070978*pi) q[0];\nu3(3.721461433395156*pi,0.11401610133576434*pi,1.7294239513708478*pi) q[1];\nu3(3.377522790575098*pi,-0.37500427172701734*pi,0.9599233395627782*pi) q[2];\nu3(3.4183456177197553*pi,-0.28028920078276376*pi,3.8258000280164017*pi) q[3];\nu3(3.383307116146221*pi,0.28441182376474283*pi,1.4651301349496983*pi) q[4];\nu3(3.3737804344629843*pi,2.7188722470810482*pi,0.9875076330522892*pi) q[5];\nu3(3.7911676977882327*pi,3.478503186992622*pi,2.4221197203437717*pi) q[6];\nu3(3.831118639668487*pi,3.302996698948869*pi,3.465255450047926*pi) q[7];\nu3(3.1685610526502876*pi,-0.09574832540170397*pi,1.508617575264611*pi) q[8];\nu3(3.507211146707495*pi,3.2583475995106026*pi,4.354259013364217*pi) q[9];\nu3(3.655987065444135*pi,2.238809452100469*pi,2.1188512403312427*pi) q[10];\nu3(3.326253986675557*pi,2.2103070375670484*pi,2.435152388688269*pi) q[11];\nu3(3.2850709064680848*pi,2.591697557548255*pi,1.2652139642946527*pi) q[12];\nu3(3.7228577904857447*pi,0.984421348866328*pi,1.4786420454239622*pi) q[14];\nRxxyyzz(0.40963545454270034*pi,0.316295730397175*pi,0.08250493153506173*pi) q[0],q[8];\nRxxyyzz(0.353485975395861*pi,0.21462208094711233*pi,0.0*pi) q[6],q[1];\nRxxyyzz(0.4034913863969432*pi,0.2483452770421946*pi,3.8946316176795595*pi) q[3],q[2];\nRxxyyzz(0.44946744219821166*pi,0.3782444728899006*pi,0.08279697642378725*pi) q[5],q[12];\nRxxyyzz(0.31818884852090984*pi,0.28114845141799005*pi,0.042280217949866916*pi) q[7],q[11];\nRxxyyzz(0.4369372317615801*pi,0.2771236582817025*pi,0.26228831256265256*pi) q[14],q[9];\nRxxyyzz(0.418970810173099*pi,0.23178387855841276*pi,0.0*pi) q[13],q[10];\nu3(3.8883061753375396*pi,1.3518301226435296*pi,0.5820443567008537*pi) q[0];\nu3(3.48293724876*pi,3.175328490357515*pi,4.423051746106448*pi) q[1];\nu3(3.7278691274073372*pi,-0.2537276139108804*pi,0.8031483078407751*pi) q[2];\nu3(3.501675766648263*pi,0.25329063307247834*pi,2.1449324903192304*pi) q[3];\nu3(3.3739177542141037*pi,-0.20824689392366186*pi,1.7368932305562215*pi) q[5];\nu3(3.2958463544724776*pi,2.830110310418751*pi,0.682022540778397*pi) q[6];\nu3(3.439802432161502*pi,0.6474852294197573*pi,1.1823207565050966*pi) q[7];\nu3(3.5256377618279635*pi,0.41596717400499705*pi,0.5621994673396722*pi) q[8];\nu3(3.9018549852748055*pi,0.16270801251307176*pi,1.7190194531833778*pi) q[9];\nu3(3.4845169529998157*pi,1.2034808740349616*pi,1.3448590368266196*pi) q[10];\nu3(3.470796217767132*pi,2.731375854920362*pi,4.164831927460209*pi) q[11];\nu3(3.4242740924655544*pi,0.461640204562355*pi,2.0244810399256767*pi) q[12];\nu3(3.62034349849941*pi,-0.339922999353001*pi,1.3716137912612125*pi) q[13];\nu3(3.535871609122547*pi,0.23439767114010168*pi,1.510203343744521*pi) q[14];\nRxxyyzz(0.4330589920813498*pi,0.338956002014502*pi,3.9071867394856*pi) q[1],q[7];\nRxxyyzz(0.44226407012607005*pi,0.3455778661007582*pi,3.90880890670551*pi) q[6],q[4];\nRxxyyzz(0.4068926740925698*pi,0.37976527113721126*pi,3.894774638838911*pi) q[8],q[9];\nRxxyyzz(0.4030392889448905*pi,0.11728814475020014*pi,3.903867774691071*pi) q[14],q[10];\nRxxyyzz(0.40125446998007996*pi,0.13898085840280408*pi,3.94346815594151*pi) q[13],q[11];\nu3(3.5180845115072352*pi,0.2669215812085718*pi,2.003524690547138*pi) q[1];\nu3(3.481756898718638*pi,-0.4924453750577077*pi,2.2556302718680747*pi) q[4];\nu3(3.482453158956334*pi,1.1055763886626582*pi,0.6811501552522472*pi) q[6];\nu3(3.7146067230738415*pi,0.48531729653855504*pi,0.7893211302018281*pi) q[7];\nu3(3.3473994533350515*pi,2.46938566155786*pi,1.4573819266256816*pi) q[8];\nu3(3.497158717986712*pi,2.0068950638827143*pi,1.8489550857454433*pi) q[9];\nu3(3.568284754301399*pi,-0.2785271969788712*pi,0.8711792888587526*pi) q[10];\nu3(3.5662031856994663*pi,3.1798047440233685*pi,1.0050362352773652*pi) q[11];\nu3(3.2279847901049443*pi,1.1511248108446406*pi,0.9644354083633826*pi) q[13];\nu3(3.8417335994936126*pi,3.413956740715019*pi,0.7640236778464353*pi) q[14];\nRxxyyzz(0.3764360334785302*pi,0.2928012052604179*pi,0.09971525426216388*pi) q[0],q[8];\nRxxyyzz(0.4090446288167604*pi,0.30024935345044845*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.31713960733968966*pi,0.1053878172313496*pi,0.05245708684207884*pi) q[2],q[13];\nRxxyyzz(0.36811270620830283*pi,0.23652399888005893*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.2195533945723791*pi,0.14172487998139272*pi,0.0*pi) q[9],q[7];\nRxxyyzz(0.4132016752118597*pi,0.3724270326240162*pi,3.92362656204722*pi) q[11],q[10];\nu3(3.7824350665725577*pi,0.48897095292477966*pi,4.154418729676173*pi) q[0];\nu3(3.4386332180475025*pi,2.5934733917721475*pi,4.431498453871626*pi) q[1];\nu3(3.7670525872185445*pi,0.9684115645124471*pi,1.5185532774251385*pi) q[2];\nu3(3.4810206635189496*pi,0.25596583348067226*pi,1.2018281529548578*pi) q[3];\nu3(3.818588659080289*pi,0.4134227892035802*pi,1.6170894821321329*pi) q[4];\nu3(3.3805967077767045*pi,-0.32851625693590314*pi,1.2578536529595907*pi) q[6];\nu3(1.357450590682309*pi,0.8832771983867111*pi,1.0969412188248224*pi) q[7];\nu3(3.7018491007064513*pi,3.35751881942656*pi,3.536470464259242*pi) q[8];\nu3(0.0597242872917029*pi,0.5025913991998603*pi,1.7592735873544756*pi) q[9];\nu3(3.1475441877306465*pi,-0.20071319648303287*pi,0.5304708448460342*pi) q[10];\nu3(3.8385561146793683*pi,3.490017368945515*pi,1.3434514662821861*pi) q[11];\nu3(3.654491096643567*pi,2.7685574437798985*pi,4.396508062954996*pi) q[13];\nmeasure q[9] -> c[9];\nmeasure q[7] -> c[10];\nRxxyyzz(0.3612887413666197*pi,0.27137420067714035*pi,0.0*pi) q[0],q[4];\nRxxyyzz(0.4202470460299109*pi,0.2319054392695553*pi,0.0*pi) q[1],q[5];\nRxxyyzz(0.42310094162934986*pi,0.2957495446275913*pi,0.10732553685511963*pi) q[14],q[2];\nRxxyyzz(0.44612631588595*pi,0.1740239989970891*pi,3.9258570518147513*pi) q[6],q[10];\nRxxyyzz(0.16236799239124985*pi,0.13006469087511974*pi,0.0846224833112168*pi) q[8],q[12];\nRxxyyzz(0.37673813183462984*pi,0.2205980894169231*pi,3.8671406691486006*pi) q[13],q[11];\nu3(3.117737110114931*pi,3.499576627248373*pi,0.8648192239924501*pi) q[0];\nu3(3.8784522240139276*pi,1.8313351118683747*pi,1.456665630124395*pi) q[1];\nu3(3.156531510902085*pi,2.7610793887876506*pi,3.597312731188918*pi) q[2];\nu3(3.072746634960911*pi,0.4196423970299492*pi,1.017826931343937*pi) q[4];\nu3(3.7313940601067404*pi,-0.30207461019131493*pi,0.7268521111242341*pi) q[5];\nu3(3.4130891129983674*pi,2.6184768898321558*pi,1.6213281828473467*pi) q[6];\nu3(3.4790304703571864*pi,-0.017397699523968857*pi,1.393313863737309*pi) q[8];\nu3(3.8365499108484156*pi,-0.4947303411356492*pi,2.414352480234188*pi) q[10];\nu3(3.5079127640731307*pi,2.791024523361016*pi,1.0411606113986467*pi) q[11];\nu3(3.573527989172893*pi,-0.1456214215710433*pi,3.478919887542585*pi) q[12];\nu3(3.443601941440911*pi,2.380038350674237*pi,0.5756040056271932*pi) q[13];\nu3(3.670971643920784*pi,3.2730768870296396*pi,3.754566753314744*pi) q[14];\nmeasure q[6] -> c[1];\nmeasure q[4] -> c[4];\nmeasure q[10] -> c[14];\nRxxyyzz(0.42792694719940005*pi,0.3906931952843795*pi,0.25247724490115264*pi) q[0],q[13];\nRxxyyzz(0.3326772793397804*pi,0.29193119907435605*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.40290691755032004*pi,0.3279153124771091*pi,3.88250664161729*pi) q[2],q[12];\nRxxyyzz(0.31590500055102*pi,0.264696841057221*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.34330808536807345*pi,0.21948357111306604*pi,0.0*pi) q[5],q[8];\nu3(3.60378041359692*pi,-0.23064616902240553*pi,3.7254167225535713*pi) q[0];\nu3(0.4669190322723188*pi,2.559472321687006*pi,2.4962161956902342*pi) q[1];\nu3(3.4885712120386128*pi,2.624208108124209*pi,2.42097056200371*pi) q[2];\nu3(0.696963926204066*pi,-0.25350335514585787*pi,0.9080584043685082*pi) q[3];\nu3(0.8232025722762917*pi,3.1879038049840287*pi,4.373968405081988*pi) q[5];\nu3(3.5188104804690545*pi,0.17731057018512364*pi,2.119699336022054*pi) q[8];\nu3(3.6102127993616397*pi,-0.4271279288693267*pi,2.1236487526417904*pi) q[11];\nu3(3.740270891540574*pi,2.7299326673098836*pi,2.037706287372191*pi) q[12];\nu3(3.90417306134116*pi,1.3113776770732437*pi,3.847865671898459*pi) q[13];\nu3(1.4161339044826324*pi,-0.3346620912302313*pi,0.6704753465031253*pi) q[14];\nmeasure q[8] -> c[0];\nmeasure q[14] -> c[2];\nmeasure q[11] -> c[3];\nmeasure q[1] -> c[5];\nmeasure q[2] -> c[6];\nmeasure q[0] -> c[7];\nmeasure q[5] -> c[8];\nmeasure q[13] -> c[11];\nmeasure q[3] -> c[12];\nmeasure q[12] -> c[13];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.637579029254651*pi,-0.49265199575688945*pi,3.8037431940356714*pi) q[0];\nu3(3.5757192931264203*pi,2.793176145225973*pi,3.1515105681311493*pi) q[1];\nu3(3.184538873479018*pi,0.36628780803728356*pi,1.6206131668356827*pi) q[2];\nu3(3.7107396505014254*pi,0.5836909827345884*pi,4.0164118924153405*pi) q[3];\nu3(3.580051692381666*pi,2.403691731863929*pi,4.386047129119062*pi) q[4];\nu3(3.308279615568946*pi,2.8582975890255815*pi,2.285559954780514*pi) q[5];\nu3(3.4520676458478583*pi,3.289213967653552*pi,1.4099166310212494*pi) q[6];\nu3(3.5826358052834957*pi,0.07808024347877207*pi,2.9455866499484262*pi) q[7];\nu3(3.6115127917400223*pi,0.15392024671025284*pi,3.758174966882907*pi) q[8];\nu3(3.9240185500304814*pi,2.438118481162498*pi,3.443829286250012*pi) q[9];\nu3(3.1553948842235044*pi,2.2184608031047546*pi,0.6417374214056091*pi) q[10];\nu3(3.625626241543082*pi,0.047854985737731615*pi,2.1098658222626874*pi) q[11];\nu3(3.413139917983102*pi,-0.2437563965711671*pi,2.221318918824365*pi) q[12];\nu3(3.6163940659142177*pi,3.0850703607670598*pi,4.389212421961828*pi) q[13];\nu3(3.3937520583744023*pi,2.2664628323824267*pi,0.959991957830231*pi) q[14];\nRxxyyzz(0.48330211110344934*pi,0.27432422010773483*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.4643267099866297*pi,0.23513252352753722*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.4173768743448003*pi,0.28017786154077085*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.3012920326297306*pi,0.22991346123433065*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.27742266163444007*pi,0.143741732921412*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.3271698031134897*pi,0.2833266842985491*pi,3.90730146670158*pi) q[7],q[11];\nRxxyyzz(0.4200488264499098*pi,0.22541588810779523*pi,0.0*pi) q[9],q[12];\nu3(3.7881351926179874*pi,-0.20309491919483813*pi,1.4216919702091633*pi) q[0];\nu3(3.205073794475878*pi,2.557272040507585*pi,0.889595816648338*pi) q[1];\nu3(3.7734936502097747*pi,-0.4809047175054679*pi,3.973446692514792*pi) q[2];\nu3(3.4913337195236327*pi,3.264707294487391*pi,1.6393679959454608*pi) q[3];\nu3(3.8060588130810054*pi,2.1424108784580183*pi,1.4360616551257737*pi) q[4];\nu3(3.464766687032843*pi,-0.3772877979661525*pi,1.598890339560378*pi) q[5];\nu3(3.5872891623813032*pi,2.783275946060512*pi,1.8775831887202763*pi) q[6];\nu3(3.1087822323580316*pi,3.2576624870903834*pi,2.0675421205733855*pi) q[7];\nu3(3.2263496432976995*pi,3.496276982779596*pi,3.960611757357021*pi) q[8];\nu3(3.5295382278010865*pi,1.988388971812495*pi,2.3356718084713153*pi) q[9];\nu3(3.4045422466044064*pi,0.20091612960058047*pi,1.8554848962599308*pi) q[10];\nu3(3.4839765933712297*pi,2.0257066363758964*pi,1.6227509171818775*pi) q[11];\nu3(3.485343189143189*pi,3.133448890562237*pi,0.6983381315309241*pi) q[12];\nu3(3.2136838716158933*pi,0.07329833193867019*pi,1.273275255520884*pi) q[14];\nRxxyyzz(0.41956717639732977*pi,0.3231960516206192*pi,0.1421629218600521*pi) q[1],q[3];\nRxxyyzz(0.3815234212202801*pi,0.14385062602839355*pi,0.1050232289176555*pi) q[2],q[11];\nRxxyyzz(0.35768682475639946*pi,0.2590861045039513*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.44807303834022005*pi,0.24868019963414234*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.4133928643903604*pi,0.2784276332318334*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.3713668192023497*pi,0.27158607341727514*pi,3.8659655040315504*pi) q[8],q[10];\nu3(3.5271223934382423*pi,0.15781554409246634*pi,3.7838104064132443*pi) q[1];\nu3(3.488984688968076*pi,0.3476647896942444*pi,0.5031919139510409*pi) q[2];\nu3(3.403284332403185*pi,-0.07488548154569813*pi,3.831801188989327*pi) q[3];\nu3(3.4577769550102664*pi,0.5365007395731234*pi,4.443452921592283*pi) q[4];\nu3(3.23544129549837*pi,3.4703640637013207*pi,1.3372084708272012*pi) q[5];\nu3(3.4122254611010985*pi,0.6661507816542926*pi,0.6798971708163148*pi) q[7];\nu3(3.0472628727583206*pi,3.417587779302501*pi,1.0812842946817618*pi) q[8];\nu3(3.9398989100517574*pi,3.4168139787026*pi,2.1659916229338254*pi) q[9];\nu3(3.6734909051325197*pi,0.896962191563496*pi,1.0545418265665107*pi) q[10];\nu3(3.6482342553283917*pi,0.06032717812974697*pi,3.35890808484561*pi) q[11];\nu3(3.1863429968775767*pi,3.3932653672909403*pi,0.9564954914107138*pi) q[12];\nu3(3.5679319879680524*pi,2.0382026725703537*pi,1.0149671976227572*pi) q[13];\nRxxyyzz(0.40312719947844*pi,0.126406301841838*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.35296254170486296*pi,0.11301212146108597*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.44660651685757013*pi,0.3609965849806889*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.3193195205513407*pi,0.16471906688110816*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.31267987161136024*pi,0.24825309248737537*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.4475598999925002*pi,0.19572289990262814*pi,0.06717248367691106*pi) q[7],q[14];\nRxxyyzz(0.3845580052885298*pi,0.2186029927668509*pi,0.0*pi) q[9],q[11];\nu3(3.58903320246713*pi,2.0337702266873983*pi,1.7963905266793647*pi) q[0];\nu3(3.5802096814935913*pi,1.1923834540912823*pi,2.222593344023406*pi) q[1];\nu3(3.6442326880207903*pi,2.0657445716406375*pi,4.330383963028157*pi) q[2];\nu3(3.4213590048911184*pi,3.404123245554512*pi,0.5018482251245038*pi) q[3];\nu3(3.5929970579559933*pi,3.2090292532713764*pi,1.5033443797231438*pi) q[5];\nu3(3.7629554886980636*pi,-0.30245126555794033*pi,1.4115711492871594*pi) q[6];\nu3(3.2068021588991713*pi,3.390698872703568*pi,2.7238562432340223*pi) q[7];\nu3(3.4217515913713217*pi,-0.10839970278598154*pi,1.0910692629862249*pi) q[8];\nu3(3.9279512812402695*pi,2.7063111044935426*pi,0.5158025676660526*pi) q[9];\nu3(3.343610180027252*pi,0.11997572728553862*pi,2.3246781604804942*pi) q[10];\nu3(3.4777486691745096*pi,0.28242476711761655*pi,4.052462493365112*pi) q[11];\nu3(3.1877782115671804*pi,-0.4984407425510988*pi,3.6233605655623506*pi) q[12];\nu3(3.504765714316516*pi,-0.376526527907066*pi,1.1530639572685706*pi) q[13];\nu3(3.4567652838174605*pi,2.672568150274021*pi,0.5570868526658186*pi) q[14];\nRxxyyzz(0.4572278403759298*pi,0.33143570786919774*pi,3.859327125865601*pi) q[0],q[5];\nRxxyyzz(0.33415598219840004*pi,0.167560957747234*pi,0.0*pi) q[13],q[1];\nRxxyyzz(0.3641644230645701*pi,0.2619727503229523*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.3060035609492504*pi,0.14760516110943833*pi,0.0*pi) q[8],q[3];\nRxxyyzz(0.28210171631903036*pi,0.22484566297155528*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.4315026432225996*pi,0.35802583666383125*pi,3.851013362265931*pi) q[10],q[14];\nRxxyyzz(0.3534942455204102*pi,0.11520088096119396*pi,0.06798437613347375*pi) q[12],q[11];\nu3(3.902120726707487*pi,3.435624785121399*pi,1.3395801067864217*pi) q[0];\nu3(3.6475271213313456*pi,1.8615692296464812*pi,1.4509554759352383*pi) q[1];\nu3(3.5488937378796517*pi,2.3549537160867757*pi,1.747066619587931*pi) q[2];\nu3(3.6903337827203453*pi,2.1497888244973313*pi,1.5453695543020793*pi) q[3];\nu3(3.0914905722607497*pi,3.386537156247523*pi,0.6409774976537101*pi) q[5];\nu3(3.2582318937258727*pi,2.485358287188018*pi,1.8938665293092134*pi) q[6];\nu3(3.2102959957998065*pi,1.8455338326226363*pi,1.4431722434177165*pi) q[7];\nu3(3.4968177519587305*pi,3.1820875689546835*pi,0.8975909500171446*pi) q[8];\nu3(3.2643481242710077*pi,2.7645095803948343*pi,0.5387233499490344*pi) q[9];\nu3(3.087744616093924*pi,0.011604532551746982*pi,0.978281175171118*pi) q[10];\nu3(3.1522338893308692*pi,0.5971445984469466*pi,1.0858793266982871*pi) q[11];\nu3(3.4393564163723105*pi,3.1872494395432716*pi,2.090414819595177*pi) q[12];\nu3(3.6765756216504615*pi,3.1229854355510662*pi,0.5316505226937291*pi) q[13];\nu3(3.5841567235399383*pi,2.1733794486912954*pi,2.3581857323033995*pi) q[14];\nRxxyyzz(0.4328616454299699*pi,0.31721722894508453*pi,0.25997905202685345*pi) q[0],q[13];\nRxxyyzz(0.4332682334561865*pi,0.34309137936875356*pi,3.8798951984127155*pi) q[8],q[1];\nRxxyyzz(0.38846885661789*pi,0.2859027744693751*pi,0.13642688018269422*pi) q[2],q[4];\nRxxyyzz(0.4572237534508503*pi,0.3304906243160264*pi,0.0*pi) q[12],q[3];\nRxxyyzz(0.4225358608621831*pi,0.3386547902430318*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.4331855957752001*pi,0.11159564597101834*pi,0.0*pi) q[10],q[7];\nRxxyyzz(0.3511850358346331*pi,0.20454674631245973*pi,0.0*pi) q[11],q[14];\nu3(3.6258248035211276*pi,-0.037092686506620454*pi,0.8667636572716039*pi) q[0];\nu3(3.274420284452714*pi,0.32604692944920244*pi,1.93880215891402*pi) q[1];\nu3(3.1404835723692583*pi,0.32003174997960093*pi,4.057258811370811*pi) q[2];\nu3(3.4765125697531714*pi,0.599198951856688*pi,1.0889632570599241*pi) q[3];\nu3(3.75126736937399*pi,3.178616678077631*pi,3.2916532367611007*pi) q[4];\nu3(3.5586314430088755*pi,-0.207154047564996*pi,1.4004845429647452*pi) q[5];\nu3(3.857372770581475*pi,0.20269953729855694*pi,0.7481154040711306*pi) q[6];\nu3(3.3456273565696426*pi,3.456904120179285*pi,2.3044013442819096*pi) q[7];\nu3(3.3084054571283463*pi,2.8179691479638143*pi,1.4561539799212508*pi) q[8];\nu3(3.520029769108088*pi,2.902787365860052*pi,1.9954728151499723*pi) q[10];\nu3(3.187499470645651*pi,0.7536035866326312*pi,0.6063092190463608*pi) q[11];\nu3(3.871451065576452*pi,1.6972433630189139*pi,1.6363017559353876*pi) q[12];\nu3(3.845213032142435*pi,-0.15622026430099178*pi,3.827784253127401*pi) q[13];\nu3(3.6453573014622713*pi,2.5651688804297517*pi,0.7940365878941097*pi) q[14];\nRxxyyzz(0.41872217027392006*pi,0.35498236283000095*pi,0.07737001070933221*pi) q[0],q[9];\nRxxyyzz(0.3642218242427001*pi,0.20778663487162696*pi,3.8574611253294897*pi) q[2],q[12];\nRxxyyzz(0.36752092783987955*pi,0.27054556881556163*pi,0.07145820172063556*pi) q[13],q[3];\nRxxyyzz(0.43170033546569053*pi,0.3718829612178194*pi,0.0*pi) q[6],q[4];\nRxxyyzz(0.44707183836673997*pi,0.323295354304069*pi,3.905078750858*pi) q[5],q[11];\nRxxyyzz(0.42266202676693065*pi,0.10275706950574082*pi,0.0*pi) q[10],q[14];\nu3(3.291131578618396*pi,3.087706815715735*pi,3.029368948193466*pi) q[0];\nu3(3.6549608239913933*pi,0.2284774550078349*pi,1.4097481051510985*pi) q[2];\nu3(3.9641772473350705*pi,2.8616082922951276*pi,3.5287617143028625*pi) q[3];\nu3(3.339226256778337*pi,2.267459812769765*pi,3.7643827631376996*pi) q[4];\nu3(3.9331098376283053*pi,0.9255134932355684*pi,0.9759026033837732*pi) q[5];\nu3(3.8279359315050208*pi,0.08239615172762205*pi,1.4864795946498957*pi) q[6];\nu3(3.370586238584015*pi,2.2269602345485757*pi,0.5776327732733645*pi) q[9];\nu3(3.693750270749638*pi,0.30292634539171437*pi,0.8839687230905235*pi) q[10];\nu3(3.603618451377436*pi,1.9855843672504125*pi,2.230993096931627*pi) q[11];\nu3(3.0836437462708783*pi,0.2598216862744155*pi,2.168680097150418*pi) q[12];\nu3(3.397603149750835*pi,2.629712160040928*pi,3.390943036313772*pi) q[13];\nu3(3.224281345982902*pi,-0.3703181819128171*pi,1.8348651362621275*pi) q[14];\nRxxyyzz(0.41040779252836*pi,0.2092808538699893*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.44305708358238954*pi,0.20790587780504438*pi,0.097086201911127*pi) q[1],q[3];\nRxxyyzz(0.37096998631474065*pi,0.2141530460319352*pi,0.0*pi) q[8],q[2];\nRxxyyzz(0.3778207394765101*pi,0.2738944793911501*pi,0.07976930995014385*pi) q[9],q[4];\nRxxyyzz(0.4575576643533399*pi,0.2632390420666866*pi,0.0*pi) q[12],q[6];\nRxxyyzz(0.4571729828608401*pi,0.2646967851710035*pi,0.1416589860473873*pi) q[10],q[11];\nRxxyyzz(0.4535940157418831*pi,0.22878370992489452*pi,3.937422450961888*pi) q[13],q[14];\nu3(3.9381044301003394*pi,0.6960089693804896*pi,0.7627528035481428*pi) q[0];\nu3(3.1572477757912507*pi,3.1782458353320764*pi,1.9777379595925928*pi) q[1];\nu3(3.6497981219846283*pi,0.8333392157581789*pi,1.4462120786729171*pi) q[2];\nu3(3.198765349529024*pi,-0.20134944806337418*pi,3.883248950163403*pi) q[3];\nu3(3.3735609641031097*pi,1.982797823265555*pi,4.192413802659543*pi) q[4];\nu3(3.524131210246643*pi,2.496664312717352*pi,0.6372773128048266*pi) q[5];\nu3(3.6142491579856424*pi,3.2330435654859313*pi,0.5510559558925157*pi) q[6];\nu3(3.7753500142751277*pi,0.21812026402701457*pi,0.6268852909580982*pi) q[8];\nu3(3.760454751420307*pi,2.289695221341215*pi,0.9380233679500368*pi) q[9];\nu3(3.835046237479238*pi,3.2981835947441684*pi,4.00587056615697*pi) q[10];\nu3(3.8083578889072043*pi,-0.18808139825992548*pi,1.7183911584783935*pi) q[11];\nu3(3.345450669345564*pi,3.4861593622013114*pi,0.6135710910213527*pi) q[12];\nu3(3.701977398958113*pi,-0.35638346075072097*pi,1.649953083209053*pi) q[13];\nu3(3.59813555517358*pi,2.208438932534975*pi,1.0343026924088052*pi) q[14];\nRxxyyzz(0.4242072536867898*pi,0.21959330687753553*pi,0.0*pi) q[2],q[1];\nRxxyyzz(0.43898921041377015*pi,0.19379956670586873*pi,0.0*pi) q[12],q[3];\nRxxyyzz(0.44395175862755*pi,0.17772533325410717*pi,0.12978755300060565*pi) q[4],q[10];\nRxxyyzz(0.37488992944550953*pi,0.26878852183916185*pi,3.9023432612750906*pi) q[8],q[5];\nRxxyyzz(0.47784087272252007*pi,0.33145420913999024*pi,0.0*pi) q[7],q[6];\nRxxyyzz(0.44588708574202*pi,0.29533396359425296*pi,0.1535278615295484*pi) q[9],q[11];\nu3(3.5543701409841058*pi,-0.09819754344703913*pi,0.7538437945768571*pi) q[1];\nu3(3.4980154243631754*pi,0.06021433440898072*pi,4.3041816456603845*pi) q[2];\nu3(3.099243489282517*pi,0.033572806921228215*pi,4.223663121621871*pi) q[3];\nu3(3.785036329281051*pi,2.5836368998026558*pi,1.1137075629948685*pi) q[4];\nu3(3.609211382441543*pi,-0.2060475322383284*pi,1.8835389753254166*pi) q[5];\nu3(3.7406164575640206*pi,0.8995396777340632*pi,2.0641296875398574*pi) q[6];\nu3(3.066375247691784*pi,1.6612412930484775*pi,1.3811610984332017*pi) q[7];\nu3(3.63798145277464*pi,0.8768528057559652*pi,1.892206531543856*pi) q[8];\nu3(3.350559190399265*pi,-0.26205993645274894*pi,4.34372292858956*pi) q[9];\nu3(3.5529472079727955*pi,2.8896749613031147*pi,3.215811188700984*pi) q[10];\nu3(3.905547940783616*pi,0.677986063457868*pi,4.382808395268965*pi) q[11];\nu3(3.4651494882033473*pi,1.7700448104062083*pi,1.2903279455820136*pi) q[12];\nRxxyyzz(0.3966573577917401*pi,0.15204646135975794*pi,0.09481284682114154*pi) q[0],q[2];\nRxxyyzz(0.3893350706941071*pi,0.14938573647419784*pi,0.0*pi) q[8],q[3];\nRxxyyzz(0.45770045042189*pi,0.3617277555281062*pi,0.04346502248077666*pi) q[4],q[11];\nRxxyyzz(0.29924445105147995*pi,0.20415547331120187*pi,0.11741410185144208*pi) q[6],q[5];\nRxxyyzz(0.4783047008746293*pi,0.3386178819287179*pi,0.0*pi) q[13],q[7];\nRxxyyzz(0.37832410109533005*pi,0.17915524690957574*pi,0.16666911132540993*pi) q[9],q[12];\nRxxyyzz(0.38331302682087787*pi,0.24552596176946398*pi,0.04097914954965456*pi) q[14],q[10];\nu3(3.738537301885813*pi,-0.49188385924135625*pi,1.645275208093417*pi) q[0];\nu3(3.712691537999075*pi,0.6086866831014366*pi,1.0713737624947561*pi) q[2];\nu3(3.9243107319856985*pi,0.13324873863423115*pi,1.6289593874785144*pi) q[3];\nu3(3.2892104823542185*pi,-0.1807218867295805*pi,0.7712695558169154*pi) q[4];\nu3(3.5484392827309676*pi,3.2333405913814013*pi,1.3332246499878277*pi) q[5];\nu3(3.1836496258455025*pi,0.305759454732462*pi,1.7500556013126238*pi) q[6];\nu3(3.3417964054755265*pi,3.07446425105216*pi,0.9336568948982609*pi) q[7];\nu3(3.9227487042604827*pi,3.1703198263635652*pi,2.4986745253147697*pi) q[8];\nu3(3.491436952061846*pi,0.6361702802364659*pi,4.025224166767332*pi) q[9];\nu3(3.2229380524106586*pi,2.5737207120190946*pi,1.4637180188539005*pi) q[10];\nu3(3.759618433692176*pi,0.2997390536098965*pi,3.5506467879262607*pi) q[11];\nu3(3.8249553481870104*pi,0.22059168398092532*pi,0.7453251883950403*pi) q[12];\nu3(3.4148750103538097*pi,2.5009153981291234*pi,1.2247238929271187*pi) q[13];\nu3(3.609190034903899*pi,1.3269291566408918*pi,0.5662063611908819*pi) q[14];\nRxxyyzz(0.4364775691326698*pi,0.27298368830541*pi,0.0*pi) q[0],q[1];\nRxxyyzz(0.4223990791845701*pi,0.3119557533429909*pi,3.920438775991851*pi) q[2],q[6];\nRxxyyzz(0.39375271455183947*pi,0.380908300401249*pi,3.7380220608978107*pi) q[3],q[13];\nRxxyyzz(0.45826636921071007*pi,0.35633430443380254*pi,3.7651169493187293*pi) q[4],q[12];\nRxxyyzz(0.4503401328407098*pi,0.3012442877288693*pi,0.04738423417170605*pi) q[5],q[8];\nRxxyyzz(0.37411623317073006*pi,0.15725490310629409*pi,0.0*pi) q[9],q[11];\nu3(3.1745656992337015*pi,3.3161775818318304*pi,1.3337334143029753*pi) q[0];\nu3(3.6661749161422206*pi,0.5026757539041276*pi,2.0071462495143195*pi) q[1];\nu3(3.456801275453444*pi,3.1665908912895824*pi,1.7157076172206143*pi) q[2];\nu3(3.3593785467308677*pi,1.7768683941238343*pi,0.6964094596409516*pi) q[3];\nu3(3.867178816579757*pi,0.5164049825346888*pi,0.9070752155392806*pi) q[4];\nu3(3.52756412547828*pi,-0.34049027701519297*pi,1.1462538708591563*pi) q[5];\nu3(3.5399007437773906*pi,3.4054699289299135*pi,1.3127343157900775*pi) q[6];\nu3(3.622877955764043*pi,3.197402070301375*pi,2.157549416367741*pi) q[8];\nu3(3.5451386171499273*pi,2.7463914336525947*pi,1.1164573671829527*pi) q[9];\nu3(3.233523632645591*pi,1.867724779114547*pi,1.5199660077164894*pi) q[11];\nu3(3.4872401762872682*pi,3.0410135982777238*pi,0.9687828601951733*pi) q[12];\nu3(3.3155084354322866*pi,-0.10758778039812988*pi,2.2796012248468602*pi) q[13];\nRxxyyzz(0.38519109965764015*pi,0.3077022628853874*pi,0.09609066564173664*pi) q[0],q[2];\nRxxyyzz(0.4353003808873101*pi,0.19120053880915308*pi,3.9432705797039294*pi) q[9],q[1];\nRxxyyzz(0.34666156135497794*pi,0.24213424259538918*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.41072411958711014*pi,0.2252506465791902*pi,3.8840033236139107*pi) q[4],q[10];\nRxxyyzz(0.4805059439576326*pi,0.10873852201421352*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.45242507514277064*pi,0.3407944722537434*pi,0.0*pi) q[13],q[6];\nRxxyyzz(0.4159592679488995*pi,0.18324904500122585*pi,0.0*pi) q[8],q[11];\nu3(3.1621187641264195*pi,0.7270580574259362*pi,0.7721204800301031*pi) q[0];\nu3(3.5742373878671376*pi,0.2754968216071366*pi,0.9526869358853505*pi) q[1];\nu3(3.783613166586271*pi,2.514177327508615*pi,0.6609867092143094*pi) q[2];\nu3(3.273948618277052*pi,3.258658715827844*pi,1.791797394503738*pi) q[3];\nu3(3.5808626330095037*pi,1.1282576503804886*pi,2.327275407131121*pi) q[4];\nu3(3.799453582501102*pi,2.836195075192711*pi,1.640751305626608*pi) q[5];\nu3(3.319337266080275*pi,2.1312027816676826*pi,1.9783605399696162*pi) q[6];\nu3(3.2194067980294463*pi,-0.34132945169757845*pi,1.2947101139810502*pi) q[7];\nu3(3.236091315846065*pi,1.1271971218962318*pi,1.3171387122336389*pi) q[8];\nu3(3.7146487792615304*pi,3.208091147114528*pi,1.5654827673530398*pi) q[9];\nu3(3.7812491331006397*pi,0.37466995053794383*pi,2.4408554848559296*pi) q[10];\nu3(3.2812362725091724*pi,3.2060269177862533*pi,0.6945696873412168*pi) q[11];\nu3(3.6265522097782306*pi,1.6308118078224263*pi,1.461888263736924*pi) q[12];\nu3(3.5565977950385617*pi,-0.07329743268584316*pi,1.691390897231628*pi) q[13];\nRxxyyzz(0.41551668570138955*pi,0.26797892592982286*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.4112457528416099*pi,0.24487463412470148*pi,3.8765189534996694*pi) q[5],q[1];\nRxxyyzz(0.40658477715770003*pi,0.30925165299197144*pi,0.20706747659782643*pi) q[2],q[11];\nRxxyyzz(0.3217019193939201*pi,0.1835511257988549*pi,3.94157776649729*pi) q[3],q[7];\nRxxyyzz(0.4558998937590508*pi,0.38308407443487913*pi,0.13676059051046252*pi) q[4],q[14];\nRxxyyzz(0.4583629397109296*pi,0.32599655338271294*pi,3.8533025564817898*pi) q[9],q[8];\nRxxyyzz(0.42625182744801837*pi,0.3050931026924353*pi,3.924515829921477*pi) q[12],q[13];\nu3(3.3166667293185825*pi,0.03807536196607342*pi,1.2992374557034403*pi) q[0];\nu3(3.5178784379579477*pi,3.4896247549674015*pi,2.003639795135956*pi) q[1];\nu3(3.5920943083782997*pi,3.464603036550143*pi,4.2119142113991135*pi) q[2];\nu3(3.927297553561424*pi,2.9969748400469425*pi,2.476014383188769*pi) q[3];\nu3(3.1720737862760635*pi,1.8202853681249724*pi,1.956906124742078*pi) q[4];\nu3(3.2997836358788586*pi,1.2154285394702304*pi,0.5989884187129881*pi) q[5];\nu3(3.190707037449712*pi,-0.2703059628836999*pi,4.037325142164211*pi) q[6];\nu3(3.6813289304830357*pi,3.2096916999741456*pi,0.5458277127677347*pi) q[7];\nu3(3.1857758656838873*pi,3.312234982434841*pi,1.7101498406975688*pi) q[8];\nu3(3.836451066124844*pi,0.4472360489499668*pi,2.4087938752810785*pi) q[9];\nu3(3.116542043701381*pi,0.697157379289221*pi,4.429334423870164*pi) q[11];\nu3(3.154176941310576*pi,0.11947904548497101*pi,1.2269032516195217*pi) q[12];\nu3(3.8352153794792447*pi,0.037232166960205926*pi,2.2165908569309924*pi) q[13];\nu3(3.0440216188130322*pi,1.3459037956008706*pi,4.360177638011626*pi) q[14];\nRxxyyzz(0.47682130812138956*pi,0.2731514390377623*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.4236809252151002*pi,0.20413361429374674*pi,3.94252017459359*pi) q[1],q[14];\nRxxyyzz(0.40875258503636985*pi,0.231068102204027*pi,0.115961157814044*pi) q[2],q[10];\nRxxyyzz(0.46536642867332934*pi,0.317894076001241*pi,0.0*pi) q[5],q[3];\nRxxyyzz(0.4231974676625398*pi,0.2573340489787435*pi,3.92978627915762*pi) q[6],q[8];\nRxxyyzz(0.3912266793903996*pi,0.25104433585269353*pi,3.8545424188177595*pi) q[9],q[11];\nu3(3.515562326097068*pi,0.3756719826460362*pi,0.5505568756586594*pi) q[0];\nu3(3.943923573791338*pi,-0.013864899785518747*pi,1.8931528034578444*pi) q[1];\nu3(3.540640437124738*pi,2.701357173770802*pi,3.3846253219831324*pi) q[2];\nu3(3.63586756030722*pi,-0.4015925712503401*pi,1.050762077927336*pi) q[3];\nu3(3.5844435464112228*pi,2.408365143329905*pi,1.5409579089899559*pi) q[5];\nu3(3.2184995381272206*pi,-0.3092405885728923*pi,0.8580046501495224*pi) q[6];\nu3(3.0925181363774326*pi,2.695594244056938*pi,1.0778406154311564*pi) q[7];\nu3(3.691814728587445*pi,0.908547881132775*pi,0.6611106222335841*pi) q[8];\nu3(3.6819400722965954*pi,1.733913290218318*pi,2.3232843130806207*pi) q[9];\nu3(3.3360015694133116*pi,0.8876972863644761*pi,4.05527662488246*pi) q[10];\nu3(3.55385972861382*pi,2.1096089265077547*pi,2.1856447260549285*pi) q[11];\nu3(3.7085240909591963*pi,2.6361798557345275*pi,2.2449809808566275*pi) q[14];\nRxxyyzz(0.4112063966972299*pi,0.25581387318901716*pi,0.0*pi) q[12],q[1];\nRxxyyzz(0.42103202647935767*pi,0.13022382845989935*pi,3.9192113974695904*pi) q[2],q[5];\nRxxyyzz(0.43460405497235965*pi,0.06637455023116723*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.34160120224315993*pi,0.24843017691259606*pi,0.0423652845273228*pi) q[6],q[4];\nRxxyyzz(0.41092114412812997*pi,0.3691807838054175*pi,0.09302738589478743*pi) q[7],q[8];\nRxxyyzz(0.4354721330367415*pi,0.34122116719875706*pi,0.3076143555601005*pi) q[9],q[14];\nRxxyyzz(0.43348639796387023*pi,0.3025789926628484*pi,0.0*pi) q[13],q[11];\nu3(3.4435552220860606*pi,0.8361361154474483*pi,0.8716534926140047*pi) q[1];\nu3(3.534565090271515*pi,2.530082974849069*pi,0.5154162173948809*pi) q[2];\nu3(3.5365813303240614*pi,2.4628447532499154*pi,1.4679124552114315*pi) q[3];\nu3(3.460321427004582*pi,2.2287792830768938*pi,0.8066029070120238*pi) q[4];\nu3(3.672024147023778*pi,-0.2428825628861928*pi,1.412643940855693*pi) q[5];\nu3(3.668527447486706*pi,3.4839666051232556*pi,1.846917009380601*pi) q[6];\nu3(3.1925793106800415*pi,2.9330949620648283*pi,1.304636194010098*pi) q[7];\nu3(3.416748490920483*pi,2.1126629741573852*pi,3.2765603537876316*pi) q[8];\nu3(3.8948663404739157*pi,0.7322172272828165*pi,1.8832148452094604*pi) q[9];\nu3(3.4408624816324167*pi,3.497283333929496*pi,1.301457157863434*pi) q[10];\nu3(3.203685280745744*pi,1.049481403822752*pi,0.7820096961987684*pi) q[11];\nu3(3.638948453290635*pi,0.05437257759297376*pi,0.8149706911270598*pi) q[12];\nu3(3.4369650236708407*pi,2.3965961593741483*pi,0.7424707701559279*pi) q[13];\nu3(3.9499255871553713*pi,0.12498641326732729*pi,2.0637982310487804*pi) q[14];\nmeasure q[2] -> c[1];\nmeasure q[9] -> c[4];\nmeasure q[13] -> c[6];\nmeasure q[5] -> c[7];\nmeasure q[14] -> c[10];\nRxxyyzz(0.34502872578735044*pi,0.1508277303023169*pi,0.07559979890326485*pi) q[0],q[8];\nRxxyyzz(0.4345130597870801*pi,0.38233819342615943*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.36761132967555754*pi,0.24094473975600084*pi,0.0*pi) q[6],q[3];\nRxxyyzz(0.4322723492937097*pi,0.38742655079469973*pi,0.0*pi) q[10],q[4];\nRxxyyzz(0.35144316208053944*pi,0.28193563296400415*pi,3.9580175457983895*pi) q[12],q[11];\nu3(1.291513272561776*pi,3.2703508759105597*pi,0.5967501434914793*pi) q[0];\nu3(3.274253765487906*pi,-0.09791402796203158*pi,1.0138006501961754*pi) q[1];\nu3(3.1592411210235514*pi,0.5871049273360507*pi,1.364138863088426*pi) q[3];\nu3(3.375886837188106*pi,1.158577472783616*pi,1.6997060463099702*pi) q[4];\nu3(3.758535388007301*pi,1.2633366644520163*pi,1.861138625844022*pi) q[6];\nu3(3.6989391422489204*pi,1.898395294023692*pi,4.377128582230559*pi) q[7];\nu3(2.3757857340675077*pi,0.125370430701517*pi,4.17190760029642*pi) q[8];\nu3(3.6730660571227105*pi,0.18655135672603995*pi,0.974057390700568*pi) q[10];\nu3(2.650377896252486*pi,0.08628405238005743*pi,2.1102393138306774*pi) q[11];\nu3(1.1844537719905777*pi,-0.18589313214451264*pi,4.172387747308589*pi) q[12];\nmeasure q[3] -> c[0];\nmeasure q[1] -> c[2];\nmeasure q[10] -> c[3];\nmeasure q[4] -> c[5];\nmeasure q[12] -> c[8];\nmeasure q[7] -> c[9];\nmeasure q[6] -> c[11];\nmeasure q[0] -> c[12];\nmeasure q[8] -> c[13];\nmeasure q[11] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.3354766555139728*pi,2.267295803047821*pi,1.1453277723349389*pi) q[0];\nu3(3.45361933446046*pi,3.1091793062673707*pi,3.9270136383121006*pi) q[1];\nu3(3.2341717354499675*pi,0.7519557922671243*pi,0.7866127567394969*pi) q[2];\nu3(3.768513553409868*pi,2.371932300486895*pi,1.774448573957724*pi) q[3];\nu3(3.3106149108297274*pi,-0.2089257793226248*pi,3.041364096692207*pi) q[4];\nu3(3.8091565262519005*pi,3.181628512464267*pi,1.2349076247233142*pi) q[5];\nu3(3.3920091156217858*pi,2.04892828994105*pi,0.6385287089834928*pi) q[6];\nu3(3.7452585556993467*pi,2.1222748438467844*pi,0.782724084074339*pi) q[7];\nu3(3.582187568565287*pi,0.32259889698358446*pi,2.8780348638302913*pi) q[8];\nu3(3.5328608315316137*pi,3.0109789093758073*pi,1.5593865584709778*pi) q[9];\nu3(3.664474349889098*pi,2.214766548678875*pi,1.506578579873662*pi) q[10];\nu3(3.2301274470913155*pi,2.454127003531408*pi,1.3829109652195484*pi) q[11];\nu3(3.5390649023963805*pi,0.6238418660546354*pi,1.4973346419038702*pi) q[12];\nu3(3.5869749927152577*pi,3.038945782378023*pi,0.5333624387452915*pi) q[13];\nu3(3.259962513682055*pi,0.7792791746196874*pi,4.213679309748867*pi) q[14];\nRxxyyzz(0.38045174554219985*pi,0.35611574112721517*pi,0.13359642600778454*pi) q[0],q[9];\nRxxyyzz(0.2767198381003835*pi,0.15043352329393955*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.47873566030831993*pi,0.2681764672997269*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.37487351816765024*pi,0.23524791025497538*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.45736864708173075*pi,0.1265459361726755*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.43047047573019975*pi,0.2504493686747255*pi,3.87106813854569*pi) q[10],q[12];\nRxxyyzz(0.32709075078024963*pi,0.21569230223241043*pi,3.87325926794907*pi) q[13],q[14];\nu3(3.846245185330176*pi,-0.37925823724710517*pi,2.0574954922481137*pi) q[0];\nu3(3.937863338026393*pi,0.2556152577497117*pi,0.9257225620462386*pi) q[1];\nu3(3.551028527388851*pi,0.40427984631997804*pi,0.8428897432078301*pi) q[2];\nu3(3.709993747987546*pi,-0.3424256729619605*pi,1.1518246020798082*pi) q[4];\nu3(3.5350004323417856*pi,1.096186457679862*pi,1.4874230310277334*pi) q[5];\nu3(3.3268425292840034*pi,3.466159469042237*pi,1.111475766904543*pi) q[6];\nu3(3.708306714580473*pi,0.22555653376190266*pi,0.8136754901179452*pi) q[7];\nu3(3.3915738602721257*pi,-0.2787133376846471*pi,4.014464851137092*pi) q[8];\nu3(3.540395337389479*pi,1.8399307672683394*pi,4.497546072638964*pi) q[9];\nu3(3.2892354507879795*pi,2.442449200283711*pi,0.6172983710794355*pi) q[10];\nu3(3.203409583987046*pi,3.1207447957712318*pi,0.7639001849333076*pi) q[11];\nu3(3.627086973706387*pi,3.0194393608424708*pi,1.2942682795449414*pi) q[12];\nu3(3.376867044701747*pi,2.9853237035228823*pi,3.5791468190033706*pi) q[13];\nu3(3.517756781963119*pi,2.631957918822122*pi,1.4658068758685552*pi) q[14];\nRxxyyzz(0.4717145721533491*pi,0.39343545164074994*pi,0.0*pi) q[0],q[1];\nRxxyyzz(0.397276475288729*pi,0.3286589892031778*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.4467766867167499*pi,0.10557847351762512*pi,3.9357856379126996*pi) q[3],q[5];\nRxxyyzz(0.32984933209539996*pi,0.2136586552192341*pi,0.08907830117953353*pi) q[6],q[10];\nRxxyyzz(0.38328169080226*pi,0.26624309144401004*pi,3.85528811825621*pi) q[7],q[8];\nRxxyyzz(0.3829014670358699*pi,0.25427430338408485*pi,0.0*pi) q[11],q[9];\nRxxyyzz(0.4253991725254501*pi,0.23853402216463526*pi,0.0*pi) q[12],q[13];\nu3(3.3073206209571397*pi,2.5805483563539435*pi,2.285167270514516*pi) q[0];\nu3(3.864933306007405*pi,1.9355102807575255*pi,0.5771086510709026*pi) q[1];\nu3(3.7378080214612734*pi,0.03784827813870917*pi,0.706744313937766*pi) q[2];\nu3(3.710347770217548*pi,0.5214990843259524*pi,1.693111318681924*pi) q[3];\nu3(3.302339252631503*pi,2.6616303573507327*pi,0.9462573910904479*pi) q[4];\nu3(3.1798006180341285*pi,1.6201944248740872*pi,0.5083945828840406*pi) q[5];\nu3(3.1843391175848836*pi,-0.209785939367099*pi,1.4090624289919398*pi) q[6];\nu3(3.1877152370107975*pi,3.2646860420782975*pi,0.8039270203612858*pi) q[7];\nu3(3.621724903980576*pi,2.4833491273955*pi,1.6321373354501367*pi) q[8];\nu3(3.610156222986201*pi,-0.2791665039385127*pi,1.2649672319931389*pi) q[9];\nu3(3.2345392172006435*pi,0.007198705312016274*pi,3.190299176822695*pi) q[10];\nu3(3.6957700980787704*pi,0.631446770386199*pi,1.1899016440156893*pi) q[11];\nu3(3.7607056868178512*pi,2.8619539983947586*pi,4.411497049410364*pi) q[12];\nu3(3.901696451538149*pi,0.9653768061914179*pi,1.1406785460554385*pi) q[13];\nRxxyyzz(0.35597871294759986*pi,0.23740802447294407*pi,0.0*pi) q[6],q[0];\nRxxyyzz(0.4493561670883195*pi,0.37312390209249635*pi,3.8026708627399106*pi) q[1],q[9];\nRxxyyzz(0.44273999508149053*pi,0.15327581119873612*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.42235751520312015*pi,0.285293174602099*pi,0.10199896703685588*pi) q[7],q[13];\nRxxyyzz(0.4277574612178796*pi,0.376425846681531*pi,3.9113077623959693*pi) q[10],q[14];\nRxxyyzz(0.41783575247192994*pi,0.19079248337110633*pi,0.0*pi) q[11],q[12];\nu3(3.8793126534715086*pi,1.121910214174004*pi,0.7072620749965877*pi) q[0];\nu3(3.531096449754787*pi,-0.313860724513117*pi,0.7154595182300771*pi) q[1];\nu3(3.540209786684989*pi,1.4763743131125764*pi,1.0369836633427005*pi) q[3];\nu3(3.9097821145546514*pi,2.7631563591778643*pi,0.9391639403497248*pi) q[6];\nu3(3.4616858526233516*pi,0.3109735311606636*pi,0.8541065286316436*pi) q[7];\nu3(3.480081346351672*pi,0.13238150293392614*pi,0.7195583438269362*pi) q[8];\nu3(3.5285867146807433*pi,2.6736531914596826*pi,0.888298358782122*pi) q[9];\nu3(3.2897905341960803*pi,0.0892647610959173*pi,0.7117376411445773*pi) q[10];\nu3(3.4345308510123242*pi,2.17556613123394*pi,2.094655046278622*pi) q[11];\nu3(3.333363354003265*pi,3.124631290909795*pi,1.837155871294237*pi) q[12];\nu3(3.482249168389679*pi,2.718533810588666*pi,0.9540249397498537*pi) q[13];\nu3(3.1759131608622946*pi,-0.3157876022149763*pi,2.2369771455546115*pi) q[14];\nRxxyyzz(0.4844408880179394*pi,0.40245954386186894*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.42531068605496997*pi,0.2867895755936125*pi,0.08553260128834078*pi) q[2],q[11];\nRxxyyzz(0.34792564181285*pi,0.2300381684165025*pi,0.0*pi) q[7],q[3];\nRxxyyzz(0.4102277930820303*pi,0.07910505332303863*pi,0.0*pi) q[9],q[5];\nRxxyyzz(0.41613763144606003*pi,0.22759082001522102*pi,3.9237902623366505*pi) q[6],q[10];\nRxxyyzz(0.44261561160713164*pi,0.3438116047498123*pi,3.8778566670026455*pi) q[8],q[13];\nRxxyyzz(0.3731772725286401*pi,0.11591702210133603*pi,0.0*pi) q[12],q[14];\nu3(3.4036522760542516*pi,0.0899916892901157*pi,1.0838134362796992*pi) q[1];\nu3(3.6698265906666765*pi,2.338046082249205*pi,4.224352823312858*pi) q[2];\nu3(3.648099652859938*pi,0.6201138143297251*pi,1.0086368526280631*pi) q[3];\nu3(3.5164344010714297*pi,3.323134323132989*pi,3.047333427814232*pi) q[4];\nu3(3.132396199164316*pi,2.9020355971944727*pi,0.8078679357092893*pi) q[5];\nu3(3.828035937551083*pi,0.8061258265491533*pi,0.7437689731760266*pi) q[6];\nu3(3.6119950984438636*pi,-0.4034782148578956*pi,1.2193094526560424*pi) q[7];\nu3(3.8883633931643717*pi,2.8508891140004278*pi,0.5641542567532518*pi) q[8];\nu3(3.6202932079087664*pi,-0.09382684756678367*pi,1.6608170578908232*pi) q[9];\nu3(3.6705922015276733*pi,3.1658095496813616*pi,2.453958536490861*pi) q[10];\nu3(3.853133407761709*pi,-0.21606487744472452*pi,0.6253047809574267*pi) q[11];\nu3(3.441864069330263*pi,-0.440199659799846*pi,0.879516471842062*pi) q[12];\nu3(3.772438406173357*pi,2.3090502117629352*pi,2.303215694448162*pi) q[13];\nu3(3.3649044633022314*pi,2.6969988719680535*pi,0.6072258897185976*pi) q[14];\nRxxyyzz(0.33702557481381*pi,0.22464930834343377*pi,3.8407111432451195*pi) q[1],q[0];\nRxxyyzz(0.32937021021135976*pi,0.2986272230771161*pi,0.13739217139487758*pi) q[2],q[6];\nRxxyyzz(0.2872350656202502*pi,0.24066107839011508*pi,0.04063085881484474*pi) q[3],q[5];\nRxxyyzz(0.4050804784782098*pi,0.16654352889070756*pi,3.9236765964274807*pi) q[4],q[9];\nRxxyyzz(0.4207198905385595*pi,0.235620608642631*pi,0.0*pi) q[7],q[14];\nRxxyyzz(0.44106460041279005*pi,0.20986810504792752*pi,0.06963979691347949*pi) q[11],q[12];\nu3(3.8209358084317175*pi,-0.29679544042792305*pi,1.9024530578454661*pi) q[0];\nu3(3.1824852234970074*pi,-0.2870816412933845*pi,3.9387356947227516*pi) q[1];\nu3(3.799985554591565*pi,0.9167485617972932*pi,1.0440465326266541*pi) q[2];\nu3(3.515158564560289*pi,2.2879213101930964*pi,1.4222583623569416*pi) q[3];\nu3(3.89111011005448*pi,-0.12504526554254541*pi,0.818618762649602*pi) q[4];\nu3(3.0627451476914658*pi,2.7329196998455774*pi,1.0694941550052337*pi) q[5];\nu3(3.4885133056739317*pi,-0.46285285918499697*pi,3.8319779620905914*pi) q[6];\nu3(3.225407564861012*pi,0.21215684854914274*pi,1.8277477015435815*pi) q[7];\nu3(3.0565371150390233*pi,2.5435478475979263*pi,1.1964589378786683*pi) q[9];\nu3(3.8064973526411072*pi,2.1782590430009225*pi,0.5814246190018998*pi) q[11];\nu3(3.2834477517577927*pi,-0.051528002860475264*pi,3.379519434909791*pi) q[12];\nu3(3.5799290500815064*pi,-0.045845238098315255*pi,1.6122310703073162*pi) q[14];\nRxxyyzz(0.42948646377540994*pi,0.3101308679879811*pi,0.09600813928194908*pi) q[11],q[0];\nRxxyyzz(0.43895887661681976*pi,0.08107268145038315*pi,0.0*pi) q[7],q[1];\nRxxyyzz(0.39155758384602*pi,0.2484124439464055*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.3968478565279*pi,0.3522582028867258*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.4461483248913021*pi,0.22217767694787338*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.29219148872206013*pi,0.24560451596817323*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.40660559984240013*pi,0.2098032412183057*pi,0.05101135840314895*pi) q[6],q[8];\nu3(3.2851142713391748*pi,2.5206108563270773*pi,0.5525541394302214*pi) q[0];\nu3(3.0969920764033105*pi,-0.012828658224586231*pi,2.1909167461314816*pi) q[1];\nu3(3.899409713382859*pi,3.088465751194338*pi,4.245483341048661*pi) q[2];\nu3(3.60893011502862*pi,3.4837500754036634*pi,0.5396854486401716*pi) q[3];\nu3(3.5922102012615476*pi,-0.302616562380285*pi,1.229624514887739*pi) q[4];\nu3(3.173945041231446*pi,2.2510672915344694*pi,1.5918969013621007*pi) q[5];\nu3(3.5312698420813815*pi,1.4433390532698425*pi,0.9469725405329217*pi) q[6];\nu3(3.5959414267614793*pi,1.942935188683105*pi,1.8481924945176598*pi) q[7];\nu3(3.7106863788752764*pi,0.866575038247162*pi,0.6403466606742921*pi) q[8];\nu3(3.224178083814044*pi,2.3443459359104484*pi,1.9001547244946408*pi) q[9];\nu3(3.487948667099034*pi,-0.28493044034814646*pi,0.7998386624252203*pi) q[11];\nu3(3.8498355125845856*pi,2.0285722317702333*pi,1.2825416458823313*pi) q[12];\nu3(3.495134444102748*pi,0.4646078423819736*pi,1.6690574330273578*pi) q[13];\nu3(3.270735884617682*pi,3.070574571716157*pi,0.649026266553327*pi) q[14];\nRxxyyzz(0.4212494769980904*pi,0.13197682297788102*pi,3.9593375706416896*pi) q[0],q[9];\nRxxyyzz(0.35630114155885995*pi,0.25682211174046743*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.4217124802149308*pi,0.22614880823467887*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.44731145451239035*pi,0.18789524876123026*pi,0.046927992532175056*pi) q[7],q[3];\nRxxyyzz(0.4565790845719202*pi,0.363827723427694*pi,0.11845726919843225*pi) q[11],q[5];\nRxxyyzz(0.4447763152681504*pi,0.3175750416143117*pi,0.0*pi) q[12],q[10];\nRxxyyzz(0.31000553620215193*pi,0.18348472851312891*pi,0.14022411770641918*pi) q[14],q[13];\nu3(3.5477806783788406*pi,-0.3162710229899506*pi,1.56263618681722*pi) q[0];\nu3(3.538146201548253*pi,2.9798483288083064*pi,1.070402939033245*pi) q[1];\nu3(3.307812232246468*pi,2.1529525905348055*pi,1.6072471662322014*pi) q[2];\nu3(3.612895154340079*pi,0.407016031326642*pi,0.8631881299079871*pi) q[3];\nu3(3.562296761258394*pi,2.2847637784247983*pi,4.496651065038745*pi) q[5];\nu3(3.385368737824104*pi,-0.11381325883583981*pi,2.4631139374571207*pi) q[6];\nu3(3.502068970442834*pi,2.3949476018546907*pi,3.884445006338221*pi) q[7];\nu3(3.490123520156234*pi,2.5509509047115593*pi,1.094940603201653*pi) q[8];\nu3(3.3492355147017303*pi,1.939732789338584*pi,0.5759879091482549*pi) q[9];\nu3(3.165603728752713*pi,-0.42064889010785983*pi,0.5755431973570404*pi) q[10];\nu3(3.3486468783183057*pi,2.07430848951762*pi,1.3091950209752687*pi) q[11];\nu3(3.292968111930119*pi,3.1010988337261827*pi,2.1881021937533887*pi) q[12];\nu3(3.4442954245902113*pi,2.3137434711555613*pi,0.7861006783927755*pi) q[13];\nu3(3.3529783504588386*pi,0.07132134684932545*pi,2.2971623666769228*pi) q[14];\nRxxyyzz(0.44074210752570975*pi,0.24783577420281366*pi,0.0*pi) q[11],q[0];\nRxxyyzz(0.30024225093762*pi,0.24700360093356188*pi,0.06666358631009528*pi) q[1],q[9];\nRxxyyzz(0.39353682957390657*pi,0.1550000790120772*pi,3.944452831462561*pi) q[2],q[3];\nRxxyyzz(0.48600458198933016*pi,0.1717169960147552*pi,0.0*pi) q[8],q[4];\nRxxyyzz(0.42414742049715004*pi,0.23733861030088144*pi,0.0*pi) q[6],q[5];\nRxxyyzz(0.47753645112811993*pi,0.26553990477352085*pi,0.0*pi) q[7],q[10];\nu3(3.578727937683741*pi,0.4336825390350302*pi,1.5741510660403484*pi) q[0];\nu3(3.362487750509767*pi,0.43168450376090484*pi,1.9934922742421453*pi) q[1];\nu3(3.6456712932597117*pi,2.6140746871038605*pi,1.4016724510793144*pi) q[2];\nu3(3.569616606691528*pi,2.509636974276418*pi,1.6800676892919788*pi) q[3];\nu3(3.103855942732961*pi,0.4532204389937301*pi,1.7994245532926172*pi) q[4];\nu3(3.582972172769802*pi,0.10265525915584994*pi,2.3087027933182975*pi) q[5];\nu3(3.6384078901103383*pi,0.2642431132197367*pi,4.352209404502231*pi) q[6];\nu3(3.5212662423283385*pi,0.428910641994785*pi,0.5862741902797683*pi) q[7];\nu3(3.718489928766017*pi,-0.3308641854512664*pi,0.9208779490291232*pi) q[8];\nu3(3.4704120646073253*pi,0.30752662366930283*pi,3.68949652479006*pi) q[9];\nu3(3.6879109390062297*pi,1.1947144589409375*pi,1.1984497459798016*pi) q[10];\nu3(3.658626573312634*pi,2.678018934522518*pi,0.5545490735962395*pi) q[11];\nRxxyyzz(0.43977819119153105*pi,0.3873407819319829*pi,0.0*pi) q[10],q[0];\nRxxyyzz(0.4381088646631701*pi,0.25146958542873143*pi,3.8565810251622694*pi) q[1],q[5];\nRxxyyzz(0.4264064497730699*pi,0.2577947879900711*pi,0.13397009978463983*pi) q[7],q[4];\nRxxyyzz(0.26706887936208074*pi,0.2335730277991166*pi,0.09198588365111915*pi) q[14],q[8];\nRxxyyzz(0.37388918133617016*pi,0.17478336793279378*pi,0.09669510448905962*pi) q[9],q[13];\nRxxyyzz(0.37315490355657027*pi,0.2153506478805718*pi,0.07686738504452396*pi) q[11],q[12];\nu3(3.1267004730567325*pi,0.8370028614340201*pi,1.1334502453475725*pi) q[0];\nu3(3.537569174035895*pi,-0.14696012266636538*pi,0.8686171500145172*pi) q[1];\nu3(3.21029087865896*pi,3.101506307331346*pi,3.0292038195230546*pi) q[4];\nu3(3.5433938453553284*pi,3.0277802087726053*pi,1.2693834132734783*pi) q[5];\nu3(3.368733497884204*pi,-0.10868500771080747*pi,3.8671401693252694*pi) q[7];\nu3(3.3970764631845993*pi,-0.3882110721832945*pi,4.254992285298709*pi) q[8];\nu3(3.4112822899044546*pi,-0.25333102743177144*pi,3.3578037411444592*pi) q[9];\nu3(3.0670551203031184*pi,2.716343329130443*pi,0.6117581892670285*pi) q[10];\nu3(3.9871620101038645*pi,2.6440538036787693*pi,3.8163324871941957*pi) q[11];\nu3(3.2326116344691873*pi,3.206496930701903*pi,1.5722217786365758*pi) q[12];\nu3(3.254492206770563*pi,2.571628718467551*pi,0.899694175482735*pi) q[13];\nu3(3.5332289889249555*pi,-0.3233053090742676*pi,4.316460569954376*pi) q[14];\nRxxyyzz(0.4112572344666549*pi,0.21494399239631032*pi,3.941505181341517*pi) q[0],q[11];\nRxxyyzz(0.37402481111662006*pi,0.1612384151859994*pi,0.07759812254904652*pi) q[1],q[4];\nRxxyyzz(0.3866908352753501*pi,0.1662485366184004*pi,3.8813110474643104*pi) q[7],q[2];\nRxxyyzz(0.3659439798076418*pi,0.32104810441762777*pi,0.0*pi) q[10],q[3];\nRxxyyzz(0.49539304660831973*pi,0.09525230481070335*pi,0.0*pi) q[9],q[5];\nRxxyyzz(0.3983583680434696*pi,0.18770655169767503*pi,0.0*pi) q[6],q[12];\nu3(3.726181343893888*pi,3.0237912273099377*pi,1.6557355376679421*pi) q[0];\nu3(3.565517930253132*pi,2.503051551620742*pi,0.5723470756944677*pi) q[1];\nu3(3.5466711379320155*pi,3.1983821826377126*pi,2.044260283323169*pi) q[2];\nu3(3.6110627477351795*pi,1.1964282428300104*pi,1.4180484103008157*pi) q[3];\nu3(3.363200379023888*pi,-0.4415244087227821*pi,2.234394091729679*pi) q[4];\nu3(3.10483893846098*pi,2.7001921512109606*pi,1.51047824953146*pi) q[5];\nu3(3.6561793855072056*pi,-0.22115155128761727*pi,1.51151379990108*pi) q[6];\nu3(3.8117628234446803*pi,3.1216553455839122*pi,1.7478569066090368*pi) q[7];\nu3(3.379661720409425*pi,2.3610001062913044*pi,1.082157086659518*pi) q[9];\nu3(3.4577127459845522*pi,0.055325617358204515*pi,0.8374811890773705*pi) q[10];\nu3(3.890373727617999*pi,0.49183148276380495*pi,1.6290675567722896*pi) q[11];\nu3(3.7231873934113895*pi,3.2749814114313103*pi,1.8884034407826187*pi) q[12];\nRxxyyzz(0.29502534871689867*pi,0.16312476504085827*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.4254466355362898*pi,0.34077696409387714*pi,3.87317392927167*pi) q[14],q[2];\nRxxyyzz(0.4437886520258813*pi,0.27646109616020326*pi,0.07386053978751897*pi) q[8],q[4];\nRxxyyzz(0.4672048010706006*pi,0.26712667526349587*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.3912428014948598*pi,0.1881881693414389*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.42564209563099975*pi,0.24289908018759968*pi,0.03985121822147343*pi) q[12],q[9];\nu3(3.2022840198831255*pi,-0.24606020102048237*pi,2.4010363649188777*pi) q[1];\nu3(3.5236666442187388*pi,-0.12835563796352922*pi,2.098808968141668*pi) q[2];\nu3(3.3917393263931985*pi,0.5156968423676234*pi,4.291992437723266*pi) q[4];\nu3(3.7210819669682325*pi,2.891109690465582*pi,1.4426953652000987*pi) q[5];\nu3(3.7586057894416305*pi,3.2808355935237214*pi,1.2262402324554968*pi) q[6];\nu3(3.471494756077408*pi,2.7742992153778587*pi,0.6584555335331732*pi) q[7];\nu3(3.319620898839503*pi,3.3468932579001924*pi,1.4842045287301608*pi) q[8];\nu3(3.8859185828930465*pi,3.1505993188917594*pi,1.4677263678150299*pi) q[9];\nu3(3.4508719821676452*pi,3.2672438193881224*pi,4.329476491894566*pi) q[10];\nu3(3.8286555103353628*pi,0.5093679400216269*pi,2.15582457631525*pi) q[12];\nu3(3.4061920757771778*pi,-0.4623221109465395*pi,4.067500666859628*pi) q[13];\nu3(3.2813450340948096*pi,-0.4894004729550568*pi,1.8311739910626685*pi) q[14];\nRxxyyzz(0.32204329711386004*pi,0.21233468610329365*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.3906322606996254*pi,0.23057234724079678*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.35120239493413297*pi,0.22199214548875568*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.4246799137830798*pi,0.2863996771448011*pi,0.0*pi) q[9],q[4];\nRxxyyzz(0.39452696445037994*pi,0.28832743941230643*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.37551435869871996*pi,0.2313858599838775*pi,0.0*pi) q[11],q[6];\nRxxyyzz(0.41569884683471964*pi,0.13741268509845037*pi,0.09008843144584781*pi) q[14],q[10];\nu3(3.5431780293725192*pi,0.40917020360043765*pi,1.1997861882953504*pi) q[0];\nu3(3.4014759316477234*pi,-0.16179416932414786*pi,0.5308248549250472*pi) q[1];\nu3(3.281765446745769*pi,-0.45950229513080376*pi,2.008045185701019*pi) q[2];\nu3(3.43290876126251*pi,2.1827415666299164*pi,0.6598845592685434*pi) q[3];\nu3(3.2982772183434648*pi,3.254863934283427*pi,4.235988749507612*pi) q[4];\nu3(3.742951722492169*pi,0.695276563146737*pi,1.2373552575404458*pi) q[5];\nu3(3.950207078724792*pi,0.2072796596267169*pi,2.001381803925128*pi) q[6];\nu3(3.420209333627929*pi,0.47642526531301566*pi,2.0407739267881797*pi) q[7];\nu3(3.5418216298833842*pi,2.0048151952184594*pi,1.9449321628320013*pi) q[9];\nu3(3.382554471495584*pi,2.600978540325876*pi,1.5281180198735211*pi) q[10];\nu3(3.3560677855095875*pi,-0.24046796033146522*pi,3.8389183820724426*pi) q[11];\nu3(3.371618774314074*pi,3.020003949874189*pi,4.0745093243535795*pi) q[12];\nu3(3.4004306051237787*pi,3.3584563424845375*pi,2.415623696538788*pi) q[13];\nu3(3.2450960413137553*pi,3.1859021886944596*pi,2.9430935923564983*pi) q[14];\nRxxyyzz(0.40353610022535025*pi,0.29932603235022515*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.4427354085890397*pi,0.40302934542403834*pi,3.8074493912864806*pi) q[8],q[1];\nRxxyyzz(0.41304084652161066*pi,0.19277275196445287*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.42758180549891034*pi,0.16723951365993805*pi,0.08425880599939523*pi) q[12],q[3];\nRxxyyzz(0.38676939170655034*pi,0.18585928541993815*pi,0.04677075854686753*pi) q[14],q[5];\nRxxyyzz(0.411231594795351*pi,0.31045827567599105*pi,0.0*pi) q[7],q[13];\nu3(3.7450634273494763*pi,2.3588487163180227*pi,1.4118284798233491*pi) q[0];\nu3(3.5677549258037926*pi,3.2202955252230208*pi,4.035267675170925*pi) q[1];\nu3(3.4826534758157526*pi,-0.0639054612533313*pi,2.1213599561450187*pi) q[2];\nu3(3.8380026306154993*pi,2.3398605731146955*pi,3.9235117558612367*pi) q[3];\nu3(3.9118664424604788*pi,0.1908876441829972*pi,3.3778369514153077*pi) q[5];\nu3(3.3773838326672587*pi,0.08265177655354217*pi,1.2201289383722993*pi) q[7];\nu3(3.609639614703619*pi,0.3468736144193477*pi,1.3645464937528051*pi) q[8];\nu3(3.51257082425776*pi,0.33841898569063467*pi,0.5031626980244956*pi) q[10];\nu3(3.183380723093478*pi,0.7012446288682705*pi,1.287776334406946*pi) q[11];\nu3(3.3130675648811634*pi,0.11375149736915824*pi,1.5418147977018708*pi) q[12];\nu3(3.3514866960039056*pi,3.2499129526287307*pi,4.241933926872588*pi) q[13];\nu3(3.651338810786733*pi,-0.07220000593481224*pi,4.128403364443143*pi) q[14];\nRxxyyzz(0.43834190279780005*pi,0.3289260850152828*pi,0.047002239936236506*pi) q[0],q[9];\nRxxyyzz(0.36061789242171993*pi,0.3344784459387853*pi,0.07397533031712511*pi) q[1],q[3];\nRxxyyzz(0.3069457207149304*pi,0.2372105503855888*pi,0.0*pi) q[13],q[2];\nRxxyyzz(0.45394173419802014*pi,0.28254179183729944*pi,3.85511986201315*pi) q[5],q[4];\nRxxyyzz(0.3695443004107802*pi,0.23509421973767852*pi,3.9536910440725705*pi) q[12],q[6];\nRxxyyzz(0.3542073766841304*pi,0.27790006681305646*pi,0.0*pi) q[8],q[7];\nRxxyyzz(0.47719051161920056*pi,0.2923202844549373*pi,0.0*pi) q[11],q[10];\nu3(3.225057665696348*pi,-0.21391978923786942*pi,4.481034625087412*pi) q[0];\nu3(3.814964935350969*pi,1.3466020118120825*pi,0.9632468734902311*pi) q[1];\nu3(3.3564522103586034*pi,3.0903029827718704*pi,1.498071836447677*pi) q[2];\nu3(3.6062134326961566*pi,2.6865686879300172*pi,0.7492155389512231*pi) q[3];\nu3(3.3150705139055834*pi,-0.04327857866616314*pi,1.6526743394730474*pi) q[4];\nu3(3.3620901918309514*pi,-0.2550840825567524*pi,0.9437800359292148*pi) q[5];\nu3(3.1179686539820914*pi,1.975500759724138*pi,0.7422285112470606*pi) q[6];\nu3(3.5901052089657624*pi,3.183823691772271*pi,0.9080977293121868*pi) q[7];\nu3(3.6761152088075786*pi,0.15843731568053998*pi,4.007988252103797*pi) q[8];\nu3(3.702887498705449*pi,0.41580024855356346*pi,3.555610500432935*pi) q[9];\nu3(3.1924568437238046*pi,0.4470282818669964*pi,0.5353919706561836*pi) q[10];\nu3(3.3169971014210904*pi,0.9346069511512705*pi,1.771891418424497*pi) q[11];\nu3(3.5437782449706803*pi,2.3101258456511644*pi,1.8356400480320434*pi) q[12];\nu3(3.5747821110991445*pi,-0.37263265796977285*pi,1.6760598510473677*pi) q[13];\nmeasure q[12] -> c[6];\nRxxyyzz(0.3431433502383699*pi,0.12906727236042803*pi,3.9368462936381707*pi) q[0],q[7];\nRxxyyzz(0.36431666026932996*pi,0.2769462564443277*pi,0.0*pi) q[10],q[1];\nRxxyyzz(0.40260747726018*pi,0.1666211077360542*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.43505616669756986*pi,0.3097483002167032*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.4335560100300797*pi,0.2879304381566087*pi,0.0*pi) q[9],q[5];\nRxxyyzz(0.4113458608102598*pi,0.3265132326970034*pi,0.0*pi) q[14],q[8];\nRxxyyzz(0.47282939869340457*pi,0.25233840513598693*pi,0.0*pi) q[13],q[11];\nu3(3.3076180942302393*pi,2.715744572854358*pi,1.5027323488170916*pi) q[0];\nu3(3.6204397361576084*pi,0.5525445623927574*pi,1.6650782166679465*pi) q[1];\nu3(3.586220885506848*pi,0.4583524915793834*pi,4.488079646947769*pi) q[2];\nu3(3.883104154081578*pi,2.2411233117800187*pi,1.9494212715011827*pi) q[3];\nu3(3.3706009105151873*pi,-0.08600716486065352*pi,1.4703153098437576*pi) q[4];\nu3(3.48856095168976*pi,0.023623664217435003*pi,2.4922323901562424*pi) q[5];\nu3(3.577524864599274*pi,3.1524690940331217*pi,2.222796430137095*pi) q[6];\nu3(0.19752106320709586*pi,-0.1569741076362809*pi,1.2466225001868338*pi) q[7];\nu3(3.4509770270350457*pi,1.6024157042658875*pi,1.8055292681778266*pi) q[8];\nu3(3.3542459946438083*pi,0.03999952871771395*pi,1.0144687292787795*pi) q[9];\nu3(3.7970705004673295*pi,2.124282575969076*pi,1.8267856468840094*pi) q[10];\nu3(3.274183365834896*pi,3.370494467437716*pi,0.6260207536456548*pi) q[11];\nu3(3.5299758764204014*pi,2.1093601353596814*pi,0.9790800447779571*pi) q[13];\nu3(3.5325518591370226*pi,3.4439091696699844*pi,0.9581008639696926*pi) q[14];\nmeasure q[14] -> c[0];\nmeasure q[2] -> c[1];\nmeasure q[11] -> c[2];\nmeasure q[0] -> c[3];\nmeasure q[8] -> c[4];\nmeasure q[10] -> c[5];\nmeasure q[7] -> c[7];\nmeasure q[1] -> c[8];\nmeasure q[3] -> c[9];\nmeasure q[6] -> c[10];\nmeasure q[9] -> c[11];\nmeasure q[13] -> c[12];\nmeasure q[5] -> c[13];\nmeasure q[4] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.6137588241907035*pi,0.4564394075608684*pi,3.590729285969093*pi) q[0];\nu3(3.253531741849853*pi,3.2498799386317474*pi,3.6202033444177992*pi) q[1];\nu3(3.2772598098674317*pi,0.8969257027244182*pi,3.112661596855996*pi) q[2];\nu3(3.2432713682479917*pi,0.6284172762971312*pi,2.4671399617268115*pi) q[3];\nu3(3.799333280124943*pi,-0.3147926874543333*pi,1.5323735003218029*pi) q[4];\nu3(3.0861339694697048*pi,-0.24850122322855384*pi,2.574887625146805*pi) q[5];\nu3(3.6591338055589846*pi,3.363797147355113*pi,4.167327657375056*pi) q[6];\nu3(3.356308491660846*pi,2.9094451702877726*pi,1.986739542101271*pi) q[7];\nu3(3.6108007397208004*pi,-0.38877061915693123*pi,0.9595787194305883*pi) q[8];\nu3(3.85683375361207*pi,2.7764931937303876*pi,4.009979016970124*pi) q[9];\nu3(3.299228522424905*pi,0.267619398810077*pi,1.6151438251094108*pi) q[10];\nu3(3.2074291276735236*pi,3.1696433673679643*pi,1.6386648716423113*pi) q[11];\nu3(3.748398712018342*pi,2.7735991501741184*pi,0.7669623345249741*pi) q[12];\nu3(3.728464357902819*pi,3.095612329537429*pi,2.9706543713598914*pi) q[13];\nu3(3.681829454732975*pi,3.211906112138827*pi,2.0781355661224823*pi) q[14];\nRxxyyzz(0.3531009009230709*pi,0.30828092999018875*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.40327963030448954*pi,0.12803973799228172*pi,3.9225163227681694*pi) q[1],q[10];\nRxxyyzz(0.4058131102068101*pi,0.15095369411843562*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.3741799706670107*pi,0.1239443358924951*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.3984027023790101*pi,0.3270757125902394*pi,3.9352864529959803*pi) q[6],q[7];\nRxxyyzz(0.4664027730737097*pi,0.2397105220988236*pi,0.0*pi) q[9],q[13];\nRxxyyzz(0.37748789978523023*pi,0.2459185564617453*pi,0.048078928641847214*pi) q[11],q[12];\nu3(3.389805567438109*pi,3.1893102988653217*pi,1.2694664151789974*pi) q[0];\nu3(3.7661309338592974*pi,2.6310299087310676*pi,2.1981328464134258*pi) q[1];\nu3(3.7517773943714063*pi,3.258851907110365*pi,1.2546399072693797*pi) q[2];\nu3(3.2698801806648823*pi,2.7864468550951003*pi,4.3022111650585755*pi) q[3];\nu3(3.636388751756222*pi,3.08630010868508*pi,4.349158437298718*pi) q[5];\nu3(3.31717492515147*pi,0.4676823995557402*pi,1.5469258567974942*pi) q[6];\nu3(3.5002021393828495*pi,2.721002746513579*pi,0.8969680862809226*pi) q[7];\nu3(3.5280632209061062*pi,2.2917105962015736*pi,0.8964066018610923*pi) q[8];\nu3(3.3507929269196417*pi,0.35137470514166325*pi,1.422279253673385*pi) q[9];\nu3(3.809087271105505*pi,3.307984487155794*pi,0.9777441695608293*pi) q[10];\nu3(3.2517411632995894*pi,0.5351814183147778*pi,1.3113917338291765*pi) q[11];\nu3(3.57797709846975*pi,-0.1344515895740837*pi,4.157991543164921*pi) q[12];\nu3(3.7541067890927216*pi,3.31404845205614*pi,2.276621096692095*pi) q[13];\nu3(3.6276266056316837*pi,0.6495724412062012*pi,1.9489310548788825*pi) q[14];\nRxxyyzz(0.43236774858141*pi,0.22614092730808988*pi,0.0*pi) q[2],q[0];\nRxxyyzz(0.43700205740501014*pi,0.24725154776948394*pi,3.91168914935664*pi) q[3],q[12];\nRxxyyzz(0.22885282079806937*pi,0.1888016455888586*pi,0.11296906979522614*pi) q[4],q[9];\nRxxyyzz(0.3805071104334301*pi,0.22230753299218647*pi,3.931255532508251*pi) q[5],q[6];\nRxxyyzz(0.45079343731784055*pi,0.2918505298216356*pi,0.11466522471516225*pi) q[7],q[13];\nRxxyyzz(0.45192013951887944*pi,0.3663670367259495*pi,3.8852261673629105*pi) q[8],q[11];\nRxxyyzz(0.39277182301914026*pi,0.33994985032859887*pi,0.07632029569302276*pi) q[10],q[14];\nu3(3.7571057844534956*pi,1.0182139225383493*pi,1.1313283156832905*pi) q[0];\nu3(3.7357504733656786*pi,2.2431652738489127*pi,1.8552823847769881*pi) q[2];\nu3(3.283620862102893*pi,0.9681757896041983*pi,0.666988420204429*pi) q[3];\nu3(3.5802943309586306*pi,0.053087859106938584*pi,3.6719154417662123*pi) q[4];\nu3(3.521023238266457*pi,3.452745216175666*pi,0.8542889829700793*pi) q[5];\nu3(3.5045527187576355*pi,0.4285915830673852*pi,0.7705949404182286*pi) q[6];\nu3(3.209460711485386*pi,2.270893756716516*pi,0.9471515627375113*pi) q[7];\nu3(3.3732074286500042*pi,0.20129903581307063*pi,2.2447437469097293*pi) q[8];\nu3(3.572091230293943*pi,2.534687632600939*pi,3.897505658510732*pi) q[9];\nu3(3.8258744205593125*pi,1.6924588445699684*pi,4.3857551535791774*pi) q[10];\nu3(3.4813609442255524*pi,3.104119033279061*pi,0.6369802736486774*pi) q[11];\nu3(3.4122847069946878*pi,3.396733878396425*pi,1.2146956537838172*pi) q[12];\nu3(3.4660503380098175*pi,2.7426619004040194*pi,1.619886393131526*pi) q[13];\nu3(3.3762372267869223*pi,0.6333697755522185*pi,4.417007607136502*pi) q[14];\nRxxyyzz(0.3775059048860502*pi,0.19957945484172956*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.3364144265294744*pi,0.2743742307588788*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.42584398232017995*pi,0.20124532945318016*pi,0.05969429733749197*pi) q[3],q[5];\nRxxyyzz(0.4541926160893601*pi,0.33479749799162417*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.4076602480576757*pi,0.2745792688394597*pi,3.8940299008344432*pi) q[7],q[10];\nRxxyyzz(0.41997488103787006*pi,0.3775237760651242*pi,0.27736498366470974*pi) q[8],q[9];\nRxxyyzz(0.41396011780003983*pi,0.4013764550523291*pi,3.847305424397851*pi) q[11],q[13];\nu3(3.43100502133414*pi,0.38985502021537277*pi,0.84701149408744*pi) q[0];\nu3(3.5449095461393485*pi,-0.37417891609842024*pi,1.0337774993985733*pi) q[2];\nu3(3.906478205732689*pi,0.8625129761882793*pi,0.5440087075016112*pi) q[3];\nu3(3.793914644298039*pi,3.3404006477185986*pi,1.285124057170945*pi) q[4];\nu3(3.4449169701061795*pi,2.5742856864615193*pi,1.5544176869812785*pi) q[5];\nu3(3.241204207127313*pi,-0.49061720010547494*pi,1.4697010667125099*pi) q[6];\nu3(3.51511718909828*pi,3.124639161600714*pi,1.8888891918185609*pi) q[7];\nu3(3.779076873958777*pi,2.4152564286124343*pi,3.308192458996495*pi) q[8];\nu3(3.289582411023864*pi,0.006420440263900318*pi,3.985567166641151*pi) q[9];\nu3(3.712856060269416*pi,-0.073052989616892*pi,1.2459946211402486*pi) q[10];\nu3(3.5806591313453318*pi,2.7293572307784686*pi,0.7537730981333336*pi) q[11];\nu3(3.789776517274279*pi,-0.4783539933857909*pi,0.9914864417964302*pi) q[12];\nu3(3.8316937020042734*pi,0.01602088268833246*pi,1.8420761265822017*pi) q[13];\nu3(3.912110128285616*pi,-0.040745058586622473*pi,1.0324195761736652*pi) q[14];\nRxxyyzz(0.39014331311290007*pi,0.22426692388867453*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.37657747746338055*pi,0.25973149799190776*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.37379485996587114*pi,0.22715876318861694*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.41886533965748024*pi,0.26193607356356224*pi,0.06910770843465919*pi) q[4],q[6];\nRxxyyzz(0.4564843103423508*pi,0.32098718348823685*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.3742721365453602*pi,0.27659571562197727*pi,0.0*pi) q[14],q[8];\nu3(3.208686496168791*pi,0.05331641556534017*pi,4.221559619183502*pi) q[0];\nu3(3.786082795475456*pi,-0.1211767126863944*pi,4.358347065692689*pi) q[1];\nu3(3.3247817982293735*pi,-0.24682009263481486*pi,0.8859024339587305*pi) q[3];\nu3(3.3448786824989*pi,-0.386606903514054*pi,1.6951420676659628*pi) q[4];\nu3(3.5444772553906914*pi,1.3946020325288053*pi,2.0792877804654064*pi) q[5];\nu3(3.5289733267780834*pi,3.4206682512630997*pi,4.344610429812622*pi) q[6];\nu3(3.36686590042709*pi,2.887577031038347*pi,4.431710964630524*pi) q[8];\nu3(3.552426589376414*pi,-0.09541090702781901*pi,1.6928401834705862*pi) q[9];\nu3(3.7044689920591156*pi,3.4052519990903063*pi,0.9935359401538006*pi) q[11];\nu3(3.5174823082153357*pi,3.4295267220613743*pi,1.258245554621909*pi) q[12];\nu3(3.3445403734439143*pi,0.05449442354040168*pi,0.8739494593294888*pi) q[13];\nu3(3.4549910016361776*pi,3.262349805219463*pi,4.424976710317058*pi) q[14];\nRxxyyzz(0.2727064787014515*pi,0.2091404244933781*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.3491252423378599*pi,0.21779848225932685*pi,0.12069905032429507*pi) q[14],q[1];\nRxxyyzz(0.38002867418133024*pi,0.14527767449603785*pi,0.04220116375069439*pi) q[4],q[2];\nRxxyyzz(0.4007293745613588*pi,0.12838077687569882*pi,0.0*pi) q[7],q[3];\nRxxyyzz(0.45027078194915016*pi,0.2947647511012538*pi,0.0*pi) q[11],q[6];\nRxxyyzz(0.41267905296024*pi,0.37816584165663825*pi,0.10894001936655862*pi) q[13],q[8];\nRxxyyzz(0.42314376025449985*pi,0.31571153582053124*pi,0.1533205366316004*pi) q[12],q[9];\nu3(3.1342770307365617*pi,0.8530969074695114*pi,4.0632520996373485*pi) q[0];\nu3(3.1794396874927484*pi,3.367318387482954*pi,4.117156318341963*pi) q[1];\nu3(3.40951944454716*pi,2.744269024757452*pi,1.7148822906734413*pi) q[2];\nu3(3.563623420594299*pi,3.4593757147599224*pi,0.9525153306910359*pi) q[3];\nu3(3.2452465764581557*pi,-0.35720093691271726*pi,2.7045138015953865*pi) q[4];\nu3(3.331919662464962*pi,-0.2167303955095815*pi,1.103964089148432*pi) q[5];\nu3(3.2266132067318725*pi,1.0804032161182693*pi,1.9087193063245274*pi) q[6];\nu3(3.4679446787191885*pi,0.9259516840666833*pi,0.9825830182364549*pi) q[7];\nu3(3.2682752419990937*pi,0.6732402886411815*pi,4.067250460419009*pi) q[8];\nu3(3.1596086587115018*pi,-0.23946018841239625*pi,3.90731308292159*pi) q[9];\nu3(3.892203168202668*pi,-0.017540054275305805*pi,2.394770308879115*pi) q[11];\nu3(3.6780935982537137*pi,3.360315655846691*pi,4.071244303789271*pi) q[12];\nu3(3.3519921854279047*pi,1.7537105960147672*pi,1.4319423375751075*pi) q[13];\nu3(3.936196214692815*pi,0.2585524779337831*pi,2.092890848399252*pi) q[14];\nRxxyyzz(0.40129345342054024*pi,0.1459472565323452*pi,3.93741564251009*pi) q[6],q[0];\nRxxyyzz(0.42819551084021*pi,0.18025554812266775*pi,0.0*pi) q[9],q[1];\nRxxyyzz(0.39449628029016015*pi,0.26399466324948306*pi,0.0*pi) q[3],q[2];\nRxxyyzz(0.4609300900789792*pi,0.24428747368241432*pi,0.0*pi) q[11],q[4];\nRxxyyzz(0.42351407442914013*pi,0.2747675676493184*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.44591507630140037*pi,0.24447461609547017*pi,0.0*pi) q[13],q[10];\nRxxyyzz(0.4465745710125501*pi,0.3407568898668141*pi,3.92361849045585*pi) q[12],q[14];\nu3(3.4136540770067505*pi,-0.4985532856446378*pi,1.9163946521624042*pi) q[0];\nu3(3.474696514631791*pi,2.4974328029112516*pi,2.4580696277040444*pi) q[1];\nu3(3.8473043768926183*pi,1.9723201723789145*pi,1.1496964741927131*pi) q[2];\nu3(3.9835959958467275*pi,2.6965883692092714*pi,1.104006678118854*pi) q[3];\nu3(3.399953195995217*pi,0.21690247805204688*pi,0.81003491029904*pi) q[4];\nu3(3.710441778836378*pi,0.3864265953246996*pi,2.0055802912299394*pi) q[5];\nu3(3.2486345425571788*pi,1.6892804410184898*pi,0.5754892352766081*pi) q[6];\nu3(3.5596303711539306*pi,3.0562962808111664*pi,1.6633726982511587*pi) q[8];\nu3(3.154496422400425*pi,2.3819501760257937*pi,1.022351154647075*pi) q[9];\nu3(3.482445508814446*pi,-0.007299529040191488*pi,0.8452382067165091*pi) q[10];\nu3(3.612251211747097*pi,-0.25658790336012394*pi,4.3796310339286855*pi) q[11];\nu3(3.86774376721939*pi,-0.44743657321763297*pi,0.9638705561423233*pi) q[12];\nu3(3.4083148421024303*pi,0.5619413178834389*pi,1.2512177073509267*pi) q[13];\nu3(3.200585131588715*pi,2.7784028474540365*pi,1.439432190521786*pi) q[14];\nRxxyyzz(0.39894260129547654*pi,0.20024538801978012*pi,3.938094630599462*pi) q[0],q[2];\nRxxyyzz(0.38521088043475704*pi,0.2570604751116985*pi,0.0*pi) q[5],q[1];\nRxxyyzz(0.35161258239326*pi,0.25515401822031825*pi,0.06968410106155876*pi) q[11],q[3];\nRxxyyzz(0.43613504300877004*pi,0.3127334591713171*pi,0.19383989635036447*pi) q[4],q[6];\nRxxyyzz(0.43233069848905004*pi,0.30957895364127364*pi,0.0*pi) q[12],q[8];\nRxxyyzz(0.45498242665005023*pi,0.33815700548936123*pi,0.13110300232623648*pi) q[9],q[10];\nRxxyyzz(0.3668043217167618*pi,0.33456069938737043*pi,0.0*pi) q[14],q[13];\nu3(3.4261704679749787*pi,3.2617906374693435*pi,1.3175004520394413*pi) q[0];\nu3(3.706782751794394*pi,0.2888712652541612*pi,1.3731866209028152*pi) q[1];\nu3(3.325614206934609*pi,3.2717284754475866*pi,1.0375535964321965*pi) q[2];\nu3(3.5093364997077314*pi,-0.27283962803988226*pi,4.498109146309076*pi) q[3];\nu3(3.8179831331645744*pi,3.4498410795926073*pi,0.9069578706132179*pi) q[4];\nu3(3.415432437146327*pi,-0.38134479614833094*pi,0.6827675326317966*pi) q[5];\nu3(3.4164274834871917*pi,2.2547611234590064*pi,1.1433154695364602*pi) q[6];\nu3(3.56930508687541*pi,0.3163240999588739*pi,2.330151010963789*pi) q[8];\nu3(3.517352726258503*pi,-0.36688711250406725*pi,2.857390302436554*pi) q[9];\nu3(3.4270054920826976*pi,2.5943213215568157*pi,4.4397730754717655*pi) q[10];\nu3(3.56994316063012*pi,3.321964251255039*pi,3.8626497505929547*pi) q[11];\nu3(3.7561365988436686*pi,-0.3309609431521303*pi,3.837641722622884*pi) q[12];\nu3(3.6815166471590812*pi,0.5616988414797524*pi,1.2852344549650458*pi) q[13];\nu3(3.819292705296094*pi,0.4890903221980156*pi,1.7194476203889033*pi) q[14];\nRxxyyzz(0.3759444966916703*pi,0.0963408801396799*pi,0.0*pi) q[1],q[0];\nRxxyyzz(0.42137502458494996*pi,0.166255907685676*pi,0.11945076718321598*pi) q[3],q[5];\nRxxyyzz(0.4095708100709379*pi,0.35248514743854664*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.3995726143867663*pi,0.13554446502133477*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.4162133942521311*pi,0.2573275892928628*pi,0.0*pi) q[8],q[7];\nRxxyyzz(0.4233376381186904*pi,0.37389299321633307*pi,0.0*pi) q[12],q[10];\nu3(3.6343498057724046*pi,2.2684134598623182*pi,1.133167661683114*pi) q[0];\nu3(3.556526222694085*pi,-0.35639914336392037*pi,0.8471522560783264*pi) q[1];\nu3(3.591745590604352*pi,2.5249932730372757*pi,3.8545246786738314*pi) q[3];\nu3(3.5876723565497244*pi,-0.2568032213066731*pi,1.9418371054850925*pi) q[4];\nu3(3.414675920307992*pi,-0.4831810771207731*pi,3.069624595436044*pi) q[5];\nu3(3.5686258006087463*pi,3.172987924772267*pi,0.6194606226819843*pi) q[6];\nu3(3.8613256372723206*pi,3.0991175482050335*pi,0.979877825297649*pi) q[7];\nu3(3.2986657150496383*pi,2.551887117033827*pi,2.1537192866753014*pi) q[8];\nu3(3.399900542918556*pi,3.2981715742798485*pi,3.9084842404276174*pi) q[9];\nu3(3.7727448348197443*pi,-0.1803273110646571*pi,4.163836160160876*pi) q[10];\nu3(3.4455441879546242*pi,2.989888901681698*pi,1.1659033296148364*pi) q[11];\nu3(3.72414208905117*pi,2.0511091633890275*pi,0.6314808010395961*pi) q[12];\nRxxyyzz(0.4532999114194304*pi,0.11874135144360409*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.35213020957466534*pi,0.0581643118693691*pi,0.0*pi) q[12],q[2];\nRxxyyzz(0.3611694714776491*pi,0.27243278684155314*pi,0.0*pi) q[4],q[3];\nRxxyyzz(0.45016397695304*pi,0.2634822755581867*pi,0.0*pi) q[14],q[5];\nRxxyyzz(0.32922369037606997*pi,0.26565536660395717*pi,0.18641578857669483*pi) q[10],q[6];\nRxxyyzz(0.36065451852299024*pi,0.27699479363822843*pi,0.0*pi) q[9],q[8];\nRxxyyzz(0.3425348693880702*pi,0.2863282603216517*pi,0.0*pi) q[11],q[13];\nu3(3.6294571805837004*pi,-0.01939312317850772*pi,4.3007801383554085*pi) q[1];\nu3(3.0195328945955184*pi,1.5193801881061595*pi,0.612478633097524*pi) q[2];\nu3(3.6395195033000824*pi,0.4602300363008792*pi,2.371253740847833*pi) q[3];\nu3(3.4650484464294893*pi,0.547157846571547*pi,1.942266423489071*pi) q[4];\nu3(3.2489529974506635*pi,2.374667630164133*pi,0.9129306088357476*pi) q[5];\nu3(3.6689718927301267*pi,3.2745436428407784*pi,3.2283566262192807*pi) q[6];\nu3(3.3185806338996504*pi,2.292017932262547*pi,1.8955511666173372*pi) q[7];\nu3(3.1541142473215142*pi,2.935977299106093*pi,2.2776466083165348*pi) q[8];\nu3(3.5078436331344864*pi,3.390653784401324*pi,1.117589319159355*pi) q[9];\nu3(3.6755303079168122*pi,2.595878535577742*pi,1.655506840075887*pi) q[10];\nu3(3.45797319856627*pi,-0.4928737451421216*pi,1.3606085795427705*pi) q[11];\nu3(3.1029633680368742*pi,0.9237684183816162*pi,0.9401507462464929*pi) q[12];\nu3(3.7476877896163585*pi,1.807857109457053*pi,1.7870404589353588*pi) q[13];\nu3(3.5705977490233183*pi,-0.477262905325195*pi,0.6032846022458345*pi) q[14];\nRxxyyzz(0.31068525711634043*pi,0.18121954636514115*pi,0.09846585846168399*pi) q[6],q[0];\nRxxyyzz(0.3406741315206415*pi,0.23019896637155224*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.3277558686518206*pi,0.12346868872162053*pi,0.0*pi) q[13],q[4];\nRxxyyzz(0.4006335531646553*pi,0.2974087908162233*pi,0.0*pi) q[10],q[5];\nRxxyyzz(0.4791062593039668*pi,0.20784062935850334*pi,0.0*pi) q[14],q[8];\nu3(3.67336043943388*pi,3.1492104153530525*pi,3.4700816824302008*pi) q[0];\nu3(3.627864219619667*pi,-0.11980383669430716*pi,1.7112184172534546*pi) q[3];\nu3(3.1380910151608656*pi,3.4894928010397868*pi,1.4751451254639916*pi) q[4];\nu3(3.435135492293528*pi,2.4374602754592805*pi,1.738912555116111*pi) q[5];\nu3(3.2693149691116123*pi,-0.3808414009082913*pi,3.708354396288198*pi) q[6];\nu3(3.480353559223898*pi,0.8593949456540364*pi,1.1214026148875647*pi) q[8];\nu3(3.2593615711047415*pi,2.5795331314907317*pi,2.4987252803511244*pi) q[9];\nu3(3.731544857995008*pi,3.2360445180499*pi,4.193850456732751*pi) q[10];\nu3(3.371116109165475*pi,3.4951142090430305*pi,0.6809076569881521*pi) q[13];\nu3(3.7887266447249837*pi,2.9629800899809315*pi,4.477881595821334*pi) q[14];\nRxxyyzz(0.3150098055443601*pi,0.14805419762770322*pi,0.05774260380002705*pi) q[0],q[2];\nRxxyyzz(0.43659747840797003*pi,0.34278724535009664*pi,3.70352705821948*pi) q[4],q[1];\nRxxyyzz(0.40442903648093054*pi,0.22240024621555599*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.40159443010854984*pi,0.2085175692104074*pi,3.88214583917937*pi) q[5],q[14];\nRxxyyzz(0.40940074076933014*pi,0.3315098129423459*pi,3.79820221385816*pi) q[6],q[12];\nRxxyyzz(0.4243791317113602*pi,0.223108909732941*pi,0.07429580726106451*pi) q[11],q[8];\nRxxyyzz(0.45890980191048975*pi,0.3275300244126493*pi,3.924598926029331*pi) q[9],q[10];\nu3(3.4024785428120894*pi,1.1916147766623575*pi,1.0147613026483078*pi) q[0];\nu3(3.115929227510026*pi,-0.4335655372192259*pi,2.3417555504635406*pi) q[1];\nu3(3.67574677550106*pi,3.366636196101139*pi,3.413351755589129*pi) q[2];\nu3(3.38930745145837*pi,3.3482946554769155*pi,4.237491179711302*pi) q[3];\nu3(3.2197456374475903*pi,3.0775229680578695*pi,0.9132615667451973*pi) q[4];\nu3(3.495133273669584*pi,0.31522448676158354*pi,0.8762532695785481*pi) q[5];\nu3(3.6183613261900756*pi,0.7419297781721224*pi,1.0702073856123544*pi) q[6];\nu3(3.603561560018617*pi,0.8001822557640963*pi,1.6818069694430198*pi) q[8];\nu3(3.643567152717639*pi,2.611936978914934*pi,2.05747515419742*pi) q[9];\nu3(3.1944710485855334*pi,2.102318435807119*pi,0.9308849468888871*pi) q[10];\nu3(3.5357824545611694*pi,-0.4270627410754186*pi,1.4117749806761521*pi) q[11];\nu3(3.3462161201592604*pi,0.7435788715494933*pi,1.9665620034461349*pi) q[12];\nu3(3.2291442430509725*pi,-0.32856594636236824*pi,2.2906409946801753*pi) q[13];\nu3(3.115374103046185*pi,0.17714238817287775*pi,1.3632997728902758*pi) q[14];\nRxxyyzz(0.4046474469285647*pi,0.26063544201049926*pi,0.0*pi) q[11],q[0];\nRxxyyzz(0.3786586538994975*pi,0.26628770205891983*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.42945359932511984*pi,0.27324457448782496*pi,3.8969113387407894*pi) q[3],q[2];\nRxxyyzz(0.47294500238860016*pi,0.3441757042243765*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.46631536299301013*pi,0.3054084502678779*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.3141115274401098*pi,0.26465961092558743*pi,3.8907525063782704*pi) q[7],q[8];\nRxxyyzz(0.32239817594251996*pi,0.20064036949314046*pi,3.92164902522481*pi) q[9],q[13];\nu3(3.546160684530321*pi,0.8446094197395106*pi,1.0116557091902605*pi) q[0];\nu3(3.478582714031043*pi,2.4669376897408277*pi,0.9618613428072416*pi) q[1];\nu3(3.7745273999044193*pi,3.111036839330149*pi,1.9248054713052802*pi) q[2];\nu3(3.3821136386746855*pi,1.9728666871016824*pi,2.402648598575933*pi) q[3];\nu3(3.3592629213402367*pi,-0.316930873060092*pi,0.7046429261829259*pi) q[4];\nu3(3.512772572618983*pi,-0.1234074275921846*pi,1.252529010443022*pi) q[5];\nu3(3.7259131507987364*pi,0.06303317610191961*pi,0.5292136374496437*pi) q[6];\nu3(3.9617046363709068*pi,0.10795436004560233*pi,3.6279524113222497*pi) q[7];\nu3(3.2610175786005122*pi,3.241919215597288*pi,0.8663508560452784*pi) q[8];\nu3(3.5923801048058466*pi,1.127668378588764*pi,0.9495581187239146*pi) q[9];\nu3(3.666426030555627*pi,-0.057256631565774097*pi,1.5053070645371536*pi) q[10];\nu3(3.922755701964082*pi,2.3255479032147592*pi,0.7812431183312899*pi) q[11];\nu3(3.0894559989477957*pi,2.8629138934509317*pi,4.330512622932365*pi) q[12];\nu3(3.4146128584396003*pi,3.193779035413092*pi,0.7244558234828502*pi) q[13];\nRxxyyzz(0.4396539641275198*pi,0.30569300426286056*pi,3.942011624036811*pi) q[9],q[2];\nRxxyyzz(0.4147666496047401*pi,0.33534293414569216*pi,0.2600455232924128*pi) q[3],q[12];\nRxxyyzz(0.4711285263732198*pi,0.3280688602253701*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.3772831135903695*pi,0.23965670702838726*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.2809587482168546*pi,0.161089556726572*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.4185028520832405*pi,0.192556049383811*pi,3.8974203276048094*pi) q[8],q[14];\nu3(3.446489677405896*pi,0.7567913012207403*pi,2.4483313971721192*pi) q[2];\nu3(3.108408097679872*pi,0.6559392347896367*pi,4.451806587924179*pi) q[3];\nu3(3.726865240176136*pi,2.5819094220787218*pi,0.8378384271052897*pi) q[4];\nu3(3.4552862238945954*pi,-0.49873302512003637*pi,3.9407127918333664*pi) q[5];\nu3(0.24898125112770675*pi,0.9612113479602629*pi,1.4310417233327972*pi) q[6];\nu3(3.2068732501220296*pi,2.3450487744789945*pi,1.2586421621070973*pi) q[7];\nu3(3.608923370314309*pi,-0.3342244397480889*pi,1.0031058029220628*pi) q[8];\nu3(3.5214127316676263*pi,3.3827956204497385*pi,1.8098233776491037*pi) q[9];\nu3(3.746572352791848*pi,-0.05350636214259796*pi,0.529445356941586*pi) q[10];\nu3(3.365214299542828*pi,3.488270877155953*pi,4.3041727125150215*pi) q[12];\nu3(3.682197145028484*pi,2.1001889722219858*pi,1.875304120771097*pi) q[13];\nu3(3.4644570266276054*pi,3.1118871072548604*pi,1.4815561266378356*pi) q[14];\nmeasure q[6] -> c[12];\nRxxyyzz(0.4235204925928301*pi,0.19254708006688795*pi,3.96037188348544*pi) q[8],q[0];\nRxxyyzz(0.4386320166825599*pi,0.28195519383581585*pi,3.95488100502079*pi) q[13],q[1];\nRxxyyzz(0.4559798377931904*pi,0.21463498906372358*pi,0.0*pi) q[14],q[2];\nRxxyyzz(0.38947156001807054*pi,0.29689124357883934*pi,0.12096854548570693*pi) q[11],q[3];\nRxxyyzz(0.3470336120018601*pi,0.2446590029676462*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.4595763509223101*pi,0.1562449857802264*pi,0.0*pi) q[10],q[12];\nu3(3.8535251952787117*pi,1.107041022395776*pi,0.8728513368982322*pi) q[0];\nu3(3.6719598838711947*pi,2.754865982686571*pi,0.5624570613395172*pi) q[1];\nu3(3.8060012288396363*pi,0.06296607828659007*pi,1.598863244957044*pi) q[2];\nu3(3.2286547693105807*pi,3.3206274627797887*pi,1.5597150393013524*pi) q[3];\nu3(3.106368920301981*pi,0.777553548209748*pi,1.31535121113476*pi) q[4];\nu3(3.298449123740647*pi,2.3465382128272836*pi,1.3061152186060236*pi) q[8];\nu3(3.053326022622879*pi,0.30844227556992065*pi,3.8758831040260335*pi) q[9];\nu3(3.3070158700500563*pi,3.2436405785008375*pi,0.8222362702883252*pi) q[10];\nu3(3.4420689945184177*pi,-0.35556426506956107*pi,1.9551490284060753*pi) q[11];\nu3(3.321806787328543*pi,-0.4380712198307378*pi,3.719964883867819*pi) q[12];\nu3(3.32642641780577*pi,-0.4437168504550526*pi,1.1417478597253856*pi) q[13];\nu3(3.435698568741608*pi,3.4133522677937407*pi,2.2381479276441096*pi) q[14];\nRxxyyzz(0.39106690012480005*pi,0.09294881708461011*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.4193395352282101*pi,0.23480286246240925*pi,0.04450939169823441*pi) q[8],q[1];\nRxxyyzz(0.3804485194279802*pi,0.12756810192047732*pi,0.05667747330645145*pi) q[5],q[2];\nRxxyyzz(0.4274087309310297*pi,0.36977689080635834*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.3187218608693998*pi,0.11133190720860686*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.44554935208334007*pi,0.2775975586934632*pi,0.07831424150300402*pi) q[7],q[12];\nRxxyyzz(0.3275409440582584*pi,0.17052956940707997*pi,0.0*pi) q[11],q[9];\nu3(3.4298727267714346*pi,2.550036969162468*pi,1.5390927498944729*pi) q[0];\nu3(3.391701037426925*pi,2.1751009824532197*pi,0.6020485017168665*pi) q[1];\nu3(3.827138472528127*pi,0.3439489273059232*pi,3.1011362756785728*pi) q[2];\nu3(3.056331772596465*pi,1.5018616110312233*pi,4.075786397821235*pi) q[3];\nu3(0.6362672007311431*pi,0.525441790667939*pi,1.7031883435025206*pi) q[4];\nu3(3.466832755091835*pi,2.359058069776862*pi,1.5396362580843526*pi) q[5];\nu3(3.4999292895388034*pi,1.3539999338699729*pi,4.228633060972113*pi) q[7];\nu3(3.390984673211051*pi,2.3351677407253435*pi,1.583263646001751*pi) q[8];\nu3(3.694187263988019*pi,0.4372941365653794*pi,2.166396098115952*pi) q[9];\nu3(3.6496576254725746*pi,-0.14728206943022792*pi,1.5601044411625367*pi) q[10];\nu3(0.34524223716864916*pi,0.4459060415446593*pi,0.9716844396752518*pi) q[11];\nu3(3.908977632953007*pi,-0.04736305303644639*pi,1.0280476450524971*pi) q[12];\nu3(1.6414018163267194*pi,0.06186400789220925*pi,0.6011380570318828*pi) q[13];\nu3(3.250499318668387*pi,0.9510133241318928*pi,1.3048005784359775*pi) q[14];\nmeasure q[9] -> c[0];\nmeasure q[5] -> c[1];\nmeasure q[4] -> c[2];\nmeasure q[7] -> c[3];\nmeasure q[11] -> c[4];\nmeasure q[8] -> c[5];\nmeasure q[10] -> c[6];\nmeasure q[13] -> c[7];\nmeasure q[3] -> c[8];\nmeasure q[1] -> c[9];\nmeasure q[12] -> c[10];\nmeasure q[2] -> c[11];\nmeasure q[0] -> c[13];\nmeasure q[14] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.118041746628151*pi,3.455229018617762*pi,4.474094545370233*pi) q[0];\nu3(3.356270841704434*pi,3.459564512335225*pi,0.9869716451443238*pi) q[1];\nu3(3.584551542212463*pi,2.707168296473079*pi,1.3568095264907816*pi) q[2];\nu3(3.404804223632032*pi,1.0605955549755501*pi,4.018217008467733*pi) q[3];\nu3(3.344798561677991*pi,2.398686885386708*pi,3.7058591335701*pi) q[4];\nu3(3.5292637232228707*pi,-0.16183098836768817*pi,3.7843856347443565*pi) q[5];\nu3(3.548391448901189*pi,3.160333179762701*pi,1.056405870692556*pi) q[6];\nu3(3.6202771511232097*pi,2.9683317520646213*pi,0.8283020251803923*pi) q[7];\nu3(3.3519849592373006*pi,3.4527702371749807*pi,0.9351378230097347*pi) q[8];\nu3(3.1987955737354934*pi,2.1709271092640665*pi,2.334509837806818*pi) q[9];\nu3(3.5243597168324365*pi,-0.25604714413102936*pi,1.7897519746165007*pi) q[10];\nu3(3.6998647604086172*pi,2.6318664620402332*pi,3.195617670815786*pi) q[11];\nu3(3.7046321885778046*pi,3.4142455781074172*pi,2.8887272107239452*pi) q[12];\nu3(3.042458316229987*pi,2.1982408658312402*pi,1.808558010681619*pi) q[13];\nu3(3.2728921973787584*pi,0.10460394087905733*pi,3.955716759643182*pi) q[14];\nRxxyyzz(0.3502440944236991*pi,0.188873139136007*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.43948398546241985*pi,0.24181395003871886*pi,3.88912600821331*pi) q[1],q[12];\nRxxyyzz(0.31493958041773573*pi,0.20880980598674714*pi,0.0*pi) q[2],q[3];\nRxxyyzz(0.3853513564191698*pi,0.25985754006652484*pi,3.8474799666143404*pi) q[4],q[6];\nRxxyyzz(0.39707908943259024*pi,0.27779590224371864*pi,0.07051971916231088*pi) q[5],q[8];\nRxxyyzz(0.45661290430897805*pi,0.12289512560600313*pi,0.0*pi) q[9],q[13];\nRxxyyzz(0.36569080666118986*pi,0.16131087207492437*pi,3.9450161808143*pi) q[10],q[11];\nu3(3.547570241124946*pi,2.2459647035510018*pi,0.5189914232443709*pi) q[0];\nu3(3.391989512719093*pi,-0.4878679865080532*pi,1.8599524794672724*pi) q[1];\nu3(3.4855659513983626*pi,-0.04292923257384701*pi,1.9202023927324534*pi) q[2];\nu3(3.626743393193928*pi,0.8081578589706249*pi,1.0929830001168535*pi) q[3];\nu3(3.2435502262941127*pi,3.1326026551104453*pi,1.492311428318449*pi) q[4];\nu3(3.174150581893233*pi,-0.01783868311661213*pi,4.38421711954019*pi) q[5];\nu3(3.6795262149795547*pi,1.3286622864128033*pi,0.5645268806772563*pi) q[6];\nu3(3.784481192719219*pi,0.25910130523249675*pi,0.7125378044722873*pi) q[7];\nu3(3.581040722460367*pi,2.8649952352899417*pi,3.49228902248811*pi) q[8];\nu3(3.7965381815241073*pi,0.1819915554769469*pi,4.402104609241122*pi) q[9];\nu3(3.520474533095382*pi,3.4821078002916455*pi,0.8656397552485657*pi) q[10];\nu3(3.8705897313605244*pi,2.9111225922223327*pi,2.4637617955879905*pi) q[11];\nu3(3.6994629566019133*pi,1.432819896456103*pi,1.7621828434954177*pi) q[12];\nu3(3.825304812654632*pi,0.4859419412604812*pi,1.0766197334567384*pi) q[13];\nRxxyyzz(0.4886353945989401*pi,0.3717073162398049*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.3246079096406601*pi,0.14302492242375087*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.41237901004847*pi,0.25861510274425964*pi,3.79032866247114*pi) q[2],q[4];\nRxxyyzz(0.4480869710945964*pi,0.27432461885625714*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.43525029659661085*pi,0.07174845125251406*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.3422102678604203*pi,0.30710184926061956*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.39535329390326013*pi,0.15250006976650354*pi,0.0*pi) q[8],q[9];\nu3(3.2157534841383475*pi,1.1100873591715104*pi,4.238398855443256*pi) q[0];\nu3(3.705685855290928*pi,-0.16813289762703265*pi,1.6335146220265262*pi) q[1];\nu3(3.8483222772215506*pi,3.3373079534166408*pi,1.2519972492144946*pi) q[2];\nu3(3.6231004997003633*pi,2.3370156043116044*pi,2.187592600736725*pi) q[4];\nu3(3.2781120810522046*pi,0.4355133341960752*pi,1.976541460484377*pi) q[5];\nu3(3.68474053226098*pi,-0.23363633332389921*pi,4.221255349789498*pi) q[6];\nu3(3.0325550695548595*pi,-0.22425404265811943*pi,0.5288229787870027*pi) q[7];\nu3(3.309208311606854*pi,0.7281324514508003*pi,1.0196140588355975*pi) q[8];\nu3(3.2011982137528934*pi,0.12319792273174368*pi,1.7760935871767511*pi) q[9];\nu3(3.4362759667215568*pi,-0.4762852216089567*pi,0.7917739898169329*pi) q[10];\nu3(3.7382296585978265*pi,-0.3045284639249428*pi,1.6814270148841128*pi) q[11];\nu3(3.646304270995332*pi,3.0376832409783834*pi,0.5544027105428881*pi) q[12];\nu3(3.3626844432660286*pi,0.7430465462235885*pi,0.9940039324239607*pi) q[13];\nu3(3.5548327772518977*pi,0.37818976920547887*pi,0.89462736384711*pi) q[14];\nRxxyyzz(0.43774888918221*pi,0.10207407580081984*pi,0.0*pi) q[1],q[0];\nRxxyyzz(0.3091534429637406*pi,0.21656495391018127*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.477517825152157*pi,0.42929770300678355*pi,0.0*pi) q[4],q[6];\nRxxyyzz(0.35211735508585373*pi,0.20319540996540486*pi,0.0*pi) q[12],q[5];\nRxxyyzz(0.25859667354603233*pi,0.13824306728608393*pi,0.0*pi) q[8],q[7];\nRxxyyzz(0.34860796134222005*pi,0.15752578813058626*pi,3.9170182609063606*pi) q[10],q[11];\nRxxyyzz(0.45452649614829*pi,0.3560016058405991*pi,0.07502195787980698*pi) q[13],q[14];\nu3(3.5014392163556356*pi,0.11848036192545752*pi,1.2850112288943167*pi) q[0];\nu3(3.4994898347102152*pi,3.4418442622170047*pi,3.9675998173434808*pi) q[1];\nu3(3.440436050663924*pi,3.2770723350796542*pi,0.7142601208091213*pi) q[3];\nu3(3.3633662629004317*pi,0.9138910206074433*pi,0.5081685729708355*pi) q[4];\nu3(3.694006344201311*pi,3.171116938775434*pi,0.5026248207222324*pi) q[5];\nu3(3.785344308372441*pi,3.1139044150512*pi,4.1804537733296225*pi) q[6];\nu3(3.3316165716122246*pi,1.5906676573520309*pi,2.468438875492433*pi) q[7];\nu3(3.816219237262231*pi,-0.1854743626023332*pi,1.4209599368358028*pi) q[8];\nu3(3.7458005826478*pi,3.3688544711708066*pi,3.989525220097855*pi) q[9];\nu3(3.5414218171735516*pi,1.2055998612611543*pi,0.7580465504035485*pi) q[10];\nu3(3.6131437754063565*pi,1.7239482763849896*pi,1.7122798452639116*pi) q[11];\nu3(3.837440766372909*pi,2.391137976781192*pi,2.36115952892925*pi) q[12];\nu3(3.6245614479235826*pi,-0.15971651922161417*pi,0.9039910394255612*pi) q[13];\nu3(3.18962454354852*pi,0.5327180067977073*pi,0.8434693064046017*pi) q[14];\nRxxyyzz(0.4560847388479995*pi,0.1923876632830295*pi,3.9521261104817498*pi) q[0],q[14];\nRxxyyzz(0.40596829349040997*pi,0.28051951296698596*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.3834025010736699*pi,0.18613484662524138*pi,0.0*pi) q[6],q[3];\nRxxyyzz(0.37062608355750004*pi,0.1383282644581201*pi,0.05640342070482978*pi) q[4],q[12];\nRxxyyzz(0.4370835756382401*pi,0.3292479999800889*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.39880650095919024*pi,0.219371616278111*pi,3.8488156922916996*pi) q[9],q[13];\nu3(3.8949766715604377*pi,3.040271775503294*pi,1.285253124742709*pi) q[0];\nu3(3.4830201414842166*pi,-0.33316148061273276*pi,0.7879048096322139*pi) q[1];\nu3(3.8634907999793837*pi,3.3375869439662034*pi,1.6307910565493082*pi) q[3];\nu3(3.281635353165698*pi,-0.41687277030007586*pi,2.698174613092765*pi) q[4];\nu3(3.886507195324814*pi,0.032991706247030184*pi,1.4619172574856227*pi) q[5];\nu3(3.8420499460332325*pi,0.0027201555864747595*pi,0.6222108572101536*pi) q[6];\nu3(3.2042983278276678*pi,0.6350758724721088*pi,1.0207378725395042*pi) q[9];\nu3(3.568444182726009*pi,-0.03272899988810962*pi,0.7645109999080125*pi) q[10];\nu3(3.154011517595543*pi,2.778923907136203*pi,0.7089984665408172*pi) q[11];\nu3(3.0609743332120227*pi,0.0699666904239129*pi,1.3764670890003845*pi) q[12];\nu3(3.6216310959943177*pi,3.0654895079233944*pi,1.868942236128766*pi) q[13];\nu3(3.462631029342667*pi,0.020452362267862734*pi,2.2533447336431607*pi) q[14];\nRxxyyzz(0.4208140733195497*pi,0.21516644849586797*pi,0.0*pi) q[9],q[0];\nRxxyyzz(0.34604781502716*pi,0.22187433680316315*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.37795291509906037*pi,0.19610605732712255*pi,0.09197602382061289*pi) q[2],q[13];\nRxxyyzz(0.3806815924194903*pi,0.1088157324517961*pi,0.0*pi) q[5],q[3];\nRxxyyzz(0.43823278157672985*pi,0.05902242583125106*pi,0.0*pi) q[6],q[4];\nRxxyyzz(0.3216778025143797*pi,0.16999471325529036*pi,0.0*pi) q[10],q[14];\nu3(3.5944293747183127*pi,2.8175774022703477*pi,1.978238089301254*pi) q[0];\nu3(3.5312525127000853*pi,0.2667366837146652*pi,1.7896552704424242*pi) q[1];\nu3(3.7016296158732827*pi,3.0667743416341304*pi,3.0004715011649514*pi) q[2];\nu3(3.5819246427009412*pi,3.4767764283724008*pi,1.9396601990193818*pi) q[3];\nu3(3.6812117834138305*pi,2.4221961979478213*pi,2.382788831428302*pi) q[4];\nu3(3.1999705015475977*pi,3.043795312274861*pi,1.9438433925177492*pi) q[5];\nu3(3.3083151755147266*pi,2.282597892772343*pi,1.6893999989975164*pi) q[6];\nu3(3.4916882357571017*pi,0.4898988141240025*pi,2.116830740518509*pi) q[8];\nu3(3.930233517354959*pi,0.6689122278985258*pi,2.09375867710097*pi) q[9];\nu3(3.2573635595387023*pi,0.9967176696321034*pi,1.052026385890025*pi) q[10];\nu3(3.1256580958216187*pi,-0.149110034098127*pi,1.417811874152576*pi) q[13];\nu3(3.406581025730625*pi,0.7347705435888483*pi,0.7786184980135932*pi) q[14];\nRxxyyzz(0.415621593476979*pi,0.24060885808308718*pi,0.0*pi) q[1],q[0];\nRxxyyzz(0.41840696130623656*pi,0.22020811093318304*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.46972610373236123*pi,0.22815687351008784*pi,0.0*pi) q[12],q[3];\nRxxyyzz(0.38234811624535997*pi,0.32243839446020406*pi,3.8355210489946003*pi) q[13],q[4];\nRxxyyzz(0.29892416982864*pi,0.10289298540060232*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.34970256757524065*pi,0.17170437920664128*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.42296641394742973*pi,0.28646768157073954*pi,0.14280112687880459*pi) q[9],q[11];\nu3(3.8186616916453477*pi,3.3825310521633947*pi,1.734006176861606*pi) q[0];\nu3(3.56008286171322*pi,2.2231627346343537*pi,0.874451203568485*pi) q[1];\nu3(3.3689518908229674*pi,2.7140361528537453*pi,0.8853042830214346*pi) q[2];\nu3(3.555876633629498*pi,-0.13527533931906544*pi,1.1833340094990779*pi) q[3];\nu3(3.7340216015489136*pi,-0.3236982631259308*pi,1.1874521166347884*pi) q[4];\nu3(3.232225339039861*pi,0.5119321197068816*pi,3.6566718488908077*pi) q[5];\nu3(3.5788278613407325*pi,0.9246369835328574*pi,0.736331413732012*pi) q[6];\nu3(3.2636696443799256*pi,2.7401796198481154*pi,2.367727741407447*pi) q[7];\nu3(3.283093107376997*pi,3.1842044748289684*pi,0.674518657476286*pi) q[9];\nu3(3.3788025518730667*pi,3.4400323696055537*pi,1.4152411739953041*pi) q[10];\nu3(3.682569527329843*pi,1.6767319356313157*pi,0.5945551622806365*pi) q[11];\nu3(3.6018433804641403*pi,3.4032069043518023*pi,4.355629663066502*pi) q[12];\nu3(3.7928673581086647*pi,-0.0891198620762439*pi,0.9741264280079049*pi) q[13];\nu3(3.6501917938353374*pi,-0.48603724864308134*pi,1.4884661908830104*pi) q[14];\nRxxyyzz(0.32148259958217007*pi,0.2457031743744995*pi,3.918387546068031*pi) q[0],q[10];\nRxxyyzz(0.2652909918900912*pi,0.19451771820353891*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.4394235721341788*pi,0.2145352524642199*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.44724162468074*pi,0.338103036716368*pi,3.7461197308893404*pi) q[5],q[11];\nRxxyyzz(0.31585668677800116*pi,0.23889222594963*pi,0.0*pi) q[9],q[7];\nRxxyyzz(0.395199660766*pi,0.30278951912326507*pi,3.8816616977313902*pi) q[13],q[8];\nu3(3.397133516073259*pi,0.575249163767074*pi,0.8471841429268017*pi) q[0];\nu3(3.165648848720259*pi,2.3676456784564026*pi,1.7402652576057802*pi) q[3];\nu3(3.4245377434116255*pi,-0.09391107592480652*pi,1.8402501035442511*pi) q[4];\nu3(3.8778594709472856*pi,1.3860680965953984*pi,1.4729496876495662*pi) q[5];\nu3(3.6676676431145494*pi,0.14744386954854072*pi,1.9928254392007623*pi) q[6];\nu3(3.131645848686681*pi,0.3612347947597624*pi,0.5618398640089121*pi) q[7];\nu3(3.5181074862954014*pi,0.748276918065967*pi,1.1939616248749334*pi) q[8];\nu3(3.0514726810892725*pi,3.478705874437761*pi,1.0559478734068777*pi) q[9];\nu3(3.041423196640066*pi,3.4725855132479664*pi,0.8305520238209769*pi) q[10];\nu3(3.9359843920891664*pi,3.0137684725213134*pi,0.6605250657737317*pi) q[11];\nu3(3.573276672919276*pi,3.0035708597360813*pi,4.4175733803368455*pi) q[12];\nu3(3.3206043816043236*pi,0.6968646535760077*pi,0.883655100314114*pi) q[13];\nRxxyyzz(0.38674312047539017*pi,0.2562347683249251*pi,0.0*pi) q[7],q[1];\nRxxyyzz(0.31312224409108025*pi,0.08505709994174016*pi,0.0*pi) q[5],q[2];\nRxxyyzz(0.3722089161062101*pi,0.12200385288101423*pi,0.0*pi) q[8],q[3];\nRxxyyzz(0.34375736048983985*pi,0.19251396099896412*pi,0.0*pi) q[14],q[4];\nRxxyyzz(0.478823540156439*pi,0.19422517241975967*pi,0.0*pi) q[9],q[12];\nRxxyyzz(0.4621874970090566*pi,0.2843914000884773*pi,0.0*pi) q[13],q[11];\nu3(3.7191379760807375*pi,3.28304494760977*pi,2.3615442462984815*pi) q[1];\nu3(3.73079243640567*pi,-0.014818871764235797*pi,0.9370090929666852*pi) q[2];\nu3(3.5058807173321673*pi,1.2265955798364956*pi,1.3775156967976905*pi) q[3];\nu3(3.555103303432155*pi,-0.16205663913915425*pi,2.194683698685929*pi) q[4];\nu3(3.8374773613121396*pi,3.3223348796362124*pi,1.515535715397708*pi) q[5];\nu3(3.13365965400749*pi,0.06850991364063919*pi,2.000866995663378*pi) q[7];\nu3(3.5911458416250426*pi,0.770633763680393*pi,2.0902416124042147*pi) q[8];\nu3(3.5252052014516697*pi,2.344403078183674*pi,1.5779962342980443*pi) q[9];\nu3(3.4430016354755324*pi,0.1683685642292645*pi,0.6943793279036816*pi) q[11];\nu3(3.4898880981824685*pi,0.3230417572064461*pi,1.4643993610649275*pi) q[12];\nu3(3.395775524264008*pi,3.103281805455001*pi,1.3506159058296865*pi) q[13];\nu3(3.470728729968284*pi,2.0512303155848834*pi,1.4268287846446892*pi) q[14];\nRxxyyzz(0.46239814610986163*pi,0.3522284859461513*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.3535012327086098*pi,0.08753889172463314*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.37119854270187985*pi,0.17087700823207816*pi,0.1221267755156746*pi) q[13],q[4];\nRxxyyzz(0.41572505414366034*pi,0.3834073475925629*pi,3.9088550872594308*pi) q[5],q[6];\nRxxyyzz(0.4139472278155797*pi,0.06943072013122731*pi,0.0*pi) q[7],q[11];\nRxxyyzz(0.4508180072608885*pi,0.22256876572865647*pi,0.0*pi) q[12],q[8];\nu3(3.4221008700204996*pi,-0.49704956380147425*pi,1.5152342966573482*pi) q[1];\nu3(3.7222672687411493*pi,2.3975490593342514*pi,1.6666694558956239*pi) q[2];\nu3(3.2427603139305017*pi,-0.030674159597743778*pi,4.067318898529065*pi) q[3];\nu3(3.338825113741252*pi,3.025777548356772*pi,1.649375356402856*pi) q[4];\nu3(3.437406697291987*pi,2.426435428328153*pi,2.3401659675605955*pi) q[5];\nu3(3.6230714391762997*pi,0.5844333284632479*pi,2.4001296799350857*pi) q[6];\nu3(3.5446843597433455*pi,-0.27958433552714673*pi,4.403616364595246*pi) q[7];\nu3(3.2860336211609353*pi,-0.4272916559601179*pi,1.3059377566863746*pi) q[8];\nu3(3.906367258989184*pi,-0.041896189446411825*pi,0.67234528528332*pi) q[11];\nu3(3.9419397136039502*pi,0.7342392611667057*pi,1.4268653135341405*pi) q[12];\nu3(3.731223406518861*pi,2.328501081620556*pi,3.1639388027765536*pi) q[13];\nu3(3.1957921557066924*pi,0.002163992011743998*pi,0.7977858109420017*pi) q[14];\nRxxyyzz(0.4777901049226303*pi,0.17972998124772321*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.41321470359767043*pi,0.0695962291783524*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.43852366198158027*pi,0.23567359782284794*pi,0.07299517779948754*pi) q[9],q[4];\nRxxyyzz(0.3626707847646701*pi,0.04592401335658447*pi,0.0*pi) q[5],q[14];\nu3(3.3181456174284936*pi,2.732911176253936*pi,1.8138860277751423*pi) q[0];\nu3(3.335523847890733*pi,3.0715691940695433*pi,0.9417200603569773*pi) q[2];\nu3(3.2079498914696183*pi,3.417335604901714*pi,2.1242147145335295*pi) q[4];\nu3(3.7342799559517976*pi,1.5607185654763378*pi,1.4527347182102126*pi) q[5];\nu3(3.1868939528096547*pi,3.0149876201670294*pi,0.7391918242739477*pi) q[6];\nu3(3.2468768584034695*pi,1.6640980296272039*pi,1.5154880713554373*pi) q[9];\nu3(3.299530023556079*pi,3.2375312807152383*pi,0.8675224692128731*pi) q[10];\nu3(3.1785429073399603*pi,0.21672504744113297*pi,2.1900322587440098*pi) q[14];\nRxxyyzz(0.3807749324028298*pi,0.1742438104160522*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.4000614051611803*pi,0.24209503268729216*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.4276645627616099*pi,0.16782270081717204*pi,3.9458794460835205*pi) q[5],q[3];\nRxxyyzz(0.35366169649908563*pi,0.23309266952056795*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.3240946741339101*pi,0.29000406181052796*pi,3.955023614409809*pi) q[8],q[9];\nRxxyyzz(0.37291547510120016*pi,0.2569924114588468*pi,0.13594798481291362*pi) q[10],q[12];\nu3(3.77009204141402*pi,-0.07921422611310902*pi,1.7712069359352922*pi) q[0];\nu3(3.4851822688791327*pi,2.244327746423962*pi,1.09802073433228*pi) q[1];\nu3(3.357080419212566*pi,0.4391112577561861*pi,0.6668872230707161*pi) q[2];\nu3(3.5450510729042013*pi,1.1056423994029942*pi,1.5094909119274575*pi) q[3];\nu3(3.571957279589536*pi,0.4650415499651849*pi,1.3884194123920675*pi) q[4];\nu3(3.66645255577556*pi,3.4980964109826704*pi,2.175182800371636*pi) q[5];\nu3(3.5641543669480997*pi,-0.3175092044027955*pi,2.3935445512435103*pi) q[6];\nu3(3.782734434262702*pi,0.4978427360985834*pi,2.0938899546406997*pi) q[8];\nu3(3.862387287613418*pi,0.005113545106338879*pi,4.370086064417782*pi) q[9];\nu3(3.4128417473954706*pi,0.8025218041468989*pi,3.8282395926947643*pi) q[10];\nu3(3.7420561935564507*pi,2.836332707209202*pi,0.8284917601734634*pi) q[12];\nu3(3.3087481077080767*pi,2.955918031837496*pi,0.7427094117843678*pi) q[14];\nRxxyyzz(0.32929296667576985*pi,0.3025006164917379*pi,0.17722847001972486*pi) q[6],q[0];\nRxxyyzz(0.3382881053882501*pi,0.27126893092585647*pi,3.940320571485041*pi) q[1],q[2];\nRxxyyzz(0.24503362929130001*pi,0.1549404816243536*pi,0.0*pi) q[12],q[3];\nRxxyyzz(0.29461792962589006*pi,0.22612620970171893*pi,0.14393090011791898*pi) q[11],q[4];\nRxxyyzz(0.34919277984023067*pi,0.20560078336620224*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.41760852249216984*pi,0.2983839868821914*pi,3.78488736709365*pi) q[7],q[9];\nRxxyyzz(0.39061555578342877*pi,0.2769364325819149*pi,0.0*pi) q[14],q[10];\nu3(3.785741283599901*pi,-0.2214306378828929*pi,1.3961994011018835*pi) q[0];\nu3(3.475515777213091*pi,-0.4263777380897458*pi,2.1382449335175346*pi) q[1];\nu3(3.3929148598748036*pi,3.1111431366381117*pi,0.506684857369899*pi) q[2];\nu3(3.562284289486097*pi,3.205240069133633*pi,1.5093137330242812*pi) q[3];\nu3(3.034987813818732*pi,0.38787070192519435*pi,1.3450800574655024*pi) q[4];\nu3(3.419528761214116*pi,0.5024971311839295*pi,0.6194587304019514*pi) q[5];\nu3(3.444370488662015*pi,0.7503430153710231*pi,0.8474194760051471*pi) q[6];\nu3(3.23059666059198*pi,1.8202785445851841*pi,0.5988453921731249*pi) q[7];\nu3(3.5828601101694693*pi,2.3928782754001134*pi,0.9712985634078187*pi) q[8];\nu3(3.6863838048101614*pi,1.0624067311198102*pi,2.4670167344866147*pi) q[9];\nu3(3.4988704407652866*pi,0.03515107886166824*pi,2.369835546767166*pi) q[10];\nu3(1.4375408290949396*pi,0.7727745627631495*pi,4.28105040493836*pi) q[11];\nu3(3.7721386935475874*pi,2.6400304130136982*pi,1.5939625290589141*pi) q[12];\nu3(3.7889916502921825*pi,-0.3241351695912449*pi,0.7483704693474807*pi) q[14];\nmeasure q[11] -> c[6];\nRxxyyzz(0.43407533807944*pi,0.15485031512025704*pi,0.09816160742863114*pi) q[7],q[0];\nRxxyyzz(0.37052971760538*pi,0.2778118258097433*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.41141493005783975*pi,0.23735228302083833*pi,3.7816264048530694*pi) q[14],q[2];\nRxxyyzz(0.44255023482282985*pi,0.37332229162052544*pi,3.882552416308001*pi) q[6],q[4];\nRxxyyzz(0.41545093112138864*pi,0.21909211357674951*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.37591338427703*pi,0.12550558971020695*pi,0.07124880362867542*pi) q[12],q[8];\nRxxyyzz(0.3174127294403699*pi,0.2902588600050926*pi,3.8828696671794205*pi) q[10],q[13];\nu3(3.398028321082685*pi,-0.4296674950909316*pi,1.8554772814186016*pi) q[0];\nu3(3.2924168953492345*pi,0.5436189379914345*pi,1.8396549529303794*pi) q[1];\nu3(3.4367131709318164*pi,1.8103344107856687*pi,2.369167227805144*pi) q[2];\nu3(3.2855575454609647*pi,0.5959488174798209*pi,0.7426830044492597*pi) q[3];\nu3(3.6981609475063957*pi,2.8367485529000067*pi,2.039603195246843*pi) q[4];\nu3(3.286810630980944*pi,2.996683485220052*pi,0.5756981212245362*pi) q[5];\nu3(3.70536835201215*pi,0.5414196605338355*pi,1.7706002582241935*pi) q[6];\nu3(3.723750314855013*pi,3.390313920387524*pi,3.122707631255656*pi) q[7];\nu3(3.428114650937669*pi,3.291393317606927*pi,1.7992388795716174*pi) q[8];\nu3(3.162380875329981*pi,3.424187861534958*pi,3.880696044967536*pi) q[9];\nu3(3.4301346066853506*pi,3.3544842095427305*pi,2.1908841112203263*pi) q[10];\nu3(3.5430729205877523*pi,0.35912418361547005*pi,1.5281284945536187*pi) q[12];\nu3(3.2938104947509586*pi,1.1328024037534032*pi,1.2851400144420053*pi) q[13];\nu3(3.587587987055671*pi,0.8344567046098028*pi,1.9968414706313762*pi) q[14];\nRxxyyzz(0.4604727860640599*pi,0.2767056447641436*pi,0.16809617795569134*pi) q[6],q[0];\nRxxyyzz(0.3637355853822202*pi,0.2291173613908602*pi,3.88514802953369*pi) q[8],q[1];\nRxxyyzz(0.4082085388490091*pi,0.15610864430233318*pi,0.0*pi) q[10],q[2];\nRxxyyzz(0.44224598921752983*pi,0.2527019126592269*pi,3.95051055478147*pi) q[12],q[3];\nRxxyyzz(0.3768978778353701*pi,0.22089021641333562*pi,0.0*pi) q[14],q[4];\nRxxyyzz(0.3874054458375204*pi,0.08372008075094821*pi,0.07823060276428885*pi) q[7],q[13];\nu3(3.440687243051043*pi,-0.19355728476876438*pi,3.349198289284467*pi) q[0];\nu3(3.932424057888202*pi,-0.4802967482261475*pi,1.6624412050561816*pi) q[1];\nu3(3.797834799809084*pi,2.369083529584353*pi,0.6916913163041902*pi) q[2];\nu3(3.3815255586664237*pi,-0.002770381138598621*pi,1.522332598116666*pi) q[3];\nu3(3.5807682535758687*pi,0.4695871925772124*pi,1.0044698575008897*pi) q[4];\nu3(3.302950292896722*pi,2.930593769262088*pi,1.218001823903525*pi) q[6];\nu3(3.2951893491147928*pi,3.420618747176464*pi,3.0448945007948858*pi) q[7];\nu3(3.7241454985088605*pi,1.0774170821301379*pi,1.4866014308802615*pi) q[8];\nu3(3.359120609702137*pi,1.8768179415714643*pi,1.1827667394337085*pi) q[10];\nu3(3.809224475456112*pi,3.3736819949157413*pi,1.9594714573351109*pi) q[12];\nu3(3.12143125467317*pi,1.8295724946525018*pi,1.718600335821507*pi) q[13];\nu3(3.4251118540867678*pi,-0.468676250633692*pi,2.0698745229394273*pi) q[14];\nRxxyyzz(0.4393032298190702*pi,0.37311629397746626*pi,0.0*pi) q[9],q[0];\nRxxyyzz(0.4490024726051902*pi,0.39241747760707923*pi,3.754371735712161*pi) q[7],q[1];\nRxxyyzz(0.3887213915225996*pi,0.20531821236056136*pi,3.9473777476867404*pi) q[2],q[3];\nRxxyyzz(0.33725392478617966*pi,0.19922983055727794*pi,3.922387673098111*pi) q[4],q[13];\nRxxyyzz(0.43601436835677043*pi,0.3353315679543851*pi,0.0*pi) q[12],q[5];\nRxxyyzz(0.2525255282967902*pi,0.14200093708098427*pi,3.9257399901986894*pi) q[6],q[8];\nRxxyyzz(0.45566531325616033*pi,0.33681969660257016*pi,0.0*pi) q[14],q[10];\nu3(3.257842629593865*pi,-0.396814221905093*pi,1.3091734552231526*pi) q[0];\nu3(3.7016008367657545*pi,1.2924877345401296*pi,0.5678829341142846*pi) q[1];\nu3(3.2336920815546084*pi,1.2867680258767868*pi,2.1841676638180743*pi) q[2];\nu3(3.7344882632896708*pi,3.419838581348455*pi,1.2977996199657706*pi) q[3];\nu3(1.5705174456972182*pi,-0.08807471479616608*pi,0.9749811606275107*pi) q[4];\nu3(3.33026352950858*pi,1.6373925843131536*pi,1.5734597251145648*pi) q[5];\nu3(1.7893702530749762*pi,0.21202845472188614*pi,4.2865770938166055*pi) q[6];\nu3(3.1371629441327373*pi,3.156034161979947*pi,1.9757481112285862*pi) q[7];\nu3(0.4533849276673568*pi,2.6178170980279996*pi,1.597695840022828*pi) q[8];\nu3(3.5076685030579022*pi,3.282355264656843*pi,3.083406610317434*pi) q[9];\nu3(3.3663159076274285*pi,-0.13418225132483386*pi,1.4949832477988911*pi) q[10];\nu3(3.458978521339775*pi,1.608630648776772*pi,1.7692801720513105*pi) q[12];\nu3(0.3731113656179614*pi,2.58408934045843*pi,1.582562894582411*pi) q[13];\nu3(3.7285283955416437*pi,2.7204148669315744*pi,0.9162465439911747*pi) q[14];\nmeasure q[9] -> c[0];\nmeasure q[2] -> c[1];\nmeasure q[7] -> c[2];\nmeasure q[4] -> c[3];\nmeasure q[12] -> c[4];\nmeasure q[6] -> c[5];\nmeasure q[3] -> c[7];\nmeasure q[8] -> c[8];\nmeasure q[5] -> c[9];\nmeasure q[0] -> c[10];\nmeasure q[13] -> c[11];\nmeasure q[1] -> c[12];\nmeasure q[14] -> c[13];\nmeasure q[10] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.211888596058957*pi,3.479727662390248*pi,3.1321041296479257*pi) q[0];\nu3(3.520128265834725*pi,2.086392030425622*pi,4.123712444098119*pi) q[1];\nu3(3.2643151647494655*pi,3.2335446069726586*pi,4.023910748537631*pi) q[2];\nu3(3.3414506244701174*pi,-0.2971269276465187*pi,1.2094674996950077*pi) q[3];\nu3(3.5101035632503748*pi,-0.4959260898231087*pi,1.4441236705868596*pi) q[4];\nu3(3.3092441912241686*pi,-0.28679298261869146*pi,1.4495415112586114*pi) q[5];\nu3(3.4192899495763625*pi,-0.4755150845363844*pi,3.0665810202470722*pi) q[6];\nu3(3.427226677719764*pi,-0.27919176041141436*pi,3.5223016405102667*pi) q[7];\nu3(3.1809963749583146*pi,-0.012632950392107267*pi,3.293869517602783*pi) q[8];\nu3(3.846051871958666*pi,1.969192228349523*pi,4.2089062857833595*pi) q[9];\nu3(3.876305927005101*pi,3.1381050376712634*pi,4.257139616720111*pi) q[10];\nu3(3.3508910555548526*pi,2.024760991917472*pi,4.0985562145779255*pi) q[11];\nu3(3.5675399254070177*pi,-0.19497727523013542*pi,1.659066689201624*pi) q[12];\nu3(3.575873846966781*pi,-0.1425226760915504*pi,2.659080660005526*pi) q[13];\nu3(3.6926194357236835*pi,-0.16953057986862852*pi,1.9927936906968655*pi) q[14];\nRxxyyzz(0.3733308249226298*pi,0.2949744066664591*pi,0.1492449592732019*pi) q[0],q[6];\nRxxyyzz(0.4199206958511603*pi,0.15066087779337445*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.35302102349383013*pi,0.3067027655745811*pi,3.83237165983528*pi) q[3],q[4];\nRxxyyzz(0.4480121747986101*pi,0.34160164874035986*pi,0.18357076379265067*pi) q[5],q[11];\nRxxyyzz(0.2808144281124604*pi,0.10221946796800918*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.43518798983910933*pi,0.41341024731145204*pi,3.87138175103712*pi) q[10],q[12];\nRxxyyzz(0.4038027111023801*pi,0.19586485328159342*pi,0.0*pi) q[13],q[14];\nu3(3.2990150655642974*pi,0.12128474963442193*pi,0.7714752986939957*pi) q[0];\nu3(3.700505614614032*pi,2.9425094375083383*pi,0.6860117469329068*pi) q[1];\nu3(3.6859604483869735*pi,0.14342934046473843*pi,0.5593508021142155*pi) q[3];\nu3(3.6481462668835354*pi,1.1809435325830018*pi,1.711528004714756*pi) q[4];\nu3(3.743229645824622*pi,3.3738938418244797*pi,2.695865028416903*pi) q[5];\nu3(3.491925358598857*pi,2.2512606652898755*pi,0.6588249475023161*pi) q[6];\nu3(3.420716835879636*pi,3.4758772622222374*pi,1.38038172613801*pi) q[7];\nu3(3.285677497015234*pi,0.7083732055672405*pi,0.6960953246652604*pi) q[8];\nu3(3.4563941765170236*pi,0.46992102045066964*pi,1.598155069322609*pi) q[9];\nu3(3.5299673601878685*pi,0.6939679745470484*pi,1.5399252348075545*pi) q[10];\nu3(3.4798254065864516*pi,0.0425070645446487*pi,3.4239592883521137*pi) q[11];\nu3(3.103988957843594*pi,-0.0953992249542921*pi,0.623538093458279*pi) q[12];\nu3(3.147694848968617*pi,0.33433908476213514*pi,4.405197408381909*pi) q[13];\nu3(3.614138829834225*pi,0.01175217060549194*pi,1.5228315663840633*pi) q[14];\nRxxyyzz(0.2280840797345598*pi,0.22574522099909633*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.45579437539440976*pi,0.2722545939234908*pi,0.08554886045708095*pi) q[1],q[9];\nRxxyyzz(0.39521247706920015*pi,0.3164846891375413*pi,3.7889736256199704*pi) q[2],q[12];\nRxxyyzz(0.44580315775287016*pi,0.20254754505275185*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.3547391050683403*pi,0.15837221492177278*pi,3.885124502058091*pi) q[5],q[10];\nRxxyyzz(0.42803545768569035*pi,0.2706396525476961*pi,3.8909133816872803*pi) q[6],q[8];\nRxxyyzz(0.4022748834513302*pi,0.3505146642751331*pi,3.9571131335933196*pi) q[7],q[11];\nu3(3.692741645801871*pi,0.48531512921792785*pi,1.4626959029070765*pi) q[0];\nu3(3.6453061171166956*pi,-0.19641783387827916*pi,4.470206436603139*pi) q[1];\nu3(3.7744308028561546*pi,3.0658917026441346*pi,0.984303171370188*pi) q[2];\nu3(3.654026125668583*pi,3.466253855322103*pi,2.3296699610094933*pi) q[4];\nu3(3.4689147940515417*pi,3.0088739234531356*pi,4.180996566740705*pi) q[5];\nu3(3.706781766380961*pi,1.4259362178785508*pi,2.4501041000185437*pi) q[6];\nu3(3.7494559934291214*pi,0.47714987257682073*pi,1.3581330365767976*pi) q[7];\nu3(3.3364139297946*pi,0.6570777171867386*pi,2.4685309901285386*pi) q[8];\nu3(3.1584382456198625*pi,-0.374600079478667*pi,3.4584137913257216*pi) q[9];\nu3(3.7456290800639915*pi,2.822502370767546*pi,1.0731724609302802*pi) q[10];\nu3(3.827821519249758*pi,3.1681646154698537*pi,1.5107689463332974*pi) q[11];\nu3(3.7440858230901815*pi,-0.40761520609075175*pi,2.1238371672521765*pi) q[12];\nu3(3.514410027277541*pi,0.7610562169842003*pi,1.8225510084750818*pi) q[13];\nu3(3.132115750284806*pi,-0.41710186190272003*pi,3.6450820394228454*pi) q[14];\nRxxyyzz(0.39763200225154*pi,0.33787477452550674*pi,3.9609360923479002*pi) q[0],q[6];\nRxxyyzz(0.4371517390470395*pi,0.38547653161750417*pi,3.79476143168151*pi) q[1],q[11];\nRxxyyzz(0.42278265147534017*pi,0.15102095235361054*pi,0.13197532294607656*pi) q[2],q[8];\nRxxyyzz(0.4634869727655495*pi,0.2541142595792494*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.45183446686016016*pi,0.22495067266005941*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.41685681798117924*pi,0.2579630617368261*pi,3.8988256799137506*pi) q[5],q[9];\nRxxyyzz(0.3813358438798692*pi,0.329392795961291*pi,0.0*pi) q[10],q[12];\nu3(3.1203960520653147*pi,-0.16750235603194835*pi,1.5165074036435202*pi) q[0];\nu3(3.611728578533621*pi,3.0187388228507093*pi,2.3819040697850724*pi) q[1];\nu3(3.204444909094879*pi,2.4301608444215415*pi,3.969121966400781*pi) q[2];\nu3(3.1559880993154734*pi,0.33762644075182524*pi,1.168676654543271*pi) q[3];\nu3(3.6194773917416296*pi,1.3492065460728484*pi,1.6490019486117253*pi) q[4];\nu3(3.213903174522096*pi,2.4239735004767704*pi,0.8976143518148549*pi) q[5];\nu3(3.2326118054168056*pi,-0.3152479256951243*pi,1.273197488170184*pi) q[6];\nu3(3.8349315753616446*pi,3.4295249108719643*pi,0.9805937132722491*pi) q[7];\nu3(3.8423923239641082*pi,0.33158293455509036*pi,3.3331155798383714*pi) q[8];\nu3(3.6402467287062565*pi,0.17270315031130878*pi,1.7332094110519076*pi) q[9];\nu3(3.7206293387040192*pi,2.5302681412946333*pi,0.9751653134549527*pi) q[10];\nu3(3.49547566531748*pi,0.2891577407629279*pi,4.482589587502609*pi) q[11];\nu3(3.5247607213469934*pi,2.7043036700594567*pi,1.7256632772400464*pi) q[12];\nu3(3.5455566490087533*pi,0.18742325960900885*pi,1.4260789030091519*pi) q[14];\nRxxyyzz(0.39289065447053023*pi,0.17374737906190413*pi,3.9118012324156393*pi) q[0],q[5];\nRxxyyzz(0.4428945137029898*pi,0.36014990186001117*pi,3.8472566919103905*pi) q[1],q[9];\nRxxyyzz(0.31456251191543977*pi,0.23516591916538943*pi,0.19051044765518554*pi) q[2],q[10];\nRxxyyzz(0.3897492225058202*pi,0.19669875993665373*pi,0.08296456775554063*pi) q[3],q[11];\nRxxyyzz(0.44688240780682054*pi,0.26491062138520893*pi,0.0*pi) q[8],q[4];\nRxxyyzz(0.43697951558202036*pi,0.1929596388505033*pi,3.8718138542002603*pi) q[13],q[6];\nRxxyyzz(0.4166443211931701*pi,0.23486220863899165*pi,0.0*pi) q[12],q[14];\nu3(3.6485685184892853*pi,3.284230037466249*pi,2.0423680764042036*pi) q[0];\nu3(3.3801338334845092*pi,2.25051014745486*pi,1.1606963359917906*pi) q[1];\nu3(3.2991305641712634*pi,3.2219555144334118*pi,3.6321611500549054*pi) q[2];\nu3(3.7492941014567496*pi,0.22453986492583844*pi,3.348916610656848*pi) q[3];\nu3(3.5740891069031013*pi,-0.20931543013425263*pi,0.7447021254287689*pi) q[4];\nu3(3.581082965490876*pi,0.6035436522399702*pi,0.8302302637860839*pi) q[5];\nu3(3.0500887227534728*pi,0.8293945790968233*pi,0.7122095039511405*pi) q[6];\nu3(3.4966690032771557*pi,-0.34806022358359356*pi,4.22567686458631*pi) q[8];\nu3(3.245731580128072*pi,3.2987505108842456*pi,2.1779209006982905*pi) q[9];\nu3(3.390655033010991*pi,-0.1367330805980611*pi,0.5567675257355875*pi) q[10];\nu3(3.751288207054817*pi,2.374332636919968*pi,4.023824301420848*pi) q[11];\nu3(3.886869874224929*pi,2.4416015438218235*pi,1.9148904649410106*pi) q[12];\nu3(3.4717810844304298*pi,2.5756017580897645*pi,2.3322471884145717*pi) q[13];\nu3(3.356372213671074*pi,3.3331018742890377*pi,3.9941099005270324*pi) q[14];\nRxxyyzz(0.475326744137761*pi,0.3281726871508628*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.43832116696006995*pi,0.37285354047724883*pi,0.20166246577186775*pi) q[1],q[2];\nRxxyyzz(0.4224408355778699*pi,0.32021435422666894*pi,3.8190323609545995*pi) q[7],q[4];\nRxxyyzz(0.3885591124342799*pi,0.16474379588995713*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.4703482091385002*pi,0.1859264736450008*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.4053413658033494*pi,0.22699218960284823*pi,3.9132233953644295*pi) q[9],q[14];\nRxxyyzz(0.2550992436193602*pi,0.18675895992519775*pi,3.9082081183712294*pi) q[12],q[11];\nu3(3.759755483507669*pi,0.6202696982487954*pi,0.7408365246312505*pi) q[0];\nu3(3.7042113037189353*pi,-0.27900730104572713*pi,2.6863558500128266*pi) q[1];\nu3(3.721012293784348*pi,-0.4682170813400342*pi,3.7940041593113407*pi) q[2];\nu3(3.929866248490173*pi,0.1826589211982066*pi,0.6239914505604998*pi) q[3];\nu3(3.2460090971487237*pi,1.1690363887043103*pi,0.7447425443318885*pi) q[4];\nu3(3.173821428214249*pi,2.5075358444839946*pi,2.072352349534211*pi) q[5];\nu3(3.726557490356396*pi,-0.21511085882903924*pi,1.1679371950670268*pi) q[6];\nu3(3.743680548900026*pi,0.28018367993347293*pi,1.0323587367996665*pi) q[7];\nu3(3.4498191048457603*pi,-0.4511783039045759*pi,1.1244319863515622*pi) q[8];\nu3(3.862131788241875*pi,1.975177954596416*pi,0.72614555432888*pi) q[9];\nu3(3.5161758538794547*pi,0.65999511488984*pi,1.5102760842718361*pi) q[10];\nu3(3.2896794452454174*pi,3.364763283655434*pi,1.2139140068043892*pi) q[11];\nu3(3.130270705786481*pi,-0.2778219730833572*pi,2.3697388533918295*pi) q[12];\nu3(3.3230953800374374*pi,3.054030526000967*pi,1.4408319795416926*pi) q[14];\nRxxyyzz(0.36453715549893984*pi,0.1964774416010242*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.41903827853124853*pi,0.32639340479487666*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.44823913697202*pi,0.279134562313863*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.35567006985533*pi,0.1969220385756123*pi,0.04880058664879172*pi) q[3],q[4];\nRxxyyzz(0.29437843615674*pi,0.20063705491453554*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.3941500012118717*pi,0.1965160827180581*pi,0.0*pi) q[7],q[10];\nRxxyyzz(0.4359586158156197*pi,0.2574159458426864*pi,3.7787007386289795*pi) q[13],q[9];\nu3(3.4577905743085453*pi,3.153996306368839*pi,0.748929043871355*pi) q[0];\nu3(3.665686642713988*pi,-0.3767025710833761*pi,1.2065517564330839*pi) q[1];\nu3(3.6557498450013854*pi,2.6759083863496986*pi,4.490840783130717*pi) q[2];\nu3(3.2247409058709775*pi,3.3322886483639462*pi,0.987022148511195*pi) q[3];\nu3(3.70907148085999*pi,-0.04117889827743565*pi,0.7788585251133535*pi) q[4];\nu3(3.2778960627248446*pi,0.41996934807424247*pi,4.469437467046729*pi) q[5];\nu3(3.32673970525053*pi,0.9464843230527422*pi,1.0579696268839507*pi) q[6];\nu3(3.5447807158018096*pi,3.291013382846217*pi,3.926301931847047*pi) q[7];\nu3(3.2604063844521916*pi,-0.1964271809306199*pi,0.6050362678397447*pi) q[8];\nu3(3.8170787143634106*pi,0.29827976564299363*pi,2.249870010924959*pi) q[9];\nu3(3.4372629211133052*pi,3.2949326294083305*pi,1.2142518390338313*pi) q[10];\nu3(3.737962293361925*pi,-0.35740594863105124*pi,3.8313892220065404*pi) q[11];\nu3(3.7287407074931096*pi,-0.11426690443495713*pi,1.7793536480468264*pi) q[13];\nu3(3.1870687555933066*pi,-0.42081747675991343*pi,1.0259919729694802*pi) q[14];\nRxxyyzz(0.41343743752456963*pi,0.23778477936020118*pi,3.93674836279679*pi) q[7],q[0];\nRxxyyzz(0.4446357303430005*pi,0.12854408445857768*pi,0.0*pi) q[4],q[1];\nRxxyyzz(0.42760513016908075*pi,0.3593084440589429*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.4479124332455101*pi,0.08047525506733766*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.3879019366710724*pi,0.15990640642526643*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.4609748441755104*pi,0.18719053985749856*pi,0.0*pi) q[9],q[11];\nRxxyyzz(0.4167937325005824*pi,0.2646967922308354*pi,0.0*pi) q[10],q[13];\nu3(3.7259044253608815*pi,0.03825718442548487*pi,1.7663955283470696*pi) q[0];\nu3(3.412329443955243*pi,0.5635893284528251*pi,2.302590114823544*pi) q[1];\nu3(3.184899012877145*pi,3.448998598868931*pi,3.920395242736203*pi) q[2];\nu3(3.36630397133366*pi,0.06437892836516013*pi,4.36358921088134*pi) q[3];\nu3(3.381835235681618*pi,0.9065841967585846*pi,0.9699495824856448*pi) q[4];\nu3(3.7015558943351574*pi,0.7459555259845412*pi,1.8458010221323218*pi) q[5];\nu3(3.150442491830611*pi,0.8184360842767013*pi,1.4998731962271663*pi) q[6];\nu3(3.4393880198955356*pi,0.9949726557903145*pi,0.9025628216020571*pi) q[7];\nu3(3.6581465551649335*pi,2.0311091837133253*pi,1.071945257797465*pi) q[8];\nu3(3.4049783571683934*pi,3.249507994227663*pi,1.610900397401509*pi) q[9];\nu3(3.511247690313871*pi,0.8670984336695402*pi,0.6683251535288517*pi) q[10];\nu3(3.559958767202551*pi,2.38032695673443*pi,2.3038745814907875*pi) q[11];\nu3(3.199912129656293*pi,3.433324818748383*pi,1.3486100681874178*pi) q[12];\nu3(3.3900506080000747*pi,2.4422010625099038*pi,1.265249669179707*pi) q[13];\nRxxyyzz(0.43366285742597965*pi,0.1371294243793767*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.36805010843411934*pi,0.15832461626860905*pi,0.0*pi) q[9],q[1];\nRxxyyzz(0.4611730235159399*pi,0.22359008577169626*pi,0.0*pi) q[14],q[2];\nRxxyyzz(0.3574698352658402*pi,0.3018946935024869*pi,0.04580925309689832*pi) q[3],q[5];\nRxxyyzz(0.3821127658846698*pi,0.27547062209482753*pi,0.09458685326123377*pi) q[12],q[4];\nRxxyyzz(0.42504691917024384*pi,0.20765644871777234*pi,0.0*pi) q[7],q[11];\nu3(3.3810393932415526*pi,3.297247438408125*pi,0.5939266676485498*pi) q[0];\nu3(3.585086178346756*pi,3.155372779568933*pi,2.447567566724632*pi) q[1];\nu3(3.6875175870422994*pi,0.17965812838611794*pi,0.7241458138930962*pi) q[2];\nu3(3.5002758919714205*pi,-0.4788364861671891*pi,1.3387126618774188*pi) q[3];\nu3(3.8328854495073728*pi,1.081270857036258*pi,4.459940619381464*pi) q[4];\nu3(3.4675641129804315*pi,3.1485410879219753*pi,1.754755005555845*pi) q[5];\nu3(3.8446238409040014*pi,2.922711000767298*pi,4.087985649048939*pi) q[6];\nu3(3.5747702112533823*pi,3.3388313574332185*pi,3.9468418205541047*pi) q[7];\nu3(3.658995123826746*pi,3.2444044317254943*pi,3.954226012151691*pi) q[9];\nu3(3.4791376298676298*pi,-0.09871001356543652*pi,1.091009230565648*pi) q[11];\nu3(3.8864425146760535*pi,1.9785282282858079*pi,0.9597262509775685*pi) q[12];\nu3(3.0314295406573977*pi,3.199631873490049*pi,1.8483827047660608*pi) q[14];\nRxxyyzz(0.44856451013542*pi,0.20290383892976752*pi,0.10831766122371726*pi) q[0],q[1];\nRxxyyzz(0.43007590245603033*pi,0.22227173578098225*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.36377087324693985*pi,0.2795636721504478*pi,0.03954751723329644*pi) q[3],q[8];\nRxxyyzz(0.38065188419624063*pi,0.11809090201527317*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.4527309340137706*pi,0.12704348789010123*pi,0.0*pi) q[11],q[6];\nRxxyyzz(0.42017532777256017*pi,0.3773039779828369*pi,3.920718412387141*pi) q[13],q[9];\nRxxyyzz(0.3487370516268202*pi,0.3157050474927783*pi,0.0*pi) q[14],q[10];\nu3(3.7206824877194173*pi,2.484573615402835*pi,1.4232187589963965*pi) q[0];\nu3(3.7508087435466644*pi,3.4985678956981623*pi,2.0435504605651165*pi) q[1];\nu3(3.5974301252016314*pi,1.038358670277018*pi,2.2997178119279167*pi) q[2];\nu3(3.330038534487537*pi,3.4773345288034263*pi,0.931978693491607*pi) q[3];\nu3(3.4954685621930124*pi,0.3138579159970383*pi,1.8394604017013845*pi) q[4];\nu3(3.4151032895842817*pi,0.36089498760696703*pi,2.2890064114951936*pi) q[5];\nu3(3.3793814131319286*pi,3.2894275745010964*pi,1.5765948267639898*pi) q[6];\nu3(3.944339484974183*pi,2.9486528148833733*pi,1.705193813765267*pi) q[7];\nu3(3.5213767264734135*pi,2.957645240132705*pi,3.1682530527048725*pi) q[8];\nu3(3.6578267639940814*pi,-0.06210420716939602*pi,2.143105016795723*pi) q[9];\nu3(3.594500666746281*pi,0.6667593718020917*pi,1.3607123178845821*pi) q[10];\nu3(3.2837189128920192*pi,-0.38573109369515274*pi,2.4894274662895715*pi) q[11];\nu3(3.284200336900236*pi,-0.48875692479708044*pi,1.8656252555368196*pi) q[13];\nu3(3.7433631239773155*pi,-0.14330269903819448*pi,4.370081565817566*pi) q[14];\nRxxyyzz(0.36103481912232993*pi,0.184869192612387*pi,0.0*pi) q[0],q[4];\nRxxyyzz(0.4073588868985103*pi,0.23547946361597305*pi,0.08375932657651296*pi) q[12],q[1];\nRxxyyzz(0.3017427859150401*pi,0.2414955548520532*pi,0.0*pi) q[14],q[2];\nRxxyyzz(0.3637100239588199*pi,0.251855083133786*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.42976730151657977*pi,0.3006116087722402*pi,0.12498862963134884*pi) q[6],q[5];\nRxxyyzz(0.3824089147487202*pi,0.22543384151051438*pi,0.0*pi) q[9],q[7];\nRxxyyzz(0.4867104234522601*pi,0.26453506795087645*pi,0.0*pi) q[10],q[13];\nu3(3.168479083522328*pi,-0.47831966979303264*pi,1.9428600184197669*pi) q[0];\nu3(3.1338501235225906*pi,2.8701089695265045*pi,1.3771276828658243*pi) q[1];\nu3(3.5884582494809614*pi,2.4434920148894914*pi,1.4206012002978594*pi) q[2];\nu3(3.421485442219624*pi,3.422619854306894*pi,1.0445131287983567*pi) q[3];\nu3(3.5063232052911752*pi,3.078624712794936*pi,2.3254639426314263*pi) q[4];\nu3(3.236147137234325*pi,0.047348664327776735*pi,4.2354863081649725*pi) q[5];\nu3(3.3837161867554792*pi,2.812894908735951*pi,1.7278801284542946*pi) q[6];\nu3(3.7558142728260453*pi,3.3238026874185147*pi,3.8861201905746277*pi) q[7];\nu3(3.414165857190223*pi,-0.19084883550368736*pi,0.809703107082826*pi) q[9];\nu3(3.657045510070925*pi,2.4695423908344454*pi,1.0774753647916813*pi) q[10];\nu3(3.2693548119555373*pi,3.1340099418852843*pi,1.4581943446917007*pi) q[11];\nu3(3.617860667899585*pi,0.490988253169906*pi,4.488334722741346*pi) q[12];\nu3(3.374569710653543*pi,3.3468991446037606*pi,4.348032795381924*pi) q[13];\nu3(3.414948846162573*pi,-0.026119092068366323*pi,4.054754038721925*pi) q[14];\nRxxyyzz(0.3989813577374798*pi,0.32087804812728926*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.4405133366864802*pi,0.3618377715374579*pi,0.16229153890039605*pi) q[8],q[1];\nRxxyyzz(0.44366808317434975*pi,0.2116120557624514*pi,3.9186693991183086*pi) q[3],q[9];\nRxxyyzz(0.42344603886358*pi,0.13311584753891548*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.4319374153000802*pi,0.35972711946404345*pi,0.05278362870180341*pi) q[10],q[6];\nRxxyyzz(0.4690934804147511*pi,0.2975781558330981*pi,0.0*pi) q[11],q[7];\nRxxyyzz(0.3912731346085303*pi,0.2877538574527936*pi,0.0*pi) q[14],q[13];\nu3(3.7717509625592216*pi,-0.4283723946645963*pi,1.2919521689047224*pi) q[0];\nu3(3.623756615812525*pi,2.4032051007437043*pi,0.6906757711805339*pi) q[1];\nu3(3.506034963594674*pi,0.746882169539766*pi,1.3089788686624289*pi) q[2];\nu3(3.2666330830119055*pi,1.0693456876855836*pi,2.1502171070869878*pi) q[3];\nu3(3.519073031932093*pi,3.1999365776087356*pi,4.053760366792794*pi) q[4];\nu3(3.870609355072682*pi,0.2408745152659182*pi,1.4598953964263672*pi) q[5];\nu3(3.3737403601090947*pi,0.05429525781197375*pi,1.7868433544615356*pi) q[6];\nu3(3.6224133586043967*pi,0.1867771737883478*pi,1.698582148712719*pi) q[7];\nu3(3.5358105367753385*pi,-0.0475027261654033*pi,0.8461659038129339*pi) q[8];\nu3(3.818304832663998*pi,0.07490240358573386*pi,0.9829080552212717*pi) q[9];\nu3(3.4506593884180683*pi,3.0196474221059906*pi,4.120519691330715*pi) q[10];\nu3(3.5104223776633776*pi,2.586921259505771*pi,1.2728790683604017*pi) q[11];\nu3(3.745942586100214*pi,-0.2087535190298877*pi,4.137656962096119*pi) q[13];\nu3(3.293750067595118*pi,0.5453534745265278*pi,2.148768744172826*pi) q[14];\nRxxyyzz(0.45350530456602034*pi,0.28960365174149627*pi,0.0*pi) q[4],q[1];\nRxxyyzz(0.4722105115762095*pi,0.12921822584704423*pi,0.0*pi) q[14],q[2];\nRxxyyzz(0.4297671099785001*pi,0.3038865273765605*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.3748385676022107*pi,0.14399388813093816*pi,0.0*pi) q[12],q[6];\nRxxyyzz(0.39889048635837004*pi,0.3539785608151744*pi,0.1529874762017585*pi) q[10],q[7];\nRxxyyzz(0.3906338756928007*pi,0.231701059978473*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.4335889222706202*pi,0.28095288895136117*pi,3.923861624803921*pi) q[13],q[9];\nu3(3.535047054810171*pi,0.28828339558995675*pi,4.373114508203775*pi) q[1];\nu3(3.790571477660396*pi,0.09550315076717775*pi,4.454699032565154*pi) q[2];\nu3(3.363377816564552*pi,1.4143090911547906*pi,2.151412664224014*pi) q[3];\nu3(3.5571257641137253*pi,1.0774907135473386*pi,0.9166805452131802*pi) q[4];\nu3(3.7372558227791703*pi,-0.32623865125743834*pi,1.737150391922806*pi) q[5];\nu3(3.257930788992248*pi,2.946075544978602*pi,1.3036719428927204*pi) q[6];\nu3(3.464156950480641*pi,2.4534693603284*pi,1.3069299302427861*pi) q[7];\nu3(3.314912763538485*pi,-0.2774104553265729*pi,0.5438048744137614*pi) q[8];\nu3(3.3719172181396173*pi,1.3508299826496315*pi,2.492179342153163*pi) q[9];\nu3(3.916694611588031*pi,-0.02816169031890342*pi,4.017974580550984*pi) q[10];\nu3(3.236076521969405*pi,0.1946999271351283*pi,4.411037673612805*pi) q[11];\nu3(3.857501431025695*pi,3.1235748166119235*pi,0.5911750785400314*pi) q[12];\nu3(3.606433094849984*pi,-0.0014662768708912366*pi,1.1915922679066382*pi) q[13];\nu3(3.2389078609232236*pi,0.4294053648710331*pi,0.5539897848333091*pi) q[14];\nRxxyyzz(0.37187125021115996*pi,0.2144660143257361*pi,0.0*pi) q[13],q[0];\nRxxyyzz(0.36560130919892964*pi,0.3410339531370893*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.34947198637559485*pi,0.11049100747859164*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.41466351440043725*pi,0.18640305801079826*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.4449386856985863*pi,0.19180280641363512*pi,0.0*pi) q[14],q[8];\nRxxyyzz(0.4138208812339301*pi,0.04683072600541971*pi,0.0*pi) q[10],q[11];\nu3(3.424898063185519*pi,2.7766041774725276*pi,2.2095628376668883*pi) q[0];\nu3(3.7581425999146365*pi,2.1406796672010024*pi,0.9512605011911108*pi) q[1];\nu3(3.1758955490853107*pi,3.0584926419682716*pi,0.9384323057156907*pi) q[2];\nu3(3.2097349355570888*pi,2.934285555411382*pi,0.6277840150208305*pi) q[4];\nu3(3.4066666191228574*pi,-0.4878449269628139*pi,1.158457608923701*pi) q[5];\nu3(3.670249333581499*pi,-0.42438760602467757*pi,2.331990937699179*pi) q[7];\nu3(3.6274530876388216*pi,-0.10285255620088629*pi,1.5384600571155826*pi) q[8];\nu3(3.405599077806986*pi,1.1310900189072397*pi,1.7439073225763355*pi) q[9];\nu3(3.6129291840850977*pi,3.490498780139302*pi,2.3141094715667023*pi) q[10];\nu3(3.3157997225884897*pi,3.4422708016081573*pi,1.5511259382959162*pi) q[11];\nu3(3.840223509904778*pi,2.056761053815765*pi,1.5269208221462445*pi) q[13];\nu3(3.565808404728129*pi,-0.12634905473246505*pi,3.9870811065557357*pi) q[14];\nmeasure q[7] -> c[6];\nRxxyyzz(0.39230016262479117*pi,0.20392647279316956*pi,0.0*pi) q[10],q[0];\nRxxyyzz(0.3126570614633901*pi,0.1575474825541694*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.40735888683775734*pi,0.2311317529846324*pi,0.0*pi) q[13],q[6];\nRxxyyzz(0.33888730190120986*pi,0.2219349992240517*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.42919853852823*pi,0.29253152950457445*pi,3.8683735913740804*pi) q[12],q[11];\nu3(3.238327961175976*pi,2.3038382923450764*pi,4.362001340010742*pi) q[0];\nu3(3.5271597489865827*pi,-0.05073771908138036*pi,2.6840757799576718*pi) q[1];\nu3(3.240193395070145*pi,2.9254348963085386*pi,0.5960536436774229*pi) q[3];\nu3(3.1620886461292796*pi,0.08463523855212873*pi,0.7595739636983954*pi) q[6];\nu3(3.6981755596323582*pi,0.3256992376788238*pi,4.258811137839531*pi) q[8];\nu3(3.2660487515038232*pi,-0.1906738310386178*pi,0.9453088640777443*pi) q[9];\nu3(3.425884973216723*pi,-0.05920815465331586*pi,1.7231772176398068*pi) q[10];\nu3(3.874171342151897*pi,2.1044142480087125*pi,1.0624067727055824*pi) q[11];\nu3(3.543885478657568*pi,3.374801154735871*pi,2.463714146179587*pi) q[12];\nu3(3.472192654510038*pi,2.655994348864568*pi,2.487684154095437*pi) q[13];\nRxxyyzz(0.2649756530956298*pi,0.14838633143918045*pi,0.0756410077060341*pi) q[12],q[0];\nRxxyyzz(0.40440857528274016*pi,0.13953995979322942*pi,3.90233261439234*pi) q[5],q[1];\nRxxyyzz(0.4031346326400498*pi,0.1724806912577943*pi,0.0*pi) q[9],q[2];\nRxxyyzz(0.3575550108713602*pi,0.20214800744953387*pi,0.0*pi) q[14],q[3];\nRxxyyzz(0.3259247818306298*pi,0.27134245632452014*pi,0.0*pi) q[6],q[4];\nRxxyyzz(0.31046550844669*pi,0.17990491471273184*pi,0.04994774335505703*pi) q[8],q[10];\nRxxyyzz(0.4346860347000302*pi,0.24740368815967226*pi,0.15683887454033485*pi) q[11],q[13];\nu3(0.23452083440180538*pi,2.9495099167907806*pi,3.8364155174524175*pi) q[0];\nu3(3.82339599117388*pi,3.3474253149033517*pi,1.2291220406222054*pi) q[1];\nu3(3.386098425833544*pi,-0.2861859533106279*pi,2.3543266406066663*pi) q[2];\nu3(3.9463216854575425*pi,0.1254553289719459*pi,1.4698582810412746*pi) q[3];\nu3(1.1869768486980723*pi,0.51855026646658*pi,0.8969181230392427*pi) q[4];\nu3(3.2197265507411927*pi,-0.3995363576450477*pi,1.0634771271217427*pi) q[5];\nu3(0.8449363124388283*pi,3.1366150110068616*pi,3.940885414044044*pi) q[6];\nu3(3.2885396404733163*pi,-0.42039529785067914*pi,1.8646372199218506*pi) q[8];\nu3(3.467142764087478*pi,2.473386721567543*pi,1.613472200721665*pi) q[9];\nu3(0.3635940242456917*pi,2.9694627067300297*pi,3.8748333074751495*pi) q[10];\nu3(3.494700571717882*pi,1.3715415073377577*pi,3.2231798727752508*pi) q[11];\nu3(1.3818103596498983*pi,3.2252284780609903*pi,4.28761787805116*pi) q[12];\nu3(3.3084953664105115*pi,0.3632790333028577*pi,4.33667219557529*pi) q[13];\nu3(0.4782668308798485*pi,0.06622345338249902*pi,1.899047919027275*pi) q[14];\nmeasure q[5] -> c[0];\nmeasure q[8] -> c[1];\nmeasure q[12] -> c[2];\nmeasure q[0] -> c[3];\nmeasure q[4] -> c[4];\nmeasure q[11] -> c[5];\nmeasure q[1] -> c[7];\nmeasure q[9] -> c[8];\nmeasure q[6] -> c[9];\nmeasure q[10] -> c[10];\nmeasure q[3] -> c[11];\nmeasure q[13] -> c[12];\nmeasure q[14] -> c[13];\nmeasure q[2] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.3129760525117784*pi,-0.05723019840799426*pi,1.7411567014861904*pi) q[0];\nu3(3.5756766302532133*pi,-0.4416264984535846*pi,1.5725772213965845*pi) q[1];\nu3(3.6700974433676476*pi,0.3121052757153656*pi,1.0611030744706684*pi) q[2];\nu3(3.193949186711735*pi,-0.2945084281971817*pi,1.8406639811781031*pi) q[3];\nu3(3.348761754764475*pi,0.4261348861159652*pi,4.085957678802194*pi) q[4];\nu3(3.236727845541596*pi,2.238423630108852*pi,2.2558974993785688*pi) q[5];\nu3(3.1158729770826987*pi,2.402603167306066*pi,4.4440993251286685*pi) q[6];\nu3(3.3902837585598093*pi,0.916499777051053*pi,4.282908799235111*pi) q[7];\nu3(3.613295138356744*pi,3.3165759669901043*pi,3.9765529567289244*pi) q[8];\nu3(3.483517732761123*pi,3.432621943657859*pi,1.0135421405825262*pi) q[9];\nu3(3.518689126118588*pi,2.741277599795775*pi,3.7217548914270404*pi) q[10];\nu3(3.157619784279312*pi,2.2960071088179683*pi,0.7496929752415251*pi) q[11];\nu3(3.8227879089862364*pi,-0.04770112686452954*pi,3.4399816565789094*pi) q[12];\nu3(3.1508284646241638*pi,2.6676801670766137*pi,2.321915028648297*pi) q[13];\nu3(3.7153965432260185*pi,3.3763309952104383*pi,3.534284575405345*pi) q[14];\nRxxyyzz(0.4060332340270998*pi,0.22653206422489722*pi,3.92422636381787*pi) q[0],q[4];\nRxxyyzz(0.3598532204558397*pi,0.20818385665099726*pi,3.943267783605741*pi) q[1],q[10];\nRxxyyzz(0.3927393435842196*pi,0.33331716465417505*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.3817071967685298*pi,0.20508665096298148*pi,3.8597050236931296*pi) q[3],q[5];\nRxxyyzz(0.44682782162142975*pi,0.23503888962603658*pi,0.06069159953614905*pi) q[6],q[9];\nRxxyyzz(0.43752826914979004*pi,0.2650566441686868*pi,0.0*pi) q[7],q[14];\nRxxyyzz(0.45494017962766004*pi,0.08619363426257634*pi,0.05473384484095282*pi) q[11],q[13];\nu3(3.1643923565953935*pi,1.035468340369493*pi,2.329813417219982*pi) q[0];\nu3(3.2795620249938953*pi,2.864983519646587*pi,4.054777536153928*pi) q[1];\nu3(3.4009319637524333*pi,0.1386854732735513*pi,2.026066458142111*pi) q[2];\nu3(3.6453283868791475*pi,-0.41189121844220244*pi,1.1073329348816872*pi) q[3];\nu3(3.8274621015083587*pi,1.9839561934296173*pi,2.170840145231696*pi) q[4];\nu3(3.252406051251075*pi,2.5707782252656353*pi,1.7134655892867154*pi) q[5];\nu3(3.448013063991293*pi,2.691677708474841*pi,1.0514589175288542*pi) q[6];\nu3(3.3641765556010848*pi,2.438468806341022*pi,2.2921188981352025*pi) q[7];\nu3(3.667596892664888*pi,3.1660356946037305*pi,4.23263804009368*pi) q[8];\nu3(3.6540041706851913*pi,3.267877350612072*pi,1.2971212792870408*pi) q[9];\nu3(3.579000347228159*pi,2.981220136187292*pi,1.630649866720025*pi) q[10];\nu3(3.191258413839012*pi,1.2556372635525288*pi,0.6897561428102207*pi) q[11];\nu3(3.637492220677842*pi,3.489608438808782*pi,3.973947465359274*pi) q[13];\nu3(3.6394699390096257*pi,0.5158120874969152*pi,1.2968225494544638*pi) q[14];\nRxxyyzz(0.34939665775640016*pi,0.2179003112752409*pi,0.039478369076297426*pi) q[0],q[6];\nRxxyyzz(0.4434391005182602*pi,0.26036319004978575*pi,0.2245416820002038*pi) q[1],q[4];\nRxxyyzz(0.4961919598618981*pi,0.1588560026994691*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.4305904408499498*pi,0.22132477431204386*pi,3.8642234417637202*pi) q[3],q[11];\nRxxyyzz(0.31018211501098053*pi,0.25040798681727505*pi,0.10658909000636063*pi) q[5],q[12];\nRxxyyzz(0.45889245550432006*pi,0.2966055214593703*pi,3.85272754347734*pi) q[8],q[10];\nRxxyyzz(0.47686875064413015*pi,0.34203853252047933*pi,0.0*pi) q[9],q[14];\nu3(3.8633365887193434*pi,2.5870465297825573*pi,4.419164912647979*pi) q[0];\nu3(3.1023727565609853*pi,0.37993412378823366*pi,4.182038660714148*pi) q[1];\nu3(3.427457565647504*pi,0.5396397180495942*pi,2.2621518982548903*pi) q[2];\nu3(3.676294716866824*pi,-0.24544770100145596*pi,2.0923768574279062*pi) q[3];\nu3(3.486975072881452*pi,2.6789059950489693*pi,4.197244838877472*pi) q[4];\nu3(3.0365537239021574*pi,0.9849969350905237*pi,0.6858700949105032*pi) q[5];\nu3(3.3455339323017115*pi,2.3673543541566113*pi,3.657267884625015*pi) q[6];\nu3(3.6453673476152533*pi,3.155777693025933*pi,1.3113942085506567*pi) q[8];\nu3(3.747606483475478*pi,-0.06100167078196872*pi,3.973125019293128*pi) q[9];\nu3(3.0854321767728976*pi,0.7380004432292995*pi,1.779870715326318*pi) q[10];\nu3(3.1601837061229734*pi,0.4988255335927261*pi,0.5163416743741269*pi) q[11];\nu3(3.581096395842434*pi,2.9497550597165847*pi,0.5495579060662278*pi) q[12];\nu3(3.1733115694192087*pi,2.5311516830501857*pi,2.073023722818556*pi) q[13];\nu3(3.2824146600457347*pi,1.4001504075428897*pi,1.448341974018792*pi) q[14];\nRxxyyzz(0.3593051969986899*pi,0.1597443445573017*pi,0.0468370950692405*pi) q[0],q[8];\nRxxyyzz(0.3757266457996612*pi,0.16517210897829138*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.39894015360908075*pi,0.16758023948303222*pi,3.94683097344112*pi) q[4],q[10];\nRxxyyzz(0.42978581362672*pi,0.27589995602498124*pi,0.17754666743928268*pi) q[5],q[11];\nRxxyyzz(0.4267493317527097*pi,0.22207709020476693*pi,3.91777893189702*pi) q[7],q[14];\nRxxyyzz(0.36717806210062015*pi,0.3050701382234996*pi,0.10343456318483205*pi) q[9],q[12];\nu3(3.318054483296644*pi,-0.030805912027256133*pi,0.5074260860098518*pi) q[0];\nu3(3.228774979962673*pi,0.6481617878248211*pi,1.3558151495211286*pi) q[1];\nu3(3.5627698523762605*pi,0.24580981602087326*pi,1.5904582434277867*pi) q[4];\nu3(3.1877367672102466*pi,-0.18368896014009417*pi,4.197330883636234*pi) q[5];\nu3(3.768305950466326*pi,2.577563177972354*pi,2.3589836995938587*pi) q[6];\nu3(3.1579511829918037*pi,0.2386112821295734*pi,1.6945987021751858*pi) q[7];\nu3(3.1520320828263797*pi,2.687366302373632*pi,0.5331018378140976*pi) q[8];\nu3(3.7841680384582017*pi,2.1068086457411126*pi,4.184530721217617*pi) q[9];\nu3(3.486352130439928*pi,2.4479726310083443*pi,2.010096758640736*pi) q[10];\nu3(3.557795842214367*pi,2.2843762142275246*pi,3.9908030411225273*pi) q[11];\nu3(3.738013690106569*pi,2.973567621616788*pi,3.541378853021239*pi) q[12];\nu3(3.341013000804163*pi,3.111697759822205*pi,1.9172119792208164*pi) q[14];\nRxxyyzz(0.37465264579475954*pi,0.27673135843719443*pi,0.0*pi) q[0],q[1];\nRxxyyzz(0.4214990999758397*pi,0.1306494314199098*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.4381602774387823*pi,0.2886464029028559*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.39018745778267006*pi,0.38866479087134964*pi,0.1264411411677724*pi) q[4],q[11];\nRxxyyzz(0.35851270210963954*pi,0.32735253578614687*pi,3.8649605545229204*pi) q[5],q[10];\nRxxyyzz(0.4360857531424358*pi,0.10611598164250458*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.41027101194157967*pi,0.311753651390397*pi,0.0*pi) q[7],q[13];\nu3(3.4456631148531436*pi,2.9235667513431958*pi,0.6145157248177244*pi) q[0];\nu3(3.7297197898939554*pi,0.5548858049357168*pi,1.5340661378782263*pi) q[1];\nu3(3.285476084759031*pi,1.3978546605039277*pi,2.4868291792254453*pi) q[2];\nu3(3.133891938169935*pi,2.872619896123476*pi,2.2019048814711715*pi) q[3];\nu3(3.3253507508696263*pi,3.336290774619275*pi,0.7915486482037415*pi) q[4];\nu3(3.800460274744832*pi,-0.16514170821468022*pi,1.971329452715202*pi) q[5];\nu3(3.389331095043931*pi,2.2799765684158415*pi,1.5476837043690974*pi) q[6];\nu3(3.3657600547366284*pi,3.1609346281779573*pi,1.0664905547100973*pi) q[7];\nu3(3.420792953221556*pi,-0.16516641592010534*pi,0.9297255317203972*pi) q[9];\nu3(3.2630343136169446*pi,0.8487022933571802*pi,1.985820085176384*pi) q[10];\nu3(3.5527088231575297*pi,-0.45911391674111224*pi,3.2479884951933506*pi) q[11];\nu3(3.8230103752274744*pi,0.8308454149469402*pi,0.9050080991608709*pi) q[12];\nu3(3.9263921335619205*pi,2.8156806444191163*pi,0.6202102565449716*pi) q[13];\nu3(3.093438836092525*pi,0.26196448814838447*pi,1.5089228106191477*pi) q[14];\nRxxyyzz(0.34539961088397*pi,0.18949017807955937*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.37157919351858*pi,0.261929400377949*pi,3.7751149986210297*pi) q[1],q[12];\nRxxyyzz(0.4183094549043527*pi,0.27946010812888816*pi,0.11438814057902962*pi) q[4],q[3];\nRxxyyzz(0.39465733624243*pi,0.18760045252765198*pi,3.9604813234095495*pi) q[5],q[6];\nRxxyyzz(0.4008831649559995*pi,0.32007195988273013*pi,0.14350805237721778*pi) q[8],q[7];\nRxxyyzz(0.3853690064859999*pi,0.2919194049121919*pi,0.0*pi) q[9],q[11];\nRxxyyzz(0.3881597538599903*pi,0.21099040565428212*pi,3.8856295599264197*pi) q[13],q[14];\nu3(3.318537246003443*pi,3.0949584316438012*pi,0.7530002600867163*pi) q[0];\nu3(3.205575908363851*pi,0.49735179106104277*pi,1.568831259888535*pi) q[1];\nu3(3.6401375995916267*pi,0.3492417213282746*pi,1.4620244513338807*pi) q[2];\nu3(3.749806336178434*pi,2.0221774404843895*pi,4.389413897591952*pi) q[3];\nu3(3.405555558502912*pi,0.011770948002672865*pi,0.5042504368200467*pi) q[4];\nu3(3.2637903832775743*pi,-0.40795387725002463*pi,2.0873801846100246*pi) q[5];\nu3(3.8314386090351173*pi,3.109739562611019*pi,0.9323024395172523*pi) q[6];\nu3(3.4986304941047086*pi,2.9950771793399995*pi,4.274954394364329*pi) q[7];\nu3(3.62152530725804*pi,3.0684607821012357*pi,1.460461027987347*pi) q[8];\nu3(3.6920412173446957*pi,-0.46964077554791883*pi,0.8106471825034074*pi) q[9];\nu3(3.4711258225401593*pi,-0.01761834474978058*pi,4.172496143097068*pi) q[11];\nu3(3.2981167889861807*pi,1.993096525658991*pi,2.33652976287855*pi) q[12];\nu3(3.284861067389977*pi,-0.23733501763896275*pi,1.4874513650824812*pi) q[13];\nu3(3.2995040200199988*pi,0.06141620282336524*pi,1.7117389219965031*pi) q[14];\nRxxyyzz(0.38850185099210005*pi,0.16719129675484237*pi,0.1485849374618022*pi) q[1],q[0];\nRxxyyzz(0.37211126228792984*pi,0.18205224234559447*pi,0.055065603463340586*pi) q[2],q[6];\nRxxyyzz(0.27587120450451014*pi,0.1753933073194225*pi,0.14363247858184192*pi) q[8],q[5];\nRxxyyzz(0.4698282421308999*pi,0.31544250611502567*pi,0.0*pi) q[7],q[11];\nRxxyyzz(0.3796840101826776*pi,0.19925168405248125*pi,3.867652114343953*pi) q[10],q[13];\nRxxyyzz(0.43099904907924025*pi,0.2820629100961445*pi,0.14806165776184785*pi) q[12],q[14];\nu3(3.7410371041059802*pi,0.008712495692475564*pi,0.9070814702112293*pi) q[0];\nu3(3.288407857425891*pi,3.011233039051047*pi,1.633264715014422*pi) q[1];\nu3(3.5332206051401793*pi,1.3822587379222966*pi,3.938946714731118*pi) q[2];\nu3(3.355539983363469*pi,3.0873647536007045*pi,1.4268174585357234*pi) q[5];\nu3(3.4952640371416197*pi,3.426889051400533*pi,3.521509746555698*pi) q[6];\nu3(3.478390765762121*pi,2.3833912661548906*pi,2.060563410811727*pi) q[7];\nu3(3.3873650387288996*pi,3.224412152673448*pi,2.067054761633999*pi) q[8];\nu3(3.3593505279466522*pi,0.20537694076559943*pi,0.8068920680735272*pi) q[10];\nu3(3.6147026446122736*pi,0.8756869244657899*pi,1.3182896556872015*pi) q[11];\nu3(3.426821873513137*pi,2.6053879758256304*pi,4.4460564974369845*pi) q[12];\nu3(3.264258320409687*pi,2.679399583023093*pi,1.0114865951520349*pi) q[13];\nu3(3.568513386976157*pi,2.444199114908982*pi,3.857152268918093*pi) q[14];\nRxxyyzz(0.35125285882786017*pi,0.27186935635737086*pi,3.8588065682566803*pi) q[12],q[0];\nRxxyyzz(0.37537184657781*pi,0.2653388658360092*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.36030921468173027*pi,0.3283899955613334*pi,0.09334198439772745*pi) q[7],q[2];\nRxxyyzz(0.4620019989316102*pi,0.18432633165958023*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.4510404752480215*pi,0.1700705013477748*pi,0.0*pi) q[9],q[5];\nRxxyyzz(0.32026157640594066*pi,0.19652201975711758*pi,0.0*pi) q[11],q[6];\nu3(3.192730314379302*pi,-0.4327313004921452*pi,2.08100578477074*pi) q[0];\nu3(3.4260162628988073*pi,-0.39850751979206767*pi,3.9712795467768203*pi) q[1];\nu3(3.7585663791090873*pi,-0.06179224975751052*pi,3.292298614377288*pi) q[2];\nu3(3.408252169524707*pi,-0.3103091158997018*pi,0.7495953234848267*pi) q[4];\nu3(3.8396221685662333*pi,-0.275617256095812*pi,0.5634300175552344*pi) q[5];\nu3(3.3619337719983724*pi,2.04900542526177*pi,0.9529611040889305*pi) q[6];\nu3(3.5798460409095183*pi,2.4470196025133806*pi,0.675040636564439*pi) q[7];\nu3(3.1778215511245738*pi,0.33059040326694933*pi,1.286514675607499*pi) q[8];\nu3(3.5964433725826916*pi,0.35764983438576203*pi,2.368593903968735*pi) q[9];\nu3(3.585663314926334*pi,3.1596107784359138*pi,1.0942911904349728*pi) q[11];\nu3(3.528202885546157*pi,3.4869954123752924*pi,4.324832607619833*pi) q[12];\nu3(3.2339018777403696*pi,1.5688747658597424*pi,1.467391553459195*pi) q[14];\nRxxyyzz(0.3435858851026001*pi,0.2807082675589321*pi,3.8571056308783103*pi) q[0],q[11];\nRxxyyzz(0.4886256053622402*pi,0.3945099648293236*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.46375060107769017*pi,0.2859233370289155*pi,0.0*pi) q[9],q[3];\nRxxyyzz(0.3703067888923804*pi,0.28772584416240937*pi,0.05610833162832983*pi) q[5],q[4];\nRxxyyzz(0.3444144964380299*pi,0.24234315161830233*pi,0.0*pi) q[7],q[6];\nRxxyyzz(0.4048984174168397*pi,0.2487713470278954*pi,0.04738131537795888*pi) q[12],q[8];\nRxxyyzz(0.3724881129347094*pi,0.25562215764700114*pi,0.0*pi) q[10],q[14];\nu3(3.6912529102951295*pi,2.4540773500971294*pi,0.5225066756460578*pi) q[0];\nu3(3.8190447437505655*pi,2.0108300133667893*pi,4.287494966343418*pi) q[1];\nu3(3.1676040599605364*pi,-0.16170120052763065*pi,1.470747314024519*pi) q[2];\nu3(3.324438428437171*pi,-0.11403363700838431*pi,4.390524432778331*pi) q[3];\nu3(3.1783403733673525*pi,-0.26179641111737784*pi,3.22785211668446*pi) q[4];\nu3(3.2151134341627916*pi,3.063036371777703*pi,3.9635782501838444*pi) q[5];\nu3(3.537047256519107*pi,2.242056681483171*pi,1.8041276923543694*pi) q[6];\nu3(3.463125158102245*pi,2.750758593000834*pi,1.122883696049064*pi) q[7];\nu3(3.700353978272378*pi,0.05423397453418133*pi,0.9399711371168997*pi) q[8];\nu3(3.7886126319417706*pi,-0.12237335617250555*pi,0.9559199447310878*pi) q[9];\nu3(3.5681926441890326*pi,0.7610989321987915*pi,1.3242753575847113*pi) q[10];\nu3(3.348002597745964*pi,3.3832470316305843*pi,1.8135171356281585*pi) q[11];\nu3(3.0987306454392316*pi,0.22897694652773026*pi,3.9282561373400418*pi) q[12];\nu3(3.5550726812233138*pi,0.2496320370655678*pi,1.832013061053425*pi) q[14];\nRxxyyzz(0.4249172993518796*pi,0.19817286637660436*pi,3.908162310281339*pi) q[1],q[11];\nRxxyyzz(0.44983623484955493*pi,0.30711819598695733*pi,0.0*pi) q[12],q[2];\nRxxyyzz(0.41084846876167985*pi,0.3137478530597896*pi,0.053247029553926156*pi) q[3],q[14];\nRxxyyzz(0.48150608230122005*pi,0.19973638218978618*pi,0.0*pi) q[8],q[4];\nRxxyyzz(0.44375853180615005*pi,0.17328971174596622*pi,0.04325918525273141*pi) q[5],q[9];\nRxxyyzz(0.4286241931429502*pi,0.21434543286035854*pi,0.11043374402481552*pi) q[6],q[10];\nRxxyyzz(0.44499397535206464*pi,0.27077563535794424*pi,0.0*pi) q[7],q[13];\nu3(3.2824277498452448*pi,0.02737337811703966*pi,1.7758516224390113*pi) q[1];\nu3(3.665249166710237*pi,2.503060464587098*pi,1.9733077630677696*pi) q[2];\nu3(3.2482758971964696*pi,0.6505026703306098*pi,1.0102739947192914*pi) q[3];\nu3(3.5327110572204177*pi,0.9489344013748928*pi,1.6446806541608416*pi) q[4];\nu3(3.652580987947176*pi,0.18521052210004352*pi,3.4913073672473174*pi) q[5];\nu3(3.6541692819301987*pi,0.19765512325416867*pi,1.2791327193884912*pi) q[6];\nu3(3.408302526504043*pi,0.9751078172400487*pi,1.1182391600558246*pi) q[7];\nu3(3.2167162769967015*pi,0.0834546976502264*pi,1.8025623417532017*pi) q[8];\nu3(3.3242002562936563*pi,0.7468364320091823*pi,4.195901240551301*pi) q[9];\nu3(3.3583105323959965*pi,1.3902129920972364*pi,0.5791228866657373*pi) q[10];\nu3(3.08113423013232*pi,2.7997048522719723*pi,0.6135100122798662*pi) q[11];\nu3(3.16886631494381*pi,2.9997980806497924*pi,4.0367089665723945*pi) q[12];\nu3(3.7380788294862075*pi,0.31673049263761666*pi,1.464575047287104*pi) q[13];\nu3(3.168123604444561*pi,0.003767047064759943*pi,3.392649572544235*pi) q[14];\nRxxyyzz(0.4104938751951491*pi,0.18506757221708992*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.40304347541444985*pi,0.3792833650449494*pi,0.158478957011857*pi) q[1],q[14];\nRxxyyzz(0.36914823476210945*pi,0.2355918681241001*pi,0.09162635647605467*pi) q[2],q[4];\nRxxyyzz(0.4575350834713596*pi,0.3197758424245991*pi,0.0*pi) q[12],q[3];\nRxxyyzz(0.42416511510390986*pi,0.27136522750048137*pi,0.08223758526297968*pi) q[5],q[6];\nRxxyyzz(0.43516933272280056*pi,0.1841100799010731*pi,0.0*pi) q[8],q[10];\nRxxyyzz(0.44706092560709054*pi,0.3668808260044538*pi,0.0*pi) q[9],q[11];\nu3(3.174808757785476*pi,-0.06072403064009041*pi,1.059004007960514*pi) q[0];\nu3(3.1923545670981164*pi,1.975443480379182*pi,1.5560247437428338*pi) q[1];\nu3(3.54658493560216*pi,0.3289838183728204*pi,0.8959857199525194*pi) q[2];\nu3(3.7299305307118167*pi,-0.08471172774117375*pi,1.4923973755258433*pi) q[3];\nu3(3.217686531670086*pi,3.4661843582987863*pi,2.933162508299489*pi) q[4];\nu3(3.661839194423579*pi,0.3233940896849722*pi,0.9938367090254784*pi) q[5];\nu3(3.468736799431644*pi,3.274158026785962*pi,1.0904623523736408*pi) q[6];\nu3(3.4921429718155848*pi,2.9454414370488595*pi,0.7825334601448682*pi) q[7];\nu3(3.4683666441037344*pi,3.020630066646101*pi,0.5312299931631002*pi) q[8];\nu3(3.857619780904514*pi,-0.0929250086697454*pi,3.0003015278765175*pi) q[9];\nu3(3.26855013186647*pi,1.9627715992062051*pi,1.6802425534948267*pi) q[10];\nu3(3.2912691162665975*pi,-0.1699362553291064*pi,1.102943369039361*pi) q[11];\nu3(3.4364925806163407*pi,2.051889645428563*pi,1.315149452109884*pi) q[12];\nu3(3.4183108705338974*pi,-0.3113174848577966*pi,1.1724839402066762*pi) q[14];\nRxxyyzz(0.4427908709721097*pi,0.2540968896544089*pi,0.0*pi) q[2],q[0];\nRxxyyzz(0.3971754709377202*pi,0.11852093565064303*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.3840786032848147*pi,0.10750096534754326*pi,0.06828225653957938*pi) q[8],q[4];\nRxxyyzz(0.4551800307623943*pi,0.2812288667105256*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.38330484929502*pi,0.24136108933800607*pi,3.95997472396313*pi) q[12],q[6];\nRxxyyzz(0.36427313156585106*pi,0.15059731476259408*pi,0.0*pi) q[14],q[9];\nRxxyyzz(0.3827219115395901*pi,0.32412217067572796*pi,3.882930776436471*pi) q[11],q[10];\nu3(3.4941012447219055*pi,0.5145483363213059*pi,1.2313548769727594*pi) q[0];\nu3(3.638461428948934*pi,0.5737323017499611*pi,1.7703280831194343*pi) q[1];\nu3(3.5092483715916822*pi,3.1292998693982357*pi,0.626646862559765*pi) q[2];\nu3(3.850516003131338*pi,-0.18280330036461045*pi,0.5545981144755113*pi) q[4];\nu3(3.1968872219314615*pi,2.796481959065901*pi,4.22104626884879*pi) q[5];\nu3(3.3075957497438186*pi,3.405284131144943*pi,2.046436765109485*pi) q[6];\nu3(3.215795765540398*pi,3.0346661514945716*pi,0.7921862537232908*pi) q[7];\nu3(3.144049799590258*pi,0.7807413291572658*pi,0.9535303417656303*pi) q[8];\nu3(3.388880866144031*pi,3.348158694939417*pi,4.072901993300799*pi) q[9];\nu3(3.7116939974566527*pi,3.2030782094902404*pi,1.5660451591158115*pi) q[10];\nu3(3.8658277746477556*pi,-0.4435075966083486*pi,1.0922373575019757*pi) q[11];\nu3(3.6181523188734483*pi,-0.25171337221881496*pi,1.007772371556985*pi) q[12];\nu3(3.710972902898152*pi,-0.12812697690996805*pi,0.5296357557007294*pi) q[13];\nu3(3.2633064808317735*pi,1.1191593381108138*pi,1.2620887255885465*pi) q[14];\nRxxyyzz(0.4327318750066399*pi,0.04779093307078197*pi,0.0*pi) q[1],q[0];\nRxxyyzz(0.3610357783411295*pi,0.28175930558498546*pi,3.96038828953989*pi) q[3],q[2];\nRxxyyzz(0.45148624771525103*pi,0.23165766459781523*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.4187123567979*pi,0.2509432948409063*pi,0.16125081649761874*pi) q[11],q[6];\nRxxyyzz(0.4897086547365703*pi,0.299131106663713*pi,0.0*pi) q[7],q[9];\nRxxyyzz(0.4304362164249703*pi,0.3086314051907808*pi,0.0*pi) q[13],q[14];\nu3(3.457306102315197*pi,-0.0651838950137591*pi,0.7131330643025782*pi) q[0];\nu3(3.113889881727082*pi,1.768261104519369*pi,1.2368222290385642*pi) q[1];\nu3(3.516822464986965*pi,3.415472656841202*pi,1.7168905606829235*pi) q[2];\nu3(3.5817401565595617*pi,0.07892160572280305*pi,1.0474329400541302*pi) q[3];\nu3(3.6101094543048533*pi,-0.03403452441864829*pi,0.62382583044674*pi) q[5];\nu3(3.6176666589606947*pi,-0.41045185687348784*pi,0.8533684077960539*pi) q[6];\nu3(3.4263050590837043*pi,0.5342658598132695*pi,2.3611025699678745*pi) q[7];\nu3(3.3356515117120287*pi,0.20754822148335061*pi,0.5556003224804842*pi) q[9];\nu3(3.549828097770247*pi,0.1518886538881139*pi,4.326892781848461*pi) q[11];\nu3(3.8515097897677775*pi,0.23136001881329993*pi,0.6458814315945172*pi) q[12];\nu3(3.3298989455549455*pi,1.0086087132261778*pi,1.7514813107974387*pi) q[13];\nu3(3.81435712907715*pi,0.3099938051617449*pi,1.7868365534739046*pi) q[14];\nRxxyyzz(0.3791947997256797*pi,0.056486992140456715*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.4184729704229401*pi,0.2833916519017264*pi,0.13057705777726444*pi) q[1],q[9];\nRxxyyzz(0.38103809603357*pi,0.3267769964566033*pi,0.0*pi) q[4],q[2];\nRxxyyzz(0.4238421122229001*pi,0.21726633781959848*pi,3.9265057701109605*pi) q[8],q[3];\nRxxyyzz(0.4002700596417508*pi,0.28491947242546733*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.3556127739153807*pi,0.17363552943382565*pi,0.0*pi) q[7],q[6];\nRxxyyzz(0.4247369179710598*pi,0.2722460976957827*pi,0.1719163297695534*pi) q[11],q[12];\nu3(3.6583535930111912*pi,0.6507735202824829*pi,1.7852462703925673*pi) q[0];\nu3(3.7148151588706373*pi,3.36139272101966*pi,3.1535117487385134*pi) q[1];\nu3(3.5195983114466434*pi,1.0327300797999648*pi,1.8607090950823548*pi) q[2];\nu3(3.5492374622529126*pi,0.2925658977833707*pi,1.2458018021471866*pi) q[3];\nu3(3.1468706440526235*pi,-0.41478143625207153*pi,3.8296129504929772*pi) q[4];\nu3(3.197909778096646*pi,0.06374920074265766*pi,1.7396235255882564*pi) q[5];\nu3(3.272275071507437*pi,0.346417782828909*pi,0.505222736979527*pi) q[6];\nu3(3.306794961086785*pi,-0.12330998502485269*pi,1.516008230274762*pi) q[7];\nu3(3.6962804795449618*pi,1.6250806153176693*pi,1.5763547649156238*pi) q[8];\nu3(3.6841268839688652*pi,2.6275240562003637*pi,3.845704053626834*pi) q[9];\nu3(3.1708811139265065*pi,0.8896182601482439*pi,1.8027011321159359*pi) q[10];\nu3(3.877929966784292*pi,-0.45716548200621865*pi,2.3223156710403767*pi) q[11];\nu3(3.5071756797994063*pi,-0.2843681713911799*pi,3.8902770793704056*pi) q[12];\nu3(3.642526582091454*pi,0.17042613995332778*pi,4.486062867804042*pi) q[13];\nRxxyyzz(0.40672147731670005*pi,0.3380579601322973*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.3093485261782202*pi,0.24660388666546407*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.4375145600566702*pi,0.26618534727446347*pi,3.9240017014565702*pi) q[2],q[6];\nRxxyyzz(0.3473702604960797*pi,0.2784055627316562*pi,3.8955318578498304*pi) q[11],q[3];\nRxxyyzz(0.4812923147608903*pi,0.30603931877114476*pi,0.0*pi) q[7],q[4];\nRxxyyzz(0.42044545234259983*pi,0.2130142704608014*pi,0.12452344140864008*pi) q[13],q[9];\nRxxyyzz(0.3911939334150786*pi,0.22175253379242155*pi,0.0*pi) q[12],q[10];\nu3(3.399483175301446*pi,-0.40939229390053133*pi,1.8889100727141406*pi) q[0];\nu3(3.771050434316001*pi,2.29737532422895*pi,1.661849978227342*pi) q[1];\nu3(3.2846535315180394*pi,0.543053882614744*pi,1.0253405339562462*pi) q[2];\nu3(3.2229515560657935*pi,-0.20147691519195976*pi,4.071129913416287*pi) q[3];\nu3(3.4258297647981486*pi,-0.3167030009253602*pi,2.2357448312295007*pi) q[4];\nu3(3.20827308410626*pi,0.47472506735184816*pi,1.7580538197318327*pi) q[6];\nu3(3.4935929065245386*pi,0.9828171731424034*pi,1.155027021219731*pi) q[7];\nu3(3.2127897781607677*pi,2.6013865358082735*pi,2.405235072267974*pi) q[8];\nu3(3.469789734593231*pi,3.442747715596517*pi,1.19523817153665*pi) q[9];\nu3(3.725513845905634*pi,2.646473979916044*pi,2.0406655453128555*pi) q[10];\nu3(3.1984045729171573*pi,3.478669702374745*pi,3.663099261044748*pi) q[11];\nu3(3.2127245970116958*pi,0.31407086851833754*pi,2.430830063073607*pi) q[12];\nu3(3.424477305666083*pi,3.0041135399650556*pi,1.9828698611996993*pi) q[13];\nu3(3.288793977397144*pi,2.9458009724160434*pi,2.25017814945537*pi) q[14];\nmeasure q[14] -> c[12];\nRxxyyzz(0.43103381595170964*pi,0.1769632543663171*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.4523684402118605*pi,0.2422328076185815*pi,0.23888699520851533*pi) q[1],q[10];\nRxxyyzz(0.46766805291253855*pi,0.3474394345837005*pi,0.0*pi) q[13],q[3];\nRxxyyzz(0.24695276572749425*pi,0.15763440939794293*pi,0.0*pi) q[8],q[4];\nRxxyyzz(0.3857046838743391*pi,0.2862917463041088*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.3606134018205197*pi,0.1443060701247435*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.3920627312969404*pi,0.23211200608840704*pi,0.07079164619038718*pi) q[11],q[9];\nu3(3.30100404027435*pi,2.0958829177536424*pi,1.7762790878393928*pi) q[0];\nu3(3.5810037789480895*pi,1.549559634282228*pi,0.5599720773002785*pi) q[1];\nu3(3.584192050628067*pi,1.0091042398436867*pi,2.2673662156665313*pi) q[2];\nu3(3.450741186093687*pi,-0.35561390319852926*pi,1.2210568390337233*pi) q[3];\nu3(1.1747304395116347*pi,-0.4416854969621724*pi,1.0213336878145372*pi) q[4];\nu3(3.580535568944048*pi,-0.0717932110628432*pi,1.0897244889440514*pi) q[5];\nu3(0.5034606994425059*pi,-0.3032437528067484*pi,1.234618622402861*pi) q[6];\nu3(3.4321581270298083*pi,1.6845992257396936*pi,1.7202009871020119*pi) q[7];\nu3(0.6338641561189021*pi,-0.019062918660216477*pi,2.4369056610056306*pi) q[8];\nu3(3.9537313338715174*pi,3.011162876747656*pi,1.5156854457720108*pi) q[9];\nu3(3.614479172071754*pi,-0.39793981838317155*pi,1.425619499204482*pi) q[10];\nu3(3.065164772296633*pi,-0.052945539865145164*pi,1.6169474814722755*pi) q[11];\nu3(1.6293749348682978*pi,2.3459539193812207*pi,1.2031707697967053*pi) q[12];\nu3(3.626658308266528*pi,-0.21720651377701772*pi,0.8496772634658223*pi) q[13];\nmeasure q[3] -> c[0];\nmeasure q[1] -> c[1];\nmeasure q[4] -> c[2];\nmeasure q[2] -> c[3];\nmeasure q[0] -> c[4];\nmeasure q[11] -> c[5];\nmeasure q[9] -> c[6];\nmeasure q[10] -> c[7];\nmeasure q[13] -> c[8];\nmeasure q[7] -> c[9];\nmeasure q[6] -> c[10];\nmeasure q[5] -> c[11];\nmeasure q[8] -> c[13];\nmeasure q[12] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.714624139566647*pi,3.1005817915268254*pi,3.883613750669088*pi) q[0];\nu3(3.107960806820304*pi,-0.37333333078632824*pi,3.8802613931286256*pi) q[1];\nu3(3.9147539178046222*pi,-0.36834701206534953*pi,2.142462161365901*pi) q[2];\nu3(3.4246175216868924*pi,3.0183758558551*pi,3.907104153068447*pi) q[3];\nu3(3.8716245725039578*pi,3.263157045761914*pi,1.971646630031607*pi) q[4];\nu3(3.6806266195724326*pi,3.4525551038837925*pi,3.1472084423074573*pi) q[5];\nu3(3.9017224192591207*pi,2.0062584718249905*pi,4.054307134458476*pi) q[6];\nu3(3.2594195903979584*pi,2.4886327115220164*pi,1.825294235215956*pi) q[7];\nu3(3.8059515939075506*pi,2.5776816536195595*pi,1.3686031132743022*pi) q[8];\nu3(3.4199021301238317*pi,2.9713878994023717*pi,3.717764756964357*pi) q[9];\nu3(3.6977461810609698*pi,3.4213722229859433*pi,2.7281326839987563*pi) q[10];\nu3(3.6753842672776353*pi,-0.43414583046919203*pi,0.9012587373328707*pi) q[11];\nu3(3.1812289263576434*pi,-0.4833555323561184*pi,0.579756121857609*pi) q[12];\nu3(3.0685538150197194*pi,0.6386609935009644*pi,1.6112433677346285*pi) q[13];\nu3(3.1703964039618038*pi,-0.49336536654859076*pi,1.6039262966956662*pi) q[14];\nRxxyyzz(0.4283475434546302*pi,0.30381254814756753*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.45012543443059766*pi,0.18961699597314968*pi,3.9600068039226457*pi) q[1],q[12];\nRxxyyzz(0.42798574587081983*pi,0.19368391332582569*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.4303883276865504*pi,0.2367279128463764*pi,0.14210465118069207*pi) q[4],q[8];\nRxxyyzz(0.4632627910784446*pi,0.21206448027104696*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.461186712108239*pi,0.2539858233381068*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.38661530160731117*pi,0.14589449016215073*pi,0.0*pi) q[9],q[10];\nu3(3.179822552302798*pi,3.075345962301538*pi,0.6224769417064753*pi) q[0];\nu3(3.733363962622931*pi,-0.35107794337009957*pi,2.2547245399240534*pi) q[1];\nu3(3.5666392863142806*pi,2.686737545542064*pi,1.1868993383152464*pi) q[2];\nu3(3.335128872028926*pi,3.17734976724788*pi,4.10069777307875*pi) q[3];\nu3(3.322494615699762*pi,-0.30045489929080704*pi,0.6240326944210888*pi) q[4];\nu3(3.72894977145165*pi,3.477795951571055*pi,4.073129318300506*pi) q[5];\nu3(3.187504233630909*pi,-0.14003153004752145*pi,2.3700611595585386*pi) q[6];\nu3(3.610667970913257*pi,3.1111096653573984*pi,3.2759237217738337*pi) q[8];\nu3(3.587251918929848*pi,-0.09647203580355701*pi,0.9894930391583096*pi) q[9];\nu3(3.5152510623409814*pi,0.9426039985544421*pi,0.5202067497944896*pi) q[10];\nu3(3.3867044287622043*pi,3.361381734447975*pi,0.7990985956587489*pi) q[11];\nu3(3.605551735862826*pi,1.7931968611741542*pi,2.369576311072795*pi) q[12];\nu3(3.4885275959329594*pi,0.9530371568101024*pi,1.7151271112070616*pi) q[13];\nu3(3.2823942274142066*pi,0.3951502126405354*pi,1.0721207359004739*pi) q[14];\nRxxyyzz(0.35520496474073576*pi,0.28226657407502254*pi,0.11367489698834854*pi) q[2],q[10];\nRxxyyzz(0.31195135037928007*pi,0.23174497621530188*pi,0.08586906079170076*pi) q[3],q[14];\nRxxyyzz(0.4309035665159604*pi,0.19845807371048796*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.4259773901437099*pi,0.2596228741799354*pi,0.09843446785391838*pi) q[8],q[5];\nRxxyyzz(0.3985630688387706*pi,0.15051997564099873*pi,0.0*pi) q[9],q[13];\nu3(3.3120435354020445*pi,0.3300071608278601*pi,3.8663571730937694*pi) q[2];\nu3(3.653954123184176*pi,0.14040452521901103*pi,3.730020231254874*pi) q[3];\nu3(3.634328291070961*pi,0.10959859197896105*pi,0.5669057751415618*pi) q[4];\nu3(3.584793193668449*pi,3.18481446871126*pi,1.085107015262375*pi) q[5];\nu3(3.4073426826520654*pi,-0.407650491063017*pi,4.1535275748318705*pi) q[7];\nu3(3.793913740131458*pi,-0.38542049196265327*pi,2.330493562669372*pi) q[8];\nu3(3.612193403045789*pi,2.8568548246188454*pi,1.3828770242457704*pi) q[9];\nu3(3.1036531775723795*pi,3.1763519098284423*pi,0.6928323317117274*pi) q[10];\nu3(3.633154626813961*pi,0.19247541499846066*pi,2.1792353005884078*pi) q[13];\nu3(3.3962625774798534*pi,-0.45276706012356405*pi,1.8509117220638147*pi) q[14];\nRxxyyzz(0.4239797002901634*pi,0.2877061847290996*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.36037419220591993*pi,0.1616651785400922*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.42172610219119044*pi,0.08827395916455139*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.40961005066752054*pi,0.20106908759747036*pi,0.1123657421169534*pi) q[14],q[4];\nRxxyyzz(0.4546584405951098*pi,0.3116537995047777*pi,3.905898745834099*pi) q[7],q[12];\nRxxyyzz(0.48681081357976996*pi,0.411276947447793*pi,0.0*pi) q[11],q[13];\nu3(3.4121927981829625*pi,0.8592266331560117*pi,1.701364509987667*pi) q[0];\nu3(3.3803585536700056*pi,2.283814056283602*pi,1.3588523234380157*pi) q[1];\nu3(3.1273403246715037*pi,-0.38335374196349536*pi,4.123377276825117*pi) q[3];\nu3(3.3680199890269202*pi,0.2886012491240608*pi,3.4435680719899557*pi) q[4];\nu3(3.0803238938304434*pi,0.3463366482328676*pi,0.653511086660238*pi) q[5];\nu3(3.700842746748328*pi,3.437033142200617*pi,0.6917684604573462*pi) q[7];\nu3(3.4777152386726558*pi,2.6732132393803116*pi,1.7899160276173625*pi) q[8];\nu3(3.355387644774369*pi,2.781442052895379*pi,1.6197534443125443*pi) q[9];\nu3(3.418176565194826*pi,2.8218556099173333*pi,1.7538807121915223*pi) q[11];\nu3(3.2427153891200327*pi,1.9609083394923053*pi,2.1180468104326198*pi) q[12];\nu3(3.5981245042238994*pi,0.4374459449737764*pi,1.2578374686083054*pi) q[13];\nu3(3.56668731942051*pi,2.0916609506926864*pi,4.317120372280241*pi) q[14];\nRxxyyzz(0.43302898308521*pi,0.19503056934668295*pi,0.0*pi) q[5],q[1];\nRxxyyzz(0.3173747453627001*pi,0.14705473697710802*pi,3.87462092557912*pi) q[2],q[14];\nRxxyyzz(0.41442884963618987*pi,0.3447004641317801*pi,0.04281550327231613*pi) q[3],q[7];\nRxxyyzz(0.4450035685541599*pi,0.19813917669808165*pi,0.09854941511272297*pi) q[4],q[9];\nRxxyyzz(0.44469184001577033*pi,0.12816959905574077*pi,3.906159014579531*pi) q[8],q[6];\nRxxyyzz(0.3805633048950101*pi,0.2915634729144829*pi,0.0*pi) q[10],q[13];\nRxxyyzz(0.4358615715577497*pi,0.09117969789284917*pi,3.95570809687815*pi) q[11],q[12];\nu3(3.3410681900013848*pi,0.298370574694398*pi,2.107564064853257*pi) q[1];\nu3(3.793339350078845*pi,-0.280604090534017*pi,3.7322936719901754*pi) q[2];\nu3(3.491711930348364*pi,2.2486768844520224*pi,0.5282872192856785*pi) q[3];\nu3(3.279962596343595*pi,3.3406408537747607*pi,3.7000163127164556*pi) q[4];\nu3(3.3563500100505497*pi,2.4327938080493428*pi,2.262068344685551*pi) q[5];\nu3(3.4268632731626436*pi,2.9935821518767347*pi,1.8957542861345744*pi) q[6];\nu3(3.3804233855078483*pi,0.9538322607769307*pi,4.475632264509336*pi) q[7];\nu3(3.227053987260022*pi,0.8570786077584374*pi,0.6776758919911559*pi) q[8];\nu3(3.6944874721146865*pi,-0.12563041224241733*pi,3.1946436846273514*pi) q[9];\nu3(3.8633518483715*pi,0.7183996797117691*pi,1.7145041026500711*pi) q[10];\nu3(3.447431136217834*pi,3.2033905234812208*pi,2.301176164090418*pi) q[11];\nu3(3.4394729856090906*pi,2.347376672486095*pi,1.055998135820155*pi) q[12];\nu3(3.551187027484244*pi,1.7688093700729812*pi,1.2950512866235049*pi) q[13];\nu3(3.5242770964302297*pi,1.069806927397583*pi,1.8429813026848496*pi) q[14];\nRxxyyzz(0.3350598989183632*pi,0.10381810868316266*pi,0.0*pi) q[3],q[0];\nRxxyyzz(0.3904651557748204*pi,0.2133719737685993*pi,3.9563653117487796*pi) q[2],q[10];\nRxxyyzz(0.3820393964695*pi,0.13865212173183483*pi,0.0*pi) q[7],q[4];\nRxxyyzz(0.3549942606630855*pi,0.21781153796847752*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.4595433647847691*pi,0.14228548230519433*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.4250040015441102*pi,0.30932270152365504*pi,3.7600894633410302*pi) q[11],q[13];\nRxxyyzz(0.44105729600919574*pi,0.3015132530323623*pi,0.0*pi) q[14],q[12];\nu3(3.8646971102885983*pi,0.7768482480133114*pi,1.4187994042443517*pi) q[0];\nu3(3.6893058905694085*pi,1.6976359331995807*pi,2.3788463440495233*pi) q[2];\nu3(3.410527786679424*pi,0.44040676080909646*pi,1.5717370067328116*pi) q[3];\nu3(3.724752897457873*pi,0.6820109409724548*pi,1.8700792568015518*pi) q[4];\nu3(3.74014301569036*pi,-0.17961840920756567*pi,1.808097533816233*pi) q[5];\nu3(3.7033339396892053*pi,1.0690981721215733*pi,1.7601496131067087*pi) q[6];\nu3(3.839985040964149*pi,2.5322043306093835*pi,2.1105561955975216*pi) q[7];\nu3(3.7813796552373544*pi,-0.31410650749239233*pi,2.1515443767746865*pi) q[8];\nu3(3.696803416095393*pi,3.3811714828496546*pi,1.908567793174137*pi) q[9];\nu3(3.5882313417382434*pi,3.455205334379122*pi,1.1577268443492694*pi) q[10];\nu3(3.3968124492289773*pi,0.7026204401770904*pi,0.5786740027922637*pi) q[11];\nu3(3.0588600249833053*pi,-0.07953085277587002*pi,0.8345741898230283*pi) q[12];\nu3(3.3282200133841986*pi,-0.06785541688880514*pi,1.4841708884725149*pi) q[13];\nu3(3.207744561008941*pi,-0.06587238490455705*pi,4.33166662541482*pi) q[14];\nRxxyyzz(0.3309633441264596*pi,0.21425485640051978*pi,3.85988862114828*pi) q[1],q[5];\nRxxyyzz(0.39640915433075974*pi,0.2741020473460607*pi,0.0*pi) q[8],q[2];\nRxxyyzz(0.40337546114208156*pi,0.26056929020937325*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.3168170738532051*pi,0.21628364795464694*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.4698424578357301*pi,0.38371819355428954*pi,0.0*pi) q[13],q[6];\nRxxyyzz(0.34149379439246974*pi,0.20123472673927711*pi,3.8934328794476993*pi) q[7],q[10];\nRxxyyzz(0.40087039752509*pi,0.3082642342888091*pi,0.2971134327791596*pi) q[9],q[12];\nu3(3.58009996826168*pi,2.7757901248626546*pi,4.230621810815287*pi) q[1];\nu3(3.6566543063005783*pi,2.7232730716332383*pi,0.9203636580288698*pi) q[2];\nu3(3.411453568535917*pi,3.321046255940216*pi,2.095866396503374*pi) q[3];\nu3(3.7593974114044135*pi,0.6610108302191127*pi,0.6661225905064175*pi) q[4];\nu3(3.3839198415579634*pi,2.181704117903353*pi,1.791326225972099*pi) q[5];\nu3(3.2853824587133094*pi,0.7456904364664323*pi,3.88364743938775*pi) q[6];\nu3(3.4295399687993964*pi,2.785970353798397*pi,0.5445190615086759*pi) q[7];\nu3(3.0705684062067595*pi,0.746854579610853*pi,0.866594257390465*pi) q[8];\nu3(3.5081787857355167*pi,-0.47641901439666867*pi,3.1620922060511614*pi) q[9];\nu3(3.6600356338191573*pi,-0.07576978819473856*pi,2.4445372361210183*pi) q[10];\nu3(3.6472687562399293*pi,1.049128514265243*pi,1.1543755069473063*pi) q[11];\nu3(3.7204965557804273*pi,1.217422136184962*pi,1.0553842629999584*pi) q[12];\nu3(3.423958384199721*pi,2.689562443652301*pi,3.903371437338099*pi) q[13];\nu3(3.726864503298438*pi,-0.4882598231611527*pi,3.7738750380161026*pi) q[14];\nRxxyyzz(0.43501301894715994*pi,0.2119926126082472*pi,0.0*pi) q[7],q[0];\nRxxyyzz(0.31075422993603*pi,0.21552232210093303*pi,3.9372035615740497*pi) q[1],q[11];\nRxxyyzz(0.4323022437856108*pi,0.12531370094631034*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.44853207083856983*pi,0.37180704224114314*pi,3.9281582344589694*pi) q[4],q[5];\nRxxyyzz(0.37060226218456027*pi,0.24583078720698381*pi,0.0*pi) q[8],q[13];\nu3(3.5888875345932467*pi,2.6159412870747087*pi,0.556274181810165*pi) q[0];\nu3(3.7577537376328087*pi,-0.11033151677052233*pi,1.439186611603287*pi) q[1];\nu3(3.7589749384049003*pi,1.9029334863189291*pi,1.8061882662977764*pi) q[2];\nu3(3.6854000759136705*pi,0.8855270456534494*pi,2.010258364524499*pi) q[4];\nu3(3.382908636017564*pi,3.4429999869543844*pi,4.318615808855887*pi) q[5];\nu3(3.1155665047448915*pi,-0.3594613071546975*pi,1.0071310249984031*pi) q[7];\nu3(3.478340572644528*pi,3.3056781454291126*pi,1.211157681159781*pi) q[8];\nu3(3.758561533502544*pi,2.3793118362206602*pi,1.2193811412901296*pi) q[10];\nu3(3.848932277101032*pi,0.3328343544321499*pi,2.1895105103753725*pi) q[11];\nu3(3.389540580484498*pi,0.09272681741506972*pi,0.9717985913841993*pi) q[13];\nRxxyyzz(0.42285405757269*pi,0.29137354778364544*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.40430316287048074*pi,0.22350697116003915*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.39524042925291003*pi,0.2386848333803932*pi,3.9228419146830795*pi) q[4],q[13];\nRxxyyzz(0.41755786845310355*pi,0.23864774056493326*pi,0.05101152927427424*pi) q[11],q[7];\nRxxyyzz(0.3937692279883902*pi,0.26794347781501227*pi,0.0*pi) q[8],q[12];\nRxxyyzz(0.40335315053991*pi,0.33865870434007495*pi,0.040033508446267366*pi) q[10],q[9];\nu3(3.032868951698462*pi,0.03826496234712273*pi,2.43270581268332*pi) q[0];\nu3(3.4874881262258617*pi,0.11110942992803996*pi,0.8194393871480683*pi) q[1];\nu3(3.657825905112199*pi,2.7910381890745626*pi,2.131860178718778*pi) q[2];\nu3(3.3083309727262717*pi,0.07211653645684535*pi,1.7106917314944394*pi) q[4];\nu3(3.2704991292691514*pi,2.9735483218261005*pi,1.6507880430510702*pi) q[6];\nu3(3.5588901788138263*pi,-0.335623634198432*pi,3.0390218289537803*pi) q[7];\nu3(3.4233866226444056*pi,0.6018118369698988*pi,1.5618987563889148*pi) q[8];\nu3(3.625739400706177*pi,-0.4168757851261484*pi,3.1775421708374383*pi) q[9];\nu3(3.683880382621644*pi,2.056643612259606*pi,0.9106349971532646*pi) q[10];\nu3(3.5834558448797953*pi,0.28991033949577905*pi,0.9125861521317776*pi) q[11];\nu3(3.106342952489616*pi,3.471594918278997*pi,4.416604370597154*pi) q[12];\nu3(3.4209688504279754*pi,0.604216204067408*pi,0.872477992080726*pi) q[13];\nRxxyyzz(0.34642023577590975*pi,0.12767146003234364*pi,3.9238059240491197*pi) q[3],q[0];\nRxxyyzz(0.2830042113818405*pi,0.12946810975196343*pi,0.0*pi) q[4],q[1];\nRxxyyzz(0.4212651595509799*pi,0.33853325861067973*pi,0.0*pi) q[6],q[5];\nRxxyyzz(0.4424501484795603*pi,0.22036075391736748*pi,3.8806957106112705*pi) q[8],q[9];\nRxxyyzz(0.4202744779523177*pi,0.092612956807756*pi,0.04052095754280803*pi) q[10],q[14];\nRxxyyzz(0.4074166491553202*pi,0.15616355307709018*pi,3.90854196147906*pi) q[13],q[12];\nu3(3.280480111219666*pi,2.7513266486380745*pi,4.4748896154828675*pi) q[0];\nu3(3.3939428553301108*pi,3.0894961680955677*pi,1.0240436476448254*pi) q[1];\nu3(3.4382408213635665*pi,2.5753151133043617*pi,2.028267692379575*pi) q[3];\nu3(3.455573981804487*pi,0.8424377703860615*pi,0.6561289899296535*pi) q[4];\nu3(3.3343981330894925*pi,3.1118494706238247*pi,4.116752570936321*pi) q[5];\nu3(3.3744341648683074*pi,-0.12756591908052928*pi,1.338279480858265*pi) q[6];\nu3(3.5597258561015104*pi,2.9595746597919783*pi,1.9232947000836387*pi) q[8];\nu3(3.8235517522861775*pi,2.0762435821283916*pi,2.2495652550146517*pi) q[9];\nu3(3.3070140464381677*pi,0.0767347976591326*pi,0.9239415561699273*pi) q[10];\nu3(3.4228849249258166*pi,-0.13907961779873318*pi,1.4894785418365375*pi) q[12];\nu3(3.1871322928100554*pi,2.8456898937415183*pi,2.2928307321619372*pi) q[13];\nu3(3.5102852048913507*pi,3.47482071133986*pi,3.8478488772114536*pi) q[14];\nRxxyyzz(0.47905461618703005*pi,0.22199275289086773*pi,0.0*pi) q[6],q[0];\nRxxyyzz(0.4597296979143971*pi,0.2010217849139624*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.4492626145865603*pi,0.16628765352093122*pi,3.95819090226291*pi) q[2],q[12];\nRxxyyzz(0.37321189302687996*pi,0.21472315145607554*pi,3.9498799792966004*pi) q[3],q[11];\nRxxyyzz(0.45926875887646923*pi,0.30398640925643866*pi,3.9367266053923498*pi) q[8],q[5];\nRxxyyzz(0.39935076072478004*pi,0.23530192057517238*pi,0.04016117410384192*pi) q[13],q[9];\nu3(3.662869941797349*pi,2.884836493755061*pi,0.5648318880688413*pi) q[0];\nu3(3.855981148840732*pi,-0.42127198142424294*pi,4.3408237998899075*pi) q[1];\nu3(3.69727650661714*pi,3.300763267938097*pi,1.25452960676964*pi) q[2];\nu3(3.6836696662651085*pi,1.569577990668312*pi,0.5371928364456995*pi) q[3];\nu3(3.726905813051643*pi,2.3025220825860453*pi,2.499241514549171*pi) q[5];\nu3(3.3995473495271287*pi,3.3078005755046442*pi,0.9920727478951346*pi) q[6];\nu3(3.6197112003288647*pi,-0.08290186128916632*pi,2.0983939495632082*pi) q[7];\nu3(3.4195779506058157*pi,0.5222484261378455*pi,1.1488105526012666*pi) q[8];\nu3(3.8600048199475503*pi,0.5842156119187047*pi,0.9552004831699079*pi) q[9];\nu3(3.143535026540021*pi,1.1290909163617315*pi,2.359690863222607*pi) q[11];\nu3(3.329521346164791*pi,3.2989344161628003*pi,2.2909918592501555*pi) q[12];\nu3(3.3945445051207606*pi,1.060190404265597*pi,4.303831153874855*pi) q[13];\nRxxyyzz(0.43706906852392*pi,0.21778929225689314*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.4576066922736599*pi,0.28065628501754997*pi,0.18539636485970926*pi) q[12],q[1];\nRxxyyzz(0.4651924320080201*pi,0.19558855717367785*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.3880065756742801*pi,0.25485143094134544*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.2775774474140399*pi,0.18781685976390738*pi,0.08834688817316394*pi) q[14],q[7];\nRxxyyzz(0.42577236959272996*pi,0.2123463812370133*pi,3.922986067766591*pi) q[8],q[11];\nRxxyyzz(0.46145899561942993*pi,0.23631335529003294*pi,0.0*pi) q[10],q[13];\nu3(3.4624708576434364*pi,0.4297956485228449*pi,1.6220544859608301*pi) q[0];\nu3(3.3510727596960286*pi,3.375055787254041*pi,3.235716039140546*pi) q[1];\nu3(3.6251984464359572*pi,3.1621030494933438*pi,0.6876338845478198*pi) q[2];\nu3(3.640877074819294*pi,0.7672313349052418*pi,1.4118812614595033*pi) q[4];\nu3(3.5868325413728104*pi,-0.0012213940509819277*pi,2.185657422867645*pi) q[5];\nu3(3.5896482069533984*pi,0.4993881901605157*pi,1.4804976586800702*pi) q[6];\nu3(3.4712507000041084*pi,0.19984877705043058*pi,1.1791394896093115*pi) q[7];\nu3(3.638038986542626*pi,2.689793863589694*pi,2.203131159165199*pi) q[8];\nu3(3.6499514527860053*pi,2.7754415637264156*pi,1.598981008385345*pi) q[9];\nu3(3.5513230783998897*pi,2.768947532860212*pi,4.2481888002182915*pi) q[10];\nu3(3.472220098072567*pi,-0.3199531889858287*pi,0.7787522480835967*pi) q[11];\nu3(3.4297637632610543*pi,0.834652206522106*pi,0.8674792876847996*pi) q[12];\nu3(3.3348104137009313*pi,-0.26188909040508734*pi,1.1125566112435865*pi) q[13];\nu3(3.942103798946528*pi,1.3362782932054464*pi,1.5375096830444903*pi) q[14];\nRxxyyzz(0.35680443089482966*pi,0.30381731422613845*pi,3.9034716358597006*pi) q[0],q[7];\nRxxyyzz(0.31393788509663945*pi,0.285004509112075*pi,0.11201238622631093*pi) q[9],q[1];\nRxxyyzz(0.39581957679151014*pi,0.28253571760860835*pi,0.15008770040115801*pi) q[13],q[2];\nRxxyyzz(0.4348037942998496*pi,0.19964420333523036*pi,0.0*pi) q[6],q[3];\nRxxyyzz(0.36336592092043024*pi,0.3086058772231981*pi,0.17219337388935155*pi) q[10],q[4];\nRxxyyzz(0.3722203887412898*pi,0.18940009636272548*pi,3.9536705923860094*pi) q[5],q[12];\nRxxyyzz(0.35514262891812004*pi,0.25016203461545183*pi,3.914152458887921*pi) q[8],q[14];\nu3(3.4281616347957975*pi,0.7408675073963282*pi,0.9681122744068902*pi) q[0];\nu3(3.536964913547431*pi,-0.26676869176813717*pi,0.8175072427424621*pi) q[1];\nu3(3.0245598053525558*pi,2.3835123659204154*pi,0.6947944167700391*pi) q[2];\nu3(3.272556318623201*pi,-0.49494449804843726*pi,0.8359381113791988*pi) q[3];\nu3(3.486942844004843*pi,1.8689964179108198*pi,0.6511337552437648*pi) q[4];\nu3(3.5530135280187776*pi,2.68248833601431*pi,2.315574235063412*pi) q[5];\nu3(3.629897408474219*pi,0.1828318106222626*pi,1.3616270701599686*pi) q[6];\nu3(3.8974049111415683*pi,0.33656679644146503*pi,0.59662122188287*pi) q[7];\nu3(3.809051930005872*pi,3.3410025578051745*pi,2.155714148610171*pi) q[8];\nu3(3.281659355885686*pi,2.27087339155169*pi,0.6402809003644596*pi) q[9];\nu3(3.566141160600261*pi,3.014281423487806*pi,1.3986371364304013*pi) q[10];\nu3(3.087088812161943*pi,2.8771020417588353*pi,1.7445549376802352*pi) q[12];\nu3(3.1980309128799074*pi,-0.28670780227314685*pi,1.4961745327280291*pi) q[13];\nu3(3.599371302039161*pi,3.1542064508957735*pi,1.9348409322752054*pi) q[14];\nRxxyyzz(0.46868862117755994*pi,0.2018434515123939*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.45751840201639293*pi,0.39615534886917286*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.4379894833343805*pi,0.2784183029584817*pi,0.0*pi) q[14],q[4];\nRxxyyzz(0.40816716225614136*pi,0.30507525174327654*pi,0.0*pi) q[6],q[5];\nRxxyyzz(0.3148411971666798*pi,0.2142879184251214*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.4397587380752698*pi,0.3284323078185071*pi,0.0*pi) q[10],q[13];\nu3(3.704741580089952*pi,1.013735091080702*pi,1.1648281086108385*pi) q[0];\nu3(3.8094490477344447*pi,1.3304086457652047*pi,1.5955878841352251*pi) q[2];\nu3(3.639677556523638*pi,0.05371134693609814*pi,0.8725359758756648*pi) q[4];\nu3(3.7104547909401284*pi,0.5828949687951228*pi,0.6213345540145631*pi) q[5];\nu3(3.5300717327876003*pi,3.063512637119355*pi,4.188110880503916*pi) q[6];\nu3(3.3713962639750052*pi,2.4093828578675476*pi,4.499925183136078*pi) q[7];\nu3(3.3344996082312695*pi,3.39372175825729*pi,1.3797797753663203*pi) q[8];\nu3(3.488817788138668*pi,2.8679039725719973*pi,1.7202416317522147*pi) q[10];\nu3(3.7040423576110726*pi,-0.4035496296859027*pi,0.8806560207251954*pi) q[11];\nu3(3.465597646115945*pi,2.5696483241851746*pi,0.8339188771180106*pi) q[12];\nu3(3.187851759657195*pi,3.238359142038279*pi,2.3980630570895385*pi) q[13];\nu3(3.5975866609716194*pi,0.316533548077382*pi,1.277644911757518*pi) q[14];\nRxxyyzz(0.3585732189795402*pi,0.3528162548667022*pi,0.0*pi) q[8],q[0];\nRxxyyzz(0.3939075545825401*pi,0.31941514653953385*pi,0.0*pi) q[6],q[1];\nRxxyyzz(0.2888834952620335*pi,0.22369291284147863*pi,3.8690772706440524*pi) q[12],q[2];\nRxxyyzz(0.4221144561286998*pi,0.3749650795072302*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.45666189360336995*pi,0.370062489033015*pi,3.8811445261758006*pi) q[5],q[10];\nRxxyyzz(0.32473126791844287*pi,0.10077693978609059*pi,0.0*pi) q[11],q[9];\nRxxyyzz(0.4377692489667506*pi,0.36125729853653443*pi,0.0*pi) q[13],q[14];\nu3(3.1621790093193*pi,-0.08652869450051259*pi,1.534321897772952*pi) q[0];\nu3(3.5089225812198306*pi,2.7137641572359295*pi,4.399811722437439*pi) q[1];\nu3(2.6234517460917153*pi,3.2653020445704426*pi,1.2968944379203817*pi) q[2];\nu3(3.4647510858149504*pi,3.2324894542761786*pi,3.31026963514038*pi) q[4];\nu3(3.517534732708338*pi,-0.29290362635618006*pi,2.3695409942276267*pi) q[5];\nu3(3.713370398014377*pi,3.156784273544711*pi,2.24462337055497*pi) q[6];\nu3(3.862431987515982*pi,2.9924719960023296*pi,3.800316317709631*pi) q[7];\nu3(3.7003307756197223*pi,3.2157444588239144*pi,1.6392501955934458*pi) q[8];\nu3(1.9392890132648255*pi,0.05211718730126569*pi,0.5741401458609233*pi) q[9];\nu3(3.554605178691223*pi,2.9793414946312393*pi,0.7205760368398639*pi) q[10];\nu3(3.405226576115359*pi,3.4456754732860784*pi,2.370469479230622*pi) q[11];\nu3(3.4177132378264306*pi,2.650811289764309*pi,1.511197510015581*pi) q[12];\nu3(3.334418407175707*pi,-0.07905978344628117*pi,1.426931241349379*pi) q[13];\nu3(3.221429708621383*pi,2.772425748370492*pi,3.453148965178512*pi) q[14];\nmeasure q[9] -> c[4];\nmeasure q[12] -> c[12];\nmeasure q[2] -> c[13];\nRxxyyzz(0.2873820564886795*pi,0.16177163956596807*pi,0.08808328043210611*pi) q[14],q[0];\nRxxyyzz(0.40152280425017*pi,0.26342679651315637*pi,3.8769522941963803*pi) q[3],q[1];\nRxxyyzz(0.43412776714412005*pi,0.2671308693189741*pi,3.8310703197969094*pi) q[5],q[4];\nRxxyyzz(0.36669331753673*pi,0.23747441575421047*pi,3.8633351300607295*pi) q[6],q[10];\nRxxyyzz(0.39214019701124053*pi,0.28781490781737823*pi,0.1484980686796129*pi) q[7],q[11];\nRxxyyzz(0.16044778607688004*pi,0.10633206052576516*pi,0.0*pi) q[8],q[13];\nu3(2.3974948740107793*pi,0.40872905589736697*pi,0.9261585953182091*pi) q[0];\nu3(3.5637490302512562*pi,1.0897259347863697*pi,1.0573621491577008*pi) q[1];\nu3(3.6463640155483823*pi,-0.42811686208326977*pi,1.5777724858129032*pi) q[3];\nu3(3.754414322452908*pi,-0.11757294851553235*pi,2.253280287985968*pi) q[4];\nu3(3.8520322849969784*pi,2.9338520906916568*pi,2.436113183067539*pi) q[5];\nu3(3.385192081775333*pi,-0.23627035408494568*pi,1.96592272102012*pi) q[6];\nu3(3.207534674686868*pi,1.379740238890784*pi,4.467543511953268*pi) q[7];\nu3(0.11816384693887742*pi,0.030809762102189664*pi,1.7357047035594304*pi) q[8];\nu3(3.4650516437616536*pi,0.38682150153026695*pi,2.019582656396934*pi) q[10];\nu3(3.365375122760183*pi,1.1204930487707705*pi,3.2380623932186867*pi) q[11];\nu3(1.3079108443232084*pi,0.17806819320441047*pi,1.5892222196082377*pi) q[13];\nu3(3.361822287026995*pi,-0.3024470545049839*pi,1.6783327758705597*pi) q[14];\nmeasure q[3] -> c[0];\nmeasure q[8] -> c[1];\nmeasure q[14] -> c[2];\nmeasure q[5] -> c[3];\nmeasure q[4] -> c[5];\nmeasure q[13] -> c[6];\nmeasure q[0] -> c[7];\nmeasure q[6] -> c[8];\nmeasure q[10] -> c[9];\nmeasure q[7] -> c[10];\nmeasure q[11] -> c[11];\nmeasure q[1] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.7940263436724333*pi,-0.2908444195088266*pi,2.4862136232212624*pi) q[0];\nu3(3.424956008790855*pi,3.0070211486252143*pi,2.09846957428578*pi) q[1];\nu3(3.2806038349968443*pi,3.3930279206684073*pi,3.964131952954242*pi) q[2];\nu3(3.7103179103271056*pi,2.4096697276658556*pi,1.0346166559974894*pi) q[3];\nu3(3.7646612712370064*pi,-0.4011368714028791*pi,0.7971208827839344*pi) q[4];\nu3(3.4114570625635308*pi,-0.4470511322913895*pi,3.60998221902904*pi) q[5];\nu3(3.299126162193696*pi,-0.3967739080777283*pi,2.322456959315861*pi) q[6];\nu3(3.451625660347905*pi,0.8538888474165702*pi,3.5063624341046378*pi) q[7];\nu3(3.2684955031896337*pi,-0.047285841067778334*pi,1.284461545561843*pi) q[8];\nu3(3.3571747465461224*pi,-0.043954774092719084*pi,2.10544540364173*pi) q[9];\nu3(3.5407653258287146*pi,3.3094089483040667*pi,4.207661119164163*pi) q[10];\nu3(3.241620841833055*pi,-0.12537916675087613*pi,1.071894284025142*pi) q[11];\nu3(3.464418956846531*pi,0.4470284977883219*pi,0.9302395153597455*pi) q[12];\nu3(3.2974918276414087*pi,2.97288695512134*pi,2.822462050831783*pi) q[13];\nu3(3.5431632322094018*pi,-0.437631686868195*pi,1.4243423367541899*pi) q[14];\nRxxyyzz(0.4306635849543964*pi,0.07939287737065481*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.4488429856157299*pi,0.38450889778132025*pi,0.15163285164667073*pi) q[1],q[12];\nRxxyyzz(0.2644398505550296*pi,0.1415921640289881*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.3786185578591001*pi,0.2008108761096244*pi,0.06241820521600701*pi) q[3],q[14];\nRxxyyzz(0.4422441863270219*pi,0.20697956398170714*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.27456779197405*pi,0.21808215381660323*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.4493584059019651*pi,0.23096777663721302*pi,0.0*pi) q[7],q[13];\nu3(3.785432647445196*pi,2.7733876379210893*pi,1.6436858880504388*pi) q[0];\nu3(3.4485147184539042*pi,2.275769557844753*pi,2.198463327548027*pi) q[1];\nu3(3.893683522831288*pi,-0.033085199804692544*pi,1.8082561280740905*pi) q[2];\nu3(3.2553396387563374*pi,3.0751978972730267*pi,3.9726342043296814*pi) q[3];\nu3(3.3339769988451997*pi,2.012321890691848*pi,1.7715801954601904*pi) q[4];\nu3(3.2892003496050903*pi,3.3134686983650212*pi,0.7641144208077322*pi) q[5];\nu3(3.568467018914487*pi,3.0863065540058887*pi,4.208230804847166*pi) q[6];\nu3(3.7408561827527507*pi,3.1015546254504*pi,3.928469288719378*pi) q[7];\nu3(3.247080132386619*pi,3.4257315197861993*pi,0.5975924080025894*pi) q[9];\nu3(3.460323719345562*pi,-0.00027062761508667155*pi,2.4798464334458648*pi) q[10];\nu3(3.3419524807706935*pi,0.11708255639137166*pi,1.7373417685990433*pi) q[11];\nu3(3.611737280218076*pi,3.4903240217346765*pi,0.8211289028135544*pi) q[12];\nu3(3.182176520525452*pi,2.823215357011341*pi,4.206677657286607*pi) q[13];\nu3(3.431926148383806*pi,0.189902796850962*pi,3.3814643763548595*pi) q[14];\nRxxyyzz(0.4232190950450504*pi,0.15744989981485302*pi,3.9392590726534795*pi) q[1],q[10];\nRxxyyzz(0.2061656449095991*pi,0.08518008703567759*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.26623682150941*pi,0.12040867649820486*pi,0.05333697056495268*pi) q[3],q[12];\nRxxyyzz(0.3629911719578693*pi,0.221345074231234*pi,3.9481566584094705*pi) q[4],q[7];\nRxxyyzz(0.4027895588244702*pi,0.11895239636576715*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.4287600594253601*pi,0.22320910063560817*pi,0.0*pi) q[6],q[8];\nu3(3.492573034900193*pi,2.9074788634326345*pi,1.5496490359545945*pi) q[1];\nu3(3.8858406938760957*pi,-0.032968875399154274*pi,1.8804677453988181*pi) q[2];\nu3(3.4735028646813415*pi,3.2492311143943287*pi,1.4852841722346606*pi) q[3];\nu3(3.6704502269369454*pi,3.324104868909461*pi,1.3615883263871051*pi) q[4];\nu3(3.219386022966246*pi,-0.3646274338264871*pi,1.281800959110496*pi) q[5];\nu3(3.649437950737979*pi,0.25017055561708956*pi,1.6530205082267426*pi) q[6];\nu3(3.741160851571796*pi,0.21859192813820694*pi,0.7894642123031246*pi) q[7];\nu3(3.654055529790738*pi,3.1822441557683545*pi,1.7738140892883303*pi) q[8];\nu3(3.2444539111612163*pi,-0.05556546354146896*pi,0.6895420361242007*pi) q[9];\nu3(3.8698350012172584*pi,3.41061500995278*pi,2.1290349731483067*pi) q[10];\nu3(3.662010112589462*pi,0.25583626553099315*pi,4.264373640065108*pi) q[12];\nu3(3.811142442486512*pi,0.16297844047081034*pi,1.00562904064597*pi) q[13];\nRxxyyzz(0.452188317346527*pi,0.2053811988084*pi,0.0*pi) q[4],q[0];\nRxxyyzz(0.4306077750785997*pi,0.312241830045331*pi,3.9492655765972096*pi) q[2],q[12];\nRxxyyzz(0.4260368954798903*pi,0.2802927017030741*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.39795637773073983*pi,0.18128704708436338*pi,0.07250764981577801*pi) q[5],q[7];\nRxxyyzz(0.4450876215456599*pi,0.09406575211402893*pi,0.04495618015159055*pi) q[10],q[6];\nRxxyyzz(0.4195200371445701*pi,0.3055948130512545*pi,3.89401998544915*pi) q[11],q[8];\nRxxyyzz(0.4620294944949501*pi,0.17976938423423072*pi,0.0*pi) q[9],q[14];\nu3(3.3653411786880576*pi,0.07481877982719698*pi,1.117789731309372*pi) q[0];\nu3(3.7694208296092655*pi,-0.25815365424187264*pi,0.9206802730784767*pi) q[2];\nu3(3.7123998860548175*pi,0.013705850506935624*pi,1.0123721328658295*pi) q[3];\nu3(3.700435151473903*pi,-0.17073266076614746*pi,1.0044944181196773*pi) q[4];\nu3(3.609702647186179*pi,-0.48755303381946197*pi,1.2222809077295025*pi) q[5];\nu3(3.600238159774729*pi,3.479068773196817*pi,4.33996348692434*pi) q[6];\nu3(3.4748182982159808*pi,3.3993209334859844*pi,3.286894611675827*pi) q[7];\nu3(3.3952259786416414*pi,0.3552806789294807*pi,0.5942775769054198*pi) q[8];\nu3(3.225012126154434*pi,0.06573869062613602*pi,1.852487028414223*pi) q[9];\nu3(3.587790630493439*pi,2.327325345510724*pi,0.8234152378254249*pi) q[10];\nu3(3.520263801966689*pi,-0.48324903643479644*pi,0.6881654856501935*pi) q[11];\nu3(3.283331563107856*pi,2.4919664380248685*pi,1.0502487372859557*pi) q[12];\nu3(3.5498381298658077*pi,0.5287111369031372*pi,1.2679113365191457*pi) q[13];\nu3(3.085162993807178*pi,0.699502999201296*pi,1.5997296828391934*pi) q[14];\nRxxyyzz(0.3593172557749652*pi,0.32786151848295697*pi,0.11203298873681966*pi) q[1],q[3];\nRxxyyzz(0.3200940189268203*pi,0.26953740295569784*pi,3.8200908424158904*pi) q[10],q[2];\nRxxyyzz(0.3801953826230981*pi,0.2821195384074691*pi,0.07093231841031368*pi) q[11],q[4];\nRxxyyzz(0.425668731197529*pi,0.15445828775320103*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.47922333242149107*pi,0.27071491615004817*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.44326936454065113*pi,0.25878805251883774*pi,0.0*pi) q[8],q[7];\nRxxyyzz(0.39112070436115043*pi,0.3440306927551262*pi,0.0*pi) q[9],q[13];\nu3(3.0753942699387964*pi,2.159830209854311*pi,1.3598435688533486*pi) q[1];\nu3(3.3030603725245644*pi,0.4450674759060633*pi,1.4107695032689787*pi) q[2];\nu3(3.8665647596686514*pi,1.1307852404769798*pi,4.40129106561669*pi) q[3];\nu3(3.733908229978583*pi,2.970040257403298*pi,4.290374573504793*pi) q[4];\nu3(3.311724980462204*pi,-0.09323893168778624*pi,4.114099603797812*pi) q[5];\nu3(3.2857589923233372*pi,-0.3601514024875249*pi,0.5349294594366831*pi) q[6];\nu3(3.5789715811081444*pi,0.10425722365932633*pi,4.350050712123764*pi) q[7];\nu3(3.4557615457769346*pi,1.1662348861326042*pi,1.1699906737363628*pi) q[8];\nu3(3.365088466692587*pi,-0.25322985801091924*pi,2.4137654974718203*pi) q[9];\nu3(3.699175921900874*pi,3.2502442576244532*pi,2.1242964436033995*pi) q[10];\nu3(3.1165459715325206*pi,2.0072092325727677*pi,0.767844299075315*pi) q[11];\nu3(3.5804626479821855*pi,-0.3587424672614996*pi,1.5324615389180747*pi) q[12];\nu3(3.9557319158645057*pi,2.7017952895849735*pi,2.216307146890897*pi) q[13];\nu3(3.918761850399253*pi,3.1430542772539334*pi,1.1129269970440387*pi) q[14];\nRxxyyzz(0.4435007864301399*pi,0.3834777926753503*pi,0.11671962172252037*pi) q[14],q[0];\nRxxyyzz(0.4172415699348626*pi,0.276476775058047*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.4516909334654271*pi,0.32642536660833754*pi,0.0*pi) q[8],q[6];\nRxxyyzz(0.4580387309284092*pi,0.19204949687355222*pi,0.0*pi) q[9],q[12];\nRxxyyzz(0.41066150280069036*pi,0.19089439524110044*pi,0.10122857035755399*pi) q[13],q[10];\nu3(3.615196573477312*pi,0.44375729712060197*pi,4.000087412170853*pi) q[0];\nu3(3.464312217251433*pi,3.315016330013429*pi,0.9935455615996558*pi) q[2];\nu3(3.49276468102592*pi,3.4118367995512546*pi,1.7632660665156994*pi) q[5];\nu3(3.3995529433693377*pi,2.7854399001052945*pi,1.0642889841424128*pi) q[6];\nu3(3.32437350469977*pi,-0.2065614522891337*pi,4.199233113309354*pi) q[8];\nu3(3.0640837390493254*pi,-0.26171601163234315*pi,1.2099878847438683*pi) q[9];\nu3(3.2598183495603505*pi,2.755167903465152*pi,0.6701365237383965*pi) q[10];\nu3(3.4574419311367994*pi,2.691055193671663*pi,0.6387311878323176*pi) q[12];\nu3(3.814201510144013*pi,2.4577131865945305*pi,0.75457285551461*pi) q[13];\nu3(3.145168015197709*pi,-0.14002138395086383*pi,2.1353419180374935*pi) q[14];\nRxxyyzz(0.43762041753229053*pi,0.14226611124355504*pi,0.0*pi) q[0],q[4];\nRxxyyzz(0.3768697973276095*pi,0.16451531151124166*pi,0.0*pi) q[1],q[5];\nRxxyyzz(0.45112767250065927*pi,0.2872811515604244*pi,3.9576092355432007*pi) q[3],q[2];\nRxxyyzz(0.4592090254304199*pi,0.24770021747638635*pi,0.10907334279119595*pi) q[9],q[6];\nRxxyyzz(0.3607654282509398*pi,0.14258880134053298*pi,0.0*pi) q[10],q[7];\nRxxyyzz(0.45760933111897023*pi,0.27091289511335925*pi,0.13602633919537502*pi) q[11],q[8];\nRxxyyzz(0.32792070916299*pi,0.21842767785790995*pi,0.12390525391095375*pi) q[13],q[14];\nu3(3.494934153517073*pi,2.959772254363542*pi,0.724878055007645*pi) q[0];\nu3(3.3645936818234636*pi,0.1769905908612075*pi,4.329859769214366*pi) q[1];\nu3(3.7281471570669087*pi,0.4269854435308247*pi,0.7895692464219297*pi) q[2];\nu3(3.7267218565638385*pi,1.4383245905819395*pi,2.170790481267982*pi) q[3];\nu3(3.430667814893426*pi,3.064804949481716*pi,4.167004165708163*pi) q[4];\nu3(3.2052477311777214*pi,3.4305247760224407*pi,2.3067017384597177*pi) q[5];\nu3(3.107862169479406*pi,-0.43867334664727387*pi,4.018048488507617*pi) q[6];\nu3(3.4563256402744766*pi,2.7147785191741907*pi,1.9430307531496263*pi) q[7];\nu3(3.48425584889813*pi,3.3668455925729925*pi,3.3442246979684014*pi) q[8];\nu3(3.4790154659116306*pi,2.8466389910240886*pi,1.25274490567236*pi) q[9];\nu3(3.4192547554994883*pi,0.014141163378798893*pi,4.1591183948670505*pi) q[10];\nu3(3.4016943642643227*pi,0.5523132585172976*pi,3.6378195801316147*pi) q[11];\nu3(3.6129342549955368*pi,0.23565307800615665*pi,2.1760059449315787*pi) q[13];\nu3(3.535352910713159*pi,2.484339425890819*pi,4.488540609959903*pi) q[14];\nRxxyyzz(0.41543376494721984*pi,0.31709510058915624*pi,0.0*pi) q[14],q[0];\nRxxyyzz(0.41377247842505*pi,0.23171560450886936*pi,3.92987991445416*pi) q[1],q[2];\nRxxyyzz(0.31324863968472993*pi,0.1157072839971438*pi,0.0*pi) q[9],q[3];\nRxxyyzz(0.45269577630594*pi,0.21302599131556343*pi,3.9472576599582005*pi) q[11],q[4];\nRxxyyzz(0.3614768660532598*pi,0.24278794142995352*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.42611225575572054*pi,0.1484212619873242*pi,0.0*pi) q[10],q[6];\nRxxyyzz(0.47729132038529987*pi,0.3135003745172693*pi,0.0*pi) q[7],q[8];\nu3(3.1260246299021297*pi,-0.35795712398835355*pi,4.3129410889738*pi) q[0];\nu3(3.63184413718054*pi,1.7999743281002862*pi,0.7069979108063662*pi) q[1];\nu3(3.3107432430497528*pi,2.1555912448954135*pi,0.8765908578559185*pi) q[2];\nu3(3.677117093932*pi,1.2958754754355715*pi,0.9345323459967435*pi) q[3];\nu3(3.3641890611847076*pi,0.05349363811306462*pi,2.0880074166043343*pi) q[4];\nu3(3.399909953362189*pi,3.21544733835844*pi,0.6905606918827321*pi) q[5];\nu3(3.5710676673693555*pi,0.2945308550160757*pi,0.5120610773152183*pi) q[6];\nu3(3.590194185691634*pi,0.8645893698107505*pi,0.7041867771759658*pi) q[7];\nu3(3.647287622230996*pi,2.6549751553839993*pi,2.1765466439762724*pi) q[8];\nu3(3.590982820409338*pi,2.5491266855195693*pi,1.734844169592663*pi) q[9];\nu3(3.7096602537808345*pi,0.25429499614444984*pi,1.0120014327777458*pi) q[10];\nu3(3.5008015477853394*pi,-0.16574410130224138*pi,2.049145714618419*pi) q[11];\nu3(3.4496053426819815*pi,0.02077631708815797*pi,1.3204400274754615*pi) q[12];\nu3(3.518327208217215*pi,2.9706763648361467*pi,1.9196352059360773*pi) q[14];\nRxxyyzz(0.29567649556040954*pi,0.24176151786405242*pi,3.88853782386417*pi) q[0],q[7];\nRxxyyzz(0.3933734656163698*pi,0.2780461172304581*pi,0.12852359354080997*pi) q[11],q[1];\nRxxyyzz(0.38770067443231027*pi,0.21119023093639733*pi,0.0*pi) q[14],q[2];\nRxxyyzz(0.35729107143261013*pi,0.1784726309776632*pi,3.87244002098989*pi) q[13],q[3];\nRxxyyzz(0.41835895833387987*pi,0.32721637554939825*pi,3.92472488413425*pi) q[5],q[6];\nRxxyyzz(0.4400751557114103*pi,0.2877892620520015*pi,0.0*pi) q[8],q[10];\nRxxyyzz(0.4735526582002194*pi,0.2457862388094214*pi,0.0*pi) q[12],q[9];\nu3(3.546021695553038*pi,1.8798104820743124*pi,1.1043568346981336*pi) q[0];\nu3(3.5833138624437906*pi,0.8375604127341729*pi,0.6036510268952723*pi) q[1];\nu3(3.9548723233461613*pi,2.396625181415118*pi,2.2054880453810166*pi) q[2];\nu3(3.935609716245887*pi,3.0898385709031873*pi,1.345954218564543*pi) q[3];\nu3(3.519544649371118*pi,2.5107237119089483*pi,2.140654645936172*pi) q[5];\nu3(3.7201676653888978*pi,2.0862181747801123*pi,0.7568889721266472*pi) q[6];\nu3(3.4115942691645618*pi,1.2198206383392343*pi,0.9114689271057426*pi) q[7];\nu3(3.4203154468446297*pi,2.2973686007925243*pi,1.322728855882453*pi) q[8];\nu3(3.169988268660193*pi,0.47208150219201017*pi,0.55145549602242*pi) q[9];\nu3(3.8518794547739015*pi,3.4849187537809287*pi,1.0041473679041872*pi) q[10];\nu3(3.5603917975241175*pi,0.5538142396119516*pi,1.3227905971752856*pi) q[11];\nu3(3.5164837062265284*pi,-0.1354870964594288*pi,2.1313873874152796*pi) q[12];\nu3(3.260432467779416*pi,-0.3411874874513562*pi,3.2110650802658087*pi) q[13];\nu3(3.7905233031855716*pi,-0.4955495412476215*pi,2.0612486366016993*pi) q[14];\nRxxyyzz(0.44261864493330116*pi,0.302775203241727*pi,0.0*pi) q[12],q[0];\nRxxyyzz(0.4271498083941201*pi,0.3521188027671732*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.41741961734893007*pi,0.16979298039330648*pi,0.0*pi) q[14],q[3];\nRxxyyzz(0.4547761201792406*pi,0.10053460255819813*pi,3.91775017742568*pi) q[4],q[8];\nRxxyyzz(0.29169025808815*pi,0.2169594547646092*pi,3.9122097833656397*pi) q[6],q[7];\nRxxyyzz(0.33844765386360887*pi,0.252633707063721*pi,0.0*pi) q[11],q[9];\nRxxyyzz(0.4161906689392394*pi,0.3911283070608712*pi,0.0*pi) q[13],q[10];\nu3(3.5869723416857893*pi,1.0041870433768785*pi,1.020655268142189*pi) q[0];\nu3(3.1956277183203783*pi,0.5660678629731422*pi,4.300223101809303*pi) q[1];\nu3(3.6553821203341283*pi,3.2871049910834698*pi,2.402789130277691*pi) q[2];\nu3(3.0939784051117796*pi,3.487661173016746*pi,1.502795763091612*pi) q[3];\nu3(3.0743273333691676*pi,0.5954145884187025*pi,2.0227044131854326*pi) q[4];\nu3(3.727012132155558*pi,2.16231897379246*pi,4.475429169158093*pi) q[6];\nu3(3.382152257721234*pi,0.05817282892292319*pi,1.267382957988877*pi) q[7];\nu3(3.7917822702397403*pi,0.7766563075622981*pi,2.0277009364893637*pi) q[8];\nu3(3.4985995423250222*pi,0.49988196941602825*pi,1.539675343411957*pi) q[9];\nu3(3.338610299863575*pi,0.2108272328667138*pi,3.2220462256916553*pi) q[10];\nu3(3.7351522399586705*pi,-0.19790912379322523*pi,2.1492533491419072*pi) q[11];\nu3(3.6835321099329357*pi,0.4161359163914016*pi,2.46148722501088*pi) q[12];\nu3(3.1493772358374033*pi,1.9360118118135752*pi,0.7440987158894135*pi) q[13];\nu3(3.593230755894487*pi,3.0123879073234456*pi,1.2084094822209241*pi) q[14];\nRxxyyzz(0.2619498202916701*pi,0.1772468761401389*pi,3.9579134309112605*pi) q[0],q[8];\nRxxyyzz(0.3071215508019397*pi,0.2534266494651354*pi,0.0*pi) q[9],q[1];\nRxxyyzz(0.4418946125526606*pi,0.26596974276024254*pi,0.0*pi) q[10],q[2];\nRxxyyzz(0.45486001032672996*pi,0.30883491636814153*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.4378387765806995*pi,0.33193464011968965*pi,0.22834935651068733*pi) q[5],q[6];\nRxxyyzz(0.22679734222341974*pi,0.12918637395308707*pi,0.0*pi) q[14],q[7];\nRxxyyzz(0.40659947794810025*pi,0.21661345996421807*pi,3.9242392192699502*pi) q[13],q[12];\nu3(3.303987493353407*pi,0.2956489237439197*pi,1.4487895341780372*pi) q[0];\nu3(3.421641858631581*pi,3.1829431276473175*pi,0.8491988403924648*pi) q[1];\nu3(3.2652743109775*pi,3.1325251516845913*pi,1.6539377710067913*pi) q[2];\nu3(3.58369614628341*pi,2.841201537466346*pi,4.332769278852805*pi) q[3];\nu3(3.673313471174987*pi,-0.23352897563010588*pi,0.8738933837493259*pi) q[4];\nu3(3.263833338793983*pi,-0.2848865761577416*pi,3.7623977144645835*pi) q[5];\nu3(3.5845373952447988*pi,1.350200768330561*pi,0.5452759593280186*pi) q[6];\nu3(3.7676738723462733*pi,0.29938071744227446*pi,2.455062764726244*pi) q[7];\nu3(3.4749367543574303*pi,1.8949891343505705*pi,1.1860824440149533*pi) q[8];\nu3(3.411324182419645*pi,3.1797645264725904*pi,1.7296048147049796*pi) q[9];\nu3(3.5191929573326446*pi,2.9354151503562513*pi,1.6181888491566196*pi) q[10];\nu3(3.2323178149330456*pi,2.2366473491183685*pi,0.911903394314272*pi) q[12];\nu3(3.514842106855089*pi,3.1182383857690086*pi,0.8276101698433243*pi) q[13];\nu3(3.5383364472281746*pi,0.5562353828571709*pi,2.357258233181055*pi) q[14];\nRxxyyzz(0.30576761489028337*pi,0.0933940633171837*pi,0.0*pi) q[13],q[0];\nRxxyyzz(0.39843183354340944*pi,0.18781507439736608*pi,0.10923639409769509*pi) q[1],q[10];\nRxxyyzz(0.34512067832650034*pi,0.26174029202231974*pi,0.1523154181143953*pi) q[2],q[8];\nRxxyyzz(0.4139434963545874*pi,0.3629953200569931*pi,0.0*pi) q[5],q[3];\nRxxyyzz(0.40553566903624194*pi,0.33549170863000033*pi,0.0*pi) q[14],q[4];\nRxxyyzz(0.4557170036238245*pi,0.2085788942302652*pi,0.0*pi) q[11],q[6];\nRxxyyzz(0.4561200105469201*pi,0.3747497728443579*pi,0.0*pi) q[9],q[7];\nu3(3.9063708901934153*pi,0.4526371508945455*pi,1.4067247214010041*pi) q[0];\nu3(3.48667826864753*pi,0.08679618807228273*pi,4.371849321629421*pi) q[1];\nu3(3.6122979580815255*pi,2.9883504845460287*pi,4.243785393101109*pi) q[2];\nu3(3.5828179665562336*pi,0.4369773868580302*pi,3.8357302825421753*pi) q[3];\nu3(3.8455176238804976*pi,2.7821733192188653*pi,0.5522485820190399*pi) q[4];\nu3(3.447791875685498*pi,0.09870965705358681*pi,1.2452509346743221*pi) q[5];\nu3(3.346714227131441*pi,0.5036555470399025*pi,1.642153361344369*pi) q[6];\nu3(3.803837080515217*pi,2.9698024752873713*pi,1.8277588255287802*pi) q[7];\nu3(3.0406494795613668*pi,3.366114967127019*pi,1.3768439675493593*pi) q[8];\nu3(3.635395308921971*pi,0.8444337432208997*pi,1.0341776064762316*pi) q[9];\nu3(3.492407557116508*pi,2.7442073659014237*pi,1.5419485857606414*pi) q[10];\nu3(3.6857587989535587*pi,2.6305049483497855*pi,2.3554835851846354*pi) q[11];\nu3(3.1578273792153135*pi,2.3513285742075785*pi,1.9730455563577427*pi) q[13];\nu3(3.4324892994686085*pi,1.9845987623530164*pi,1.2956191773959957*pi) q[14];\nRxxyyzz(0.4588665800104002*pi,0.26901184402198247*pi,0.07973722535601807*pi) q[0],q[2];\nRxxyyzz(0.43910080162999016*pi,0.2883005209387819*pi,3.8416457872118297*pi) q[1],q[13];\nRxxyyzz(0.47209403328688093*pi,0.1467568240316517*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.40816549816096015*pi,0.18192078150982155*pi,0.08483533509307503*pi) q[4],q[7];\nRxxyyzz(0.3944725612299398*pi,0.27442462098996323*pi,3.95427948085935*pi) q[6],q[14];\nRxxyyzz(0.4671275358792606*pi,0.2518887427062697*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.3599006590093893*pi,0.3056920664026883*pi,0.0*pi) q[11],q[10];\nu3(3.619365699903168*pi,2.955231935845849*pi,4.198338690633817*pi) q[0];\nu3(3.5579055866389058*pi,0.8602302928060452*pi,1.10086244062854*pi) q[1];\nu3(3.6283386693335014*pi,0.3383318851384214*pi,3.447813474618708*pi) q[2];\nu3(3.888238801757584*pi,0.24505609848063448*pi,0.693103301816504*pi) q[3];\nu3(3.411582218010225*pi,2.8609346612081574*pi,1.6421064189730044*pi) q[4];\nu3(3.4604647686535452*pi,1.3221356613078104*pi,0.5417660432939315*pi) q[6];\nu3(3.73022617636068*pi,2.6374371265257364*pi,3.721675158323703*pi) q[7];\nu3(3.31578738994194*pi,3.07077320882593*pi,1.848334487446465*pi) q[8];\nu3(3.6638334536351866*pi,0.07579959536132708*pi,1.5373264838906704*pi) q[9];\nu3(3.694727930204504*pi,2.3765493343864756*pi,1.907360882272444*pi) q[10];\nu3(3.056086012690826*pi,2.134136462075922*pi,1.365373819532782*pi) q[11];\nu3(3.3853873770001117*pi,0.3541159444238453*pi,1.2940658207035753*pi) q[12];\nu3(3.7843249268247203*pi,3.482585857903951*pi,2.1884959810903855*pi) q[13];\nu3(3.5717155001075973*pi,2.856296089331196*pi,1.2301915514996518*pi) q[14];\nRxxyyzz(0.3948969093896703*pi,0.3009578295319028*pi,0.18468278107000452*pi) q[0],q[8];\nRxxyyzz(0.4043855363508705*pi,0.15457719997576025*pi,0.0*pi) q[1],q[5];\nRxxyyzz(0.45395128963867*pi,0.35594011124585967*pi,3.913616567784711*pi) q[2],q[9];\nRxxyyzz(0.44316715897077025*pi,0.31821502661682116*pi,3.8639539112388808*pi) q[6],q[3];\nRxxyyzz(0.46315206888561977*pi,0.2566630005335605*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.37435716407533987*pi,0.330134050365012*pi,3.9137347543422294*pi) q[13],q[10];\nRxxyyzz(0.4763530900440113*pi,0.15521088901279367*pi,0.0*pi) q[12],q[14];\nu3(3.5548981115602865*pi,2.191705850361675*pi,0.5635708889079879*pi) q[0];\nu3(3.365807052949124*pi,1.7460768440233823*pi,1.57997916228059*pi) q[1];\nu3(3.3029939246232827*pi,3.406096012754515*pi,1.5206743489725683*pi) q[2];\nu3(3.385515582350657*pi,2.745020096496752*pi,0.5146115611981825*pi) q[3];\nu3(3.4222347799247816*pi,0.008449108710485764*pi,0.7880906124434213*pi) q[4];\nu3(3.473037244507075*pi,3.2797883892689095*pi,0.5415571065712461*pi) q[5];\nu3(3.609717208286029*pi,-0.47078551139921954*pi,1.4625487836630695*pi) q[6];\nu3(3.1623065276125537*pi,2.3337874914509804*pi,3.8270504919582375*pi) q[8];\nu3(3.7420637122563503*pi,1.292168212872634*pi,0.6226859191137799*pi) q[9];\nu3(3.343693112144376*pi,0.4746527447214117*pi,1.9526064205843812*pi) q[10];\nu3(3.23340340075259*pi,-0.4797084275995069*pi,1.2158770836534736*pi) q[11];\nu3(3.7090798686692303*pi,-0.13732661578452426*pi,4.413523870739972*pi) q[12];\nu3(3.485563006348525*pi,3.09700297577581*pi,1.0656297301140167*pi) q[13];\nu3(3.8101373602954163*pi,-0.49227927283619427*pi,1.4995322223800784*pi) q[14];\nRxxyyzz(0.4266135201099095*pi,0.16521253715171275*pi,3.8691518839651096*pi) q[0],q[10];\nRxxyyzz(0.34475896173634735*pi,0.13561070336320658*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.43637888659622975*pi,0.17615443781008572*pi,3.9299004882634105*pi) q[2],q[4];\nRxxyyzz(0.4558779556246705*pi,0.32794193330393284*pi,0.05414722282811192*pi) q[7],q[3];\nRxxyyzz(0.40813331660806995*pi,0.16051802212807154*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.45401359735565017*pi,0.20223661286376693*pi,0.1646147224010265*pi) q[14],q[9];\nRxxyyzz(0.37112246787970005*pi,0.22519095123769317*pi,0.0*pi) q[13],q[12];\nu3(3.681156154058349*pi,3.352835676132811*pi,2.0792401330416403*pi) q[0];\nu3(0.8431992751586692*pi,1.0202045298937592*pi,1.9123200522102006*pi) q[1];\nu3(3.9167520025497238*pi,0.2382757164872611*pi,1.5061303244631619*pi) q[2];\nu3(3.1700497417954163*pi,3.46303156099217*pi,1.2401386470621694*pi) q[3];\nu3(3.7013171738646253*pi,0.6578144214663035*pi,2.0440016789614806*pi) q[4];\nu3(3.4375137056221856*pi,0.4989613200396361*pi,0.8833975703085468*pi) q[6];\nu3(3.5197879455843863*pi,0.11153844959122705*pi,1.5483403427470954*pi) q[7];\nu3(3.5667537471598925*pi,-0.29892396738634014*pi,2.3099562442795882*pi) q[8];\nu3(3.642593855197843*pi,-0.046588244554846614*pi,1.5818868712720577*pi) q[9];\nu3(3.744626699066824*pi,-0.23183769863414383*pi,1.1385929895747253*pi) q[10];\nu3(3.8324480480586205*pi,2.5797053672745323*pi,2.04055967369166*pi) q[11];\nu3(3.6498044762676622*pi,0.06128566160636395*pi,0.5579431878476815*pi) q[12];\nu3(3.5257215897928322*pi,1.1862308904910974*pi,1.453780009154129*pi) q[13];\nu3(3.3886263808140207*pi,0.6167116914421755*pi,4.339803175602016*pi) q[14];\nmeasure q[1] -> c[0];\nmeasure q[14] -> c[1];\nmeasure q[8] -> c[14];\nRxxyyzz(0.44692098460290985*pi,0.1311219481910585*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.4462360266023006*pi,0.25289988010709324*pi,0.11253126730212777*pi) q[2],q[6];\nRxxyyzz(0.35935995301462953*pi,0.19586122226461233*pi,0.10208187829171411*pi) q[11],q[4];\nRxxyyzz(0.2997853899819898*pi,0.21060246933143523*pi,0.17861736526244698*pi) q[5],q[10];\nRxxyyzz(0.42360939834247957*pi,0.3333960375918057*pi,0.0*pi) q[13],q[7];\nRxxyyzz(0.41472395695741016*pi,0.3130074945971224*pi,0.0*pi) q[12],q[9];\nu3(3.244962013480807*pi,1.3781720347079116*pi,1.11823153763437*pi) q[0];\nu3(3.6390944573566633*pi,-0.4248329910496589*pi,1.0321790982106411*pi) q[2];\nu3(3.244096565403934*pi,0.5355924507907512*pi,1.5784690558519288*pi) q[3];\nu3(2.3592566612263637*pi,0.9145805962749287*pi,4.311050552179702*pi) q[4];\nu3(3.418321427620797*pi,0.045902466560660105*pi,1.596941994031691*pi) q[5];\nu3(3.724192408696992*pi,1.4404383240152119*pi,4.0427146156544405*pi) q[6];\nu3(3.2363198020886665*pi,0.7209350045475569*pi,2.4433266231657735*pi) q[7];\nu3(3.1167317228616636*pi,0.8958603921729913*pi,4.331607843061361*pi) q[9];\nu3(2.290852283999584*pi,3.199566709033359*pi,1.0875851009850015*pi) q[10];\nu3(1.542250908057453*pi,3.287581710095832*pi,4.3930070082754105*pi) q[11];\nu3(3.5409161849207984*pi,0.6903755202951931*pi,4.288390371867048*pi) q[12];\nu3(3.4752350943976813*pi,2.1896073564033576*pi,0.5824607405430231*pi) q[13];\nmeasure q[11] -> c[2];\nmeasure q[0] -> c[3];\nmeasure q[2] -> c[4];\nmeasure q[13] -> c[5];\nmeasure q[6] -> c[6];\nmeasure q[5] -> c[7];\nmeasure q[10] -> c[8];\nmeasure q[7] -> c[9];\nmeasure q[12] -> c[10];\nmeasure q[3] -> c[11];\nmeasure q[4] -> c[12];\nmeasure q[9] -> c[13];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.450503208047751*pi,2.4908705530116304*pi,2.8915465375442393*pi) q[0];\nu3(3.763820049400049*pi,0.27490851392945514*pi,1.3569412250062112*pi) q[1];\nu3(3.6298571685188183*pi,0.9915217536230205*pi,1.7177200149044412*pi) q[2];\nu3(3.443143420407072*pi,3.3042227548924705*pi,2.913346285440564*pi) q[3];\nu3(3.4535139395063554*pi,2.392788782975136*pi,1.7806530986059046*pi) q[4];\nu3(3.468854604021411*pi,0.27829475157341177*pi,1.0177997051532426*pi) q[5];\nu3(3.54059239197043*pi,3.135468709167223*pi,1.169726622118143*pi) q[6];\nu3(3.4207482307882255*pi,2.5773067119019286*pi,0.9883707867140911*pi) q[7];\nu3(3.643541089691037*pi,3.440125814653146*pi,0.7883254689145663*pi) q[8];\nu3(3.374559471227788*pi,2.481145378368097*pi,1.0890053959038415*pi) q[9];\nu3(3.399410326751204*pi,3.326071245631362*pi,1.2104059707558206*pi) q[10];\nu3(3.307295547288065*pi,2.956924885673681*pi,3.046518697083257*pi) q[11];\nu3(3.252873256543541*pi,0.11929698140594547*pi,2.7909023235048465*pi) q[12];\nu3(3.389236738486436*pi,3.292596195803464*pi,2.033935374968324*pi) q[13];\nu3(3.693618808211252*pi,-0.4478782913632675*pi,3.440140530543838*pi) q[14];\nRxxyyzz(0.4070603511808102*pi,0.22726937368355146*pi,0.09931848904073175*pi) q[0],q[8];\nRxxyyzz(0.34974309528173053*pi,0.24303779242621293*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.41374127778989006*pi,0.22524462136576096*pi,0.17352426482824648*pi) q[2],q[7];\nRxxyyzz(0.47894485065278947*pi,0.3407498534691724*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.45416437771715*pi,0.3250981277650651*pi,0.05280252554970622*pi) q[4],q[13];\nRxxyyzz(0.34321367146558224*pi,0.22975316177415095*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.4613447898169597*pi,0.32809555965495285*pi,0.0*pi) q[9],q[12];\nu3(3.773458514719245*pi,0.8146682329378323*pi,4.306298764241847*pi) q[0];\nu3(3.9027105548300547*pi,3.1347713129807406*pi,1.1628432747852542*pi) q[1];\nu3(3.2887694863616157*pi,-0.2827502395637721*pi,3.52993045821831*pi) q[2];\nu3(3.816203336631956*pi,1.1540426735265732*pi,1.5492158735741726*pi) q[3];\nu3(3.596974193187568*pi,0.22291764377133183*pi,3.9744303323963823*pi) q[4];\nu3(3.851594330775176*pi,-0.2165335564296348*pi,2.0218741199341803*pi) q[5];\nu3(3.4912936641164016*pi,3.488392316815042*pi,4.294448478581593*pi) q[7];\nu3(3.202700150189181*pi,2.7198556838945365*pi,3.95029078807068*pi) q[8];\nu3(3.346032763460508*pi,3.1986262518050106*pi,1.6027573493095222*pi) q[9];\nu3(3.2527560122969366*pi,0.3253329890719239*pi,1.2423654998221758*pi) q[10];\nu3(3.5957066657282133*pi,3.2601976607421763*pi,0.6938796429147323*pi) q[11];\nu3(3.175334398901269*pi,2.3478903799507314*pi,1.978237622767451*pi) q[12];\nu3(3.453792523826735*pi,0.762728355889438*pi,1.2144773530625657*pi) q[13];\nu3(3.374457552486294*pi,1.0313345312021807*pi,1.272491429079382*pi) q[14];\nRxxyyzz(0.3096249782390603*pi,0.20111579958456016*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.3382625672667098*pi,0.20517055777305693*pi,3.8945114848677598*pi) q[1],q[9];\nRxxyyzz(0.4242627783331496*pi,0.15997500619918004*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.41127071161297823*pi,0.30713719452174004*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.4903135151579505*pi,0.3693066066367728*pi,0.0*pi) q[10],q[6];\nRxxyyzz(0.43846547308152983*pi,0.33195212575257127*pi,0.25700831033005045*pi) q[7],q[8];\nu3(3.2924738230164783*pi,-0.09181147603252782*pi,1.578444250561502*pi) q[0];\nu3(3.5511114830923103*pi,3.1985651312995413*pi,1.0859605125168064*pi) q[1];\nu3(3.4556262680070424*pi,2.984197356797239*pi,2.165663677838978*pi) q[4];\nu3(3.667011281087194*pi,3.1072989077536635*pi,1.011529282314509*pi) q[5];\nu3(3.8924228739872424*pi,0.3730411444284262*pi,4.316508868862819*pi) q[6];\nu3(3.594149196087101*pi,3.140123732700284*pi,2.3756348583483646*pi) q[7];\nu3(3.42921285422004*pi,0.5173571934071033*pi,1.975668975187764*pi) q[8];\nu3(3.4079817878241085*pi,-0.11902578551987109*pi,2.246378773042945*pi) q[9];\nu3(3.1525978459358015*pi,2.4418651572051364*pi,4.489986770674989*pi) q[10];\nu3(3.5362633893563133*pi,2.8287152238284414*pi,2.0384716186680527*pi) q[12];\nu3(3.4339774292671446*pi,2.4290808672816393*pi,0.6589536998265461*pi) q[13];\nu3(3.355102656519806*pi,0.6308340771904251*pi,1.8150206772603843*pi) q[14];\nRxxyyzz(0.39591601807563537*pi,0.2624583539869785*pi,0.06599845638083539*pi) q[0],q[4];\nRxxyyzz(0.4050468770073099*pi,0.3624456794088311*pi,3.92463265053399*pi) q[1],q[7];\nRxxyyzz(0.43266742719994034*pi,0.08092473464835703*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.450272575324844*pi,0.28347038555436477*pi,0.0*pi) q[10],q[5];\nRxxyyzz(0.3013654005040804*pi,0.16451606340520897*pi,0.11331263656565849*pi) q[6],q[9];\nRxxyyzz(0.4756360663811192*pi,0.28191205968851407*pi,0.0*pi) q[8],q[13];\nu3(3.0447447578494513*pi,3.0425963882129743*pi,3.529704525931542*pi) q[0];\nu3(3.2889582497129863*pi,0.3104290191994772*pi,1.0075845280357394*pi) q[1];\nu3(3.3115896294733242*pi,1.9680810867250176*pi,1.3295103977540053*pi) q[2];\nu3(3.5598436675024216*pi,0.6190743656678719*pi,4.1348014593105855*pi) q[4];\nu3(3.706741539065383*pi,1.1676846633452398*pi,1.5309737759033977*pi) q[5];\nu3(3.127538719430132*pi,0.7986631706853324*pi,1.0643701796054166*pi) q[6];\nu3(3.5465782339215592*pi,2.2185455195833033*pi,0.82068935042317*pi) q[7];\nu3(3.545687441499786*pi,-0.2402253063330786*pi,0.7716961238061313*pi) q[8];\nu3(3.4662943807223057*pi,2.6446087537067293*pi,1.4815365845029547*pi) q[9];\nu3(3.559965086485054*pi,2.9732841468537194*pi,4.2940407379912315*pi) q[10];\nu3(3.6214398806820127*pi,0.8595600510005519*pi,1.4655789521195803*pi) q[13];\nu3(3.988232576438995*pi,3.180390246934383*pi,1.661795708522683*pi) q[14];\nRxxyyzz(0.38707691343235273*pi,0.2870900518013175*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.4424698201790799*pi,0.27115022772471636*pi,0.057078573143495945*pi) q[2],q[3];\nRxxyyzz(0.38138003109598*pi,0.3402826773341783*pi,0.129568693727828*pi) q[12],q[7];\nRxxyyzz(0.3242162742789805*pi,0.12778136614823687*pi,0.0*pi) q[11],q[8];\nRxxyyzz(0.40363283243131953*pi,0.20736388058080155*pi,3.8800624165832396*pi) q[14],q[10];\nu3(3.729978411794085*pi,2.958919734260207*pi,1.6286113269887526*pi) q[1];\nu3(3.2642070774895005*pi,-0.28089840208247585*pi,4.442194681922375*pi) q[2];\nu3(3.892270283813824*pi,2.4839858715749883*pi,2.6639547140764694*pi) q[3];\nu3(3.3757880569171106*pi,-0.48298685961566634*pi,1.6507862151249204*pi) q[7];\nu3(3.362972307158799*pi,-0.16942752464859656*pi,0.9296567412200765*pi) q[8];\nu3(3.294635555562947*pi,1.3690333869151816*pi,1.7149492621088247*pi) q[10];\nu3(3.3955555861200333*pi,1.5219663256846947*pi,1.3613909185428366*pi) q[11];\nu3(3.3536722546111664*pi,0.9419960712598916*pi,4.080150994938568*pi) q[12];\nu3(3.125064146287462*pi,-0.2526311401762037*pi,0.9899695042429334*pi) q[13];\nu3(3.7354637940178703*pi,0.8736014051897862*pi,0.9262582251742906*pi) q[14];\nRxxyyzz(0.32069439312248005*pi,0.117944100891887*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.3324334366980718*pi,0.24430326971124028*pi,0.0*pi) q[1],q[10];\nRxxyyzz(0.2503233877273102*pi,0.18735937552215998*pi,0.0*pi) q[12],q[2];\nRxxyyzz(0.3018705293898801*pi,0.15623605275312258*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.4529947451936697*pi,0.3272042746292724*pi,0.07739895705791679*pi) q[8],q[7];\nRxxyyzz(0.3638870162579799*pi,0.1988077486739528*pi,0.0*pi) q[13],q[14];\nu3(3.1174875389387413*pi,2.3967123376145922*pi,0.8288595814655211*pi) q[0];\nu3(3.8336677012403935*pi,2.939510534456565*pi,4.309258173371716*pi) q[1];\nu3(3.6022967705074636*pi,0.32772808184233604*pi,0.7175719051684653*pi) q[2];\nu3(3.5376039443871563*pi,3.3716602208961692*pi,0.6970267724955099*pi) q[3];\nu3(3.0779401485345805*pi,2.987031577205074*pi,1.6224145339078035*pi) q[4];\nu3(3.4497440854263526*pi,3.479716503962164*pi,3.2955360404333254*pi) q[7];\nu3(3.149062528987383*pi,0.30757719554103635*pi,0.9134097295033937*pi) q[8];\nu3(3.469167544170747*pi,-0.3897616785433735*pi,0.9161786875087792*pi) q[10];\nu3(3.69185105055341*pi,2.3254426886954236*pi,2.199603339528724*pi) q[11];\nu3(3.162362584028997*pi,0.34918820607674195*pi,1.2327256679637015*pi) q[12];\nu3(3.496065499667843*pi,2.813371118925855*pi,0.6264931430648959*pi) q[13];\nu3(3.1083416012403022*pi,-0.45085350760738324*pi,1.9476174608934758*pi) q[14];\nRxxyyzz(0.4540135866844103*pi,0.32349667133243837*pi,3.86195619547571*pi) q[0],q[2];\nRxxyyzz(0.4731427948296806*pi,0.23109900188107368*pi,0.0*pi) q[8],q[3];\nRxxyyzz(0.39915596036380663*pi,0.15227412121344774*pi,0.0*pi) q[13],q[4];\nRxxyyzz(0.4556292514365002*pi,0.2780040082744602*pi,3.823643033071461*pi) q[5],q[7];\nRxxyyzz(0.3990214463655869*pi,0.25134735593810564*pi,0.0*pi) q[14],q[6];\nRxxyyzz(0.4573992309962298*pi,0.3805907473102873*pi,0.062445708246579024*pi) q[9],q[11];\nu3(3.2664713256738795*pi,0.08548197398726187*pi,1.7725302183189382*pi) q[0];\nu3(3.7967757871339938*pi,2.75132562339318*pi,0.5118516363549959*pi) q[2];\nu3(3.3811212626582847*pi,0.2383632486723133*pi,1.9744395964203185*pi) q[3];\nu3(3.3865716373000603*pi,0.034062486675088266*pi,0.6601242737958344*pi) q[4];\nu3(3.524494902815569*pi,3.124853999010239*pi,1.5008768389767635*pi) q[5];\nu3(3.4714708347976915*pi,0.07637160861327275*pi,1.3340580493005365*pi) q[6];\nu3(3.697465060619168*pi,0.575132934266277*pi,1.5899944998592237*pi) q[7];\nu3(3.375804523386016*pi,1.2386407502211612*pi,1.6260784573823568*pi) q[8];\nu3(3.249270333251027*pi,-0.2682919334274041*pi,1.267531121874005*pi) q[9];\nu3(3.520293914843072*pi,2.471408065289629*pi,0.7744867184223944*pi) q[11];\nu3(3.2034508581453407*pi,2.1945215476283986*pi,1.1246260700173494*pi) q[13];\nu3(3.4532640745477843*pi,0.7771452978406772*pi,1.5994221706858511*pi) q[14];\nRxxyyzz(0.4137471561595596*pi,0.31025768614494353*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.4136480859222201*pi,0.27822896638077466*pi,3.8840317985084507*pi) q[1],q[13];\nRxxyyzz(0.4001008397566301*pi,0.22040993040661436*pi,3.92773561285781*pi) q[2],q[8];\nRxxyyzz(0.43107745317130947*pi,0.2663110095318929*pi,3.8985206658232894*pi) q[3],q[12];\nRxxyyzz(0.41870950560008435*pi,0.15471775211921213*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.47342905394566015*pi,0.06695629030188865*pi,0.0*pi) q[5],q[10];\nu3(3.5819061454884746*pi,0.44017657137995214*pi,1.0614383538896528*pi) q[0];\nu3(3.405072022525461*pi,-0.37642159765844396*pi,1.3097158815480012*pi) q[1];\nu3(3.5433875391821097*pi,-0.40066502136779425*pi,2.238757395495835*pi) q[2];\nu3(3.3024934014273004*pi,0.11231179842390737*pi,0.7619914839120936*pi) q[3];\nu3(3.5488336308345554*pi,3.066968664697308*pi,2.2274470910452515*pi) q[4];\nu3(3.426918325838788*pi,2.8905768541483408*pi,0.5741179364254254*pi) q[5];\nu3(3.747212997549235*pi,0.05529240108120437*pi,0.8332997734955154*pi) q[8];\nu3(3.361186952588151*pi,0.5686625572792567*pi,0.6988500467125099*pi) q[9];\nu3(3.7130051463736824*pi,-0.4442127789785848*pi,0.6407309739337155*pi) q[10];\nu3(3.568656609337081*pi,2.2312246099925943*pi,0.5347538299991479*pi) q[11];\nu3(3.392674034606352*pi,2.457901987435114*pi,1.0379569765503618*pi) q[12];\nu3(3.1663445459529016*pi,1.8215809702937493*pi,0.7137128515785265*pi) q[13];\nRxxyyzz(0.3457511357776898*pi,0.2449942124152149*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.42316637935983015*pi,0.21651065488255328*pi,0.0*pi) q[6],q[1];\nRxxyyzz(0.4563436567508399*pi,0.36105363372523425*pi,0.0*pi) q[4],q[2];\nRxxyyzz(0.4209726192417901*pi,0.27465495437560256*pi,3.90268477791291*pi) q[7],q[10];\nRxxyyzz(0.4072901971248701*pi,0.10731451188301838*pi,0.06548534143477708*pi) q[14],q[8];\nRxxyyzz(0.4292047477435793*pi,0.22201592072670048*pi,0.03933951575891998*pi) q[9],q[12];\nRxxyyzz(0.29235978823590003*pi,0.14226258984497298*pi,3.8640174589325706*pi) q[13],q[11];\nu3(3.5475041368640823*pi,-0.3633363333624805*pi,3.5351874536296184*pi) q[0];\nu3(3.1038018025764855*pi,2.862640479339983*pi,0.6746579838530788*pi) q[1];\nu3(3.674598821439979*pi,2.9219303447992786*pi,4.05271542257841*pi) q[2];\nu3(3.4336541274297208*pi,-0.02604946539263442*pi,1.8171840914621955*pi) q[3];\nu3(3.131519860165842*pi,0.03307497442073348*pi,3.9354907402915527*pi) q[4];\nu3(3.5167806068252165*pi,0.9544705363717738*pi,1.7650134932710326*pi) q[6];\nu3(3.623455728224658*pi,0.6448518615912655*pi,2.2167938014211397*pi) q[7];\nu3(3.8628670308850466*pi,-0.42005630353454476*pi,0.9320723268684665*pi) q[8];\nu3(3.443870138012673*pi,0.3876671410055399*pi,4.390669102702865*pi) q[9];\nu3(3.461362534682352*pi,2.5291499462867386*pi,1.4448348629715824*pi) q[10];\nu3(3.7279503231658677*pi,2.181427897299469*pi,1.2736100736097198*pi) q[11];\nu3(3.173176156886419*pi,-0.2130716875601225*pi,0.5858688615851946*pi) q[12];\nu3(3.61095652713704*pi,0.3315914871566852*pi,1.348394168073135*pi) q[13];\nu3(3.536870555963993*pi,-0.02416609181457291*pi,3.394801211452916*pi) q[14];\nRxxyyzz(0.45785589243475006*pi,0.3191154096108964*pi,3.914018781283941*pi) q[0],q[8];\nRxxyyzz(0.4411548113973*pi,0.3522314831766902*pi,0.07081262971179345*pi) q[14],q[2];\nRxxyyzz(0.44572458305551*pi,0.2605845752851208*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.24233931642886974*pi,0.09583905000374326*pi,0.0*pi) q[9],q[4];\nRxxyyzz(0.4056268902920803*pi,0.1830683550390828*pi,0.0*pi) q[12],q[5];\nRxxyyzz(0.43011354057414025*pi,0.33973733097985126*pi,0.19808963556501696*pi) q[6],q[13];\nRxxyyzz(0.4396035974197705*pi,0.16097903592414575*pi,0.0*pi) q[7],q[11];\nu3(3.7058383177703007*pi,2.622926797024965*pi,0.6030652408789092*pi) q[0];\nu3(3.6526575771501975*pi,-0.353972466007053*pi,2.7629121456619616*pi) q[2];\nu3(3.7731008941563218*pi,2.91192841669993*pi,4.315966856568615*pi) q[3];\nu3(3.6763421817518047*pi,2.934449430736879*pi,0.75077758805535*pi) q[4];\nu3(3.813719736427459*pi,-0.4235594503042845*pi,1.923672583856937*pi) q[5];\nu3(3.7739652202726552*pi,-0.39006068053229703*pi,3.853853339267871*pi) q[6];\nu3(3.392884965628591*pi,2.0500091618565923*pi,1.7071927245203566*pi) q[7];\nu3(3.252369961184445*pi,0.27065265525832305*pi,1.972150458123941*pi) q[8];\nu3(3.0490990823170456*pi,0.4475181870258327*pi,0.5860610982019097*pi) q[9];\nu3(3.5680024319847665*pi,2.6987434640069914*pi,0.6661754758671163*pi) q[10];\nu3(3.1568010274603013*pi,3.1016475151765492*pi,2.0067712403266604*pi) q[11];\nu3(3.3764606505344865*pi,0.01096677552357328*pi,0.8486174264472276*pi) q[12];\nu3(3.644970181538789*pi,1.1114103295346573*pi,0.5692260803942648*pi) q[13];\nu3(3.709683359395807*pi,0.30684028294416044*pi,3.4683816440496944*pi) q[14];\nRxxyyzz(0.3961445772892601*pi,0.33600559031337757*pi,0.04852934567829787*pi) q[0],q[6];\nRxxyyzz(0.4012142954719198*pi,0.2939938039475001*pi,0.0*pi) q[14],q[1];\nRxxyyzz(0.3733280278979902*pi,0.1715416714636025*pi,0.09340372425056723*pi) q[12],q[2];\nRxxyyzz(0.4148348314136694*pi,0.33204339755860235*pi,3.8557583862487004*pi) q[8],q[3];\nRxxyyzz(0.4268720436428902*pi,0.12242100200704265*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.39836015356214005*pi,0.2245438831773311*pi,0.0*pi) q[9],q[10];\nRxxyyzz(0.4314410351728074*pi,0.1963326419063807*pi,0.07479286667374897*pi) q[11],q[13];\nu3(3.83725718699543*pi,-0.4962284278139809*pi,2.0579545495596023*pi) q[0];\nu3(3.838129303617336*pi,3.0012833480228247*pi,4.1752039654785404*pi) q[1];\nu3(3.707653277573243*pi,3.1456850860040935*pi,3.1378408774982254*pi) q[2];\nu3(3.7028253203097288*pi,0.795484997048242*pi,1.6297268640084166*pi) q[3];\nu3(3.1928833983848497*pi,3.4729135162360945*pi,1.0630732767489754*pi) q[5];\nu3(3.14292654766725*pi,3.0343996344895734*pi,0.571085313503737*pi) q[6];\nu3(3.452156571339396*pi,0.30162113777377386*pi,1.8634205161175537*pi) q[7];\nu3(3.5225392480503306*pi,0.6923584721421621*pi,1.6294581795150664*pi) q[8];\nu3(3.3839020984396093*pi,1.1623066456005118*pi,1.7103517674241022*pi) q[9];\nu3(3.266273953144687*pi,2.8770211836710198*pi,0.711654676239966*pi) q[10];\nu3(3.500283420981286*pi,2.574209407112961*pi,1.5709281705341978*pi) q[11];\nu3(3.732823404135962*pi,2.785285875078508*pi,4.148350333788344*pi) q[12];\nu3(3.6848013975570173*pi,3.221199437171206*pi,2.089123224332058*pi) q[13];\nu3(3.4401850867857027*pi,3.155986586640148*pi,4.4893255763608515*pi) q[14];\nRxxyyzz(0.31586913663958*pi,0.27486144417414016*pi,0.10609327498708421*pi) q[0],q[8];\nRxxyyzz(0.28270698348016954*pi,0.20755755312107127*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.44470497136840004*pi,0.0846979171130845*pi,0.05618767574103412*pi) q[10],q[2];\nRxxyyzz(0.4628318111021895*pi,0.31540886083438846*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.46841787652998*pi,0.24340109193822024*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.3357730799682592*pi,0.16509075489891556*pi,0.0*pi) q[9],q[14];\nu3(3.402559464847451*pi,0.88892321842752*pi,0.5178012063578514*pi) q[0];\nu3(3.6951032500701437*pi,0.9585271980475176*pi,1.250606402424175*pi) q[1];\nu3(3.26698212512534*pi,-0.3853979520706151*pi,2.1011933043404682*pi) q[2];\nu3(3.514818685002319*pi,3.067998977644215*pi,0.6546369545980188*pi) q[3];\nu3(3.489713528442723*pi,2.7247176008300493*pi,1.6325746407065447*pi) q[5];\nu3(3.1277561830232594*pi,2.98329969056083*pi,0.8936112774012068*pi) q[6];\nu3(3.201226196225997*pi,3.248279588155158*pi,0.9961104913479063*pi) q[7];\nu3(3.2283185357917916*pi,3.4639289404457676*pi,1.8625199730961164*pi) q[8];\nu3(3.4381629080628375*pi,0.910579606580163*pi,0.7370326386777188*pi) q[9];\nu3(3.7593475388638984*pi,-0.3798947656732823*pi,2.942571464153768*pi) q[10];\nu3(3.8671347614885385*pi,-0.24309418815132777*pi,0.688574476036854*pi) q[12];\nu3(3.460433056623873*pi,1.0074459472989523*pi,1.3884151781584007*pi) q[14];\nRxxyyzz(0.4555232773703607*pi,0.12238021877391914*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.35537246797239075*pi,0.29756049970891696*pi,0.0*pi) q[12],q[1];\nRxxyyzz(0.4491305609009699*pi,0.3067657401553223*pi,3.85549746733067*pi) q[4],q[2];\nRxxyyzz(0.4140770654898903*pi,0.1930630833324423*pi,3.873118159184921*pi) q[14],q[3];\nRxxyyzz(0.43228671940986013*pi,0.2683689704514905*pi,3.8327886681511303*pi) q[10],q[5];\nRxxyyzz(0.2590303128444421*pi,0.13764787749224006*pi,0.0*pi) q[9],q[6];\nRxxyyzz(0.3803102111193303*pi,0.1718769188312412*pi,3.899898072469391*pi) q[8],q[7];\nu3(3.0146440824125493*pi,3.0373092984520196*pi,0.7859199699322009*pi) q[0];\nu3(3.5358847419469317*pi,1.926070170882047*pi,1.3951112390365017*pi) q[1];\nu3(3.9494418181844897*pi,2.819076438737551*pi,0.6252158407962751*pi) q[2];\nu3(3.6820235896443654*pi,0.20187513613754604*pi,0.5085512166593196*pi) q[3];\nu3(3.34547978475828*pi,3.4008051274296114*pi,1.3643190468056252*pi) q[4];\nu3(3.5135123907669854*pi,2.52769257330494*pi,2.235220818756528*pi) q[5];\nu3(3.617730956312688*pi,-0.4543416875446268*pi,1.3028005450175457*pi) q[6];\nu3(3.5000653240791957*pi,1.7263622783348525*pi,0.6893372454757407*pi) q[7];\nu3(3.884831577012569*pi,0.19743415620397464*pi,1.3434573064093964*pi) q[8];\nu3(3.585418709274945*pi,0.10414937596008789*pi,0.5298939289228675*pi) q[9];\nu3(3.2114686968027444*pi,3.142212563093244*pi,0.9996873903634431*pi) q[10];\nu3(3.2597082311068872*pi,-0.21512151242320127*pi,1.3512530224380488*pi) q[12];\nu3(3.958467376798745*pi,3.1059989362730924*pi,0.5804970050121794*pi) q[13];\nu3(3.915530847637796*pi,0.3484961735072757*pi,2.1420199299865263*pi) q[14];\nRxxyyzz(0.31098753997361606*pi,0.25588383439439377*pi,0.0*pi) q[9],q[0];\nRxxyyzz(0.4009072186880801*pi,0.2143910331043495*pi,0.164389898843738*pi) q[1],q[4];\nRxxyyzz(0.4416478589577011*pi,0.20042051717421927*pi,0.0*pi) q[10],q[2];\nRxxyyzz(0.4021534209154497*pi,0.13548713865937503*pi,0.11394078722448338*pi) q[13],q[3];\nRxxyyzz(0.43627757846604054*pi,0.3261049144371694*pi,0.23439428202801413*pi) q[6],q[5];\nRxxyyzz(0.4439604337450205*pi,0.274144641772754*pi,0.0*pi) q[12],q[8];\nRxxyyzz(0.39477770902748044*pi,0.2454902632236282*pi,0.0*pi) q[14],q[11];\nu3(3.5226898325996165*pi,2.3823052486652516*pi,2.3699344382513954*pi) q[0];\nu3(3.5943642425433846*pi,3.406209019589993*pi,3.2935375444826898*pi) q[1];\nu3(3.3917687033432937*pi,2.774704021304477*pi,0.5130278101869648*pi) q[2];\nu3(3.699759557174598*pi,0.6874148819444474*pi,0.8077198445034124*pi) q[3];\nu3(3.129835293791297*pi,0.14027638396190512*pi,0.5519372089920399*pi) q[4];\nu3(3.4953965239359603*pi,2.2228735174719514*pi,4.24513920266193*pi) q[5];\nu3(3.3678913590058666*pi,3.47562534367325*pi,3.7573620724462193*pi) q[6];\nu3(3.856978583899473*pi,2.9650102735576005*pi,1.06097575222302*pi) q[8];\nu3(3.7308406296260546*pi,3.0635068724804224*pi,3.7257070945716837*pi) q[9];\nu3(3.612741447043105*pi,0.7084622836568086*pi,1.2647648888537566*pi) q[10];\nu3(3.461698435161763*pi,2.4896664697587982*pi,2.3093222715827686*pi) q[11];\nu3(3.3799307032875126*pi,3.1993830531400302*pi,4.306499296562599*pi) q[12];\nu3(3.3408953976353444*pi,2.8458775922573576*pi,3.5380166011360292*pi) q[13];\nu3(3.649711625939428*pi,1.820251170729263*pi,1.577466168532402*pi) q[14];\nRxxyyzz(0.4287490819830202*pi,0.2674305847377778*pi,0.0*pi) q[6],q[0];\nRxxyyzz(0.43837908518253244*pi,0.2477153680911215*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.38440417199355015*pi,0.3340916001919763*pi,0.051466677452566244*pi) q[2],q[7];\nRxxyyzz(0.37511325273515006*pi,0.21684087448482628*pi,3.9209501038016406*pi) q[14],q[3];\nRxxyyzz(0.45620457875006015*pi,0.22839104030882407*pi,0.0*pi) q[8],q[4];\nRxxyyzz(0.41483912653834965*pi,0.26936493603703754*pi,3.8728134543337696*pi) q[13],q[5];\nRxxyyzz(0.4434283464053602*pi,0.3111219568249793*pi,0.1486972531367421*pi) q[10],q[12];\nu3(3.4787215814033337*pi,1.1230125923683225*pi,1.2878141846927713*pi) q[0];\nu3(3.842316970722401*pi,1.939142412025257*pi,1.21371543357782*pi) q[1];\nu3(3.5120705264868093*pi,0.09799818540556249*pi,1.6068267017734037*pi) q[2];\nu3(3.094263615643399*pi,0.9209199124355125*pi,2.4022644777602573*pi) q[3];\nu3(3.4650747773424793*pi,0.7107967754992894*pi,1.129636664042355*pi) q[4];\nu3(3.4756096763396753*pi,-0.18675814639821064*pi,0.8721510985870049*pi) q[5];\nu3(3.084077048925702*pi,0.007547422103398316*pi,0.6054938120975538*pi) q[6];\nu3(3.548221048191876*pi,2.756005126164643*pi,3.2711637034213266*pi) q[7];\nu3(3.383558537678631*pi,3.381576070032353*pi,4.028051382239751*pi) q[8];\nu3(3.37530195439465*pi,-0.12743140613764292*pi,1.3770355492477488*pi) q[10];\nu3(3.093194008349964*pi,1.6869804726170856*pi,0.5246834818017395*pi) q[11];\nu3(3.425450301232613*pi,2.546338567740141*pi,1.2126458489384921*pi) q[12];\nu3(3.6367492112173454*pi,0.4929537476496969*pi,2.420271609805398*pi) q[13];\nu3(3.5242648138526897*pi,-0.23678168419636086*pi,0.9577357058782794*pi) q[14];\nmeasure q[1] -> c[4];\nmeasure q[11] -> c[7];\nmeasure q[3] -> c[14];\nRxxyyzz(0.4647805432818446*pi,0.3758031685963462*pi,0.0*pi) q[0],q[4];\nRxxyyzz(0.3869002837927802*pi,0.27974649423176423*pi,0.0*pi) q[6],q[2];\nRxxyyzz(0.41328591465966946*pi,0.19066479458359087*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.4574376626172997*pi,0.342324006594398*pi,0.0*pi) q[9],q[7];\nRxxyyzz(0.4770954167884994*pi,0.24050454181989*pi,0.0*pi) q[13],q[8];\nRxxyyzz(0.38961027495447986*pi,0.2774861947243128*pi,0.0*pi) q[14],q[10];\nu3(3.2978532816969857*pi,3.3737954411608513*pi,4.075789711371591*pi) q[0];\nu3(3.231264806363308*pi,-0.12044935921249728*pi,1.13440862513515*pi) q[2];\nu3(3.5451518378926816*pi,3.0492668411528623*pi,4.070836520963715*pi) q[4];\nu3(3.2038032272076347*pi,-0.29980891367197815*pi,4.2301996374138975*pi) q[5];\nu3(3.729136321012568*pi,3.4137425874181377*pi,0.5659415997116848*pi) q[6];\nu3(3.21991360080479*pi,0.036060447195997325*pi,2.209549038221021*pi) q[7];\nu3(3.7071168320758763*pi,0.416916356826208*pi,0.7941522766766784*pi) q[8];\nu3(3.185286132884568*pi,2.8161613405191592*pi,1.9545377664124362*pi) q[9];\nu3(3.7083158742250575*pi,2.979404910109192*pi,0.8400476624892104*pi) q[10];\nu3(3.137308856413158*pi,2.2035111694461094*pi,0.7245852261472033*pi) q[12];\nu3(3.5558473115571663*pi,-0.07217364896876732*pi,0.7037487403183134*pi) q[13];\nu3(3.404866856312295*pi,2.068486175820972*pi,1.7303238588541239*pi) q[14];\nmeasure q[8] -> c[0];\nmeasure q[14] -> c[1];\nmeasure q[6] -> c[2];\nmeasure q[2] -> c[3];\nmeasure q[12] -> c[5];\nmeasure q[4] -> c[6];\nmeasure q[13] -> c[8];\nmeasure q[0] -> c[9];\nmeasure q[10] -> c[10];\nmeasure q[5] -> c[11];\nmeasure q[9] -> c[12];\nmeasure q[7] -> c[13];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.8095844814345705*pi,2.0048584130191087*pi,4.017136953060073*pi) q[0];\nu3(3.305400220638292*pi,3.1701398935665868*pi,3.060335791153996*pi) q[1];\nu3(3.9635847636645845*pi,2.2992814454204638*pi,3.4804702263050826*pi) q[2];\nu3(3.627239456873286*pi,0.5140384502122994*pi,1.226253217773516*pi) q[3];\nu3(3.580960214740903*pi,3.247087133769555*pi,4.239574088073785*pi) q[4];\nu3(3.063064328171987*pi,3.085129904960677*pi,3.548672377842887*pi) q[5];\nu3(3.1847436259139768*pi,0.8132717238484706*pi,1.3704145140896589*pi) q[6];\nu3(3.443104057805847*pi,2.564338678158486*pi,2.3540881562668323*pi) q[7];\nu3(3.4866192191668635*pi,2.8852049298036215*pi,0.9068298560734598*pi) q[8];\nu3(3.6207185196950613*pi,-0.016096227315625267*pi,3.200944962806693*pi) q[9];\nu3(3.404623906060364*pi,3.2736706080083*pi,4.285166725704684*pi) q[10];\nu3(3.3628047986091483*pi,-0.4397607792815489*pi,1.7312423098643759*pi) q[11];\nu3(3.3021643162831866*pi,0.20364123482455743*pi,1.8199819185527994*pi) q[12];\nu3(3.833239727827226*pi,-0.03849977942462601*pi,0.9066699217143764*pi) q[13];\nu3(3.8799871097574123*pi,2.675689027454736*pi,4.322903196780129*pi) q[14];\nRxxyyzz(0.44212379913826994*pi,0.32451798499227635*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.4532264243101847*pi,0.3067184836635982*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.39135418912852055*pi,0.32479812742219716*pi,0.046587931595071026*pi) q[3],q[14];\nRxxyyzz(0.30343995496786313*pi,0.19531703342429818*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.3806551607864096*pi,0.304718082239555*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.4253369730424698*pi,0.2561395780134662*pi,0.14970646184102246*pi) q[7],q[12];\nRxxyyzz(0.4012210435507098*pi,0.15394614217341945*pi,3.89812111724244*pi) q[8],q[13];\nu3(3.5956866034645274*pi,-0.2896152856806779*pi,1.9083332982082146*pi) q[0];\nu3(3.6077991028186265*pi,0.09842615708887814*pi,0.7317872246405073*pi) q[2];\nu3(3.7019158142932422*pi,0.7711001197311145*pi,0.952534289301121*pi) q[3];\nu3(3.518251001545714*pi,0.29563762311836583*pi,0.8338104877473222*pi) q[4];\nu3(3.2869477314138202*pi,3.3961570012348465*pi,1.6045718548668484*pi) q[5];\nu3(3.695524536824741*pi,0.7664287181262286*pi,1.7825874772494832*pi) q[6];\nu3(3.499191756572742*pi,0.032929534547939565*pi,0.5233564755903086*pi) q[7];\nu3(3.4052946964662247*pi,0.22708340151166895*pi,1.487603783498531*pi) q[8];\nu3(3.806369223029923*pi,0.46132388416573544*pi,1.3759790829801495*pi) q[9];\nu3(3.6261613377992585*pi,0.017885805137508592*pi,1.7315305596224935*pi) q[10];\nu3(3.7207333835017797*pi,3.464341162749437*pi,0.5968558157470492*pi) q[11];\nu3(3.51813093708594*pi,1.008551763361929*pi,0.5858817969356828*pi) q[12];\nu3(3.7340052834850614*pi,0.46271279421710243*pi,1.0762893258000914*pi) q[13];\nu3(3.789383258130365*pi,3.4370947221812926*pi,1.6827758866349145*pi) q[14];\nRxxyyzz(0.45475962612368015*pi,0.1744224123723016*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.40354226963678086*pi,0.0795080383608241*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.3998855217614401*pi,0.39079880892916585*pi,0.06323662042218281*pi) q[2],q[14];\nRxxyyzz(0.4555926883193001*pi,0.2243371727410005*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.30379422739556045*pi,0.258071655834343*pi,0.10735671521870849*pi) q[11],q[8];\nRxxyyzz(0.4435766984199994*pi,0.28161044276308417*pi,3.8807242752481503*pi) q[9],q[13];\nu3(3.5628465130887235*pi,0.06206366259175333*pi,0.802840156214962*pi) q[0];\nu3(3.2687718117612223*pi,-0.3215300524781226*pi,1.9400524968351691*pi) q[1];\nu3(3.8242074483992265*pi,-0.36787072419848105*pi,0.7366078037675405*pi) q[2];\nu3(3.329039494369528*pi,0.6605962513963142*pi,1.660196040956037*pi) q[3];\nu3(3.6887133280742983*pi,3.4352495771325966*pi,1.8441532440495916*pi) q[5];\nu3(3.2286160983066483*pi,2.354890147828949*pi,1.0542232445175037*pi) q[6];\nu3(3.480780714414223*pi,2.9965781763922297*pi,0.5509297167525312*pi) q[7];\nu3(3.369157679925267*pi,2.8758968986113844*pi,3.617615660387937*pi) q[8];\nu3(3.4882161239898632*pi,1.1840039301056127*pi,2.373781326540743*pi) q[9];\nu3(3.7341321754075936*pi,0.16850658181317246*pi,1.478473997521736*pi) q[11];\nu3(3.4840483054381934*pi,0.03525685381098709*pi,1.5844927250016783*pi) q[13];\nu3(3.7422545550419946*pi,0.3886034392705291*pi,2.376437198590958*pi) q[14];\nRxxyyzz(0.44168249013883987*pi,0.21815094163580817*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.3216973941979703*pi,0.10597614183923543*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.2519354688462096*pi,0.23042469776062902*pi,3.94424603064684*pi) q[6],q[3];\nRxxyyzz(0.40350483967853956*pi,0.3592479690565107*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.4687240242486004*pi,0.3947055460043859*pi,0.0*pi) q[9],q[7];\nRxxyyzz(0.3719206412733679*pi,0.0*pi,0.0*pi) q[8],q[14];\nRxxyyzz(0.44045377450173*pi,0.27002412291948724*pi,0.0922613401458524*pi) q[12],q[13];\nu3(3.1928741673378895*pi,3.4614747158557906*pi,2.487962670131805*pi) q[0];\nu3(3.4218930353448256*pi,2.0987999672291515*pi,0.9356684810096296*pi) q[2];\nu3(3.690101159485143*pi,-0.0904170305857761*pi,1.2425229717131026*pi) q[3];\nu3(3.8120978756367028*pi,2.1259732466244814*pi,1.6356355182166225*pi) q[4];\nu3(3.250762514853041*pi,-0.3949023628637217*pi,1.2909438504301671*pi) q[5];\nu3(3.848172536691294*pi,3.3511277165406854*pi,3.950565101210624*pi) q[6];\nu3(3.518445848592245*pi,-0.26916650097318007*pi,4.367455862592298*pi) q[7];\nu3(3.178232391089149*pi,0.5048813723900905*pi,0.7558003349470948*pi) q[8];\nu3(3.2452753985377103*pi,-0.3627071820605485*pi,0.691611655176235*pi) q[9];\nu3(3.687031572255398*pi,2.995187316692785*pi,0.9508748943404486*pi) q[10];\nu3(3.4849772390955334*pi,2.5046183570515916*pi,2.3642525383918778*pi) q[11];\nu3(3.3801647311521466*pi,2.9157522814669643*pi,0.8446413238346304*pi) q[12];\nu3(3.4890952716916033*pi,3.2815195603017098*pi,0.9990084626836762*pi) q[13];\nu3(3.4373505411041547*pi,3.171959192251579*pi,1.3310026000893953*pi) q[14];\nRxxyyzz(0.3724407976977503*pi,0.2809846876628482*pi,3.9590257453320405*pi) q[0],q[4];\nRxxyyzz(0.27396200738983767*pi,0.15969657976952112*pi,3.8762861121546166*pi) q[7],q[1];\nRxxyyzz(0.38239859409039667*pi,0.29743064772319205*pi,0.0*pi) q[14],q[2];\nRxxyyzz(0.3541890378722302*pi,0.1784122102889958*pi,0.0*pi) q[9],q[3];\nRxxyyzz(0.4335490197131495*pi,0.41243219983092594*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.3994629013699999*pi,0.31097255395776285*pi,3.854145780841201*pi) q[6],q[10];\nRxxyyzz(0.45873092960134*pi,0.3456646804814234*pi,0.21607962868840325*pi) q[11],q[13];\nu3(3.2755736673507267*pi,-0.12289333355474097*pi,1.7988310144551263*pi) q[0];\nu3(3.73284426455028*pi,0.12442430045689234*pi,0.844532140734044*pi) q[1];\nu3(3.811416810626986*pi,2.5945462029375017*pi,0.6804010511390869*pi) q[2];\nu3(3.742307736025961*pi,0.26428489729197846*pi,0.6357034701086481*pi) q[3];\nu3(3.823338547884196*pi,3.445664340001269*pi,1.8337728803153808*pi) q[4];\nu3(3.841352610892865*pi,-0.475998235176272*pi,3.5568061051002715*pi) q[5];\nu3(3.3852084255972437*pi,2.958983154656801*pi,1.8502721631437897*pi) q[6];\nu3(3.394924777496049*pi,0.6859617774080533*pi,0.7946829985848992*pi) q[7];\nu3(3.248292727619243*pi,3.061775154608198*pi,1.204418986643331*pi) q[9];\nu3(3.558881832164185*pi,3.219626715323683*pi,1.91637518841302*pi) q[10];\nu3(3.4868568880341404*pi,0.7679157118077198*pi,4.399182107317428*pi) q[11];\nu3(3.7320620347018774*pi,0.19984636186890958*pi,1.0285313809501337*pi) q[12];\nu3(3.3567297303694574*pi,2.3195960518214433*pi,3.883387007908581*pi) q[13];\nu3(3.116115423765128*pi,3.2447881548774*pi,2.085579047468504*pi) q[14];\nRxxyyzz(0.27485230630304636*pi,0.1798676114073119*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.44473568548235015*pi,0.13279160679024218*pi,3.9343113815785795*pi) q[3],q[1];\nRxxyyzz(0.42381781184695433*pi,0.32334378159610544*pi,0.16376458095630078*pi) q[4],q[10];\nRxxyyzz(0.3790946358882198*pi,0.1238489738005755*pi,3.89372454120951*pi) q[11],q[5];\nRxxyyzz(0.40467661803588784*pi,0.3394649173837109*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.40888575270975*pi,0.21551739067867404*pi,3.9213068399284006*pi) q[9],q[12];\nu3(3.7359135111695645*pi,2.799670210164293*pi,1.9542888686813003*pi) q[0];\nu3(3.5006946399436445*pi,3.192016589153191*pi,1.240805689014628*pi) q[1];\nu3(3.286582094470602*pi,1.8570017574908881*pi,2.2959524330413963*pi) q[3];\nu3(3.061377643436476*pi,3.3804824133379254*pi,2.2770550404594867*pi) q[4];\nu3(3.3683238094325145*pi,3.250147627456014*pi,0.838734412815997*pi) q[5];\nu3(3.772296997698441*pi,3.431018043341537*pi,2.249103400580071*pi) q[6];\nu3(3.3735681372900856*pi,-0.3670732587713191*pi,1.699963376289477*pi) q[8];\nu3(3.4099513788211118*pi,0.24016245323413488*pi,2.1628134314268017*pi) q[9];\nu3(3.0654262918574915*pi,2.5222090370714474*pi,3.186204107272813*pi) q[10];\nu3(3.936003077760227*pi,3.499375355064322*pi,0.6884643746389809*pi) q[11];\nu3(3.353248324169439*pi,1.419958004249883*pi,2.490424638685978*pi) q[12];\nu3(3.7056899167686863*pi,0.9894647017363851*pi,1.0544754631990407*pi) q[13];\nRxxyyzz(0.34847622917944027*pi,0.13813166892363293*pi,0.06632587557324676*pi) q[3],q[0];\nRxxyyzz(0.3701980847213001*pi,0.13900600105142819*pi,3.9119941991712697*pi) q[9],q[2];\nRxxyyzz(0.3521647411328751*pi,0.23603918691382342*pi,0.0*pi) q[12],q[6];\nRxxyyzz(0.3868111814715097*pi,0.34914395152526706*pi,0.20430545554372073*pi) q[11],q[7];\nRxxyyzz(0.4651288618478199*pi,0.16091018782956734*pi,0.0*pi) q[8],q[14];\nu3(3.1460608634843563*pi,2.828160976274761*pi,3.334798988398515*pi) q[0];\nu3(3.6718123066462622*pi,3.0496956030709734*pi,1.2312296876535869*pi) q[2];\nu3(3.8356005741205554*pi,0.7869167450351131*pi,0.8942496999568215*pi) q[3];\nu3(3.2908118221380236*pi,0.2548414125987052*pi,1.9118477348898457*pi) q[6];\nu3(3.5340424023644608*pi,-0.06945989937653912*pi,4.05173377539456*pi) q[7];\nu3(3.6767934382346374*pi,-0.20297250222980867*pi,1.434229492735876*pi) q[8];\nu3(3.204731216585438*pi,-0.15456307612935827*pi,2.2420692781081475*pi) q[9];\nu3(3.5387898075726074*pi,-0.2838053208995597*pi,4.134610542048847*pi) q[11];\nu3(3.4480590559952295*pi,3.300896797111881*pi,3.864664801329741*pi) q[12];\nu3(3.7604580941633015*pi,-0.07496008401200238*pi,2.4551957660107147*pi) q[14];\nRxxyyzz(0.3831376213869598*pi,0.2442098087484306*pi,3.8064549976858597*pi) q[11],q[1];\nRxxyyzz(0.36440671936206*pi,0.18067459599320745*pi,0.06099504021500298*pi) q[7],q[2];\nRxxyyzz(0.3928221521592299*pi,0.18757851915607882*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.44161440874720015*pi,0.24194550566439899*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.33254800829993003*pi,0.2609208108149459*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.45595372116521604*pi,0.29046614669990856*pi,0.0*pi) q[13],q[8];\nu3(3.413560808979656*pi,0.6338602754357889*pi,0.9786943517922402*pi) q[1];\nu3(3.6504997138532778*pi,3.4309011364659354*pi,1.9060889130619971*pi) q[2];\nu3(3.664058435087484*pi,-0.04261147832592599*pi,1.639577072224709*pi) q[3];\nu3(3.7488294669648052*pi,-0.48180771470976913*pi,0.5773312894950302*pi) q[4];\nu3(3.397775058906162*pi,1.0994363684104682*pi,1.4037169661047546*pi) q[5];\nu3(3.374277483372346*pi,3.064208246851774*pi,1.0579600597629002*pi) q[6];\nu3(3.1752618810512603*pi,0.7697658838307477*pi,4.423014961635129*pi) q[7];\nu3(3.8767255666517952*pi,-0.21393575565311707*pi,4.453874725865847*pi) q[8];\nu3(3.400234189365502*pi,2.174740108323212*pi,1.0698317351810673*pi) q[11];\nu3(3.768368556070679*pi,0.21566078617926754*pi,0.7450662074964743*pi) q[12];\nu3(3.262769881671815*pi,0.5319637712614123*pi,1.9936330787864813*pi) q[13];\nu3(3.5311563335261957*pi,0.289707414473908*pi,4.368701905945667*pi) q[14];\nRxxyyzz(0.42551889207090987*pi,0.29712494963998093*pi,3.934422298645011*pi) q[11],q[0];\nRxxyyzz(0.40112401960193994*pi,0.26995982075206637*pi,3.92501053850991*pi) q[1],q[12];\nRxxyyzz(0.4380574416619197*pi,0.32159127241912*pi,3.775335264625801*pi) q[2],q[5];\nRxxyyzz(0.2531364081978794*pi,0.23259433515590988*pi,0.07688703657901197*pi) q[6],q[10];\nRxxyyzz(0.4344164868760503*pi,0.4318518876328272*pi,0.2038418033291075*pi) q[14],q[7];\nu3(3.3391388241215596*pi,2.537043172717496*pi,1.1997446277102832*pi) q[0];\nu3(3.382253380058148*pi,2.3205419954554616*pi,1.8228187292660905*pi) q[1];\nu3(3.1085998475040824*pi,0.22854279277050216*pi,1.5992015029038196*pi) q[2];\nu3(3.355577679730572*pi,-0.2605228189826344*pi,1.9994311262900757*pi) q[5];\nu3(3.736188608259337*pi,2.716452408979225*pi,4.359079541862718*pi) q[6];\nu3(3.4187766829605892*pi,3.4937314298086912*pi,3.074605685782152*pi) q[7];\nu3(3.8331519736741613*pi,2.886462607599645*pi,1.861804423517961*pi) q[10];\nu3(3.365258544786249*pi,3.188634416774468*pi,2.1072823897895585*pi) q[11];\nu3(3.6639929384812047*pi,2.36277065604475*pi,1.9145599574665662*pi) q[12];\nu3(3.6016350320780353*pi,0.026957312135108324*pi,1.0812059835343393*pi) q[14];\nRxxyyzz(0.3930089504734201*pi,0.302548344660475*pi,0.0*pi) q[2],q[0];\nRxxyyzz(0.3966475910091255*pi,0.30699677789025426*pi,0.0*pi) q[8],q[1];\nRxxyyzz(0.4149673252387699*pi,0.1984200197949396*pi,0.10632238061123532*pi) q[4],q[11];\nRxxyyzz(0.4020311771318905*pi,0.11373227873985603*pi,0.0*pi) q[9],q[5];\nRxxyyzz(0.38434374970282015*pi,0.07676471972527592*pi,0.05303985936285647*pi) q[6],q[12];\nRxxyyzz(0.43218541430263013*pi,0.23736482775193424*pi,0.0*pi) q[7],q[10];\nRxxyyzz(0.40482908819632*pi,0.14179173331795214*pi,0.0*pi) q[13],q[14];\nu3(3.4366190652796957*pi,0.2849053843505801*pi,2.3610067269329624*pi) q[0];\nu3(3.744025072536279*pi,0.3224790530200863*pi,1.0814051691896875*pi) q[1];\nu3(3.374587283360107*pi,2.470290172362417*pi,2.101865730157185*pi) q[2];\nu3(3.5492347501224346*pi,2.452574292761649*pi,0.9852862976729502*pi) q[4];\nu3(3.2375930215388413*pi,1.0589979819226865*pi,0.7518277908044966*pi) q[5];\nu3(3.7164680140557995*pi,0.33324834468975206*pi,1.3237837768019416*pi) q[6];\nu3(3.2488973840162796*pi,3.1438398863410164*pi,2.0124426273442975*pi) q[7];\nu3(3.0776294069216528*pi,1.9910491448120977*pi,1.5234673789997086*pi) q[8];\nu3(3.4566753787448397*pi,3.408322261952197*pi,1.3374927268923589*pi) q[9];\nu3(3.3713559167488634*pi,1.259698032127249*pi,1.32587452236606*pi) q[10];\nu3(3.950970250511639*pi,-0.25143509416271836*pi,2.8283864495323403*pi) q[11];\nu3(3.5004111701576957*pi,0.7458562521423908*pi,3.8465003651632497*pi) q[12];\nu3(3.488927706074663*pi,-0.31207269163305973*pi,0.9856163035528072*pi) q[13];\nu3(3.0836771062021717*pi,3.4679199174582194*pi,0.6309980755146909*pi) q[14];\nRxxyyzz(0.41235877196633963*pi,0.1689959403735136*pi,3.9325412602598497*pi) q[14],q[0];\nRxxyyzz(0.43229765620360017*pi,0.3488835171697042*pi,0.16397996203761692*pi) q[1],q[13];\nRxxyyzz(0.4572800275866902*pi,0.1311286944172516*pi,0.0*pi) q[7],q[2];\nRxxyyzz(0.42641831204068015*pi,0.3449250869675249*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.3084001058374499*pi,0.11160833820102845*pi,0.0*pi) q[4],q[6];\nRxxyyzz(0.2638670208285394*pi,0.04104457599404654*pi,0.0*pi) q[11],q[5];\nRxxyyzz(0.3770741672382498*pi,0.3652722108598221*pi,0.0*pi) q[8],q[12];\nu3(3.2725980461662703*pi,3.3885357399849063*pi,0.6635908588065149*pi) q[0];\nu3(3.6724477668673488*pi,0.8365858135843749*pi,4.379768577566414*pi) q[1];\nu3(3.540586583973561*pi,3.1353165659730675*pi,4.3485595074878*pi) q[2];\nu3(3.123211879853993*pi,2.445000503914826*pi,1.125486363493784*pi) q[3];\nu3(3.9205677692589327*pi,-0.09365071984486328*pi,3.878171878234707*pi) q[4];\nu3(3.105882707311738*pi,3.3869254465476315*pi,1.1425342451268068*pi) q[5];\nu3(3.2084256129215207*pi,0.07467392595802469*pi,4.101942901838259*pi) q[6];\nu3(3.160821123344774*pi,-0.013015426272233732*pi,0.6441166347474123*pi) q[7];\nu3(3.804343885725115*pi,3.446769242506038*pi,1.2197437022758548*pi) q[8];\nu3(3.478624093703355*pi,1.2005980409084698*pi,1.5380254938484117*pi) q[10];\nu3(3.3845284585841173*pi,2.273930031184803*pi,1.7458019108379914*pi) q[11];\nu3(3.8335288239734346*pi,-0.04626630020438238*pi,4.2454725126762565*pi) q[12];\nu3(3.4599040169777124*pi,0.7829212379218791*pi,4.371317248394435*pi) q[13];\nu3(3.2229942368269535*pi,0.10246885645362458*pi,1.8745710514513294*pi) q[14];\nRxxyyzz(0.22603718620197988*pi,0.16858970304019494*pi,0.0*pi) q[10],q[0];\nRxxyyzz(0.43103352297268993*pi,0.18722138427868495*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.46571549631503983*pi,0.08796788123171706*pi,0.0*pi) q[6],q[2];\nRxxyyzz(0.3469031759598292*pi,0.16440358900454854*pi,0.0*pi) q[13],q[3];\nRxxyyzz(0.45477936637269945*pi,0.22765314073533327*pi,0.0*pi) q[5],q[4];\nRxxyyzz(0.2209117128953202*pi,0.13553554709143878*pi,0.0*pi) q[9],q[7];\nRxxyyzz(0.43063288065500016*pi,0.13789173988222195*pi,0.06286253002204589*pi) q[14],q[11];\nu3(3.5578322073017032*pi,3.1235520544502284*pi,1.85292668721322*pi) q[0];\nu3(3.935045306508021*pi,3.442488107722414*pi,0.5136169813525158*pi) q[1];\nu3(3.1775698444391436*pi,2.4381444843653117*pi,1.2111574915582572*pi) q[2];\nu3(3.2132437108395644*pi,2.514468251095213*pi,2.304356891770819*pi) q[3];\nu3(3.412287053348755*pi,0.9700825118121403*pi,1.4295579366967153*pi) q[4];\nu3(3.3830056957658257*pi,-0.07352531077561408*pi,0.6229151739200702*pi) q[5];\nu3(3.4295873414934546*pi,-0.48040800812209655*pi,0.5094946897224855*pi) q[6];\nu3(3.3999313825856308*pi,-0.4733184990406992*pi,1.1086421611004118*pi) q[7];\nu3(3.5864508899039653*pi,-0.08188336969461824*pi,2.374788677135954*pi) q[8];\nu3(3.259016751895655*pi,3.3317728503331923*pi,1.2975737489210464*pi) q[9];\nu3(3.572449036922472*pi,3.1094493693408234*pi,0.7281176413478319*pi) q[10];\nu3(3.6410570121978756*pi,1.118282927153167*pi,0.6244198482261921*pi) q[11];\nu3(3.1749714317399733*pi,-0.21590547825070938*pi,1.5685704742149862*pi) q[13];\nu3(3.1289731659493736*pi,2.60009594197805*pi,4.440561939515267*pi) q[14];\nRxxyyzz(0.3381889103400405*pi,0.1862059245564598*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.45197671571912734*pi,0.27137800328483375*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.4247614753614801*pi,0.30026285987483237*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.45702345080372053*pi,0.37547492080310363*pi,0.22148797091719918*pi) q[6],q[11];\nRxxyyzz(0.3932440707274202*pi,0.1607425163385412*pi,0.061948707691126266*pi) q[13],q[8];\nRxxyyzz(0.2653265836817199*pi,0.1215460284375336*pi,0.0*pi) q[10],q[12];\nu3(3.5424238544661373*pi,-0.1295215170416325*pi,0.9643773534465412*pi) q[0];\nu3(3.758606872226988*pi,0.13964710927121882*pi,4.4872821923357105*pi) q[1];\nu3(3.3335566567384816*pi,3.126305180322645*pi,4.345325452758147*pi) q[2];\nu3(3.2758343695245187*pi,0.7286450745524347*pi,2.2412963181452548*pi) q[3];\nu3(3.638734452556895*pi,3.1951864358614666*pi,3.589829682572024*pi) q[6];\nu3(3.617142594433386*pi,3.2392713451218618*pi,1.6784794210509562*pi) q[8];\nu3(3.3178989594351593*pi,0.3587519219054005*pi,4.390664764445187*pi) q[9];\nu3(3.418585033558613*pi,0.29046372584603575*pi,1.8002548322632557*pi) q[10];\nu3(3.6676715959638777*pi,2.757650985755833*pi,1.1229786523041265*pi) q[11];\nu3(3.463072002913342*pi,2.105410580750237*pi,0.9433648107204511*pi) q[12];\nu3(3.24590768859789*pi,2.9365705548941596*pi,1.901741618240619*pi) q[13];\nu3(3.817369875356089*pi,3.216929161557634*pi,0.6686223031276468*pi) q[14];\nRxxyyzz(0.39257781638517836*pi,0.2575475702164861*pi,0.11091164509561766*pi) q[5],q[0];\nRxxyyzz(0.31595691724252983*pi,0.2283888241661849*pi,0.07110876482319384*pi) q[2],q[10];\nRxxyyzz(0.4398573633353128*pi,0.29019367058749745*pi,0.13108031136553885*pi) q[4],q[12];\nRxxyyzz(0.4526604030179701*pi,0.21675223781546027*pi,3.931643199571021*pi) q[7],q[13];\nRxxyyzz(0.41400520635761007*pi,0.19223633975401333*pi,0.0*pi) q[8],q[11];\nu3(3.461320551259942*pi,0.22421843360630334*pi,0.6056086621793755*pi) q[0];\nu3(3.5334397934060378*pi,-0.1365176636156341*pi,0.582026023121741*pi) q[2];\nu3(3.2177587625903965*pi,-0.4548699910909434*pi,3.9638224551373655*pi) q[4];\nu3(3.3265057933321835*pi,2.322444232270771*pi,3.7365324401476303*pi) q[5];\nu3(3.4568875084332062*pi,2.5092139336288595*pi,2.4507903346179427*pi) q[7];\nu3(3.6969976118157617*pi,0.5280127688726777*pi,2.051826644777207*pi) q[8];\nu3(3.723508159171578*pi,0.6470580673472317*pi,4.098372260218676*pi) q[10];\nu3(3.188928843680622*pi,3.1538652707877324*pi,1.1311659417294024*pi) q[11];\nu3(3.532821630133222*pi,0.6924556191143143*pi,1.0846182363232562*pi) q[12];\nu3(3.3868646437801475*pi,0.04318889269405424*pi,1.5597765878806769*pi) q[13];\nRxxyyzz(0.46178277392873035*pi,0.3262448624873874*pi,0.0*pi) q[1],q[10];\nRxxyyzz(0.39809840090633986*pi,0.20978301102309563*pi,3.81582903486739*pi) q[14],q[2];\nRxxyyzz(0.4337648622651194*pi,0.28059674432812093*pi,3.87614716573181*pi) q[3],q[8];\nRxxyyzz(0.43210865995124964*pi,0.19425246665649978*pi,0.1146883294671835*pi) q[7],q[6];\nRxxyyzz(0.4294345951118897*pi,0.19084940371907827*pi,3.9307943817399598*pi) q[13],q[9];\nu3(3.7754948511643622*pi,3.374949157119926*pi,2.463798920304946*pi) q[1];\nu3(3.089140725586289*pi,2.8316344577101185*pi,1.0277445581839242*pi) q[2];\nu3(3.3539818339911647*pi,-0.3047507760186924*pi,1.695296815481246*pi) q[3];\nu3(3.5956440736451176*pi,0.0032796068855374116*pi,4.201538510887072*pi) q[6];\nu3(3.2814097529432553*pi,1.7957667869966931*pi,4.428028714585181*pi) q[7];\nu3(3.27665831624517*pi,1.28872878954158*pi,1.4016956778117886*pi) q[8];\nu3(3.576221895763973*pi,2.7484242853011414*pi,2.024192497688757*pi) q[9];\nu3(3.2514010224677516*pi,2.922284843909221*pi,4.224998018927683*pi) q[10];\nu3(3.5633609395236516*pi,0.23435519713113961*pi,2.257124364456752*pi) q[13];\nu3(3.0967732660958105*pi,-0.4427599848749031*pi,2.3797033616373877*pi) q[14];\nmeasure q[3] -> c[1];\nmeasure q[6] -> c[4];\nmeasure q[8] -> c[11];\nRxxyyzz(0.35724173228575035*pi,0.1787602458089803*pi,3.93009502973832*pi) q[0],q[10];\nRxxyyzz(0.3744202052261302*pi,0.12906808545427995*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.4033765938993899*pi,0.30405202696904876*pi,3.82715358695082*pi) q[7],q[2];\nRxxyyzz(0.4224818478024499*pi,0.2840998107592434*pi,0.0*pi) q[14],q[4];\nRxxyyzz(0.4385462107876399*pi,0.30791945548884764*pi,3.93261248334632*pi) q[5],q[9];\nRxxyyzz(0.3972865754504502*pi,0.31435662574699036*pi,0.08834977603840444*pi) q[13],q[11];\nu3(1.4188922439759728*pi,-0.27701773031934485*pi,4.225655028242611*pi) q[0];\nu3(3.4945551809803788*pi,1.4342529553936265*pi,1.2363668398110215*pi) q[1];\nu3(3.3970753205550293*pi,0.5810501736271125*pi,1.427133622623161*pi) q[2];\nu3(3.6518921914738174*pi,0.9450997943222383*pi,2.392142287036081*pi) q[4];\nu3(3.766818761801639*pi,-0.1374806024130849*pi,1.6646127027879514*pi) q[5];\nu3(3.140361271628076*pi,2.6454605073517605*pi,1.716794075298648*pi) q[7];\nu3(3.0946670152095472*pi,2.273130678098315*pi,1.6379460588941601*pi) q[9];\nu3(0.48048917684039605*pi,2.7787986620101157*pi,1.235177410713809*pi) q[10];\nu3(3.1706683293914533*pi,2.7508893769899387*pi,1.9057059319398773*pi) q[11];\nu3(3.9326673628677526*pi,1.4786710667585319*pi,1.8788405389197833*pi) q[12];\nu3(3.1482020732729947*pi,3.44357606463083*pi,1.8097199978901364*pi) q[13];\nu3(3.285461616370102*pi,3.2373403844902815*pi,0.7900268247871063*pi) q[14];\nmeasure q[12] -> c[0];\nmeasure q[7] -> c[2];\nmeasure q[13] -> c[3];\nmeasure q[14] -> c[5];\nmeasure q[5] -> c[6];\nmeasure q[2] -> c[7];\nmeasure q[4] -> c[8];\nmeasure q[9] -> c[9];\nmeasure q[0] -> c[10];\nmeasure q[11] -> c[12];\nmeasure q[10] -> c[13];\nmeasure q[1] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.42533938158238*pi,3.179299691538522*pi,0.9389833495767803*pi) q[0];\nu3(3.6844319666573044*pi,1.1446958458169783*pi,3.2160098604645655*pi) q[1];\nu3(3.221905624473978*pi,3.2796050811189428*pi,1.838126698481937*pi) q[2];\nu3(3.5281382190847657*pi,2.5538048671717135*pi,0.8909546309700529*pi) q[3];\nu3(3.7383121820947163*pi,3.0831862022147773*pi,4.03343914171206*pi) q[4];\nu3(3.2461210953100075*pi,2.1934128534342285*pi,0.9296330622790521*pi) q[5];\nu3(3.633385008583498*pi,2.6431334391685826*pi,0.7514695586588821*pi) q[6];\nu3(3.955458500858298*pi,3.3270000718739072*pi,3.1740640008293624*pi) q[7];\nu3(3.4358740126430436*pi,0.3740532379878613*pi,1.745549333289428*pi) q[8];\nu3(3.5294563889492063*pi,-0.47234185237938836*pi,2.239991967590674*pi) q[9];\nu3(3.7980595041019978*pi,3.304817143976579*pi,2.202426383152495*pi) q[10];\nu3(3.4999304098124298*pi,-0.32631738850730474*pi,1.3603252694324128*pi) q[11];\nu3(3.524030163230446*pi,2.5692057438209375*pi,0.701233863845055*pi) q[12];\nu3(3.461104401066175*pi,2.488493301052057*pi,1.383479765633475*pi) q[13];\nu3(3.5801501722161944*pi,-0.4453516050236607*pi,4.334366850512153*pi) q[14];\nRxxyyzz(0.29683351959601995*pi,0.2337147782422644*pi,0.09484488281113634*pi) q[0],q[1];\nRxxyyzz(0.3986795349249306*pi,0.3040087890922687*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.4273719563420413*pi,0.17970426739655754*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.35033610772593*pi,0.19707648704473657*pi,3.8590539411476303*pi) q[4],q[10];\nRxxyyzz(0.46015176066397956*pi,0.2639796083946324*pi,3.8570281189355407*pi) q[5],q[8];\nRxxyyzz(0.4122564508878126*pi,0.1421569521327487*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.4240890960142298*pi,0.33928065196441093*pi,0.10128726016725942*pi) q[11],q[12];\nu3(3.7083671480657348*pi,2.9315705471078406*pi,2.210151031378138*pi) q[0];\nu3(3.405668922230632*pi,2.4895200507695447*pi,0.8081605060462786*pi) q[1];\nu3(3.457774469013421*pi,0.381454941034977*pi,1.1239765758664513*pi) q[2];\nu3(3.1829545433192994*pi,2.085689537979308*pi,1.079386383934176*pi) q[3];\nu3(3.345042645842977*pi,-0.2477605379850648*pi,0.7114083511318545*pi) q[4];\nu3(3.6058978393682835*pi,2.039838374871212*pi,0.9476150146382696*pi) q[5];\nu3(3.712413589542001*pi,3.333502890432489*pi,3.7470236699301878*pi) q[7];\nu3(3.9633405091422738*pi,3.0038635667649465*pi,1.154587026872267*pi) q[8];\nu3(3.536325780849638*pi,-0.32003039374249753*pi,1.2729697965493145*pi) q[9];\nu3(3.130827451367487*pi,3.3022205781453486*pi,0.7193021417895151*pi) q[10];\nu3(3.4409687773530564*pi,2.2306311571375215*pi,0.6057814558748715*pi) q[11];\nu3(3.6098646443977747*pi,-0.3376046314537626*pi,3.052088983813935*pi) q[12];\nu3(3.4346721546958587*pi,2.0415128947321812*pi,1.524554267231096*pi) q[13];\nu3(3.1772847865755143*pi,0.55820954744251*pi,2.032178624401486*pi) q[14];\nRxxyyzz(0.3808094251076698*pi,0.30818617424426215*pi,3.72601354379459*pi) q[0],q[10];\nRxxyyzz(0.4263286747320194*pi,0.3338385141194249*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.2795211060418799*pi,0.19120873507341418*pi,3.9133319205428894*pi) q[2],q[9];\nRxxyyzz(0.45103127295397993*pi,0.3527189595157544*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.32959770538026956*pi,0.21082473440728*pi,3.85399461162405*pi) q[5],q[11];\nRxxyyzz(0.4494112330481196*pi,0.2771222226240201*pi,0.0*pi) q[6],q[8];\nu3(3.625260041812989*pi,-0.0602843392105617*pi,1.553514194097069*pi) q[0];\nu3(3.2680269640304664*pi,2.0590734406676514*pi,1.0824598216428685*pi) q[1];\nu3(3.440469185982243*pi,3.264355097865109*pi,3.914795634564179*pi) q[2];\nu3(3.425050191675914*pi,3.1781424489741417*pi,1.7585855716778669*pi) q[4];\nu3(3.904421826820048*pi,0.28415241155293525*pi,1.3404307976183856*pi) q[5];\nu3(3.4406466288726802*pi,1.7771289865314759*pi,4.405610360526796*pi) q[6];\nu3(3.364808216317126*pi,-0.07320948808646344*pi,4.3289122418115875*pi) q[8];\nu3(3.640671594706738*pi,3.195778287166161*pi,2.324948310482947*pi) q[9];\nu3(3.628139651400684*pi,0.897484998279809*pi,0.9040585395204421*pi) q[10];\nu3(3.417787986170717*pi,0.008571597940826847*pi,0.6907999743282046*pi) q[11];\nu3(3.4553009326829676*pi,2.8046612599718603*pi,2.4281330938963124*pi) q[12];\nu3(3.601357757632684*pi,-0.14203118023162165*pi,2.0667842062070307*pi) q[14];\nRxxyyzz(0.15621066746708934*pi,0.12936937928222392*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.3636956264323299*pi,0.19146279818186485*pi,0.06197677533745714*pi) q[1],q[4];\nRxxyyzz(0.4104646713790001*pi,0.30485345029637506*pi,0.17277753422022912*pi) q[2],q[12];\nRxxyyzz(0.45885567171070024*pi,0.28450015448126864*pi,0.10480210970703895*pi) q[8],q[3];\nRxxyyzz(0.3084084562361*pi,0.16987761799107837*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.3077945042066438*pi,0.1959209586586237*pi,0.0*pi) q[7],q[14];\nRxxyyzz(0.44769058955871976*pi,0.2957322867014086*pi,0.0*pi) q[11],q[13];\nu3(3.2862917978489907*pi,3.1540233111765996*pi,2.1421937404733127*pi) q[0];\nu3(3.8589746455145395*pi,3.06454119539037*pi,1.6469390773451935*pi) q[1];\nu3(3.7496570718495645*pi,0.4557774193537937*pi,0.5575518906943412*pi) q[2];\nu3(3.462917574492923*pi,-0.10969225915933623*pi,3.383704477628723*pi) q[3];\nu3(3.4213960278229703*pi,0.899645062817445*pi,2.0359783981480377*pi) q[4];\nu3(3.2079181183450447*pi,0.01992505500623143*pi,1.1438637387718669*pi) q[5];\nu3(3.1565479341104243*pi,2.4596605644559104*pi,0.7807269116254041*pi) q[6];\nu3(3.4009672580493144*pi,0.5308261484770371*pi,2.2157484622287478*pi) q[7];\nu3(3.6899254450345933*pi,3.0420861443378175*pi,3.1641556507002675*pi) q[8];\nu3(3.4519099649126934*pi,0.8870926744048502*pi,1.9958493443067753*pi) q[9];\nu3(3.737943732070589*pi,0.3882155811982593*pi,1.2322838961439917*pi) q[11];\nu3(3.4381545087450864*pi,-0.3603011913656867*pi,1.3780788202956766*pi) q[12];\nu3(3.5232264472025645*pi,1.8025572321059378*pi,1.1612995105548305*pi) q[13];\nu3(3.726606204787889*pi,0.6268938285355699*pi,1.1027217054676157*pi) q[14];\nRxxyyzz(0.4343707237827803*pi,0.321233752460263*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.39688864526082984*pi,0.34866958170082574*pi,3.7967940217961598*pi) q[1],q[8];\nRxxyyzz(0.34608048087999027*pi,0.18301571666187*pi,3.8302422719715192*pi) q[2],q[4];\nRxxyyzz(0.43999495006015*pi,0.1615808737986405*pi,0.0*pi) q[5],q[3];\nRxxyyzz(0.3333899903356199*pi,0.22306929990450408*pi,0.0*pi) q[9],q[13];\nRxxyyzz(0.44317349950671947*pi,0.29964408105933965*pi,3.8999754801898607*pi) q[10],q[11];\nu3(3.8685945057359676*pi,-0.21527455605198448*pi,0.660484736422887*pi) q[0];\nu3(3.6717499818868933*pi,0.5811481411581303*pi,1.2047116274132024*pi) q[1];\nu3(3.5824533873236577*pi,0.3176736836189107*pi,0.8127785417905387*pi) q[2];\nu3(3.5526222255674185*pi,-0.18886842112030577*pi,1.6024096502926537*pi) q[3];\nu3(3.6264032585241375*pi,2.4339309120324755*pi,1.9818833143908439*pi) q[4];\nu3(3.813123149282079*pi,-0.26736355886595264*pi,1.9082865243054514*pi) q[5];\nu3(3.7293084145368693*pi,3.158918159201213*pi,1.3237690698630762*pi) q[8];\nu3(3.6488818252415633*pi,2.0809078627853337*pi,1.0306723025031754*pi) q[9];\nu3(3.5815830432985947*pi,3.386174037662548*pi,0.8083553443208831*pi) q[10];\nu3(3.354900919304013*pi,2.2247071462030794*pi,0.6008398347468642*pi) q[11];\nu3(3.609363549947693*pi,-0.05871390231461937*pi,4.302749326032625*pi) q[12];\nu3(3.8814295603647726*pi,1.9598977742672297*pi,1.7862212770923043*pi) q[13];\nRxxyyzz(0.3506974736347609*pi,0.2591130267143571*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.38189378253124945*pi,0.1799419115047276*pi,0.04375582113109461*pi) q[1],q[3];\nRxxyyzz(0.4701221821960696*pi,0.2072371560199049*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.35227826691194997*pi,0.12442869987259542*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.41702939213308987*pi,0.3661673495687614*pi,0.043813028038631074*pi) q[7],q[13];\nRxxyyzz(0.4553280215798399*pi,0.2926793566497753*pi,0.05582910503845895*pi) q[8],q[11];\nRxxyyzz(0.4291758792638706*pi,0.24129412835293698*pi,0.05312268005722462*pi) q[12],q[14];\nu3(3.493121592472966*pi,0.3009543586241261*pi,1.3098841591419785*pi) q[0];\nu3(3.4381487531895374*pi,2.0925471673401996*pi,4.0403432594084805*pi) q[1];\nu3(3.463097615811406*pi,1.7619015657639867*pi,1.1512549024176324*pi) q[2];\nu3(3.618399414593366*pi,-0.24169676271951746*pi,4.05297447126731*pi) q[3];\nu3(3.700245083516061*pi,-0.11222134737567446*pi,0.7429175003090784*pi) q[4];\nu3(3.1899772301001126*pi,3.0853800196649357*pi,0.7605687960873255*pi) q[5];\nu3(3.2862453695982228*pi,-0.3890043541793839*pi,1.3460234335008208*pi) q[6];\nu3(3.1440381230339214*pi,2.9826616625444275*pi,2.213045374841613*pi) q[7];\nu3(3.0708277180415466*pi,-0.1886411281566246*pi,1.9157182423541785*pi) q[8];\nu3(3.4743634324056347*pi,2.4489300106632204*pi,1.0523666553910191*pi) q[10];\nu3(3.582607824779492*pi,3.118256665989629*pi,2.9791771396277746*pi) q[11];\nu3(3.7399034421037296*pi,2.890613711178516*pi,3.6739425446193708*pi) q[12];\nu3(3.533278099455069*pi,-0.24959267054374223*pi,3.218872714895971*pi) q[13];\nu3(3.2049811614419905*pi,1.4857866697069544*pi,4.101255680682332*pi) q[14];\nRxxyyzz(0.2954040834463898*pi,0.2539038740431787*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.3493121904524904*pi,0.2343760832807612*pi,0.0*pi) q[8],q[2];\nRxxyyzz(0.3794285468316846*pi,0.26419576329528627*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.4178411580382302*pi,0.12309904679339134*pi,0.0*pi) q[6],q[4];\nRxxyyzz(0.29679630904211035*pi,0.21540445607049996*pi,0.12589458822713118*pi) q[5],q[13];\nRxxyyzz(0.30185123314692064*pi,0.20536306728484455*pi,0.11723313558707904*pi) q[9],q[14];\nRxxyyzz(0.4453649686152701*pi,0.2306351760881321*pi,0.0*pi) q[10],q[12];\nu3(3.5439569872276757*pi,-0.2660780715281982*pi,0.8361894699690531*pi) q[1];\nu3(3.086732286219187*pi,1.1343107383539395*pi,1.228823349419869*pi) q[2];\nu3(3.4459983093178783*pi,1.1410477966477472*pi,1.1608938251106062*pi) q[3];\nu3(3.117236872889792*pi,0.5022334169128053*pi,1.9601307500821177*pi) q[4];\nu3(3.5366861494200648*pi,2.9716239371987165*pi,3.9273799179480813*pi) q[5];\nu3(3.658288430979812*pi,-0.4930160896470953*pi,4.192726185120327*pi) q[6];\nu3(3.5199578253115344*pi,0.26502883365164087*pi,1.4515678691670824*pi) q[7];\nu3(3.277486968689119*pi,3.2748700055509357*pi,4.307123701608672*pi) q[8];\nu3(3.6671605997466212*pi,2.9865319140296203*pi,1.6370528333096286*pi) q[9];\nu3(3.6575942814529907*pi,-0.1153841342850001*pi,1.4087537416438256*pi) q[10];\nu3(3.5119017881243964*pi,0.5386862229354312*pi,1.2012615193771734*pi) q[11];\nu3(3.584279349885432*pi,0.6655770539951327*pi,1.3484429105287337*pi) q[12];\nu3(3.043084352931686*pi,3.2243929925264747*pi,0.704155341192878*pi) q[13];\nu3(3.851518174849691*pi,2.5457120766986163*pi,3.9553798326385574*pi) q[14];\nRxxyyzz(0.4617989639967699*pi,0.20091908685919135*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.44910438821915966*pi,0.4114218950860563*pi,0.07653507310583851*pi) q[1],q[14];\nRxxyyzz(0.42928453908090974*pi,0.23881850552023498*pi,3.81335896943064*pi) q[6],q[2];\nRxxyyzz(0.4013311904704603*pi,0.235465314887908*pi,0.0*pi) q[9],q[3];\nRxxyyzz(0.33708044586125174*pi,0.07852725259120263*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.4088401362734603*pi,0.11360850724222268*pi,3.92461392271713*pi) q[10],q[7];\nRxxyyzz(0.38328440480119985*pi,0.175628924686606*pi,3.89088057883097*pi) q[11],q[12];\nu3(3.7285879389976375*pi,0.4505556749400774*pi,0.6555697851978843*pi) q[0];\nu3(3.5975161500883344*pi,0.21144989327374408*pi,1.8378954721395615*pi) q[1];\nu3(3.5665768812879706*pi,2.992107435707785*pi,1.1277391413481008*pi) q[2];\nu3(3.179712092822747*pi,3.451328257479707*pi,2.0502510497461555*pi) q[3];\nu3(3.420096264259565*pi,-0.17138163373820814*pi,0.5598711349167704*pi) q[4];\nu3(3.325982123960088*pi,0.7455325421392387*pi,1.2278401744631093*pi) q[6];\nu3(3.7282850759523667*pi,0.4918174548828531*pi,1.6853757519630417*pi) q[7];\nu3(3.299468687887903*pi,0.5892442749729334*pi,2.3822262726985657*pi) q[8];\nu3(3.63617156371931*pi,1.9003197057037222*pi,1.412136351237078*pi) q[9];\nu3(3.585631401830942*pi,-0.21963668927190305*pi,2.0723231359171317*pi) q[10];\nu3(3.332962725388709*pi,3.1720829441415264*pi,0.8632686701562027*pi) q[11];\nu3(3.4936480500998903*pi,-0.3672677085174909*pi,2.3209194537411375*pi) q[12];\nu3(3.585061417913247*pi,-0.22512059557473052*pi,2.198913682751991*pi) q[13];\nu3(3.2636107308002362*pi,0.08270056187632924*pi,4.4024282642379795*pi) q[14];\nRxxyyzz(0.32160383912634993*pi,0.25864554128990846*pi,3.8831128382855695*pi) q[6],q[0];\nRxxyyzz(0.3451741670065198*pi,0.27086789576885595*pi,3.84021538177627*pi) q[2],q[14];\nRxxyyzz(0.4142314946887099*pi,0.25879651556256267*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.45591117403785975*pi,0.1822702314555702*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.22458646619002023*pi,0.20774124184845189*pi,0.05026577518542119*pi) q[5],q[12];\nRxxyyzz(0.46199451909191025*pi,0.19758801060024211*pi,0.0*pi) q[7],q[8];\nRxxyyzz(0.3615050793907596*pi,0.18866212619358524*pi,0.0*pi) q[10],q[11];\nu3(3.445016831951942*pi,0.7046704898421026*pi,1.7196065251934916*pi) q[0];\nu3(3.7713760733803374*pi,0.693224141210953*pi,4.437386733180892*pi) q[2];\nu3(3.9246002073093758*pi,-0.3118419969217*pi,4.057418755884989*pi) q[3];\nu3(3.7438395630339234*pi,3.123152675688473*pi,1.69202322696621*pi) q[4];\nu3(3.275696439044191*pi,-0.45197234390385976*pi,3.2912696459415747*pi) q[5];\nu3(3.5905316988561813*pi,2.8221089778496387*pi,3.8800617749374484*pi) q[6];\nu3(3.274719640815465*pi,2.2438223091809206*pi,1.9938602208921352*pi) q[7];\nu3(3.51491160333658*pi,0.2178257794007662*pi,4.329337003415953*pi) q[8];\nu3(3.6822705393382282*pi,3.1462356298178324*pi,0.9399345826660462*pi) q[9];\nu3(3.4627418904500553*pi,3.3555935660491425*pi,1.0355178023717138*pi) q[10];\nu3(3.1889033752625195*pi,0.46809272474354957*pi,1.096949619058485*pi) q[11];\nu3(3.4223766084632774*pi,0.607137746720575*pi,2.805655387230161*pi) q[12];\nu3(3.255711640064021*pi,-0.12057105886922548*pi,1.1452065153232749*pi) q[13];\nu3(3.7900094586604727*pi,-0.4430338040689712*pi,0.7878151557102238*pi) q[14];\nRxxyyzz(0.3300523587607601*pi,0.27517971922237194*pi,0.12839363379556046*pi) q[0],q[9];\nRxxyyzz(0.377205048092462*pi,0.27845374805556805*pi,3.94951498973847*pi) q[1],q[6];\nRxxyyzz(0.37651241126065*pi,0.3331577511316062*pi,0.05768732802098116*pi) q[3],q[7];\nRxxyyzz(0.2883035150904799*pi,0.14323470298664143*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.35384592814245025*pi,0.09165276069366213*pi,0.07384608569115336*pi) q[5],q[10];\nRxxyyzz(0.4061729540491501*pi,0.3761334079266093*pi,0.0*pi) q[13],q[8];\nu3(3.622906008921993*pi,1.8942250473068496*pi,0.8376730484144018*pi) q[0];\nu3(3.3982010210673375*pi,3.071936673308331*pi,1.1689644917345703*pi) q[1];\nu3(3.6734204388363447*pi,0.8859169445484736*pi,0.5971573168142098*pi) q[3];\nu3(3.474621473775512*pi,2.313283011123285*pi,2.0979599163880116*pi) q[4];\nu3(3.5976462840322823*pi,3.458981445430974*pi,1.6500761335444418*pi) q[5];\nu3(3.703478589211119*pi,2.1605396909573686*pi,2.002456203253777*pi) q[6];\nu3(3.651743838896689*pi,-0.024838924408465746*pi,3.4360624098365937*pi) q[7];\nu3(3.912416826077515*pi,1.123661956571463*pi,4.2086391409033945*pi) q[8];\nu3(3.4802861699685104*pi,-0.029841572146140805*pi,0.6260252594616724*pi) q[9];\nu3(3.249387673886599*pi,2.7645544439003493*pi,0.5790978479026696*pi) q[10];\nu3(3.1826152362838482*pi,2.8886346592718595*pi,2.227712185141079*pi) q[12];\nu3(3.568931384290931*pi,0.4074094422052793*pi,1.3436101380455887*pi) q[13];\nRxxyyzz(0.3897319454654902*pi,0.2058638691473625*pi,3.938437561436711*pi) q[13],q[0];\nRxxyyzz(0.48488100308046*pi,0.3660746903040243*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.4353788210300802*pi,0.286061618465832*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.4307354148695104*pi,0.27591103185710886*pi,0.0*pi) q[10],q[4];\nRxxyyzz(0.33561530681685336*pi,0.18520518714703993*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.4083965648876401*pi,0.10320280272295791*pi,3.93703845823714*pi) q[11],q[9];\nu3(3.6151689748675797*pi,-0.1928821445181173*pi,1.5928040330662814*pi) q[0];\nu3(3.508631287460384*pi,0.5256719885246464*pi,3.71585581372113*pi) q[2];\nu3(3.732306303334285*pi,0.4761148791691162*pi,2.3070929993173594*pi) q[3];\nu3(3.473898185676293*pi,2.407565172455398*pi,0.7607754028083834*pi) q[4];\nu3(3.739531175050879*pi,2.0802516684646237*pi,0.7591830411767928*pi) q[5];\nu3(3.609977956954709*pi,2.05357462912772*pi,3.5407813130743255*pi) q[7];\nu3(3.5612589914132045*pi,-0.45254042260524335*pi,0.58922698905154*pi) q[8];\nu3(3.3236924357194164*pi,3.4043674691465635*pi,0.8949174436373539*pi) q[9];\nu3(3.547055827876661*pi,0.23371413018739529*pi,0.8734284035014319*pi) q[10];\nu3(3.690790002184836*pi,2.5850792574229065*pi,1.5388188267954954*pi) q[11];\nu3(3.335052003092068*pi,3.483381437901661*pi,1.869763014375794*pi) q[13];\nu3(3.676931458043116*pi,0.7007595842053915*pi,4.299635941772564*pi) q[14];\nRxxyyzz(0.3798251285061207*pi,0.1811306250680218*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.35335750369794283*pi,0.097560674986095*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.337334855777101*pi,0.07870060398150902*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.4049689860395903*pi,0.21555102564892178*pi,0.0876628077519159*pi) q[3],q[13];\nRxxyyzz(0.45223289692132945*pi,0.2509712222506608*pi,3.9131565106408104*pi) q[4],q[9];\nRxxyyzz(0.31388031996394006*pi,0.14005820474630037*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.3453605502606597*pi,0.30206278484257*pi,0.0*pi) q[8],q[7];\nu3(3.644185284926929*pi,1.0837394759246775*pi,1.6593709600726225*pi) q[0];\nu3(3.2077880847408093*pi,0.7967549055569139*pi,2.0525153137464907*pi) q[1];\nu3(3.7163119679123056*pi,2.0606455138188604*pi,2.15738836731516*pi) q[2];\nu3(3.729890475177347*pi,0.820268147043477*pi,0.9628324537903372*pi) q[3];\nu3(3.1063949461238574*pi,2.867811240044757*pi,1.561210468343294*pi) q[4];\nu3(3.5729740211768695*pi,3.2755334797602265*pi,1.8708371552089476*pi) q[5];\nu3(3.568812611702538*pi,3.350952930301659*pi,1.3513049846236154*pi) q[6];\nu3(3.9021905943956994*pi,2.6676252957692554*pi,0.7872825435777654*pi) q[7];\nu3(3.797483644655331*pi,0.09049150684124652*pi,1.9458998315750793*pi) q[8];\nu3(3.5318927808007277*pi,0.9184306274706069*pi,0.8750391360717864*pi) q[9];\nu3(3.654976685400714*pi,2.8278447771116695*pi,2.495232298793284*pi) q[10];\nu3(3.253585238834174*pi,1.956617416832044*pi,1.4319183562966415*pi) q[12];\nu3(3.6459230490677195*pi,3.310248192752678*pi,3.445516404396632*pi) q[13];\nu3(3.728847953246684*pi,3.3390429140149975*pi,3.668888940503926*pi) q[14];\nRxxyyzz(0.4711715055452692*pi,0.22758653168464082*pi,0.0*pi) q[10],q[0];\nRxxyyzz(0.4574701793038356*pi,0.36267654459311993*pi,0.19834375991933406*pi) q[7],q[1];\nRxxyyzz(0.4154244543783003*pi,0.2569434501330073*pi,3.9454307455862008*pi) q[3],q[2];\nRxxyyzz(0.4523085797065697*pi,0.29985664180946037*pi,0.09506533668166378*pi) q[5],q[4];\nRxxyyzz(0.3220198933949999*pi,0.13852577630290608*pi,0.0*pi) q[12],q[8];\nRxxyyzz(0.3924206439662197*pi,0.29433824424222893*pi,3.9392116541487905*pi) q[13],q[9];\nRxxyyzz(0.4500470122283406*pi,0.23510698708193134*pi,3.946680366563451*pi) q[14],q[11];\nu3(3.5964023276211066*pi,3.4952645836198935*pi,0.5023123083953687*pi) q[0];\nu3(3.1630362614735805*pi,0.1244550837153221*pi,3.8107090088311093*pi) q[1];\nu3(3.8536475169761215*pi,-0.4961666140719434*pi,0.7649551114349522*pi) q[2];\nu3(3.6284084558964635*pi,-0.09970812238216542*pi,2.0492180140708474*pi) q[3];\nu3(3.4974978677332826*pi,0.11040807997469282*pi,0.869415362592743*pi) q[4];\nu3(3.6837496826574223*pi,3.4665439819104105*pi,1.119800781578061*pi) q[5];\nu3(3.331922107195154*pi,0.24266436638239364*pi,4.398769194275744*pi) q[7];\nu3(3.7503075507723707*pi,0.1916773243281038*pi,1.8507599838879052*pi) q[8];\nu3(3.8857528260687366*pi,-0.1527997447913395*pi,1.9066272898701393*pi) q[9];\nu3(3.3241195812632958*pi,2.8902710435502175*pi,0.6202023073409664*pi) q[10];\nu3(3.6220907151334965*pi,1.3286964730593653*pi,2.420140849927243*pi) q[11];\nu3(3.7230558634447735*pi,2.1367684432258116*pi,1.0050111781545024*pi) q[12];\nu3(3.3471639312724433*pi,-0.06738835212319949*pi,1.0145932825821382*pi) q[13];\nu3(3.156329565073205*pi,-0.4293884172924419*pi,1.10909223141272*pi) q[14];\nRxxyyzz(0.43095034755459993*pi,0.21717870004461626*pi,0.0*pi) q[1],q[0];\nRxxyyzz(0.43819121906715974*pi,0.21278325739617543*pi,3.8632462030566295*pi) q[14],q[2];\nRxxyyzz(0.4747050090090995*pi,0.2504412063991619*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.430088060331107*pi,0.20288903503497835*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.37287447676967994*pi,0.2418250247145673*pi,3.908754777626531*pi) q[6],q[5];\nRxxyyzz(0.4528589019305294*pi,0.25399723989977707*pi,3.927132761339291*pi) q[8],q[10];\nRxxyyzz(0.32708543049453986*pi,0.24163020533035917*pi,0.0*pi) q[11],q[13];\nu3(3.6461859113711874*pi,0.5359063707563143*pi,1.455444998957275*pi) q[0];\nu3(3.725747576772727*pi,2.9694455165959353*pi,1.583594615727355*pi) q[1];\nu3(3.8982384261124965*pi,-0.37608597468028115*pi,0.947462483007723*pi) q[2];\nu3(3.221261776878635*pi,0.91344515012336*pi,1.6637009088953276*pi) q[3];\nu3(3.3867283219725035*pi,3.3673868387790247*pi,1.9830027688973626*pi) q[4];\nu3(3.26876640411497*pi,-0.22224386939155105*pi,0.5196047283058367*pi) q[5];\nu3(3.5244327077745377*pi,3.0389590790045506*pi,1.3453455279334108*pi) q[6];\nu3(3.584356487507475*pi,2.7841478769908243*pi,1.7075405015472227*pi) q[8];\nu3(3.5790129176879995*pi,2.7533539313778297*pi,0.5130664628082862*pi) q[9];\nu3(3.9073325217134993*pi,-0.2991033147378864*pi,1.1470608950863088*pi) q[10];\nu3(3.7614231091728634*pi,0.7288030685285296*pi,1.930893384481759*pi) q[11];\nu3(3.3244821032477847*pi,-0.2752490714034778*pi,1.5364632489568706*pi) q[12];\nu3(3.641194013740947*pi,0.63113043859422*pi,1.9589830897355072*pi) q[13];\nu3(3.4394045154203576*pi,3.0882583303765383*pi,0.8519994400633104*pi) q[14];\nRxxyyzz(0.3628287370009796*pi,0.23818600079859217*pi,3.9052422137322*pi) q[0],q[2];\nRxxyyzz(0.4287580813505818*pi,0.10276698445849775*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.49292427186890997*pi,0.40960394157531077*pi,0.0*pi) q[12],q[4];\nRxxyyzz(0.4805201194525499*pi,0.24186887786216915*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.4451163613316398*pi,0.3952733588375654*pi,0.2136590320148678*pi) q[6],q[8];\nRxxyyzz(0.433842426338761*pi,0.20588646487605544*pi,0.0*pi) q[11],q[7];\nRxxyyzz(0.3682152447852397*pi,0.15585490001238878*pi,0.0*pi) q[14],q[13];\nu3(3.2659752138429603*pi,-0.1750918802085959*pi,2.07438863906944*pi) q[0];\nu3(3.487445099848047*pi,2.574156517206004*pi,0.7213092582316643*pi) q[2];\nu3(3.370436196055535*pi,0.26405594364099017*pi,1.370502368634996*pi) q[3];\nu3(3.8276335949594493*pi,2.823901614990315*pi,1.3362918462419962*pi) q[4];\nu3(3.7164946308280924*pi,0.384945141005142*pi,0.881737180927614*pi) q[5];\nu3(3.457360146545611*pi,2.636472048469466*pi,1.0740755917366824*pi) q[6];\nu3(3.333851510070608*pi,3.083871609545428*pi,2.401737856620339*pi) q[7];\nu3(3.2147874167640955*pi,2.742298062744928*pi,1.325181235913799*pi) q[8];\nu3(3.213628141847273*pi,1.4829268924271501*pi,1.2545386093253221*pi) q[9];\nu3(3.2740354779938334*pi,3.447181531508406*pi,1.4651971519495288*pi) q[10];\nu3(3.7399716623686774*pi,3.4697973678518728*pi,0.6371727950335018*pi) q[11];\nu3(3.710939597773631*pi,0.13507225116561916*pi,3.6850819070708973*pi) q[12];\nu3(3.6971725348002877*pi,0.13096378193057212*pi,0.5858842348847708*pi) q[13];\nu3(3.35684929871026*pi,2.7300791117051673*pi,0.5620351521475638*pi) q[14];\nmeasure q[0] -> c[9];\nmeasure q[3] -> c[12];\nmeasure q[2] -> c[14];\nRxxyyzz(0.4569368635910398*pi,0.39623639948050204*pi,0.08611167867081626*pi) q[1],q[4];\nRxxyyzz(0.3327579700031903*pi,0.2920354873430404*pi,0.046616126129547464*pi) q[6],q[5];\nRxxyyzz(0.4130431273961901*pi,0.16985921056102443*pi,3.9311618679987603*pi) q[7],q[13];\nRxxyyzz(0.4020309160951898*pi,0.3684018106675122*pi,0.15407947426738744*pi) q[11],q[8];\nRxxyyzz(0.24394960074068003*pi,0.1879038706681886*pi,0.05161505510842801*pi) q[12],q[9];\nRxxyyzz(0.36100113500491965*pi,0.19320202187543023*pi,3.8819819253825494*pi) q[14],q[10];\nu3(3.4477819534676515*pi,2.629437044101918*pi,4.227224925466134*pi) q[1];\nu3(3.5887534878176526*pi,2.9555345000459234*pi,1.341612281531341*pi) q[4];\nu3(2.1997826364349127*pi,2.8176846945957914*pi,1.145916375623801*pi) q[5];\nu3(1.1973909736245383*pi,-0.04080446533402099*pi,1.3787007075013507*pi) q[6];\nu3(3.2026106276320214*pi,2.747542746187186*pi,0.5739971950315144*pi) q[7];\nu3(3.739318067278875*pi,1.7487757686273468*pi,0.6325703186769547*pi) q[8];\nu3(2.6567337610757256*pi,-0.3294354438636399*pi,3.840955043786454*pi) q[9];\nu3(3.7711408946222873*pi,-0.3895447064062908*pi,1.6072325670927352*pi) q[10];\nu3(3.8253569478204703*pi,-0.06141210103219108*pi,0.8616473866957599*pi) q[11];\nu3(1.4825704150284578*pi,0.4250148584140293*pi,4.221533206237627*pi) q[12];\nu3(3.4217441120646708*pi,1.053024995260234*pi,0.5676410780313934*pi) q[13];\nu3(3.7591554583852607*pi,-0.42246530315642067*pi,1.876102535525785*pi) q[14];\nmeasure q[12] -> c[0];\nmeasure q[14] -> c[1];\nmeasure q[7] -> c[2];\nmeasure q[6] -> c[3];\nmeasure q[13] -> c[4];\nmeasure q[10] -> c[5];\nmeasure q[5] -> c[6];\nmeasure q[11] -> c[7];\nmeasure q[1] -> c[8];\nmeasure q[8] -> c[10];\nmeasure q[9] -> c[11];\nmeasure q[4] -> c[13];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.616427759601117*pi,3.29612825374188*pi,1.06049001726806*pi) q[0];\nu3(3.4535655437607233*pi,3.242751503714843*pi,0.9149863299053735*pi) q[1];\nu3(3.9444563315744103*pi,3.1228272882538466*pi,1.2874198238029246*pi) q[2];\nu3(3.2319990930576816*pi,-0.42914510850138265*pi,2.436257640239217*pi) q[3];\nu3(3.7195305343914566*pi,0.5955229838580178*pi,1.4742159118738534*pi) q[4];\nu3(3.7650404526980568*pi,0.5181827601649647*pi,4.335725504370268*pi) q[5];\nu3(3.771320979532314*pi,-0.485278976643422*pi,3.8559606140930365*pi) q[6];\nu3(3.5475530374289237*pi,3.4535460347124887*pi,2.2193537056359203*pi) q[7];\nu3(3.7358588826497203*pi,1.1006959022877902*pi,0.9696100948187226*pi) q[8];\nu3(3.817814656998947*pi,3.111204824741991*pi,1.2330044008210646*pi) q[9];\nu3(3.407539320970663*pi,3.2334936032992285*pi,0.5788464666995734*pi) q[10];\nu3(3.4299344000970793*pi,3.0487018142267006*pi,1.1651188398195647*pi) q[11];\nu3(3.4972211411464116*pi,3.0294944143972367*pi,3.256610968106482*pi) q[12];\nu3(3.683546128561448*pi,2.2230893007381467*pi,1.9931001968778874*pi) q[13];\nu3(3.337141534104537*pi,2.7444778847434774*pi,3.7213094883092133*pi) q[14];\nRxxyyzz(0.3699352412145199*pi,0.2763063456350129*pi,0.12806800588431*pi) q[0],q[11];\nRxxyyzz(0.3834781350874381*pi,0.2658604010044032*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.4519809507540899*pi,0.28653664065054435*pi,0.12236306763347488*pi) q[2],q[12];\nRxxyyzz(0.41477794440154003*pi,0.22352865770544883*pi,3.9523990759998697*pi) q[4],q[10];\nRxxyyzz(0.45629442248834995*pi,0.21980378402264128*pi,3.9468815437964104*pi) q[5],q[9];\nRxxyyzz(0.4264979367412902*pi,0.2482740492280221*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.3400851971311001*pi,0.23855167501532248*pi,0.0*pi) q[7],q[8];\nu3(3.1745144136875694*pi,3.1639827427961684*pi,1.9194816043921703*pi) q[0];\nu3(3.641813932481147*pi,0.4784375880500651*pi,1.2477491572402004*pi) q[1];\nu3(3.556095550468891*pi,3.4001462299559915*pi,2.257333948163822*pi) q[2];\nu3(3.4872884817195873*pi,0.21379705469818122*pi,2.031554688358708*pi) q[4];\nu3(3.539323629367053*pi,2.9504309846823693*pi,2.412534702308616*pi) q[5];\nu3(3.535372478053106*pi,0.20554661779830474*pi,1.6306743472135807*pi) q[6];\nu3(3.7910325202268886*pi,-0.29458880702238277*pi,1.6046900413929759*pi) q[7];\nu3(3.451057126742646*pi,-0.3823038589092346*pi,0.7573287803810764*pi) q[8];\nu3(3.0819660614915847*pi,2.9480822801774025*pi,1.6849394730444924*pi) q[9];\nu3(3.5207496032258643*pi,3.4605380454759027*pi,1.9282938492676243*pi) q[10];\nu3(3.656817195767666*pi,0.47118316032983976*pi,3.927495571701929*pi) q[11];\nu3(3.507591791998404*pi,-0.39938336733318874*pi,3.505480333748499*pi) q[12];\nu3(3.4320522439078256*pi,0.5579774768765287*pi,2.083138406600945*pi) q[13];\nu3(3.0956599436168535*pi,-0.31576061232150915*pi,1.1103263165092807*pi) q[14];\nRxxyyzz(0.4947317988293799*pi,0.22977735746687267*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.4550129298448803*pi,0.22818406681485126*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.36492230948048887*pi,0.1658672794298779*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.45492097136015003*pi,0.19464029197118723*pi,0.13649146455880784*pi) q[5],q[11];\nRxxyyzz(0.4233419745238103*pi,0.3194505558729779*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.3900852613024256*pi,0.13962299335624584*pi,0.0*pi) q[9],q[14];\nu3(3.3934488084791887*pi,-0.220674962952788*pi,0.9617481540130145*pi) q[0];\nu3(3.5898336761162426*pi,-0.05231295673715275*pi,1.3503348419954049*pi) q[2];\nu3(3.583756010624183*pi,-0.04301818346815456*pi,4.036162350447761*pi) q[3];\nu3(3.671516753012678*pi,-0.10964425362555902*pi,1.9885133841637712*pi) q[4];\nu3(3.240771756503587*pi,0.28648802616741587*pi,1.6121020483644015*pi) q[5];\nu3(3.7125682118353933*pi,1.8635070140489964*pi,1.5735507973018161*pi) q[7];\nu3(3.5091699315827474*pi,2.9978442434947636*pi,2.066956693125038*pi) q[8];\nu3(3.564213976584485*pi,0.5178832117191101*pi,2.1876564285165996*pi) q[9];\nu3(3.746347143688556*pi,2.3920887291058275*pi,1.771229513211249*pi) q[10];\nu3(3.4443710327293435*pi,0.43140813052358373*pi,3.472751452605066*pi) q[11];\nu3(3.2544382925239077*pi,2.3302504068335543*pi,2.2108830453112356*pi) q[12];\nu3(3.475875092143803*pi,2.96164583449381*pi,1.2115662229582103*pi) q[14];\nRxxyyzz(0.4385604822783802*pi,0.1599594614265053*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.4139921708397018*pi,0.3023069642757375*pi,0.12824694494064465*pi) q[2],q[10];\nRxxyyzz(0.4926428643407206*pi,0.1779276650923587*pi,0.0*pi) q[5],q[3];\nRxxyyzz(0.3663568910121132*pi,0.21285222212066968*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.33165472150428055*pi,0.29896385497241784*pi,3.8290588858573997*pi) q[11],q[9];\nu3(3.3110740534304055*pi,2.9715055116244162*pi,0.7864427098035458*pi) q[0];\nu3(3.4743873236909346*pi,2.8778800705286147*pi,4.061285020257778*pi) q[2];\nu3(3.5406091285496912*pi,-0.12153527265934522*pi,1.7994097708935568*pi) q[3];\nu3(3.4031813028599123*pi,3.3996033623504633*pi,3.6648788668215766*pi) q[5];\nu3(3.289126339800453*pi,-0.20504262868027046*pi,0.7867945437873303*pi) q[6];\nu3(3.4885103870179304*pi,1.4198129844318133*pi,1.4825247657773981*pi) q[7];\nu3(3.1804878624812347*pi,-0.15630555515064137*pi,0.6442556471226588*pi) q[9];\nu3(3.4733894711976276*pi,2.840225904933498*pi,3.7704830611339806*pi) q[10];\nu3(3.7370295458991474*pi,0.9228444761722823*pi,1.614373847854032*pi) q[11];\nu3(3.487913983081645*pi,2.4908493177956137*pi,1.618642850689675*pi) q[12];\nRxxyyzz(0.4185695188555102*pi,0.12429903239405504*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.42289194383212014*pi,0.19342084367600487*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.2807180457821699*pi,0.2052164094120439*pi,3.9176674685458703*pi) q[2],q[11];\nRxxyyzz(0.4122378576937997*pi,0.193693968387588*pi,0.0*pi) q[14],q[5];\nRxxyyzz(0.3983791375956099*pi,0.28114895415980723*pi,3.9304706773364995*pi) q[12],q[13];\nu3(3.5624049201008234*pi,0.6017726281738762*pi,0.8003051468355571*pi) q[0];\nu3(3.4814654148743864*pi,1.8746912747778235*pi,1.23839601951813*pi) q[1];\nu3(3.111307705608012*pi,-0.0683681697018616*pi,2.359640953392085*pi) q[2];\nu3(3.717610359470506*pi,2.6037226148740906*pi,0.9473661745758475*pi) q[3];\nu3(3.323618325016568*pi,2.1871320242125174*pi,1.3159835913492064*pi) q[5];\nu3(3.320395210977848*pi,3.110792989122741*pi,1.1897286146958024*pi) q[8];\nu3(3.663226792753753*pi,0.5861441466909161*pi,1.975539959073216*pi) q[11];\nu3(3.465168506543054*pi,2.878554168217721*pi,1.5165463289806649*pi) q[12];\nu3(3.1422206313543803*pi,0.12337331560278719*pi,1.50146824758668*pi) q[13];\nu3(3.3067297084388976*pi,-0.46647398709627863*pi,0.5779779672860252*pi) q[14];\nRxxyyzz(0.4568541485603611*pi,0.2245587417318211*pi,0.0*pi) q[0],q[1];\nRxxyyzz(0.4158794734589274*pi,0.1737960349799802*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.40419171282580996*pi,0.3032873714965035*pi,0.213316050685659*pi) q[4],q[13];\nRxxyyzz(0.40960792418439995*pi,0.3674859837308464*pi,0.26382088865027253*pi) q[5],q[11];\nRxxyyzz(0.45406094741513015*pi,0.34211858205966106*pi,0.05583537392523038*pi) q[8],q[9];\nRxxyyzz(0.39022100984017*pi,0.14702747610849973*pi,3.9211656217776305*pi) q[10],q[14];\nu3(3.5504084796984916*pi,-0.08801341058409129*pi,0.9478779981098027*pi) q[0];\nu3(3.3925981201570363*pi,3.040576202074078*pi,0.6991032083139999*pi) q[1];\nu3(3.477147558927077*pi,0.7696565113072098*pi,1.8519845194635804*pi) q[3];\nu3(3.3513202717804793*pi,1.6165176090238518*pi,4.3837147275699095*pi) q[4];\nu3(3.153028432046365*pi,2.5150570089113122*pi,3.208033904253686*pi) q[5];\nu3(3.681548988077922*pi,3.2842605622200423*pi,1.3415392534931343*pi) q[8];\nu3(3.668087898026595*pi,2.6173760533531323*pi,3.4100260273083576*pi) q[9];\nu3(3.743836743470365*pi,0.7156918667024059*pi,0.9661000428449853*pi) q[10];\nu3(3.6287628098066795*pi,-0.10719779051824918*pi,4.235214756303222*pi) q[11];\nu3(3.2252519654762626*pi,3.4868698472808415*pi,1.9311619469624839*pi) q[12];\nu3(3.643179923231508*pi,-0.30345728668088623*pi,2.2402371718456204*pi) q[13];\nu3(3.6553088128412328*pi,0.7405800212051634*pi,0.7298570256599364*pi) q[14];\nRxxyyzz(0.4819307446959502*pi,0.14481832438653974*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.4240477772702401*pi,0.2466818132445932*pi,3.92426895588277*pi) q[1],q[9];\nRxxyyzz(0.4541248658432*pi,0.29709942622241203*pi,3.91336416224673*pi) q[10],q[4];\nRxxyyzz(0.24561544473742006*pi,0.13577752649970698*pi,3.89692979328471*pi) q[12],q[8];\nRxxyyzz(0.4538396564928*pi,0.11859265651619766*pi,0.0*pi) q[14],q[13];\nu3(3.6609763636794197*pi,3.367379273955346*pi,0.8695311229712943*pi) q[0];\nu3(3.659617683170608*pi,0.14324813001190817*pi,1.7425596713447302*pi) q[1];\nu3(3.5511655649642955*pi,3.1076666907110884*pi,1.299273568121238*pi) q[3];\nu3(3.082305084547848*pi,0.07185104106461793*pi,1.6778997837255405*pi) q[4];\nu3(3.7691528608000993*pi,3.31372390988216*pi,4.423161379746906*pi) q[8];\nu3(3.856273464304942*pi,0.25911905693223325*pi,1.3658766074614048*pi) q[9];\nu3(3.107778463732049*pi,-0.4029166486190575*pi,1.1963225861183866*pi) q[10];\nu3(3.434260334694739*pi,0.7579746287807341*pi,0.5512547734808124*pi) q[12];\nu3(3.390569150556056*pi,-0.3689259750891456*pi,1.2880868899844575*pi) q[13];\nu3(3.631369041456979*pi,0.8348378090594442*pi,1.6840512879058007*pi) q[14];\nRxxyyzz(0.4499230295382495*pi,0.13409229288471225*pi,0.0*pi) q[0],q[4];\nRxxyyzz(0.4220675743369902*pi,0.2212299428371204*pi,3.90865756696379*pi) q[1],q[2];\nRxxyyzz(0.40643157222337006*pi,0.22809038218810515*pi,0.07835548934755364*pi) q[7],q[3];\nRxxyyzz(0.46530627049705*pi,0.3077098306179096*pi,0.0*pi) q[8],q[5];\nRxxyyzz(0.3347003884745497*pi,0.22387183202434313*pi,3.90481898125641*pi) q[6],q[9];\nRxxyyzz(0.39220861641737026*pi,0.23350296022228978*pi,3.8989286457469294*pi) q[14],q[11];\nRxxyyzz(0.4207783152761003*pi,0.18074538231103576*pi,0.11654106670501199*pi) q[12],q[13];\nu3(3.583450860894098*pi,-0.051209106202213084*pi,3.9966964069474047*pi) q[0];\nu3(3.845622739768959*pi,3.2213242577444903*pi,0.6534179755009473*pi) q[1];\nu3(3.8424087451091453*pi,-0.10229091548445352*pi,1.2367088809090845*pi) q[2];\nu3(3.554449680171828*pi,-0.43132120539721974*pi,3.001196333154793*pi) q[3];\nu3(3.5824075104831152*pi,3.0067123164093075*pi,1.547874677578541*pi) q[4];\nu3(3.382462784889858*pi,-0.34905635742017915*pi,1.9527210417049883*pi) q[5];\nu3(3.5082529954543245*pi,-0.15828429269915079*pi,0.9296968783055268*pi) q[6];\nu3(3.411891038827373*pi,3.048625366642*pi,3.5905334274016987*pi) q[7];\nu3(3.582292692255383*pi,3.2135765308111526*pi,3.8395606488613514*pi) q[8];\nu3(3.5303589354055136*pi,-0.2103586185145141*pi,1.404211601108934*pi) q[9];\nu3(3.5843336222612887*pi,3.413469679631463*pi,1.3055384798134613*pi) q[11];\nu3(3.5490266086987994*pi,-0.28025366075156616*pi,1.6141873399937896*pi) q[12];\nu3(3.2244218692211915*pi,1.858119629827291*pi,4.241883707257217*pi) q[13];\nu3(3.4988414357134303*pi,1.3239679024007158*pi,2.347889337460846*pi) q[14];\nRxxyyzz(0.4306907997232199*pi,0.3899132649433441*pi,3.91359613609513*pi) q[1],q[12];\nRxxyyzz(0.4348810245718657*pi,0.38882916759130287*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.3581813435049158*pi,0.22382387585957042*pi,0.0*pi) q[8],q[6];\nRxxyyzz(0.43705548549840006*pi,0.11154712946708534*pi,0.04582506160460044*pi) q[7],q[14];\nRxxyyzz(0.411570817553506*pi,0.3867505103846147*pi,0.23797879162755442*pi) q[11],q[9];\nRxxyyzz(0.3915708905610301*pi,0.15958580789895213*pi,3.9184868383564204*pi) q[10],q[13];\nu3(3.6813545125569473*pi,0.33991032693830847*pi,1.2443306168502741*pi) q[1];\nu3(3.2658524097533586*pi,2.8540858195126075*pi,0.5888165737240507*pi) q[2];\nu3(3.2278948526053455*pi,2.9290292296769436*pi,3.869903008156864*pi) q[5];\nu3(3.592214097102742*pi,1.1072071782423576*pi,1.3420463030450487*pi) q[6];\nu3(3.6387871602302746*pi,3.1033111599181065*pi,3.5753076166160804*pi) q[7];\nu3(3.3786302471903387*pi,-0.2751395811831513*pi,0.7166584757373013*pi) q[8];\nu3(3.0932956140730687*pi,3.1759645171810376*pi,0.6692533279835797*pi) q[9];\nu3(3.7480169981464915*pi,0.09647115481513002*pi,2.467605018767074*pi) q[10];\nu3(3.7477627540042997*pi,-0.13650329873603356*pi,1.09791156226477*pi) q[11];\nu3(3.957177364069131*pi,-0.011932420874930239*pi,0.5405487979851491*pi) q[12];\nu3(3.8355959636990664*pi,-0.04702320953387096*pi,1.9172896575724425*pi) q[13];\nu3(3.125397655573428*pi,2.5029672022752814*pi,4.407559710178792*pi) q[14];\nRxxyyzz(0.4365775170300097*pi,0.10309573546766126*pi,0.0*pi) q[10],q[0];\nRxxyyzz(0.3901588722420405*pi,0.14074817460087188*pi,0.07663608838127266*pi) q[1],q[7];\nRxxyyzz(0.4226060528822907*pi,0.14217013396620581*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.3902379516844499*pi,0.23466954483117283*pi,0.1251717875392212*pi) q[14],q[3];\nRxxyyzz(0.37137134608656036*pi,0.16168030426735205*pi,3.8787483302939503*pi) q[4],q[5];\nRxxyyzz(0.37723727309038946*pi,0.33987640823708815*pi,3.7578880452813905*pi) q[12],q[13];\nu3(3.811058272037718*pi,0.7196563556726807*pi,1.4591947627904802*pi) q[0];\nu3(3.2217809244447686*pi,0.39020199776101827*pi,0.8818282498941865*pi) q[1];\nu3(3.240105876462457*pi,2.3454165687609994*pi,3.873451779937954*pi) q[2];\nu3(3.3980838866201615*pi,1.115493129515252*pi,1.4223274004270183*pi) q[3];\nu3(3.774546114387341*pi,3.255261925520484*pi,2.3668856130235354*pi) q[4];\nu3(3.356568505062219*pi,1.3926294296529447*pi,0.5930397529986609*pi) q[5];\nu3(3.5717472198602276*pi,3.0645170479362824*pi,0.9028932503972248*pi) q[7];\nu3(3.286502919755551*pi,1.0971832636486123*pi,1.2917598727685773*pi) q[8];\nu3(3.3736943943938593*pi,2.439325376732808*pi,1.1352624357015482*pi) q[10];\nu3(3.397546712545051*pi,2.1229258829277704*pi,0.8284342274127905*pi) q[12];\nu3(3.711586006257934*pi,2.4602521433289244*pi,2.27663402399833*pi) q[13];\nu3(3.4820980625772053*pi,-0.12560168636430397*pi,1.7517301477281197*pi) q[14];\nRxxyyzz(0.4519306874886001*pi,0.18881434151792628*pi,3.9234648999453694*pi) q[0],q[13];\nRxxyyzz(0.38670751415019033*pi,0.23269368930879963*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.21811650598072982*pi,0.1203615391754842*pi,3.89525504349378*pi) q[7],q[3];\nRxxyyzz(0.4893857927428106*pi,0.19953645393561914*pi,0.0*pi) q[12],q[6];\nRxxyyzz(0.32633808547580057*pi,0.18870291092216207*pi,0.0*pi) q[10],q[9];\nu3(3.7006824428925365*pi,3.0531189070769895*pi,1.3459435655117173*pi) q[0];\nu3(3.584579274176497*pi,3.183206382321319*pi,4.005712920844413*pi) q[1];\nu3(3.873058292188788*pi,-0.25903989607657063*pi,1.9109340251882676*pi) q[3];\nu3(3.2844122876469344*pi,3.4618789013775437*pi,1.2133386591693247*pi) q[6];\nu3(3.701265286813753*pi,2.567478749309057*pi,1.5070312639891306*pi) q[7];\nu3(3.2881321864218966*pi,1.1493610174608166*pi,2.133813714559559*pi) q[9];\nu3(3.237896963577171*pi,0.9252799281039557*pi,1.1731453551303095*pi) q[10];\nu3(3.593997300963673*pi,-0.37387259121418104*pi,1.1584499385580695*pi) q[11];\nu3(3.358885715370855*pi,3.035779813021038*pi,0.7599446421124973*pi) q[12];\nu3(3.8891605285439543*pi,2.9948823266644675*pi,1.7582000257433756*pi) q[13];\nRxxyyzz(0.42858130722376997*pi,0.26251004493952695*pi,3.8999252249786505*pi) q[0],q[5];\nRxxyyzz(0.3939272704000504*pi,0.23656629707761748*pi,0.11187559944844593*pi) q[1],q[13];\nRxxyyzz(0.2874177869397395*pi,0.219323077295551*pi,0.0*pi) q[11],q[2];\nRxxyyzz(0.4310326480084501*pi,0.2788091736777174*pi,3.89985569224292*pi) q[4],q[3];\nRxxyyzz(0.46031480954692977*pi,0.33606724238097024*pi,0.06194587764341529*pi) q[7],q[10];\nRxxyyzz(0.3414625305046698*pi,0.18546239876940485*pi,0.04172781949023374*pi) q[8],q[9];\nu3(3.8685571950297306*pi,-0.07162805023733476*pi,1.2466170266340784*pi) q[0];\nu3(3.751469174901105*pi,1.8479445186219126*pi,4.380894606379917*pi) q[1];\nu3(3.362726021882371*pi,0.59803640465835*pi,0.9263682594689563*pi) q[2];\nu3(3.6099402603959*pi,2.3109639460929268*pi,2.4759811671909717*pi) q[3];\nu3(3.6131255650199456*pi,-0.18581682276558276*pi,0.594228611795113*pi) q[4];\nu3(3.0924216319848004*pi,-0.014236230383501913*pi,2.0247241273877203*pi) q[5];\nu3(3.9612289459476018*pi,-0.4885740559192273*pi,3.023427092012001*pi) q[7];\nu3(3.681287554497821*pi,2.4097081409384296*pi,1.6714871633962525*pi) q[8];\nu3(3.4264420180993835*pi,0.839235665805258*pi,1.0180798988534692*pi) q[9];\nu3(3.7669150529741584*pi,0.504082077406147*pi,1.476524043811938*pi) q[10];\nu3(3.3581600974395167*pi,-0.2183326195626072*pi,1.034181064717755*pi) q[11];\nu3(3.733488485162101*pi,3.21747086932533*pi,3.228207685046665*pi) q[13];\nRxxyyzz(0.4067259001245494*pi,0.212331788247544*pi,3.892385230509051*pi) q[0],q[12];\nRxxyyzz(0.4266348350257299*pi,0.24942453321591082*pi,0.08887603459776275*pi) q[14],q[1];\nRxxyyzz(0.41608190520843025*pi,0.24432104544765612*pi,0.14481405436066014*pi) q[2],q[9];\nRxxyyzz(0.4556372349291901*pi,0.14536750364447842*pi,3.9336579527523394*pi) q[3],q[10];\nRxxyyzz(0.4601385698909106*pi,0.18658496807294622*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.43929582932599953*pi,0.18374957995560948*pi,0.0*pi) q[11],q[7];\nRxxyyzz(0.4437657847839199*pi,0.1846545351033262*pi,0.0*pi) q[8],q[13];\nu3(3.451322212357092*pi,-0.36698197358756013*pi,1.0869409511403694*pi) q[0];\nu3(3.469018663868703*pi,2.6249806326098986*pi,1.3200350736281627*pi) q[1];\nu3(3.394180888941311*pi,0.33703762936922876*pi,4.378099804673483*pi) q[2];\nu3(3.2043488088965777*pi,-0.38227769048800947*pi,0.6946155639508467*pi) q[3];\nu3(3.6049305227119524*pi,0.672805353979629*pi,1.350961782626587*pi) q[4];\nu3(3.4353977892692633*pi,2.299111704613603*pi,1.8488266128317792*pi) q[5];\nu3(3.353379182770781*pi,2.656014217345738*pi,2.2587271390246118*pi) q[7];\nu3(3.3162575140002377*pi,-0.09258379325642141*pi,4.234272415908821*pi) q[8];\nu3(3.548652081902103*pi,2.1510667930275025*pi,3.777713097486438*pi) q[9];\nu3(3.701226704048994*pi,0.2482633722516998*pi,1.4389698368286319*pi) q[10];\nu3(3.660873509331838*pi,2.2058653217464235*pi,2.03415854525618*pi) q[11];\nu3(3.449141905111134*pi,-0.3578414433476577*pi,1.5120572454694483*pi) q[12];\nu3(3.3076965355677928*pi,0.2896036723924611*pi,2.334232497898028*pi) q[13];\nu3(3.695341510896535*pi,2.721062115531013*pi,0.6210850591178376*pi) q[14];\nRxxyyzz(0.3953864432436482*pi,0.06052487164720382*pi,0.05505041696830546*pi) q[6],q[0];\nRxxyyzz(0.44935330822811004*pi,0.28388584129809935*pi,0.0*pi) q[8],q[1];\nRxxyyzz(0.31875785575347937*pi,0.11723998033248617*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.43583950154972934*pi,0.3584299205356897*pi,0.09112589540485067*pi) q[12],q[3];\nRxxyyzz(0.4421485403571701*pi,0.3817339372957801*pi,3.88955619607783*pi) q[5],q[14];\nRxxyyzz(0.4454619598643699*pi,0.2877598432356493*pi,3.95329057055316*pi) q[7],q[13];\nRxxyyzz(0.33758444102508023*pi,0.1748735323574363*pi,0.0*pi) q[11],q[9];\nu3(3.3520867035214312*pi,2.714434593262415*pi,1.6656484420183384*pi) q[0];\nu3(3.331709890739557*pi,1.0478294218152895*pi,1.9449998082853153*pi) q[1];\nu3(3.3852362109046505*pi,3.383839553903743*pi,0.7349321508879081*pi) q[2];\nu3(3.5396903167706424*pi,0.9022281105442005*pi,4.264346897921824*pi) q[3];\nu3(3.469747016070726*pi,0.1702239249099886*pi,1.9112888657722085*pi) q[5];\nu3(3.5798879752080324*pi,-0.4656880198440715*pi,0.5953796063618114*pi) q[6];\nu3(3.870953509653736*pi,0.3854244530273889*pi,1.7345042204443493*pi) q[7];\nu3(3.3242157125679306*pi,2.344640454322442*pi,1.5787075958616752*pi) q[8];\nu3(3.788637414688979*pi,0.14038849957383837*pi,0.734068788024855*pi) q[9];\nu3(3.1745734652160467*pi,-0.12684322588439212*pi,0.8973762185648134*pi) q[10];\nu3(3.6313076064273035*pi,-0.1591515809086832*pi,1.1010519728427262*pi) q[11];\nu3(3.1570614060822564*pi,1.1587449215507393*pi,0.626382780423999*pi) q[12];\nu3(3.8090036345487404*pi,2.4884890726841924*pi,2.2668464675908346*pi) q[13];\nu3(3.295821945978219*pi,1.73356056340234*pi,1.3904060358410728*pi) q[14];\nRxxyyzz(0.40833689881027013*pi,0.3460029932318895*pi,3.924599653486199*pi) q[11],q[1];\nRxxyyzz(0.43025052561905*pi,0.336172832915576*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.3307742603852297*pi,0.24293936024737572*pi,3.8937719424418606*pi) q[7],q[3];\nRxxyyzz(0.38490074074532993*pi,0.2197859508932731*pi,3.9205112241601405*pi) q[9],q[4];\nRxxyyzz(0.4221207872971503*pi,0.25286477139467545*pi,0.05115780482782201*pi) q[12],q[5];\nRxxyyzz(0.4533388401353098*pi,0.4250886109706933*pi,3.8823516790878596*pi) q[6],q[8];\nRxxyyzz(0.3028693175419299*pi,0.10131347510834487*pi,0.06052225690590163*pi) q[14],q[10];\nu3(3.5669475399161064*pi,3.4757570715748374*pi,1.7927522420980813*pi) q[1];\nu3(3.448427728881051*pi,0.21608451072544577*pi,0.9633030777897954*pi) q[2];\nu3(3.581639020886939*pi,1.8339739575330887*pi,1.4111261763919485*pi) q[3];\nu3(3.1320187815857903*pi,2.8698418537836017*pi,1.8797230166059462*pi) q[4];\nu3(3.5904919464358755*pi,3.4394605585509903*pi,1.8206834428335323*pi) q[5];\nu3(3.5495528036905326*pi,3.191960845706034*pi,1.7212513855505776*pi) q[6];\nu3(3.9811868818277194*pi,0.31151805025848023*pi,1.2439163388317078*pi) q[7];\nu3(3.4612764938376297*pi,2.590550922152363*pi,4.418921711341436*pi) q[8];\nu3(3.4771182550456574*pi,2.247720580877553*pi,2.0992583063901176*pi) q[9];\nu3(3.3037399047162888*pi,2.7357086405998103*pi,3.6891477288456986*pi) q[10];\nu3(3.7266652020450715*pi,2.908607741764637*pi,1.695097206132378*pi) q[11];\nu3(3.4571704209307805*pi,0.6146436246626703*pi,4.458881289670823*pi) q[12];\nu3(3.3561967853782115*pi,2.7698917416825397*pi,2.1817010717077974*pi) q[13];\nu3(3.303050310511485*pi,1.4194809414022687*pi,4.125459776170922*pi) q[14];\nmeasure q[6] -> c[1];\nmeasure q[8] -> c[2];\nmeasure q[4] -> c[9];\nRxxyyzz(0.45073721568573*pi,0.33710344234224804*pi,3.8633862989367103*pi) q[13],q[0];\nRxxyyzz(0.43014285552873976*pi,0.17662967149708086*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.40771664663986984*pi,0.346438248596453*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.23291379977103432*pi,0.18657333587313274*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.33232354109185014*pi,0.20716577170623618*pi,0.0*pi) q[7],q[9];\nRxxyyzz(0.4047117452919301*pi,0.252800085091752*pi,0.0*pi) q[12],q[11];\nu3(3.5771282795941803*pi,0.17086741778740944*pi,2.2574751451002437*pi) q[0];\nu3(3.6022069194731356*pi,-0.07412197622203376*pi,1.950864233997931*pi) q[1];\nu3(3.25919650202786*pi,2.10781918771033*pi,0.7086892909853653*pi) q[2];\nu3(3.162375647921706*pi,0.3959858562068086*pi,2.1061856672570247*pi) q[3];\nu3(0.4987841876070672*pi,3.4637847850434618*pi,4.169713801710334*pi) q[5];\nu3(0.4216332476394785*pi,0.86985783576721*pi,0.895554958563112*pi) q[7];\nu3(1.5001726707424878*pi,-0.2815643366550736*pi,0.8038264202332117*pi) q[9];\nu3(3.4784480749978544*pi,0.9713896335194407*pi,1.5231744404098086*pi) q[10];\nu3(3.502884996775683*pi,0.7359525860180143*pi,1.1700356725386494*pi) q[11];\nu3(3.052723254574073*pi,0.2590838912411554*pi,0.9609679088324499*pi) q[12];\nu3(3.8709183857476788*pi,0.3374426722604986*pi,1.0607010078965042*pi) q[13];\nu3(3.2463532474304704*pi,3.116111434828349*pi,1.207882290783938*pi) q[14];\nmeasure q[13] -> c[0];\nmeasure q[0] -> c[3];\nmeasure q[12] -> c[4];\nmeasure q[14] -> c[5];\nmeasure q[11] -> c[6];\nmeasure q[9] -> c[7];\nmeasure q[7] -> c[8];\nmeasure q[5] -> c[10];\nmeasure q[1] -> c[11];\nmeasure q[3] -> c[12];\nmeasure q[10] -> c[13];\nmeasure q[2] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.117865740951696*pi,3.2020028013859423*pi,2.5256080763865585*pi) q[0];\nu3(3.732926853680215*pi,-0.27399170782716775*pi,1.1018854766713062*pi) q[1];\nu3(3.4037938664311063*pi,2.5669177338159037*pi,0.7361539685507121*pi) q[2];\nu3(3.1672478795445262*pi,3.228975346255254*pi,0.8528959217961121*pi) q[3];\nu3(3.8375132653826345*pi,3.2167608980237805*pi,1.9141802260445346*pi) q[4];\nu3(3.5397209828460596*pi,3.4624012381149725*pi,1.7290740219296756*pi) q[5];\nu3(3.54104691807946*pi,3.4815796546827755*pi,3.5347324395046664*pi) q[6];\nu3(3.3807323667431834*pi,2.8582547769527054*pi,0.724433241139294*pi) q[7];\nu3(3.7709321525284616*pi,0.7433120075463626*pi,0.8518784533422893*pi) q[8];\nu3(3.1857235937057076*pi,-0.47135737294178615*pi,3.9294959944520382*pi) q[9];\nu3(3.544278388127504*pi,0.7402154841403263*pi,0.6775609655392898*pi) q[10];\nu3(3.4573412845976446*pi,2.2080692288907677*pi,3.600885902544546*pi) q[11];\nu3(3.9276764661122514*pi,0.5475097437556471*pi,2.4418245772482448*pi) q[12];\nu3(3.7064177207708853*pi,2.9367797833256093*pi,1.9769140178437206*pi) q[13];\nu3(3.5140122972041326*pi,3.4528582757454984*pi,1.7023252874891088*pi) q[14];\nRxxyyzz(0.33717608984162784*pi,0.2610666479057093*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.45909566675323*pi,0.36105147275906746*pi,0.06314745568782332*pi) q[2],q[14];\nRxxyyzz(0.48266229437427033*pi,0.35694002356073895*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.4466264762256502*pi,0.38734372485237323*pi,0.1940007984460408*pi) q[4],q[10];\nRxxyyzz(0.41729940956474854*pi,0.15806435495477011*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.4598464502292103*pi,0.25546747381014523*pi,3.81625248813371*pi) q[7],q[11];\nRxxyyzz(0.1938254812813494*pi,0.16295181489929966*pi,3.9430766377505595*pi) q[8],q[13];\nu3(3.4071359506593843*pi,3.25780493901018*pi,3.8276634935580054*pi) q[1];\nu3(3.290522697887318*pi,-0.26495513630664225*pi,2.259149621830225*pi) q[2];\nu3(3.7525380460378095*pi,2.7040712671127825*pi,1.0601943062984303*pi) q[3];\nu3(3.453408929501071*pi,-0.4474822884134649*pi,3.502872959096392*pi) q[4];\nu3(3.8343436349233078*pi,3.341792690399765*pi,4.2712682855808755*pi) q[5];\nu3(3.2658188465455513*pi,0.29446681660695884*pi,4.417237517021481*pi) q[6];\nu3(3.267801589875326*pi,1.1005383406734568*pi,2.1089017219911805*pi) q[7];\nu3(3.367979870383152*pi,2.33049394988416*pi,4.110216359332744*pi) q[8];\nu3(3.523034581069245*pi,3.3385150939065387*pi,1.9535974371309694*pi) q[9];\nu3(3.404989989266139*pi,0.17271438373478398*pi,4.175636312035834*pi) q[10];\nu3(3.5984677623948036*pi,1.2151304440330035*pi,0.7088189299017702*pi) q[11];\nu3(3.4026372852170814*pi,-0.2077167358401626*pi,0.7605434357663077*pi) q[12];\nu3(3.79575760355641*pi,-0.16070175305299056*pi,2.0593121133306003*pi) q[13];\nu3(3.010761647123192*pi,3.3927796460083317*pi,3.3039381304851165*pi) q[14];\nRxxyyzz(0.36811550071302024*pi,0.12229009506186894*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.44979832458685964*pi,0.3428585463360893*pi,0.08410951767822991*pi) q[3],q[1];\nRxxyyzz(0.41018743041307026*pi,0.2737162110057576*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.33089566801682935*pi,0.16705577995420695*pi,0.07706563929182231*pi) q[4],q[8];\nRxxyyzz(0.4487143290826201*pi,0.2605088914073952*pi,0.16071488308958237*pi) q[6],q[10];\nRxxyyzz(0.41065808808760984*pi,0.39954780536995793*pi,3.94073106156854*pi) q[9],q[13];\nRxxyyzz(0.43992259159683433*pi,0.30521224371704836*pi,0.0*pi) q[11],q[14];\nu3(3.6626307984792423*pi,3.1959492691337954*pi,1.2720177192024165*pi) q[0];\nu3(3.522223279705628*pi,-0.4275771466792*pi,2.9291803325605787*pi) q[1];\nu3(3.506673995711277*pi,-0.09837333232895051*pi,4.080776205872354*pi) q[2];\nu3(3.2053359371346235*pi,0.8028282951394397*pi,4.467121345174152*pi) q[3];\nu3(3.3100148654875277*pi,-0.2573420127777426*pi,4.396044063811548*pi) q[4];\nu3(3.2442840879733152*pi,-0.2519204168744785*pi,1.1787112159834776*pi) q[5];\nu3(3.6390754739044184*pi,-0.2491662346341072*pi,3.708932492646242*pi) q[6];\nu3(3.234808072216164*pi,3.2043978738372436*pi,0.7603295723650049*pi) q[8];\nu3(3.3290930856497876*pi,2.3010261594595236*pi,1.5340921539910748*pi) q[9];\nu3(3.6935478829299004*pi,1.3547302022656829*pi,4.112302537415593*pi) q[10];\nu3(3.497435783776258*pi,2.5365680840959843*pi,1.6722232977700187*pi) q[11];\nu3(3.350937136914567*pi,1.0485633178803004*pi,1.4967953336189797*pi) q[12];\nu3(3.617083551449392*pi,3.22722137564144*pi,0.7192304180399387*pi) q[13];\nu3(3.476285999724274*pi,0.8135666355636082*pi,1.3397960964750797*pi) q[14];\nRxxyyzz(0.26784290519035986*pi,0.10177425772415782*pi,0.06845563718253445*pi) q[0],q[4];\nRxxyyzz(0.43579182216379575*pi,0.2635454203080342*pi,0.0*pi) q[6],q[1];\nRxxyyzz(0.3419223888447802*pi,0.3015920900861646*pi,3.872805277990146*pi) q[2],q[3];\nRxxyyzz(0.32789081903744005*pi,0.23112871512657396*pi,3.85070927950174*pi) q[5],q[10];\nRxxyyzz(0.3056749902926497*pi,0.281366184718848*pi,0.11301138345451278*pi) q[9],q[7];\nRxxyyzz(0.4183402026178241*pi,0.21629513267098677*pi,0.0*pi) q[8],q[12];\nRxxyyzz(0.4419689582279809*pi,0.30851713803188696*pi,0.0*pi) q[13],q[14];\nu3(3.672207788443816*pi,0.2444109739505691*pi,0.7989578478248556*pi) q[0];\nu3(3.5097022632662447*pi,0.9019977406741291*pi,1.4313094336306689*pi) q[1];\nu3(3.485233721535102*pi,3.3393722576307248*pi,2.277251867946444*pi) q[2];\nu3(3.454884936617835*pi,2.076235450601174*pi,1.5947352995755848*pi) q[3];\nu3(3.7379761291764106*pi,2.774977351407661*pi,4.397141476302286*pi) q[4];\nu3(3.6631646238645805*pi,0.9890222840815377*pi,1.2795082333717296*pi) q[5];\nu3(3.364469467144594*pi,3.476294377492853*pi,3.973970989220013*pi) q[6];\nu3(3.308956343622106*pi,0.6354448859198183*pi,0.6593857898257598*pi) q[7];\nu3(3.320504493292023*pi,0.5263948111116334*pi,1.773285064286354*pi) q[8];\nu3(3.627572270288989*pi,-0.04322983375808909*pi,4.17754629531481*pi) q[9];\nu3(3.334505635468085*pi,-0.24876663199032245*pi,1.0077008839141715*pi) q[10];\nu3(3.459068237226598*pi,3.061330571525999*pi,0.7831367194157779*pi) q[12];\nu3(3.508222350180101*pi,-0.07635883159609813*pi,0.9604946502453808*pi) q[13];\nu3(3.269219687766994*pi,2.947794018869052*pi,0.6915550442400473*pi) q[14];\nRxxyyzz(0.34901935402944995*pi,0.19640421541412612*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.4022277111222601*pi,0.28405828455308324*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.39346121182594984*pi,0.18789118329741028*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.45756466024272957*pi,0.1722084085761162*pi,0.0*pi) q[7],q[10];\nRxxyyzz(0.40196205254202133*pi,0.2433114184192755*pi,0.0*pi) q[8],q[14];\nRxxyyzz(0.3825160324480988*pi,0.35142710549975353*pi,0.16162194646990669*pi) q[9],q[11];\nu3(3.581106526817768*pi,3.4999463921795764*pi,4.454809858945476*pi) q[0];\nu3(3.2831080821149015*pi,0.059807047125277735*pi,0.5472492429492366*pi) q[3];\nu3(3.646293387139572*pi,3.4281894265896327*pi,1.1197191648796831*pi) q[4];\nu3(3.4080202278655545*pi,2.4810819626089806*pi,2.305931773889972*pi) q[5];\nu3(3.286413921498622*pi,-0.2543047815101311*pi,0.8073066873824131*pi) q[6];\nu3(3.4441179006478926*pi,3.334511816856815*pi,2.35962538115127*pi) q[7];\nu3(3.9290194646906436*pi,-0.01906003920340571*pi,4.039698052690609*pi) q[8];\nu3(3.7091670346439645*pi,2.605713073281035*pi,1.4010669791325259*pi) q[9];\nu3(3.5059679391713985*pi,3.280305476165468*pi,1.3395651933157036*pi) q[10];\nu3(3.265844385435839*pi,3.286272456209315*pi,3.865240766047537*pi) q[11];\nu3(3.4855253517858564*pi,0.19688954191447194*pi,2.100387302543325*pi) q[12];\nu3(3.7244330213086205*pi,1.7397735880479415*pi,1.441794780742381*pi) q[14];\nRxxyyzz(0.3889239467018096*pi,0.2818269322899384*pi,3.94768739136461*pi) q[0],q[4];\nRxxyyzz(0.41158199853691013*pi,0.06907424846307643*pi,0.04850195233724778*pi) q[1],q[10];\nRxxyyzz(0.4005065328135*pi,0.14230339888445542*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.44548526142241995*pi,0.29403365119669367*pi,3.9515939779389004*pi) q[3],q[11];\nRxxyyzz(0.36843718218525984*pi,0.3570547105091633*pi,0.07932350209874492*pi) q[5],q[13];\nu3(3.1136349466143205*pi,1.2272091617514156*pi,0.5595970212116796*pi) q[0];\nu3(3.450400647267287*pi,3.3252329406263015*pi,3.1708590827152996*pi) q[1];\nu3(3.4065880347413433*pi,0.7788701891000198*pi,0.9673694763846332*pi) q[2];\nu3(3.5445628958583253*pi,3.44746565998941*pi,1.2215407341156936*pi) q[3];\nu3(3.7924194117056893*pi,3.1332380613250947*pi,2.077515652153866*pi) q[4];\nu3(3.3940585848839473*pi,0.046231353035121936*pi,4.1361987737883865*pi) q[5];\nu3(3.769299167885851*pi,2.7198698561859995*pi,3.945248302570943*pi) q[10];\nu3(3.6202030393826896*pi,-0.1411796769017114*pi,1.0276381211199466*pi) q[11];\nu3(3.401088155400814*pi,-0.4221891522655268*pi,0.6510727389775837*pi) q[12];\nu3(3.0611881892975514*pi,3.3493775454662864*pi,1.6449521579650936*pi) q[13];\nRxxyyzz(0.4247597409670707*pi,0.3764578217296658*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.47670130358760987*pi,0.2951209481988082*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.4522526505207001*pi,0.2717936065023967*pi,0.0*pi) q[9],q[4];\nRxxyyzz(0.4261926118396324*pi,0.21511686983811373*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.4161638497035498*pi,0.09363730244414825*pi,0.0*pi) q[12],q[7];\nRxxyyzz(0.4471772885660503*pi,0.27739483311972635*pi,0.0*pi) q[10],q[14];\nu3(3.123333298251649*pi,0.5595481719021671*pi,1.1645083984910505*pi) q[0];\nu3(3.638814279119147*pi,1.4749197567179717*pi,1.1309735031101547*pi) q[1];\nu3(3.545446950275051*pi,3.105001852686077*pi,1.1587041621914957*pi) q[2];\nu3(3.1160873356591186*pi,0.6040881009072068*pi,2.245548131846822*pi) q[4];\nu3(3.5650993936450077*pi,3.4948076289782373*pi,2.4280582992430624*pi) q[5];\nu3(3.5269271203775583*pi,2.02899967666415*pi,0.9914284115649575*pi) q[6];\nu3(3.2689710245058907*pi,3.283025305434853*pi,1.0855624517870792*pi) q[7];\nu3(3.7738418212381233*pi,2.465073396777564*pi,1.9412591818100617*pi) q[9];\nu3(3.856613700092756*pi,2.974641664185005*pi,1.3760146983551083*pi) q[10];\nu3(3.4327314850876585*pi,2.82221212897496*pi,1.3632949485401245*pi) q[12];\nu3(3.452219482639547*pi,-0.41936140647726905*pi,1.5314215302722187*pi) q[13];\nu3(3.455811895469138*pi,0.19138590724532156*pi,1.060632871637307*pi) q[14];\nRxxyyzz(0.43487452348892053*pi,0.17098651923532693*pi,0.0*pi) q[5],q[0];\nRxxyyzz(0.26971510045167*pi,0.14870874553028046*pi,0.0*pi) q[9],q[1];\nRxxyyzz(0.4088015638716402*pi,0.2681499433713412*pi,3.9508708376006805*pi) q[3],q[2];\nRxxyyzz(0.4424141090178806*pi,0.18699310837361782*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.3820980444058304*pi,0.2671282578843326*pi,0.11398867992678406*pi) q[6],q[7];\nRxxyyzz(0.45492446752806925*pi,0.27812198501452123*pi,3.9492093243047908*pi) q[13],q[12];\nu3(3.5062158367551493*pi,1.1304605499974851*pi,1.8269309111283099*pi) q[0];\nu3(3.370825143872037*pi,0.3378822178346943*pi,0.9671276997860587*pi) q[1];\nu3(3.5696302123869774*pi,3.2443460038915655*pi,2.076923101971017*pi) q[2];\nu3(3.7135017141865516*pi,0.9941309232556033*pi,2.335057366107335*pi) q[3];\nu3(3.9031906400199694*pi,-0.15403477750385608*pi,2.145606493596933*pi) q[4];\nu3(3.646577379689565*pi,-0.0884487602507758*pi,0.7161790082520385*pi) q[5];\nu3(3.4592934113649467*pi,-0.16054566374946533*pi,1.0882854885608615*pi) q[6];\nu3(3.1213771649897044*pi,-0.11627124737639216*pi,3.3492250767406517*pi) q[7];\nu3(3.883803217967149*pi,1.3098881422311028*pi,1.4271497174381271*pi) q[8];\nu3(3.549586141954932*pi,3.01199975107058*pi,3.588392892054363*pi) q[9];\nu3(3.34792095900149*pi,2.773347392306092*pi,0.8907327109070553*pi) q[12];\nu3(3.353285857688659*pi,3.1348366582606846*pi,2.3754563201462218*pi) q[13];\nRxxyyzz(0.41677168716180985*pi,0.25309824315349655*pi,0.06092210634757581*pi) q[1],q[0];\nRxxyyzz(0.3997873239789199*pi,0.0682713490577227*pi,0.0*pi) q[6],q[2];\nRxxyyzz(0.3046780572517762*pi,0.11220217499697593*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.41408914757063997*pi,0.22137731818514017*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.35604056959660924*pi,0.24859657298854243*pi,0.0*pi) q[8],q[7];\nRxxyyzz(0.40537711741272997*pi,0.11285887957584395*pi,0.0*pi) q[9],q[10];\nRxxyyzz(0.4307378615150598*pi,0.32530024750528774*pi,3.8705583660280305*pi) q[13],q[11];\nu3(3.4954599315469785*pi,1.8920577052748695*pi,0.6334259525283961*pi) q[0];\nu3(3.188817705684523*pi,-0.4179898764879202*pi,1.2066546491592698*pi) q[1];\nu3(3.445534480813222*pi,3.024929859010828*pi,1.5042118443586752*pi) q[2];\nu3(3.8446994603785334*pi,0.04341777406399372*pi,2.3759442364775265*pi) q[3];\nu3(3.5976217598324776*pi,3.10411583323606*pi,1.0265124236305119*pi) q[4];\nu3(3.5923868438104143*pi,-0.32244273398333473*pi,0.5281763072433465*pi) q[5];\nu3(3.6754101133233967*pi,-0.2284017691370102*pi,4.4924067939122185*pi) q[6];\nu3(3.690718524227118*pi,3.292892398902831*pi,2.449458643684929*pi) q[7];\nu3(3.7777588970460285*pi,-0.38314135468889543*pi,4.058781689198445*pi) q[8];\nu3(3.3748989703860683*pi,3.0026813247514035*pi,1.8164263320372014*pi) q[9];\nu3(3.4632176274399447*pi,2.5878423494037106*pi,0.9489618485274083*pi) q[10];\nu3(3.9245635361270823*pi,2.8979681211013903*pi,2.068337054564933*pi) q[11];\nu3(3.4168030541228402*pi,-0.35880361773692354*pi,1.5924758628504136*pi) q[13];\nu3(3.4285561845316415*pi,2.469820424903337*pi,2.2134576157384873*pi) q[14];\nRxxyyzz(0.4532071778926202*pi,0.3375984926933193*pi,0.0*pi) q[13],q[0];\nRxxyyzz(0.4355174783412955*pi,0.26560001741748307*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.43230840244872026*pi,0.3522015284542235*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.35142088461168974*pi,0.19473493109333617*pi,3.88265852799805*pi) q[9],q[4];\nRxxyyzz(0.4012455456638202*pi,0.36417869581102225*pi,0.06647655269239028*pi) q[12],q[7];\nRxxyyzz(0.43810028421032016*pi,0.2357764138513807*pi,0.07879018635127526*pi) q[8],q[10];\nu3(3.3657461248780067*pi,0.8239445808840458*pi,1.8660734744963476*pi) q[0];\nu3(3.4320747598249612*pi,2.3780245056573404*pi,0.7056410326591571*pi) q[1];\nu3(3.5870314585012486*pi,3.473749467568028*pi,1.1356001547255508*pi) q[2];\nu3(3.4538588480645194*pi,3.2016854014304696*pi,1.051385662439961*pi) q[4];\nu3(3.262045939237397*pi,0.11023987291178794*pi,1.8445381052506222*pi) q[6];\nu3(3.446083055054217*pi,2.4767616726810244*pi,3.638910965674241*pi) q[7];\nu3(3.3114880111445215*pi,3.0415972836835192*pi,0.969683800943416*pi) q[8];\nu3(3.4236078810525847*pi,2.724482541312512*pi,3.8142119091778435*pi) q[9];\nu3(3.580203030289504*pi,0.02081517359773155*pi,1.2839087138214316*pi) q[10];\nu3(3.2983548600855093*pi,0.0658510960793196*pi,0.6325322288973377*pi) q[11];\nu3(3.7393045492467527*pi,0.935259548470192*pi,1.9446982484717374*pi) q[12];\nu3(3.4276637347253858*pi,-0.21559670010643772*pi,1.129695695559159*pi) q[13];\nRxxyyzz(0.33432035627975987*pi,0.29778156780123455*pi,0.12486335675374471*pi) q[9],q[0];\nRxxyyzz(0.4458743462369501*pi,0.36418475037799025*pi,0.08795357275647664*pi) q[1],q[2];\nRxxyyzz(0.3722590677167799*pi,0.3043005615355413*pi,0.12526449534875037*pi) q[4],q[3];\nRxxyyzz(0.44264574952283997*pi,0.27361713954597505*pi,0.05682477222494414*pi) q[11],q[5];\nRxxyyzz(0.31724464247867834*pi,0.17304718449423984*pi,0.0*pi) q[13],q[6];\nRxxyyzz(0.4580976858050399*pi,0.3233835705992441*pi,3.9563998323344194*pi) q[12],q[8];\nRxxyyzz(0.4685115317286003*pi,0.19247477170582294*pi,0.0*pi) q[14],q[10];\nu3(3.4490180583151884*pi,0.2687279446195493*pi,4.343866503232739*pi) q[0];\nu3(3.310900894322344*pi,0.25407211998940404*pi,1.4702615337828435*pi) q[1];\nu3(3.4703816827569396*pi,1.0784517641471347*pi,0.7557822915064802*pi) q[2];\nu3(3.806300863037399*pi,1.042576952514981*pi,4.489227266954774*pi) q[3];\nu3(3.7427060294020422*pi,2.8926184405850686*pi,3.3184354674810823*pi) q[4];\nu3(3.570670790254608*pi,0.06049645382978652*pi,1.057176813407463*pi) q[5];\nu3(3.172893876464979*pi,0.12107757569377586*pi,0.624912789399471*pi) q[6];\nu3(3.475770253405954*pi,3.1364228966174403*pi,2.395225186714743*pi) q[8];\nu3(3.695287110638469*pi,-0.13968226384934945*pi,1.3522589015727902*pi) q[9];\nu3(3.447671466568716*pi,0.09125241350706925*pi,1.0100302700573307*pi) q[10];\nu3(3.44328088947882*pi,2.2562186872841705*pi,2.875477551645111*pi) q[11];\nu3(3.2855275495843452*pi,2.7854387525777495*pi,0.9956140879566111*pi) q[12];\nu3(3.850481345420129*pi,2.4360319878459507*pi,1.445084970131727*pi) q[13];\nu3(3.515628272219176*pi,3.0459534869143607*pi,0.9675643732013638*pi) q[14];\nRxxyyzz(0.37235290158610634*pi,0.12029705279734326*pi,0.0*pi) q[6],q[0];\nRxxyyzz(0.43618790232472027*pi,0.11478952349881942*pi,0.0426271903980398*pi) q[1],q[3];\nRxxyyzz(0.41604494810819936*pi,0.3615031955380389*pi,0.11903262315811958*pi) q[2],q[10];\nRxxyyzz(0.3010538498017396*pi,0.10860483562301715*pi,0.09101756961782081*pi) q[8],q[4];\nRxxyyzz(0.4074732998148902*pi,0.2212027288516359*pi,0.1557914874495518*pi) q[13],q[5];\nRxxyyzz(0.3562334105466899*pi,0.23738615273202246*pi,0.0*pi) q[14],q[7];\nRxxyyzz(0.36023937841022013*pi,0.110321559956987*pi,0.0*pi) q[12],q[11];\nu3(3.1727599636858557*pi,3.0576209521574604*pi,1.7514717938657822*pi) q[0];\nu3(3.1701824562108136*pi,1.0455283036131189*pi,4.136111573875176*pi) q[1];\nu3(3.6170286909654674*pi,3.4152095465622114*pi,0.8900520479501979*pi) q[2];\nu3(3.668172176658943*pi,1.8407601259501942*pi,4.222266833081036*pi) q[3];\nu3(3.6152496356554393*pi,1.3923313302412348*pi,3.9632820662892363*pi) q[4];\nu3(3.7005946180300366*pi,3.4496576715336973*pi,3.70634638340458*pi) q[5];\nu3(3.3042087156080546*pi,1.022198629159906*pi,1.171613625214062*pi) q[6];\nu3(3.324089472695457*pi,-0.34481903132612024*pi,3.909490617832655*pi) q[7];\nu3(3.579432574453085*pi,2.1437763686188482*pi,0.5960679415195045*pi) q[8];\nu3(3.5308113522188806*pi,3.170829838702691*pi,3.4801543996389714*pi) q[10];\nu3(3.409578500279241*pi,-0.040936235445835356*pi,1.400665132884745*pi) q[11];\nu3(3.4140415031611733*pi,2.7287455804606653*pi,2.0827775307201613*pi) q[12];\nu3(3.4029374469555767*pi,-0.3419005009152266*pi,1.141971723641193*pi) q[13];\nu3(3.7442943668947577*pi,-0.3359049118375904*pi,1.0317948594900104*pi) q[14];\nRxxyyzz(0.45443602691795004*pi,0.28551330143957543*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.4362313066771474*pi,0.142781064633982*pi,0.0*pi) q[6],q[3];\nRxxyyzz(0.3539274266985101*pi,0.1332789252644001*pi,0.0*pi) q[11],q[4];\nRxxyyzz(0.45295334120753056*pi,0.2976941516820002*pi,0.1522885838517975*pi) q[10],q[5];\nRxxyyzz(0.3446795912865902*pi,0.25124068378868003*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.4581200633761*pi,0.3108722487385251*pi,3.9328090030216*pi) q[14],q[8];\nRxxyyzz(0.43640732758847467*pi,0.20050593093467262*pi,0.0*pi) q[9],q[12];\nu3(3.3182974057264376*pi,-0.3994787425987075*pi,0.9546180759438126*pi) q[1];\nu3(3.9423246653844175*pi,3.1752609508038017*pi,1.8289666798536899*pi) q[2];\nu3(3.4836804325527395*pi,3.4852870980242896*pi,2.133843496978351*pi) q[3];\nu3(3.118628251914272*pi,0.003123525288761586*pi,0.7022834956622761*pi) q[4];\nu3(3.3575177914380947*pi,2.8545084384239194*pi,1.1885694928549646*pi) q[5];\nu3(3.12237260856356*pi,2.34890506757916*pi,1.864410258420718*pi) q[6];\nu3(3.2732665376158807*pi,-0.22487200289316978*pi,1.0534841101053773*pi) q[7];\nu3(3.4657251240267297*pi,1.8164156067823805*pi,0.5572628911711388*pi) q[8];\nu3(3.1135546002734236*pi,1.2545510075676787*pi,1.509969978925624*pi) q[9];\nu3(3.459442653270114*pi,0.09729292554004276*pi,3.8388866215190465*pi) q[10];\nu3(3.787696709786372*pi,1.5153097168036478*pi,1.3974211746374312*pi) q[11];\nu3(3.347053268122253*pi,-0.24667143132341812*pi,1.4414279773742562*pi) q[12];\nu3(3.913399902282554*pi,2.4953534535115507*pi,1.8682433567843473*pi) q[13];\nu3(3.7965974861955254*pi,1.2383767654003608*pi,0.7072861265168138*pi) q[14];\nRxxyyzz(0.399703968915759*pi,0.25157847936775213*pi,0.0*pi) q[0],q[4];\nRxxyyzz(0.4123674844297699*pi,0.20683228569182477*pi,0.0*pi) q[1],q[10];\nRxxyyzz(0.37376363590115996*pi,0.2663685013685815*pi,0.07721015088771373*pi) q[2],q[6];\nRxxyyzz(0.4141906732661097*pi,0.17132884899644066*pi,3.9014785258022506*pi) q[7],q[5];\nRxxyyzz(0.4053470156863953*pi,0.21719154799613882*pi,0.0*pi) q[13],q[8];\nRxxyyzz(0.35690135773131004*pi,0.24150705682461127*pi,0.0*pi) q[14],q[11];\nu3(3.6138985097354226*pi,0.04538246795561807*pi,1.4579849057411147*pi) q[0];\nu3(3.5250932288388475*pi,2.490698024682006*pi,0.5694383953265033*pi) q[1];\nu3(3.468287203853805*pi,0.7367954496327855*pi,1.0343488497515096*pi) q[2];\nu3(3.405516678289389*pi,0.19530049485510048*pi,0.6785151697742393*pi) q[4];\nu3(3.133341485159996*pi,-0.41075521737375287*pi,1.7873158164461462*pi) q[5];\nu3(3.845200488643711*pi,2.446591796354554*pi,1.4426883478737593*pi) q[6];\nu3(3.815098922478927*pi,2.6421577930191256*pi,1.496455998084795*pi) q[7];\nu3(3.506078901761637*pi,2.9617107350923293*pi,2.487718237844194*pi) q[8];\nu3(3.227065389356392*pi,0.39352321876166385*pi,0.601432234492358*pi) q[10];\nu3(3.7018268241216092*pi,0.4413678161906083*pi,1.3040016463080573*pi) q[11];\nu3(3.480917871382256*pi,1.050182699577582*pi,1.2249847175041626*pi) q[13];\nu3(3.7156020821306703*pi,3.0039817761388394*pi,1.3032340197375119*pi) q[14];\nRxxyyzz(0.42122277150774057*pi,0.1520277769363219*pi,3.9508437723199603*pi) q[3],q[0];\nRxxyyzz(0.24568464543714885*pi,0.18950129210965017*pi,0.0*pi) q[14],q[1];\nRxxyyzz(0.3830348818336501*pi,0.257526115884515*pi,0.0*pi) q[12],q[2];\nRxxyyzz(0.3370589649593506*pi,0.21007606348370889*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.33693592443668063*pi,0.14100928974226012*pi,0.0*pi) q[11],q[5];\nRxxyyzz(0.36972897497303014*pi,0.3029249331593481*pi,0.0*pi) q[8],q[6];\nRxxyyzz(0.3630433311744899*pi,0.25342132808875234*pi,3.934610380915491*pi) q[7],q[10];\nu3(3.9279970745084536*pi,0.3970487834605596*pi,0.5606163061587184*pi) q[0];\nu3(3.512226688046025*pi,0.4772882048922843*pi,2.3832390396976826*pi) q[1];\nu3(3.424847918267147*pi,0.21504373601790627*pi,1.0569872286839512*pi) q[2];\nu3(3.570681462215469*pi,2.631884602153586*pi,0.8784526139473234*pi) q[3];\nu3(3.8475105271285073*pi,2.2784437660013843*pi,1.941400985936846*pi) q[4];\nu3(3.22422892128899*pi,2.0943054054091856*pi,1.8306674098166642*pi) q[5];\nu3(3.279449463925589*pi,1.27407206661091*pi,1.6042645286679513*pi) q[6];\nu3(3.4597848661869532*pi,2.7722266024367253*pi,1.2494296766887705*pi) q[7];\nu3(3.33805994086445*pi,1.1343054478733605*pi,1.286630279025915*pi) q[8];\nu3(3.751687126722158*pi,0.8561212744359539*pi,0.9821788258172912*pi) q[9];\nu3(3.4419508705559263*pi,2.931868106943747*pi,1.3699002322750014*pi) q[10];\nu3(3.3910976001336635*pi,2.084283354109057*pi,4.291783530963356*pi) q[11];\nu3(3.59801096786524*pi,2.963889253372887*pi,1.9566892542136538*pi) q[12];\nu3(3.814604407341495*pi,2.9407652407660927*pi,4.231388756548289*pi) q[14];\nmeasure q[3] -> c[9];\nRxxyyzz(0.44764491336871975*pi,0.10136386916929488*pi,0.07199724245266743*pi) q[5],q[0];\nRxxyyzz(0.3399435485340199*pi,0.16264261273352387*pi,0.06561672114961903*pi) q[1],q[12];\nRxxyyzz(0.3414846935850602*pi,0.2026653394651372*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.41986524828275995*pi,0.3022941232600012*pi,0.09013738799295362*pi) q[4],q[13];\nRxxyyzz(0.3021594849706999*pi,0.213510538562931*pi,3.8852725329530404*pi) q[7],q[6];\nRxxyyzz(0.32447806907108934*pi,0.15198512114643492*pi,0.0*pi) q[8],q[14];\nRxxyyzz(0.4448811361297502*pi,0.2619178196644322*pi,3.84209348630747*pi) q[9],q[10];\nu3(3.536102830627051*pi,1.0507920637459458*pi,0.9383553205095735*pi) q[0];\nu3(3.597535283648848*pi,-0.08377438035636442*pi,1.9018187029390894*pi) q[1];\nu3(0.14118750246493586*pi,-0.06616335832896092*pi,2.425465046983932*pi) q[2];\nu3(3.321095590328248*pi,0.4275280801520388*pi,3.339529150208076*pi) q[4];\nu3(3.3354471497664893*pi,3.4910932003070627*pi,1.7789905764066247*pi) q[5];\nu3(2.7816291007527383*pi,-0.4020300637947223*pi,1.2890000788141092*pi) q[6];\nu3(1.4337968421246476*pi,-0.24700400853667998*pi,0.6064968467184968*pi) q[7];\nu3(0.4354199781594985*pi,-0.013245171282901202*pi,1.0672336461322747*pi) q[8];\nu3(3.197293573346222*pi,2.744751875438939*pi,1.9281125191431396*pi) q[9];\nu3(3.3796477711736856*pi,-0.27065476994921855*pi,1.295357585237048*pi) q[10];\nu3(1.6843583969299194*pi,-0.49644652188318267*pi,1.5736750543685996*pi) q[11];\nu3(2.3910369902965796*pi,-0.1591594987249656*pi,0.6153367271288311*pi) q[12];\nu3(3.7356419874035938*pi,2.5474521815233446*pi,4.195590464143381*pi) q[13];\nu3(1.5828214687273756*pi,3.188875955895189*pi,1.5320164449634264*pi) q[14];\nmeasure q[9] -> c[0];\nmeasure q[2] -> c[1];\nmeasure q[4] -> c[2];\nmeasure q[1] -> c[3];\nmeasure q[7] -> c[4];\nmeasure q[14] -> c[5];\nmeasure q[10] -> c[6];\nmeasure q[13] -> c[7];\nmeasure q[12] -> c[8];\nmeasure q[8] -> c[10];\nmeasure q[5] -> c[11];\nmeasure q[0] -> c[12];\nmeasure q[11] -> c[13];\nmeasure q[6] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.2156355110462824*pi,0.008342345334059642*pi,4.292490974293594*pi) q[0];\nu3(3.6116185664841636*pi,3.1824538114735086*pi,4.399480700813799*pi) q[1];\nu3(3.313784846792837*pi,3.102769233371494*pi,0.5743701445819496*pi) q[2];\nu3(3.278569519538807*pi,-0.062330193978434756*pi,3.3327706496450937*pi) q[3];\nu3(3.723636003055628*pi,-0.3304256479782462*pi,4.08385593230917*pi) q[4];\nu3(3.256987114341823*pi,2.476789561696786*pi,1.9384089428398887*pi) q[5];\nu3(3.1808897680296213*pi,3.451432703710375*pi,2.686555307510516*pi) q[6];\nu3(3.1626898230524265*pi,3.083191583739432*pi,2.440665852950861*pi) q[7];\nu3(3.734700919282075*pi,-0.4719719026507592*pi,2.0141987829785517*pi) q[8];\nu3(3.5050718756597257*pi,2.0695651399301638*pi,2.7549047861612093*pi) q[9];\nu3(3.74871110301218*pi,-0.4402809968522705*pi,1.8989853634124625*pi) q[10];\nu3(3.438821718025664*pi,-0.12334537713137367*pi,0.8666828110474523*pi) q[11];\nu3(3.723617608572026*pi,2.036940962340869*pi,2.2281537347665874*pi) q[12];\nu3(3.5657530474894097*pi,2.047434237780579*pi,1.1143788225180962*pi) q[13];\nu3(3.340524337996447*pi,3.0363668238865764*pi,3.893415321852241*pi) q[14];\nRxxyyzz(0.30864937070600085*pi,0.2357313778467165*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.40732268180245995*pi,0.20113286368205777*pi,0.12763462126813732*pi) q[1],q[7];\nRxxyyzz(0.4326673396711902*pi,0.1350562228142363*pi,3.94453561750694*pi) q[2],q[10];\nRxxyyzz(0.41338902624858065*pi,0.3625780570454951*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.42275926893493015*pi,0.208261997650089*pi,0.06610142400893877*pi) q[4],q[11];\nRxxyyzz(0.43071758504009083*pi,0.22591270159519206*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.46449400195818025*pi,0.3109738193719018*pi,0.0*pi) q[13],q[14];\nu3(3.499892178188367*pi,0.822300890457474*pi,1.6830868029259536*pi) q[0];\nu3(3.3630162884420867*pi,0.8353695409712862*pi,1.0787527449549819*pi) q[1];\nu3(3.390160550394921*pi,2.624920289610327*pi,1.2206899185919555*pi) q[2];\nu3(3.516374770414739*pi,3.4998960955647576*pi,1.266838133847641*pi) q[3];\nu3(3.6235860807026463*pi,2.3937104079208433*pi,4.149269610282563*pi) q[4];\nu3(3.497942162941125*pi,2.90330928859594*pi,0.8388360186238013*pi) q[5];\nu3(3.5528718165282216*pi,-0.4702950334875397*pi,1.94434488565382*pi) q[6];\nu3(3.8479378567611104*pi,1.9405149629657101*pi,4.239806534959584*pi) q[7];\nu3(3.565656363527075*pi,0.715553075129677*pi,1.9192828110150688*pi) q[8];\nu3(3.2589301515733506*pi,2.728880847588398*pi,1.1683998434711156*pi) q[10];\nu3(3.2585417099047342*pi,2.004609650366112*pi,0.6085282302927278*pi) q[11];\nu3(3.2982179283925626*pi,1.903014486331255*pi,1.6523094170588553*pi) q[12];\nu3(3.6590594228372604*pi,2.215687233942908*pi,1.278802560124285*pi) q[13];\nu3(3.2481139454765158*pi,0.5416498662450704*pi,1.1518470769242086*pi) q[14];\nRxxyyzz(0.45578557164254174*pi,0.2715113347562062*pi,0.049409041207581585*pi) q[1],q[0];\nRxxyyzz(0.3814020833143186*pi,0.2091799849183844*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.4983050109395215*pi,0.30984080268705794*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.3083914051519798*pi,0.18864668344841906*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.33704254895894803*pi,0.10929828987094892*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.40796648572063005*pi,0.1711520654938065*pi,3.9128098082254006*pi) q[9],q[10];\nRxxyyzz(0.45810555854016966*pi,0.30237984091237324*pi,0.0*pi) q[12],q[11];\nu3(3.4445920819217517*pi,2.1574067449526297*pi,0.7033413709860472*pi) q[0];\nu3(3.9599658109131717*pi,2.2861166425241057*pi,0.764397385519863*pi) q[1];\nu3(3.638421690590023*pi,2.842577089170474*pi,0.6664537459361957*pi) q[2];\nu3(3.2566758226247767*pi,-0.40316302832826434*pi,3.6511603193024755*pi) q[3];\nu3(3.1120395524416526*pi,3.3948089521239386*pi,0.6240083455783381*pi) q[4];\nu3(3.5495592476718416*pi,0.7833840693824587*pi,1.0043730335752692*pi) q[5];\nu3(3.070005402028238*pi,2.127821200420046*pi,1.4434869315744097*pi) q[7];\nu3(3.329358186747197*pi,2.912933375847407*pi,0.8462432330237999*pi) q[8];\nu3(3.1374638784340134*pi,2.3585333809711964*pi,1.9445328024879718*pi) q[9];\nu3(3.487931875019129*pi,0.547936032691366*pi,2.465163920281819*pi) q[10];\nu3(3.265087467273407*pi,1.30152776144481*pi,1.524860754794004*pi) q[11];\nu3(3.943656694505986*pi,0.6630193295484674*pi,1.1250202874793027*pi) q[12];\nu3(3.4397095578231855*pi,-0.4837398762927406*pi,1.9542726557918455*pi) q[13];\nu3(3.7064139835949934*pi,1.8792066241044747*pi,1.3332406023549743*pi) q[14];\nRxxyyzz(0.37071870168200993*pi,0.2697368586102923*pi,0.0*pi) q[7],q[2];\nRxxyyzz(0.4368910143515996*pi,0.17971167447892644*pi,0.0*pi) q[6],q[3];\nRxxyyzz(0.45734282662951997*pi,0.25136472142808136*pi,0.05602382451594773*pi) q[13],q[5];\nRxxyyzz(0.3422849981914702*pi,0.30991497053487316*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.47012519797497987*pi,0.18598409885443545*pi,0.0*pi) q[10],q[11];\nRxxyyzz(0.4545707023395602*pi,0.388683877770406*pi,3.859853189166559*pi) q[12],q[14];\nu3(3.4722684526936662*pi,0.940635653219593*pi,1.1366529942032448*pi) q[2];\nu3(3.3427296786049396*pi,1.7043077661936321*pi,1.8204591034128075*pi) q[3];\nu3(3.2077234858029238*pi,-0.3046842603227559*pi,4.240983038249878*pi) q[5];\nu3(3.1184062176617156*pi,-0.3683059865766567*pi,3.6734658381838763*pi) q[6];\nu3(3.5504605778767626*pi,1.065738122084075*pi,1.4876442951870046*pi) q[7];\nu3(3.477491694706217*pi,0.35912251023721664*pi,2.390284702761332*pi) q[8];\nu3(3.886393928104428*pi,3.473234757102913*pi,1.22576663693197*pi) q[9];\nu3(3.1595295083400594*pi,1.3301970637543166*pi,1.6453693412450847*pi) q[10];\nu3(3.2716415018714966*pi,-0.12403063506903134*pi,4.326314102067778*pi) q[11];\nu3(3.753860758777544*pi,0.35100128178925327*pi,1.1464230133484414*pi) q[12];\nu3(3.631161159309492*pi,-0.24571949929400116*pi,2.9621741062704037*pi) q[13];\nu3(3.372601511990462*pi,0.7107965854719742*pi,1.4978996136015175*pi) q[14];\nRxxyyzz(0.45685676201506*pi,0.1660937924137986*pi,3.9407425322347205*pi) q[13],q[0];\nRxxyyzz(0.39379869262134015*pi,0.1001820679160113*pi,0.05974095070630264*pi) q[1],q[10];\nRxxyyzz(0.4392796432387098*pi,0.13622427506999601*pi,0.0*pi) q[5],q[2];\nRxxyyzz(0.39319325751192*pi,0.22608237990079094*pi,0.0*pi) q[12],q[4];\nRxxyyzz(0.31652474848787016*pi,0.2714258108934411*pi,3.882581986447109*pi) q[7],q[9];\nRxxyyzz(0.34672694191742*pi,0.2504182840804199*pi,0.11443368440849788*pi) q[14],q[8];\nu3(3.550175294815525*pi,-0.2916339381830456*pi,2.0045896713777225*pi) q[0];\nu3(3.336954372353741*pi,0.02807550890644539*pi,1.598801166036595*pi) q[1];\nu3(3.5830208213881436*pi,1.4381381180199302*pi,2.3596072584569168*pi) q[2];\nu3(3.2553864910959387*pi,2.6197962699019004*pi,2.1481348849469812*pi) q[4];\nu3(3.2603080073958375*pi,0.7984456244283789*pi,0.9957808167243226*pi) q[5];\nu3(3.176216213219959*pi,3.4393999483003306*pi,3.4801529185061364*pi) q[7];\nu3(3.630934938367724*pi,3.260715856754767*pi,1.73468557848945*pi) q[8];\nu3(3.5169910433564198*pi,2.5615605782283732*pi,0.5005422544674564*pi) q[9];\nu3(3.4303407095404252*pi,0.08401387489049195*pi,3.451333708947036*pi) q[10];\nu3(3.133916147703579*pi,-0.45210458024101774*pi,1.4488477839151694*pi) q[12];\nu3(3.3759870172602517*pi,-0.39863214756855747*pi,0.5394884762377288*pi) q[13];\nu3(3.615272898569887*pi,-0.3059416851350088*pi,3.9232008499711526*pi) q[14];\nRxxyyzz(0.45234705746243986*pi,0.24235885367982318*pi,3.93474593543721*pi) q[14],q[0];\nRxxyyzz(0.4328406622820401*pi,0.1871459813516691*pi,3.9435939136261298*pi) q[1],q[11];\nRxxyyzz(0.27573498906150995*pi,0.18604381977045525*pi,3.9078354555208605*pi) q[10],q[3];\nRxxyyzz(0.41226604276641987*pi,0.2962787924630026*pi,0.11859945972038477*pi) q[6],q[5];\nRxxyyzz(0.36241770686534125*pi,0.29922777934926126*pi,0.0*pi) q[13],q[7];\nRxxyyzz(0.35277874620294736*pi,0.20936551378762602*pi,0.0*pi) q[9],q[8];\nu3(3.8079119097786913*pi,3.1408866426612136*pi,1.357059614624317*pi) q[0];\nu3(3.316879208506897*pi,0.04670940872116147*pi,1.0814900463684904*pi) q[1];\nu3(3.3936404127907016*pi,2.6038043314249792*pi,1.3580736760135377*pi) q[3];\nu3(3.700451886074797*pi,1.1774826832938552*pi,0.5193689508321085*pi) q[5];\nu3(3.465022359732258*pi,0.3114359735540003*pi,3.892523243148754*pi) q[6];\nu3(3.5248884250473624*pi,0.43363519748875967*pi,1.4068133678909254*pi) q[7];\nu3(3.353419156425079*pi,0.9901684171492162*pi,1.3331414779265827*pi) q[8];\nu3(3.527676581712803*pi,3.0752913875382806*pi,0.7486047357809638*pi) q[9];\nu3(3.3587753341356796*pi,1.3813673635410249*pi,0.9672980001725211*pi) q[10];\nu3(3.22874478176764*pi,1.6908462285425565*pi,2.4598026173260554*pi) q[11];\nu3(3.3403979700413045*pi,0.01910505565620002*pi,4.276557316778859*pi) q[13];\nu3(3.4426646702836234*pi,0.8479431683802594*pi,1.1306766974706375*pi) q[14];\nRxxyyzz(0.44762212617033015*pi,0.30225692740413107*pi,0.0500247475894344*pi) q[0],q[3];\nRxxyyzz(0.39379436670835977*pi,0.15112588552112755*pi,0.05817055832183704*pi) q[1],q[10];\nRxxyyzz(0.3013899373811668*pi,0.15119566633773118*pi,0.0*pi) q[14],q[2];\nRxxyyzz(0.42143988626272044*pi,0.23424210539647083*pi,0.0*pi) q[8],q[5];\nRxxyyzz(0.4547424464116001*pi,0.379378386916172*pi,0.1460564975542047*pi) q[6],q[9];\nRxxyyzz(0.49636866977109984*pi,0.3680176071322458*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.47423666368499073*pi,0.19855399489205383*pi,0.0*pi) q[13],q[11];\nu3(3.625307476649861*pi,-0.4251261569066558*pi,2.9893439063928673*pi) q[0];\nu3(3.8074574652958093*pi,2.3964441268945555*pi,4.4798287241970955*pi) q[1];\nu3(3.867642718518974*pi,3.316284056838249*pi,0.852548324168779*pi) q[2];\nu3(3.0913279941719227*pi,2.0615609985543455*pi,4.385467555715991*pi) q[3];\nu3(3.2536053185979696*pi,3.103452425008205*pi,4.044637848745587*pi) q[5];\nu3(3.1385967382113673*pi,3.1242965524052035*pi,1.1124453663248126*pi) q[6];\nu3(3.4469089012672187*pi,2.8503660558866497*pi,3.916667024682241*pi) q[7];\nu3(3.6381832211302974*pi,-0.22733499612024766*pi,1.7448740958747808*pi) q[8];\nu3(3.3140394413604617*pi,3.4749130974884896*pi,2.0398011518982035*pi) q[9];\nu3(3.7984192356627555*pi,0.8364536554322699*pi,3.9507659747031174*pi) q[10];\nu3(3.793606682954874*pi,0.5641050583418656*pi,1.2629107603106473*pi) q[11];\nu3(3.433269041258739*pi,2.462871573220922*pi,2.3946502687977382*pi) q[12];\nu3(3.7779830408794277*pi,1.1234563657159629*pi,1.6195139220109755*pi) q[13];\nu3(3.64017610465279*pi,-0.3738014445888914*pi,3.7236227787489944*pi) q[14];\nRxxyyzz(0.4285439765446203*pi,0.20718761749227133*pi,0.04990184397036376*pi) q[9],q[0];\nRxxyyzz(0.3992835426377898*pi,0.13442322006136656*pi,0.08848401417887794*pi) q[1],q[11];\nRxxyyzz(0.3807734230665011*pi,0.2961818001532157*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.3454623653467106*pi,0.12479991447872063*pi,0.0*pi) q[5],q[3];\nRxxyyzz(0.4718234175553203*pi,0.18481655775462114*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.43035853850894723*pi,0.2141063630132508*pi,0.0*pi) q[10],q[14];\nu3(3.310793194265707*pi,2.9376117737139125*pi,0.9829631955202074*pi) q[0];\nu3(3.7580160338833153*pi,-0.049148513102404146*pi,1.8305484928286115*pi) q[1];\nu3(3.892127062257443*pi,1.8163040302818616*pi,1.231436882933901*pi) q[2];\nu3(3.3961042578459035*pi,0.6548925955723575*pi,0.7058695881221646*pi) q[3];\nu3(3.94969866687073*pi,0.38154585752647796*pi,2.154979996692717*pi) q[4];\nu3(3.853687367425881*pi,-0.3797114488991804*pi,1.6425375495975716*pi) q[5];\nu3(3.134651088538359*pi,0.02736876022663559*pi,1.405216561581966*pi) q[6];\nu3(3.8252059349311556*pi,3.203196573378632*pi,4.122971337913345*pi) q[9];\nu3(3.5428867613540933*pi,-0.2984960381582643*pi,1.1691183692390528*pi) q[10];\nu3(3.7076959608689095*pi,0.24766367788135124*pi,1.0807193120510776*pi) q[11];\nu3(3.334734802168211*pi,1.0769973471713636*pi,1.3493348867150419*pi) q[13];\nu3(3.653657200472345*pi,-0.1286339705689734*pi,4.091590163015015*pi) q[14];\nRxxyyzz(0.35469112794110125*pi,0.27015939888812013*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.3402900657378206*pi,0.18520179651030022*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.46417730448523997*pi,0.22101067109204497*pi,0.0*pi) q[4],q[3];\nRxxyyzz(0.26492496302401325*pi,0.2192101587908778*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.40452759061067023*pi,0.18869847254977135*pi,0.0*pi) q[8],q[13];\nRxxyyzz(0.43286006609142014*pi,0.2164254456782626*pi,0.0*pi) q[11],q[9];\nu3(3.429323739495408*pi,3.0581678734895084*pi,4.182116371807117*pi) q[1];\nu3(3.567616455693299*pi,3.2681500017310876*pi,2.0481817150207635*pi) q[2];\nu3(3.175573054514468*pi,-0.4915352360767722*pi,2.0367127530234823*pi) q[3];\nu3(3.8224061705883967*pi,-0.0010102507659040527*pi,0.6418979044288178*pi) q[4];\nu3(3.3269382204441538*pi,0.07369788868264116*pi,0.7914197733773531*pi) q[5];\nu3(3.9470487265872647*pi,3.0187027275997087*pi,0.9521794086916602*pi) q[6];\nu3(3.7080204665427656*pi,2.5339412446366176*pi,1.0887670976768486*pi) q[7];\nu3(3.1306877504045025*pi,3.3977541303813763*pi,1.4289886969342835*pi) q[8];\nu3(3.315159801721344*pi,0.1925418364023901*pi,0.5719536286351392*pi) q[9];\nu3(3.4687621903547163*pi,0.8065485977066624*pi,1.230157823233701*pi) q[11];\nu3(3.567019941143555*pi,2.442321921531964*pi,0.8940884446281621*pi) q[12];\nu3(3.534525131579919*pi,2.925834627793601*pi,4.2276919545985*pi) q[13];\nRxxyyzz(0.46675057325107083*pi,0.41884609553180857*pi,0.0*pi) q[13],q[0];\nRxxyyzz(0.2728581551448408*pi,0.21145487818503728*pi,0.0*pi) q[5],q[2];\nRxxyyzz(0.4190904171327099*pi,0.3273763636289879*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.44045968675865976*pi,0.1923797898612039*pi,0.11209121408426101*pi) q[4],q[10];\nRxxyyzz(0.39307770031050987*pi,0.21155406715215183*pi,3.94032297685467*pi) q[11],q[7];\nRxxyyzz(0.32378367760715987*pi,0.10661584179103323*pi,0.0*pi) q[12],q[8];\nu3(3.2133666445268227*pi,2.970143763390581*pi,1.9515284938489594*pi) q[0];\nu3(3.252285472528513*pi,1.020994020984365*pi,1.2008321543379543*pi) q[2];\nu3(3.087951406824464*pi,-0.12132753799175028*pi,1.7354743005444246*pi) q[3];\nu3(3.2675070447317953*pi,-0.2618047403131646*pi,3.8442009676157274*pi) q[4];\nu3(3.6360842108696483*pi,3.469442008984028*pi,4.336334259684375*pi) q[5];\nu3(3.553585109129982*pi,0.5007844813253493*pi,0.6854579879950276*pi) q[7];\nu3(3.4213565863468864*pi,3.23768902329166*pi,1.6299273723510217*pi) q[8];\nu3(3.5776388975440327*pi,2.715654475898831*pi,1.9295133174266865*pi) q[9];\nu3(3.7259327880588113*pi,0.00025560659643830697*pi,1.6186922563378405*pi) q[10];\nu3(3.593918869108979*pi,0.10879449880455072*pi,2.108163970280245*pi) q[11];\nu3(3.7080829301700593*pi,0.125524798851404*pi,1.4362272920371226*pi) q[12];\nu3(3.4960115190311916*pi,3.141848369018138*pi,3.7501089291991376*pi) q[13];\nRxxyyzz(0.39702501357728015*pi,0.25829013949856827*pi,0.0*pi) q[12],q[0];\nRxxyyzz(0.44567813110352983*pi,0.4161736774921704*pi,3.90408244129899*pi) q[3],q[2];\nRxxyyzz(0.4537439864790205*pi,0.14705283360874*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.40833757390899283*pi,0.2992003561309702*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.4362660352506502*pi,0.24066835244080137*pi,3.8630564385706503*pi) q[14],q[7];\nRxxyyzz(0.40833419102351476*pi,0.2510500075983365*pi,0.0*pi) q[11],q[9];\nu3(3.6470854322037387*pi,0.6499885322954522*pi,1.4689437418322977*pi) q[0];\nu3(3.4310028332073506*pi,0.28590481981899973*pi,0.5750917006362903*pi) q[2];\nu3(3.419566721723376*pi,-0.2850877531553283*pi,0.7451434817475695*pi) q[3];\nu3(3.3203694959227983*pi,3.0104893555544283*pi,0.5479927468615697*pi) q[4];\nu3(3.4749442072907293*pi,-0.389238265648851*pi,4.151554838109241*pi) q[5];\nu3(3.8808987340498344*pi,1.8919928172169618*pi,1.6726690886105837*pi) q[7];\nu3(3.422298511280954*pi,3.353864155645804*pi,4.271507445870043*pi) q[8];\nu3(3.6355035620067975*pi,0.8342605415313706*pi,1.0778171926290787*pi) q[9];\nu3(3.5307317242798337*pi,3.438671056367549*pi,0.5166548012824514*pi) q[10];\nu3(3.556127783063085*pi,1.027587499388025*pi,1.53719596147798*pi) q[11];\nu3(3.402121756267255*pi,0.05036335759548527*pi,0.8147972981224584*pi) q[12];\nu3(3.5082521523497125*pi,-0.043486028915688424*pi,0.9856240325768804*pi) q[14];\nRxxyyzz(0.36945070905417987*pi,0.19501438792923775*pi,0.0*pi) q[6],q[0];\nRxxyyzz(0.39815726887808933*pi,0.10397999315463313*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.44718371215136*pi,0.21516613393842554*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.4069676348847001*pi,0.12303431233627515*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.38176560269227977*pi,0.26038605765904027*pi,3.9052869517409308*pi) q[5],q[14];\nRxxyyzz(0.3502361852090488*pi,0.1443640923706675*pi,0.06590341173623537*pi) q[13],q[7];\nu3(3.2712804854812565*pi,0.8763304277086923*pi,1.1851051535128216*pi) q[0];\nu3(3.4940774900326286*pi,2.6819458840442545*pi,2.3871874896544685*pi) q[1];\nu3(3.612815688463245*pi,1.3203146158094887*pi,1.4004268135459728*pi) q[2];\nu3(3.736107554137237*pi,-0.23498183454462152*pi,0.7816382557740749*pi) q[4];\nu3(3.403662296826272*pi,-0.23700701494746146*pi,1.3726409518284637*pi) q[5];\nu3(3.2642253286545566*pi,-0.4629259521328859*pi,0.5704706643367866*pi) q[6];\nu3(3.719343877629569*pi,0.6768542314581654*pi,3.4835368136145872*pi) q[7];\nu3(3.4958672673437285*pi,-0.4898844044341919*pi,3.6896786536717485*pi) q[8];\nu3(3.426336383908917*pi,0.22352359148661838*pi,1.8850298768116587*pi) q[10];\nu3(3.6541964324274847*pi,1.197251880432847*pi,1.6263899164109217*pi) q[12];\nu3(3.2190822401154153*pi,-0.0015932710510390136*pi,3.8448876987786433*pi) q[13];\nu3(3.322459624130686*pi,1.922383915190884*pi,2.1414906532396403*pi) q[14];\nRxxyyzz(0.4163715133630399*pi,0.1931658671440819*pi,0.05302311288848937*pi) q[3],q[0];\nRxxyyzz(0.40376375564598993*pi,0.3415134839008869*pi,3.956786396179331*pi) q[4],q[1];\nRxxyyzz(0.43924332769496977*pi,0.27979778557416524*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.4632074613100299*pi,0.16889223816183663*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.40667310633216985*pi,0.23478102528050826*pi,0.053816493134131886*pi) q[8],q[12];\nRxxyyzz(0.4765570286902401*pi,0.1482840926919341*pi,0.0*pi) q[10],q[9];\nu3(3.4902755718520506*pi,3.3572342286048253*pi,1.835591604964919*pi) q[0];\nu3(3.819917783739135*pi,2.1234956922473245*pi,1.4216184205591915*pi) q[1];\nu3(3.361996364957281*pi,2.7258656637936802*pi,1.5892759313513136*pi) q[2];\nu3(3.4525336128033537*pi,2.2020828884004873*pi,4.321550118940085*pi) q[3];\nu3(3.5392640977636*pi,0.4349949818074923*pi,2.3433399151089347*pi) q[4];\nu3(3.1706996257446685*pi,2.7788868886892786*pi,2.0331051026446363*pi) q[6];\nu3(3.173581667459059*pi,2.6296192257886406*pi,3.667609457589413*pi) q[8];\nu3(3.383594425584926*pi,0.13237642143436124*pi,1.0193164234285312*pi) q[9];\nu3(3.207612300350626*pi,0.13446663152574956*pi,0.9343578221541698*pi) q[10];\nu3(3.737210941382835*pi,1.9581356738502675*pi,1.6785016023808887*pi) q[11];\nu3(3.2545374778081473*pi,1.1092216406469202*pi,4.401355157025685*pi) q[12];\nu3(3.4389807115906184*pi,-0.325341697181051*pi,0.5689164281839822*pi) q[14];\nRxxyyzz(0.42484473073106044*pi,0.215982796454389*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.26307816286193386*pi,0.20936744761130477*pi,0.0*pi) q[11],q[1];\nRxxyyzz(0.44602004045888943*pi,0.2516359842540373*pi,0.10854633486836374*pi) q[3],q[14];\nRxxyyzz(0.44188339058831105*pi,0.1478888040743993*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.27210982499573977*pi,0.14455612913456062*pi,0.0*pi) q[12],q[5];\nRxxyyzz(0.36459591366454996*pi,0.3467700635819449*pi,0.2671532613825701*pi) q[9],q[6];\nRxxyyzz(0.3124627393502398*pi,0.20401677970770926*pi,0.0*pi) q[10],q[7];\nu3(3.450185037864512*pi,-0.2524560327013271*pi,1.8506960625709379*pi) q[0];\nu3(3.411426178285426*pi,3.435660453797857*pi,0.9662091265357904*pi) q[1];\nu3(3.5560183379188457*pi,-0.04661907664012199*pi,3.271613357330132*pi) q[3];\nu3(3.4727212994627448*pi,0.22748261677896864*pi,1.4468867996240067*pi) q[4];\nu3(3.7686496090474546*pi,-0.08323892729298688*pi,4.131751012032197*pi) q[5];\nu3(3.834307694429902*pi,-0.11801162305525192*pi,0.5007254966666524*pi) q[6];\nu3(3.461812887896631*pi,0.14112372105706794*pi,1.3138360154655537*pi) q[7];\nu3(3.8657731949660974*pi,1.0068219817003174*pi,1.4047405925487029*pi) q[8];\nu3(3.664721594092422*pi,2.8806981130311*pi,3.575437574213594*pi) q[9];\nu3(3.563614127119672*pi,-0.40554482978809797*pi,1.395993907666048*pi) q[10];\nu3(3.25414957417278*pi,-0.33814435461869485*pi,0.7769201351660016*pi) q[11];\nu3(3.3101835340389827*pi,2.017484966735775*pi,1.28760627025026*pi) q[12];\nu3(3.2760862222992775*pi,2.6483869342634856*pi,1.1289356180145647*pi) q[13];\nu3(3.699137255455017*pi,0.07620224014085131*pi,1.8304522947950563*pi) q[14];\nRxxyyzz(0.4178795558791001*pi,0.056238447159280724*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.4476293828586204*pi,0.4034047085095596*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.43054320142363*pi,0.25150790339632595*pi,0.06028199209917773*pi) q[3],q[9];\nRxxyyzz(0.4131838415732618*pi,0.1676947591190816*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.4130608378790003*pi,0.34782997390210113*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.4367956125675994*pi,0.2071391112681922*pi,3.8569117065122094*pi) q[8],q[13];\nu3(3.352150964680453*pi,1.0736060658770337*pi,1.2900378459363064*pi) q[0];\nu3(3.620433267559488*pi,2.119339080146022*pi,4.185232538198674*pi) q[2];\nu3(3.417019919964427*pi,-0.16034696034114704*pi,2.995245546970281*pi) q[3];\nu3(3.4381034398427373*pi,1.636483080241736*pi,1.5750850218552164*pi) q[4];\nu3(3.3118864900078093*pi,-0.19612236483022694*pi,0.9284095554692108*pi) q[6];\nu3(3.2384386738948017*pi,2.218348780199886*pi,4.317445190690481*pi) q[7];\nu3(3.322476230025434*pi,1.0086429304784303*pi,1.7125225650019607*pi) q[8];\nu3(3.273092871982819*pi,0.37467922885501626*pi,0.881822801559295*pi) q[9];\nu3(3.545937700341738*pi,0.5429816210993881*pi,1.0242219978527263*pi) q[10];\nu3(3.665943894600786*pi,3.053096810985205*pi,2.4215995632382423*pi) q[12];\nu3(3.4285942067404016*pi,2.290109398367358*pi,2.234437106979836*pi) q[13];\nu3(3.1338799231843906*pi,-0.25550530677032723*pi,1.3231791191739914*pi) q[14];\nmeasure q[14] -> c[12];\nRxxyyzz(0.4796281158414303*pi,0.15814927235813592*pi,0.0*pi) q[7],q[0];\nRxxyyzz(0.3337148593480793*pi,0.24678436548853344*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.4532419408851406*pi,0.1750815078819964*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.2967529266353402*pi,0.08660521386508435*pi,0.05864995442058074*pi) q[3],q[8];\nRxxyyzz(0.4532598689296701*pi,0.19325318194191043*pi,3.8704273713703903*pi) q[11],q[4];\nRxxyyzz(0.3923080243769599*pi,0.37341726599040703*pi,0.14728257350145846*pi) q[5],q[6];\nRxxyyzz(0.40481580394297*pi,0.35187676966595527*pi,0.0*pi) q[12],q[10];\nu3(3.4572666072597644*pi,1.4933725134697537*pi,1.59766962277542*pi) q[0];\nu3(0.35251553815623776*pi,0.12182233053488434*pi,1.474145067613727*pi) q[1];\nu3(3.5898275186731414*pi,2.6101864026728574*pi,1.091896788936155*pi) q[2];\nu3(1.5829388926505439*pi,3.1578444956495706*pi,4.313166379227589*pi) q[3];\nu3(3.5359829757318098*pi,1.3492638289723375*pi,2.037535783160192*pi) q[4];\nu3(3.3769688417542842*pi,2.967850727757543*pi,4.2419357193138225*pi) q[5];\nu3(3.690374167713119*pi,2.4871360527823225*pi,4.364389633286531*pi) q[6];\nu3(3.929336177461362*pi,3.132031103807452*pi,2.4975498210257627*pi) q[7];\nu3(2.684641546053949*pi,0.4028666481511407*pi,4.048760296810135*pi) q[8];\nu3(1.9319144745761565*pi,-0.06391835063376783*pi,0.626491727360806*pi) q[9];\nu3(3.613879257105146*pi,0.3653780121980872*pi,1.9345153786479412*pi) q[10];\nu3(3.469194399367428*pi,1.465888211861231*pi,1.2022752051839882*pi) q[11];\nu3(3.7832570857286907*pi,2.79538646412784*pi,0.8287749514376817*pi) q[12];\nu3(3.2797857710095704*pi,0.3021596101785359*pi,1.6918119385789259*pi) q[13];\nmeasure q[3] -> c[0];\nmeasure q[12] -> c[1];\nmeasure q[8] -> c[2];\nmeasure q[11] -> c[3];\nmeasure q[13] -> c[4];\nmeasure q[5] -> c[5];\nmeasure q[2] -> c[6];\nmeasure q[7] -> c[7];\nmeasure q[9] -> c[8];\nmeasure q[1] -> c[9];\nmeasure q[0] -> c[10];\nmeasure q[10] -> c[11];\nmeasure q[4] -> c[13];\nmeasure q[6] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.87335962669227*pi,-0.34524254960700396*pi,3.561927819687193*pi) q[0];\nu3(3.2872239336904236*pi,2.533289313779959*pi,3.109218945088913*pi) q[1];\nu3(3.2791885095953344*pi,3.027995610482611*pi,0.8065855358414158*pi) q[2];\nu3(3.346615066026413*pi,-0.26578572847637627*pi,4.1544503188008965*pi) q[3];\nu3(3.34656735409286*pi,3.0356776491120323*pi,2.2415501385816015*pi) q[4];\nu3(3.3661561292024365*pi,2.545239505226516*pi,1.0313638118232906*pi) q[5];\nu3(3.322510686749084*pi,0.771452769196582*pi,3.9811276433832465*pi) q[6];\nu3(3.1198358045553403*pi,2.763955008284114*pi,1.8860438284615393*pi) q[7];\nu3(3.8527404644712333*pi,-0.47349895046722723*pi,3.6944095039816807*pi) q[8];\nu3(3.4337538923709308*pi,1.6979862071174248*pi,0.6328059653682679*pi) q[9];\nu3(3.889202955203647*pi,2.770336220594031*pi,2.3938114438125697*pi) q[10];\nu3(3.509544713924067*pi,3.1184676004059972*pi,0.9278735196943084*pi) q[11];\nu3(3.516201772057466*pi,-0.12468293605714531*pi,4.078190930723364*pi) q[12];\nu3(3.3314872218782923*pi,0.31403328829856947*pi,4.020434870996501*pi) q[13];\nu3(3.7068173978843912*pi,2.8984735414510006*pi,3.6923110613466408*pi) q[14];\nRxxyyzz(0.3780982550549403*pi,0.2114767444511224*pi,0.0*pi) q[0],q[4];\nRxxyyzz(0.40413229304134984*pi,0.19291703489055587*pi,3.9244471790636695*pi) q[1],q[14];\nRxxyyzz(0.39688374549842026*pi,0.11964470124292251*pi,0.05017550096973884*pi) q[2],q[5];\nRxxyyzz(0.3154859944886096*pi,0.11772506529581972*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.4444717039543078*pi,0.21164557754090074*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.31121893678945034*pi,0.16209586794681496*pi,0.0*pi) q[7],q[9];\nRxxyyzz(0.4284122744822504*pi,0.19725520212556447*pi,0.0*pi) q[11],q[13];\nu3(3.6346013579753995*pi,-0.0624461388762515*pi,2.2473395398139875*pi) q[0];\nu3(3.9580266715238994*pi,2.3178467670564054*pi,1.1658299459233894*pi) q[1];\nu3(3.411814254991659*pi,2.4345783805884342*pi,3.637766219868304*pi) q[2];\nu3(3.3172635920336213*pi,-0.15537267721678216*pi,0.6432634393287828*pi) q[3];\nu3(3.298347746451229*pi,2.0828829442017778*pi,1.339650660463044*pi) q[4];\nu3(3.756547346780952*pi,0.5538468626365272*pi,4.175587640306766*pi) q[5];\nu3(3.753297913896484*pi,-0.00011412587523107476*pi,0.5161445618030354*pi) q[6];\nu3(3.3221071445594452*pi,3.382606232297647*pi,1.8094084391995189*pi) q[7];\nu3(3.958894914831439*pi,-0.42437514293722134*pi,0.6548715252207442*pi) q[8];\nu3(3.7244245534833653*pi,-0.48972226205179814*pi,0.5881268288392802*pi) q[9];\nu3(3.622285519287341*pi,0.29042413453514027*pi,2.0407251380209446*pi) q[10];\nu3(3.7176498964279787*pi,2.6160311291749676*pi,0.7545720858035466*pi) q[11];\nu3(3.288757343179545*pi,-0.48482644181275747*pi,0.7109909553673059*pi) q[13];\nu3(3.211135320607818*pi,0.7786318264600549*pi,2.3786154680553704*pi) q[14];\nRxxyyzz(0.4405266787878799*pi,0.36547327293394005*pi,3.9288284721980706*pi) q[0],q[9];\nRxxyyzz(0.40410951824846997*pi,0.13029017198554607*pi,3.91958643011218*pi) q[1],q[7];\nRxxyyzz(0.4682655555982298*pi,0.3881391643801911*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.3565981955686098*pi,0.23725696338146207*pi,3.9283855087128705*pi) q[3],q[14];\nRxxyyzz(0.41059615963306895*pi,0.24884276164056585*pi,0.0*pi) q[4],q[6];\nRxxyyzz(0.3937020597473503*pi,0.25015428245712945*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.4110660699212999*pi,0.17637497590303042*pi,0.0*pi) q[10],q[12];\nu3(3.2341125501935575*pi,0.5332793961318549*pi,2.019087906398455*pi) q[0];\nu3(3.6673802765440224*pi,3.1438173320476954*pi,1.268168008521429*pi) q[1];\nu3(3.2713944213770394*pi,3.4599051013673487*pi,1.4461394543880397*pi) q[2];\nu3(3.2921245494030993*pi,0.15261669854344384*pi,1.9988440657699336*pi) q[3];\nu3(3.4748616454984687*pi,3.067609235784121*pi,1.1721952624616785*pi) q[4];\nu3(3.507735902122604*pi,0.39373364914819486*pi,0.5588746695126552*pi) q[5];\nu3(3.6357340110118668*pi,0.1257740515951079*pi,1.922245068983536*pi) q[6];\nu3(3.5337107416712183*pi,0.7510544300923832*pi,2.2245888848544393*pi) q[7];\nu3(3.4578473662772296*pi,0.767603986105897*pi,1.7238465953595352*pi) q[9];\nu3(3.4983894246138583*pi,0.45596211718130997*pi,0.8815966250051437*pi) q[10];\nu3(3.329806085741484*pi,0.38439692619636856*pi,1.1027234640781085*pi) q[11];\nu3(3.490244120943875*pi,0.5940091174151814*pi,2.2410541832427393*pi) q[12];\nu3(3.682349068074914*pi,0.14483188623785737*pi,0.8248143172245472*pi) q[13];\nu3(3.1414852950511847*pi,2.3782938358070913*pi,3.7928381887893665*pi) q[14];\nRxxyyzz(0.3686908448769993*pi,0.28565613269798945*pi,0.04900881726256367*pi) q[0],q[3];\nRxxyyzz(0.328986885358499*pi,0.24406549689521384*pi,0.08271039921727841*pi) q[1],q[13];\nRxxyyzz(0.2970697181199547*pi,0.167795162895231*pi,3.8607002635703953*pi) q[2],q[14];\nRxxyyzz(0.3916892834160298*pi,0.3085658641816368*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.18683643898068447*pi,0.13453296053362251*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.33120915366688003*pi,0.2668336452856135*pi,0.0636515920044074*pi) q[8],q[10];\nRxxyyzz(0.42840476315973036*pi,0.22865945244131147*pi,3.930282966671511*pi) q[11],q[12];\nu3(3.6308047965967827*pi,1.3736453919934295*pi,4.285825718870864*pi) q[0];\nu3(3.345297079232081*pi,-0.19738446720699798*pi,0.6540742917173157*pi) q[1];\nu3(3.1883066202747434*pi,3.0598108831840904*pi,2.4361507254341834*pi) q[2];\nu3(3.827831865524403*pi,0.026171475935798272*pi,3.7578520243807354*pi) q[3];\nu3(3.3745378334082794*pi,2.171506053619674*pi,0.8861147813466451*pi) q[5];\nu3(3.4273015910642175*pi,2.2900873861542914*pi,0.6065353142221559*pi) q[6];\nu3(3.8757012176724075*pi,2.86368986228248*pi,1.065343092610604*pi) q[7];\nu3(3.4926411357073364*pi,3.3099374667388504*pi,1.7854373536480241*pi) q[8];\nu3(3.5716653181595204*pi,3.472700487431513*pi,1.0943287283218612*pi) q[9];\nu3(3.4302297963043547*pi,3.4296175588536024*pi,2.390582205396826*pi) q[10];\nu3(3.3231178723467876*pi,2.928825392783675*pi,1.5852857744729079*pi) q[11];\nu3(3.7362472343201008*pi,3.419106259677309*pi,1.6883788087025684*pi) q[12];\nu3(3.4198334038646077*pi,-0.32768613740370245*pi,3.825751530339078*pi) q[13];\nu3(3.0982248140467643*pi,-0.28486920376386626*pi,1.2467813930701959*pi) q[14];\nRxxyyzz(0.34073494358112033*pi,0.20659060478169167*pi,0.0*pi) q[8],q[0];\nRxxyyzz(0.44745672396603*pi,0.18849973087877017*pi,3.9179704375099202*pi) q[1],q[6];\nRxxyyzz(0.4695152116686899*pi,0.3123874899726291*pi,0.0*pi) q[7],q[4];\nRxxyyzz(0.3752637133957801*pi,0.28893923317834447*pi,0.18049509302674438*pi) q[10],q[5];\nRxxyyzz(0.3811442139532202*pi,0.26589400356992265*pi,0.0*pi) q[9],q[12];\nRxxyyzz(0.41277790054212027*pi,0.20996123098443684*pi,3.91138419921462*pi) q[11],q[13];\nu3(3.3467587820742475*pi,3.290484788596809*pi,1.3744298199395573*pi) q[0];\nu3(3.5803733197518426*pi,2.4175472348896587*pi,0.6026374765688596*pi) q[1];\nu3(3.6447300940458343*pi,1.9255634202442606*pi,1.4947499449385355*pi) q[4];\nu3(3.9499348747404928*pi,0.608859565845997*pi,3.752188954977682*pi) q[5];\nu3(3.436724534323379*pi,0.19988149064790672*pi,1.2410506289344412*pi) q[6];\nu3(3.1195371915457186*pi,2.961531104783106*pi,0.663467690814237*pi) q[7];\nu3(3.83716432554282*pi,2.8440239905645877*pi,1.6226905322554852*pi) q[8];\nu3(3.798814452773241*pi,0.8000048938757702*pi,1.4131581096743686*pi) q[9];\nu3(3.283233428758173*pi,-0.2310011316242515*pi,1.884378695120685*pi) q[10];\nu3(3.8295054348478574*pi,0.023138422791070146*pi,0.5423087266918292*pi) q[11];\nu3(3.7236965607721095*pi,0.6618180266917815*pi,1.0242320677398509*pi) q[12];\nu3(3.7420018146009033*pi,2.238149652237281*pi,0.9736687162625448*pi) q[13];\nRxxyyzz(0.3465944239069195*pi,0.1212694127333922*pi,3.952650708097251*pi) q[0],q[9];\nRxxyyzz(0.43783399400174*pi,0.18414268840599365*pi,3.87238877881427*pi) q[1],q[12];\nRxxyyzz(0.4882409882322598*pi,0.2711034169148343*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.489748512483171*pi,0.3024256329894399*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.39452944694324005*pi,0.17466717625851935*pi,0.12337268394222739*pi) q[5],q[6];\nRxxyyzz(0.4541687726702103*pi,0.1815914908039927*pi,3.9545588478061604*pi) q[7],q[10];\nRxxyyzz(0.4462697041210403*pi,0.31536815031595555*pi,0.0*pi) q[11],q[14];\nu3(3.2287265103729763*pi,0.2917277367844535*pi,4.39362304517385*pi) q[0];\nu3(3.4529678474715135*pi,2.39870876583477*pi,2.2815786120627815*pi) q[1];\nu3(3.2616051713330454*pi,0.7748028865295025*pi,2.0361729027288695*pi) q[2];\nu3(3.724496920167841*pi,3.2638106242866947*pi,1.1315657037868538*pi) q[3];\nu3(3.5707667233951614*pi,-0.41678859920965605*pi,0.5249884540338383*pi) q[5];\nu3(3.7524453520623844*pi,3.406796566205135*pi,0.7263714005032856*pi) q[6];\nu3(3.3415590754986786*pi,2.7131635164791974*pi,1.2431026923018917*pi) q[7];\nu3(3.322887271854461*pi,3.1721282797865107*pi,2.213589275510924*pi) q[8];\nu3(3.8881812585232356*pi,0.1041016755082842*pi,2.4154655793339934*pi) q[9];\nu3(3.5179031827811027*pi,2.982848655743296*pi,1.7947759045115568*pi) q[10];\nu3(3.306310439830552*pi,3.230934796079053*pi,1.7915417777602378*pi) q[11];\nu3(3.8071264150755777*pi,0.9053160567531959*pi,2.359450538684748*pi) q[12];\nu3(3.7303259413486356*pi,3.2715607439484273*pi,2.3028231006254565*pi) q[13];\nu3(3.478601845039539*pi,0.810435511051024*pi,1.8724321795459407*pi) q[14];\nRxxyyzz(0.4188862360573*pi,0.36100521093397386*pi,3.93458447583885*pi) q[7],q[0];\nRxxyyzz(0.4513361968020995*pi,0.2617763907774778*pi,0.1739676595424973*pi) q[1],q[2];\nRxxyyzz(0.41579575081986025*pi,0.2237999251344026*pi,3.8768190124762203*pi) q[9],q[3];\nRxxyyzz(0.4347000353718303*pi,0.28749018118291597*pi,0.10663269347312009*pi) q[8],q[4];\nRxxyyzz(0.44384971690833996*pi,0.27375406499929344*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.37494783660033004*pi,0.31564117891865107*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.41271527334473*pi,0.2381398518964924*pi,0.09808706082509466*pi) q[10],q[12];\nu3(3.6200074755868*pi,-0.3878986963413246*pi,2.431214701258721*pi) q[0];\nu3(3.4000637835064564*pi,2.8276887837586413*pi,4.302740834453946*pi) q[1];\nu3(3.174030204749532*pi,0.4747223737735826*pi,4.288098215105302*pi) q[2];\nu3(3.424630159518812*pi,-0.4301219085659974*pi,2.0142949018812004*pi) q[3];\nu3(3.311251362386722*pi,0.23282637863173528*pi,1.0855961655825543*pi) q[4];\nu3(3.314263759281371*pi,2.836435994830944*pi,1.8674758660594577*pi) q[5];\nu3(3.404752597275328*pi,2.2560578165925422*pi,1.3814806391221153*pi) q[6];\nu3(3.40033791640661*pi,-0.09294612638982408*pi,1.8523350243508698*pi) q[7];\nu3(3.373518452260356*pi,2.4602631122018592*pi,0.5841977582639841*pi) q[8];\nu3(3.2654458474716126*pi,2.2839589422942486*pi,2.013291353566407*pi) q[9];\nu3(3.133541401655507*pi,-0.12250070609911579*pi,0.9528250502097589*pi) q[10];\nu3(3.709740010361192*pi,2.583822335486009*pi,2.008615638219245*pi) q[11];\nu3(3.323622510153643*pi,1.9815773490925883*pi,4.090386443555495*pi) q[12];\nu3(3.100296482915448*pi,-0.3612829277489027*pi,1.5974261656223783*pi) q[13];\nRxxyyzz(0.4609664017995594*pi,0.23518242046858492*pi,3.90558564448474*pi) q[0],q[5];\nRxxyyzz(0.4174565520564501*pi,0.2861758707506054*pi,3.9130261156571198*pi) q[1],q[12];\nRxxyyzz(0.43785795151186957*pi,0.2050080902891565*pi,3.84574082788904*pi) q[2],q[9];\nRxxyyzz(0.39686919298352574*pi,0.37634646351909373*pi,0.0*pi) q[4],q[3];\nRxxyyzz(0.4186773008575221*pi,0.22799984430794396*pi,0.0*pi) q[8],q[6];\nRxxyyzz(0.32716645350437*pi,0.255300920293978*pi,0.0*pi) q[10],q[13];\nRxxyyzz(0.37712229450565016*pi,0.2721272167645532*pi,3.89674160901458*pi) q[11],q[14];\nu3(3.169067173900662*pi,2.989736134037773*pi,1.129087261412955*pi) q[0];\nu3(3.6106875857958802*pi,2.2640642872715415*pi,2.336462607078507*pi) q[1];\nu3(3.984669666273888*pi,0.0018784289932987086*pi,1.4147496036291494*pi) q[2];\nu3(3.105136529617502*pi,-0.3836048788018991*pi,0.649414005037221*pi) q[3];\nu3(3.754125572697078*pi,0.7526728672671115*pi,0.7925743273710315*pi) q[4];\nu3(3.483986765599877*pi,2.8852569873532103*pi,1.6858149121402901*pi) q[5];\nu3(3.921749542374553*pi,3.236367630284293*pi,2.0188864957117287*pi) q[6];\nu3(3.2532073170559115*pi,2.395269885913029*pi,2.2174186559169304*pi) q[8];\nu3(3.135103866892708*pi,0.03099787350308525*pi,1.164055920135326*pi) q[9];\nu3(3.6375891333176495*pi,2.3341958509561653*pi,0.8006576627031167*pi) q[10];\nu3(3.1657289331742415*pi,0.9509523019474588*pi,2.3031803193441425*pi) q[11];\nu3(3.8578442939909703*pi,-0.4697928670568605*pi,1.9562472643936155*pi) q[12];\nu3(3.5722174494711867*pi,0.35665253305639444*pi,0.5511599813246182*pi) q[13];\nu3(3.5503471751118463*pi,0.748750759933904*pi,2.151932357598776*pi) q[14];\nRxxyyzz(0.29751155943840135*pi,0.22203707562213837*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.43344836702758993*pi,0.2911398258409391*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.4261655582268795*pi,0.2931830636868381*pi,3.91381412154057*pi) q[5],q[3];\nRxxyyzz(0.458355953368321*pi,0.21572698854727257*pi,0.0*pi) q[9],q[4];\nRxxyyzz(0.3260336954556248*pi,0.23547823860693073*pi,0.0*pi) q[7],q[10];\nRxxyyzz(0.37074096763374975*pi,0.096656171250465*pi,0.0*pi) q[13],q[8];\nRxxyyzz(0.3831088440474999*pi,0.10007531211493649*pi,0.05928265719539463*pi) q[11],q[12];\nu3(3.0833049868807882*pi,3.2842852827904094*pi,0.9157094669965704*pi) q[1];\nu3(3.627190604424353*pi,3.299239747889848*pi,0.5157835126018715*pi) q[2];\nu3(3.5744770548403824*pi,-0.48418051688089814*pi,1.004608508004227*pi) q[3];\nu3(3.204646758679325*pi,-0.4760003792566465*pi,1.8362693477833223*pi) q[4];\nu3(3.464511531652419*pi,0.4777439770588964*pi,2.1942389394018758*pi) q[5];\nu3(3.601474931489552*pi,3.395480583185979*pi,0.7564968490602686*pi) q[6];\nu3(3.4051264664153322*pi,3.338718214161578*pi,1.5935949656414594*pi) q[7];\nu3(3.4588227657303308*pi,0.2147412311412028*pi,2.0926221178629305*pi) q[8];\nu3(3.203226280493105*pi,1.6506394686461752*pi,0.577980685190826*pi) q[9];\nu3(3.2285493004215464*pi,0.46977279569392716*pi,2.1298719273441504*pi) q[10];\nu3(3.162634368576042*pi,-0.37259332116456345*pi,1.160609103481984*pi) q[11];\nu3(3.764771297160431*pi,2.388939196227075*pi,1.3795322382769986*pi) q[12];\nu3(3.6246618485556747*pi,0.5799650749060747*pi,2.031123144395422*pi) q[13];\nu3(3.6274836979677594*pi,3.3691750490682626*pi,1.5915838003744711*pi) q[14];\nRxxyyzz(0.4581219895269402*pi,0.30328515887544594*pi,0.0658318864394781*pi) q[0],q[3];\nRxxyyzz(0.4426850533989005*pi,0.3277588924022261*pi,3.80414840609398*pi) q[2],q[13];\nRxxyyzz(0.40568057051670003*pi,0.25721620170373005*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.46741427564345983*pi,0.39478591067101265*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.42392210756214965*pi,0.24593810540199307*pi,3.81992202821227*pi) q[7],q[12];\nRxxyyzz(0.35855590889796074*pi,0.23759929910737954*pi,0.0*pi) q[10],q[9];\nu3(3.2603225522487604*pi,3.0804328558637666*pi,1.6584623858419398*pi) q[0];\nu3(3.8830785414540814*pi,-0.07083909806157096*pi,2.0490995332811526*pi) q[2];\nu3(3.6758732630206516*pi,1.7269831752954037*pi,3.3462104354818374*pi) q[3];\nu3(3.575081242011075*pi,2.8661365659344558*pi,4.442348034700601*pi) q[4];\nu3(3.6149511252210336*pi,0.31160249224218517*pi,1.0777105179955617*pi) q[5];\nu3(3.544198567471875*pi,1.0873635114810734*pi,0.71142845350206*pi) q[6];\nu3(3.796868563440788*pi,-0.021391395079370712*pi,1.5631161711384276*pi) q[7];\nu3(3.7419334515546407*pi,0.5522314927858076*pi,0.8102148160248094*pi) q[9];\nu3(3.8608470605708174*pi,2.42556516763223*pi,4.060106144361862*pi) q[10];\nu3(3.6238324019260557*pi,0.2472418242089398*pi,1.3767174190878804*pi) q[11];\nu3(3.597249516025317*pi,0.05314306604588315*pi,0.8752188019439977*pi) q[12];\nu3(3.3338828981078072*pi,3.019623974664557*pi,1.8471595551834068*pi) q[13];\nRxxyyzz(0.4669321855108334*pi,0.32334986150727785*pi,0.0*pi) q[13],q[1];\nRxxyyzz(0.3034067412704999*pi,0.19553742465169588*pi,3.8271206449211803*pi) q[2],q[11];\nRxxyyzz(0.32519382755371995*pi,0.29152503270974295*pi,3.877699707253301*pi) q[8],q[3];\nRxxyyzz(0.42320364911677005*pi,0.17828082835342585*pi,0.05569216090702879*pi) q[4],q[12];\nRxxyyzz(0.31968717357715976*pi,0.20513843071161109*pi,3.9178306359277606*pi) q[5],q[10];\nRxxyyzz(0.46284342877494034*pi,0.3945480158953106*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.41304267619804996*pi,0.3381159571135283*pi,3.77787978795387*pi) q[9],q[14];\nu3(3.4164002984952746*pi,1.0573433736603413*pi,1.112472549295549*pi) q[1];\nu3(3.4857542584681167*pi,1.1913906467041335*pi,1.077532739022073*pi) q[2];\nu3(3.870959989932892*pi,-0.04601197327864226*pi,0.7931040681555861*pi) q[3];\nu3(3.235617769473117*pi,0.2661132762702565*pi,0.6407380365534485*pi) q[4];\nu3(3.574165012094859*pi,3.40986685912291*pi,2.172953505876752*pi) q[5];\nu3(3.6394523747779277*pi,2.126827134868321*pi,4.400665849572784*pi) q[6];\nu3(3.434787200402215*pi,2.4010793440486977*pi,4.427388911865463*pi) q[7];\nu3(3.3022727662307743*pi,3.2437002958210788*pi,2.0392999429700995*pi) q[8];\nu3(3.3983202791002682*pi,0.38005173459565456*pi,1.7903091305325605*pi) q[9];\nu3(3.5384170696434*pi,2.8823269405194685*pi,1.3500288898328305*pi) q[10];\nu3(3.3155147034452153*pi,3.4056913681611167*pi,1.0728536036632847*pi) q[11];\nu3(3.2844101596308364*pi,0.09880567703135335*pi,0.9861531694144775*pi) q[12];\nu3(3.6166483366438538*pi,-0.3131481467241354*pi,4.414497415448908*pi) q[13];\nu3(3.612897195942293*pi,3.379382621234263*pi,2.2626597089233464*pi) q[14];\nRxxyyzz(0.426325307875*pi,0.18433568747785056*pi,0.0*pi) q[0],q[4];\nRxxyyzz(0.40666277417058977*pi,0.1870791995210175*pi,3.8920315168804294*pi) q[14],q[1];\nRxxyyzz(0.3996445572054497*pi,0.2675547653704441*pi,3.9560705633662807*pi) q[2],q[10];\nRxxyyzz(0.3764540892488002*pi,0.152709844017498*pi,0.0*pi) q[9],q[3];\nRxxyyzz(0.41928115512993014*pi,0.2578854051601205*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.39239229346737414*pi,0.1104293727689073*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.4480190183912095*pi,0.2670797613922896*pi,0.0*pi) q[12],q[13];\nu3(3.396683500245674*pi,2.971655812287957*pi,0.5197749275436454*pi) q[0];\nu3(3.6374432042759617*pi,1.8993919860075779*pi,1.185233542636929*pi) q[1];\nu3(3.687247056098648*pi,2.1015784711818695*pi,0.765286543552179*pi) q[2];\nu3(3.634761871533894*pi,0.5319388194896937*pi,2.115331365258333*pi) q[3];\nu3(3.9664111343447055*pi,-0.07821942585383657*pi,0.5870801412242557*pi) q[4];\nu3(3.685247944764173*pi,0.7516683802370256*pi,1.3069818794530623*pi) q[5];\nu3(3.8087211103998513*pi,2.458213528449944*pi,1.87211082303375*pi) q[6];\nu3(3.572463106439293*pi,0.7524010220311461*pi,2.111300539631495*pi) q[7];\nu3(3.4895150675095903*pi,3.349692130649822*pi,4.308115366520875*pi) q[9];\nu3(3.4281866077899608*pi,1.325079126211052*pi,0.643396548152249*pi) q[10];\nu3(3.378898988734246*pi,0.25922695094076165*pi,0.9809391210297131*pi) q[11];\nu3(3.6378507077738975*pi,3.10776233107431*pi,1.0342217362428254*pi) q[12];\nu3(3.239974818451284*pi,1.3836769549163783*pi,1.3898198849254517*pi) q[13];\nu3(3.725279672260994*pi,-0.2886194027509812*pi,1.1224419490128619*pi) q[14];\nRxxyyzz(0.3013358801361371*pi,0.12132764055587053*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.33643391502170905*pi,0.23540609403104706*pi,0.0*pi) q[9],q[1];\nRxxyyzz(0.37565961646394014*pi,0.2932298594529951*pi,3.8374704414600704*pi) q[2],q[5];\nRxxyyzz(0.42169468332405735*pi,0.36291012401433204*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.34447828646712*pi,0.31505623131030003*pi,3.93082908464502*pi) q[14],q[4];\nRxxyyzz(0.39453822657582027*pi,0.28726938605724217*pi,3.84736342390892*pi) q[7],q[8];\nRxxyyzz(0.37656961797292*pi,0.20629413165559374*pi,0.0*pi) q[11],q[13];\nu3(3.049539485423715*pi,2.0897339520165907*pi,0.7230367200273975*pi) q[0];\nu3(3.7804551336874974*pi,2.6908485477440105*pi,2.2153739907035903*pi) q[1];\nu3(3.911074809155125*pi,3.14997827051497*pi,1.813076335075623*pi) q[2];\nu3(3.46198346782462*pi,0.6718656490890023*pi,3.9072606769852456*pi) q[3];\nu3(3.323181324472032*pi,-0.38950003668084093*pi,2.1820844799344083*pi) q[4];\nu3(3.4711424828842077*pi,3.498772736173918*pi,1.4029361544793169*pi) q[5];\nu3(3.2775447131251343*pi,2.8057400370555086*pi,4.113124829600022*pi) q[6];\nu3(3.5768823800691916*pi,0.8871927646740811*pi,0.80927266963291*pi) q[7];\nu3(3.4900355336992144*pi,3.0721430916462182*pi,1.446250963882815*pi) q[8];\nu3(3.1252449903846427*pi,3.4241242419040363*pi,0.7258899242967541*pi) q[9];\nu3(3.2536505343161344*pi,2.930195551804598*pi,2.4583877696790077*pi) q[11];\nu3(3.8227868383900905*pi,0.3062081043290916*pi,1.7781468296935903*pi) q[12];\nu3(3.3585689754986845*pi,2.5728871032099496*pi,1.9079909573475828*pi) q[13];\nu3(3.614762191538055*pi,0.48529035687283173*pi,1.6738445646196225*pi) q[14];\nRxxyyzz(0.3205381538495742*pi,0.20704995294273676*pi,0.0*pi) q[6],q[0];\nRxxyyzz(0.36820248821670987*pi,0.3335774838132731*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.4569894599319499*pi,0.28061030325911346*pi,0.0910616884789171*pi) q[14],q[3];\nRxxyyzz(0.4291389284097217*pi,0.17117719324190284*pi,0.0*pi) q[13],q[4];\nRxxyyzz(0.44054181765073086*pi,0.30477544840642423*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.38365465510144986*pi,0.13916219459779686*pi,3.9236574789799494*pi) q[12],q[7];\nRxxyyzz(0.3733938451023299*pi,0.11898448161695192*pi,3.94022927643668*pi) q[10],q[11];\nu3(3.5718521024233234*pi,0.1733545449051146*pi,0.9915254514521412*pi) q[0];\nu3(3.4171484049814618*pi,-0.4227983910039087*pi,4.128965619904196*pi) q[2];\nu3(3.358825981755839*pi,0.1674309143609134*pi,1.8056181936092341*pi) q[3];\nu3(3.9364964046459088*pi,0.5903698129141985*pi,1.2108084378864161*pi) q[4];\nu3(3.7044503632833283*pi,1.2815857035868996*pi,1.4127456404734056*pi) q[5];\nu3(3.1681780974089477*pi,3.3449119705779355*pi,1.015977794671171*pi) q[6];\nu3(3.2343856405348292*pi,0.2249733101198771*pi,2.1326655285050373*pi) q[7];\nu3(3.8803000061691577*pi,2.147265085055313*pi,1.8617785394055815*pi) q[8];\nu3(3.5814907070970357*pi,1.0756108190546017*pi,1.2685212808855713*pi) q[9];\nu3(3.3980529048769363*pi,1.8667009818729898*pi,2.2493835965528284*pi) q[10];\nu3(3.410082866149049*pi,-0.20365534294470344*pi,1.9742098278695144*pi) q[11];\nu3(3.4030606878300005*pi,0.7688470766202131*pi,0.9344152283115341*pi) q[12];\nu3(3.607717407146482*pi,0.30488677087403593*pi,1.8709947161545313*pi) q[13];\nu3(3.663690170596178*pi,0.7793537272356992*pi,3.881863187899081*pi) q[14];\nRxxyyzz(0.4185836660273399*pi,0.35899003138495933*pi,0.14673917911418832*pi) q[0],q[3];\nRxxyyzz(0.39383036487758993*pi,0.2231994973155177*pi,0.0*pi) q[1],q[5];\nRxxyyzz(0.4393904494818508*pi,0.362133789955526*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.46090309401285506*pi,0.3350224303922999*pi,3.876612806455263*pi) q[12],q[6];\nRxxyyzz(0.39150064584333066*pi,0.17755374195123208*pi,0.0*pi) q[14],q[7];\nRxxyyzz(0.43792874310345037*pi,0.30858946824776945*pi,3.9294095682397203*pi) q[8],q[10];\nu3(3.2598124762949396*pi,3.1500749369275787*pi,4.084926698326241*pi) q[0];\nu3(3.720441381929796*pi,2.699140542233582*pi,0.6410732779555821*pi) q[1];\nu3(3.1357216185264387*pi,3.425441283018606*pi,0.7096026541175138*pi) q[2];\nu3(3.9378240409019583*pi,-0.14364810172715536*pi,4.128872973445716*pi) q[3];\nu3(3.3375953085410393*pi,-0.0010343041377880446*pi,1.1005592153279522*pi) q[5];\nu3(3.6998825526363195*pi,1.6289322702723132*pi,0.5943164354114603*pi) q[6];\nu3(3.8691911901408216*pi,2.8774893264315304*pi,0.8322814908647853*pi) q[7];\nu3(3.7140126751882887*pi,3.285666159317827*pi,1.4563927087017294*pi) q[8];\nu3(3.1398384273910285*pi,2.8029269089327506*pi,1.9960157545966908*pi) q[10];\nu3(3.3208393106934935*pi,0.17213644588157462*pi,3.196525025739078*pi) q[11];\nu3(3.6538763472067655*pi,0.09993631226474697*pi,1.523350655626488*pi) q[12];\nu3(3.728588215149365*pi,3.494415136915121*pi,1.4806766663642952*pi) q[14];\nmeasure q[12] -> c[3];\nmeasure q[8] -> c[7];\nmeasure q[6] -> c[12];\nRxxyyzz(0.4472290154440799*pi,0.3396058373942954*pi,3.764358624588171*pi) q[13],q[0];\nRxxyyzz(0.41491543756209914*pi,0.22792053201595952*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.4021303617387801*pi,0.30390789879781277*pi,3.927190693326971*pi) q[10],q[2];\nRxxyyzz(0.3177687264661801*pi,0.2668536384916598*pi,0.046986920098667895*pi) q[9],q[3];\nRxxyyzz(0.44312419171870054*pi,0.3920307650679277*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.47081626144508193*pi,0.07964820020115371*pi,0.0*pi) q[11],q[5];\nu3(3.8434115236625117*pi,3.0683569496285497*pi,4.453596004001417*pi) q[0];\nu3(3.464132433544664*pi,0.25033109761675154*pi,4.074131494204024*pi) q[1];\nu3(3.400823252874687*pi,2.089881044647947*pi,1.8297854852614068*pi) q[2];\nu3(2.0831705761224626*pi,2.8579085413721503*pi,1.1373124478795889*pi) q[3];\nu3(3.787040132866421*pi,2.9640748534338757*pi,0.8829444089601513*pi) q[4];\nu3(3.305927310951386*pi,3.358194757734708*pi,0.542232969688087*pi) q[5];\nu3(3.545939063649159*pi,3.2018567407100225*pi,0.7490229124002377*pi) q[7];\nu3(3.5564231268458766*pi,-0.01546519111716571*pi,1.8555923770205305*pi) q[9];\nu3(3.3823802334746347*pi,1.3611169312379854*pi,0.8013622730706595*pi) q[10];\nu3(3.1218490897958544*pi,2.4026507543280333*pi,1.7741599278879123*pi) q[11];\nu3(3.2039021568502504*pi,0.2569109963690106*pi,1.899434399134151*pi) q[13];\nu3(3.369798497771637*pi,2.5440535414814467*pi,0.8622557024993269*pi) q[14];\nmeasure q[14] -> c[0];\nmeasure q[1] -> c[1];\nmeasure q[9] -> c[2];\nmeasure q[13] -> c[4];\nmeasure q[7] -> c[5];\nmeasure q[4] -> c[6];\nmeasure q[5] -> c[8];\nmeasure q[11] -> c[9];\nmeasure q[0] -> c[10];\nmeasure q[3] -> c[11];\nmeasure q[10] -> c[13];\nmeasure q[2] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.5899855172987287*pi,0.10409931605337497*pi,2.6054510449632047*pi) q[0];\nu3(3.3349007768177037*pi,3.089216731658536*pi,4.123451600202019*pi) q[1];\nu3(3.8648663885464973*pi,2.035019411723868*pi,3.39726569093038*pi) q[2];\nu3(3.7360705367653173*pi,3.1366998706444464*pi,3.301353019359725*pi) q[3];\nu3(3.350051737950513*pi,0.5719770810759426*pi,0.8058030806301739*pi) q[4];\nu3(3.5318896857603397*pi,3.34465986959332*pi,0.6200298512867644*pi) q[5];\nu3(3.3834860224820975*pi,3.394395544253931*pi,2.2765063348091*pi) q[6];\nu3(3.603624321623117*pi,2.5164635268202717*pi,0.635897345076066*pi) q[7];\nu3(3.2814859331827724*pi,3.471865732467626*pi,3.8966327769434876*pi) q[8];\nu3(3.591104257140023*pi,3.111899329579832*pi,3.211135652929796*pi) q[9];\nu3(3.2444790333738767*pi,2.2940179613711997*pi,1.3105786634318435*pi) q[10];\nu3(3.2333766621078093*pi,3.3611313553577267*pi,1.1292202985763597*pi) q[11];\nu3(3.745506622671811*pi,2.553286088011972*pi,4.469514929697957*pi) q[12];\nu3(3.46448022857011*pi,1.1218436906929803*pi,2.953970651565005*pi) q[13];\nu3(3.6576415675292906*pi,-0.17849747993726783*pi,1.1307604348523186*pi) q[14];\nRxxyyzz(0.4469598362347198*pi,0.26756430634614065*pi,0.13509440036716128*pi) q[1],q[12];\nRxxyyzz(0.435227682712*pi,0.25617616700839024*pi,0.09207327331988482*pi) q[2],q[7];\nRxxyyzz(0.4092327376211503*pi,0.2580100772212284*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.43497480170703007*pi,0.24804479847070948*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.3558709644738701*pi,0.1457369062278655*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.34844444259527485*pi,0.3176679140110923*pi,0.06923718163006543*pi) q[6],q[13];\nRxxyyzz(0.42653186365500956*pi,0.3457606122858228*pi,3.9296349330739204*pi) q[8],q[11];\nu3(3.9058638688044716*pi,-0.4090132717460112*pi,3.812146490117474*pi) q[1];\nu3(3.638595947482588*pi,3.334028506018881*pi,3.494693414158478*pi) q[2];\nu3(3.5504312501690487*pi,3.0029529593865396*pi,4.407782201412167*pi) q[3];\nu3(3.191616346074724*pi,0.0019343486601562931*pi,2.469701130754681*pi) q[4];\nu3(3.4213340674716237*pi,0.37455977092851755*pi,2.4488653417317083*pi) q[5];\nu3(3.5306871986179478*pi,0.033577250371106926*pi,1.4860670244194176*pi) q[6];\nu3(3.8614059672569643*pi,3.1680630812258257*pi,4.025352813290055*pi) q[7];\nu3(3.327572565358042*pi,-0.17019758060901036*pi,1.912517686564795*pi) q[8];\nu3(3.58227209332092*pi,3.136162426297833*pi,0.6317973536496702*pi) q[9];\nu3(3.177470422662001*pi,0.09031491265295422*pi,1.2674210665430397*pi) q[10];\nu3(3.417450064805073*pi,3.436874087903459*pi,2.0329457299769533*pi) q[11];\nu3(3.4706300626019413*pi,2.5196229743952876*pi,1.3808685096589297*pi) q[12];\nu3(3.8431566630028735*pi,0.08502093698497959*pi,3.2316488712530953*pi) q[13];\nu3(3.729793184356543*pi,0.6095705352491549*pi,1.4510142294532633*pi) q[14];\nRxxyyzz(0.3838871610233894*pi,0.35310630943203064*pi,0.20027204582332392*pi) q[0],q[8];\nRxxyyzz(0.43962331896597995*pi,0.2733459103781684*pi,0.10234564555540682*pi) q[1],q[3];\nRxxyyzz(0.43765229753203594*pi,0.274904909444284*pi,0.0673231789001668*pi) q[2],q[14];\nRxxyyzz(0.37328616746385*pi,0.24317948807212975*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.4429764027778461*pi,0.3060452819342938*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.4438918996371005*pi,0.3056782143851949*pi,0.06900529046351664*pi) q[7],q[10];\nRxxyyzz(0.3491668488288472*pi,0.27928288043220206*pi,3.92055846051627*pi) q[9],q[12];\nu3(3.6051303503466676*pi,-0.19439964333817372*pi,1.6653150323179404*pi) q[0];\nu3(3.5039426098482283*pi,2.059616751989524*pi,0.7874469873295107*pi) q[1];\nu3(3.769703164119552*pi,0.14464805420308124*pi,4.24424143619983*pi) q[2];\nu3(3.084775003867265*pi,-0.3641968636442159*pi,3.7951907116318973*pi) q[3];\nu3(3.2947996503600825*pi,3.379428314313154*pi,3.7760607570096516*pi) q[4];\nu3(3.5847571489611827*pi,2.4363535814288584*pi,1.9001772053801327*pi) q[5];\nu3(3.6853841488536028*pi,2.6075251408442024*pi,4.0900815323613955*pi) q[7];\nu3(3.399979472345343*pi,2.589880713544107*pi,0.7442057779033233*pi) q[8];\nu3(3.049582712800046*pi,2.661162409538855*pi,0.5601404124938106*pi) q[9];\nu3(3.4182899201897112*pi,3.4810950067312145*pi,2.835549186394184*pi) q[10];\nu3(3.3898925189573785*pi,2.269030329756871*pi,1.4199123136927245*pi) q[11];\nu3(3.870091725375629*pi,1.9320259230529206*pi,1.8348307323493942*pi) q[12];\nu3(3.642365678384086*pi,-0.14816871290645028*pi,1.0713076244880204*pi) q[13];\nu3(3.4947780155771557*pi,-0.42386486761254194*pi,1.4024105831146962*pi) q[14];\nRxxyyzz(0.37354196686727986*pi,0.271798304809122*pi,0.044156212114136964*pi) q[0],q[1];\nRxxyyzz(0.43754019311956005*pi,0.2682226395855506*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.43878593387926035*pi,0.37949090941863534*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.32131251244284986*pi,0.23171932211134072*pi,3.9591377487485904*pi) q[7],q[11];\nRxxyyzz(0.4293533322425205*pi,0.2080585777048306*pi,0.0*pi) q[10],q[14];\nu3(3.5537544879547145*pi,0.3086084691104294*pi,0.6542118911865398*pi) q[0];\nu3(3.350476384191902*pi,2.4278903853053047*pi,1.2023127729422916*pi) q[1];\nu3(3.5599407633650433*pi,-0.18885536100209427*pi,1.1679838673540048*pi) q[3];\nu3(3.477932887126919*pi,2.3815767611304137*pi,4.473076568811203*pi) q[4];\nu3(3.7285619935861933*pi,0.6785285120275217*pi,0.7431978816911894*pi) q[6];\nu3(3.2793229867793032*pi,0.11185590652033106*pi,1.251296470999291*pi) q[7];\nu3(3.331167822781241*pi,3.46194664263693*pi,0.7596682287149553*pi) q[8];\nu3(3.5107845732577716*pi,2.282006089063769*pi,1.6056573538348515*pi) q[10];\nu3(3.343229275529941*pi,2.7947250784396718*pi,0.9005843465261336*pi) q[11];\nu3(3.4920094099336723*pi,2.6943534476631137*pi,0.6346866030411675*pi) q[14];\nRxxyyzz(0.44887497741799054*pi,0.31262648866395204*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.38519942245360017*pi,0.23262799938676174*pi,0.11527850928320478*pi) q[1],q[4];\nRxxyyzz(0.3672060324094204*pi,0.31860727709471726*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.48495743396886026*pi,0.2954992275080639*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.45019044411264064*pi,0.35470151612042206*pi,0.18217020131544334*pi) q[7],q[12];\nRxxyyzz(0.4582402937559099*pi,0.16427289237043968*pi,3.9069192127065406*pi) q[13],q[8];\nu3(3.3422991216634834*pi,2.3380637094514922*pi,2.1228769747276894*pi) q[0];\nu3(3.600593917495675*pi,2.010122619830419*pi,0.5641882705550341*pi) q[1];\nu3(3.16335641554125*pi,-0.1211617356365915*pi,1.7145881205136593*pi) q[2];\nu3(3.873242869180092*pi,-0.12923322060726727*pi,0.8996908161595326*pi) q[3];\nu3(3.4318047355385533*pi,3.2376238305612683*pi,0.6694508524781368*pi) q[4];\nu3(3.745664547390012*pi,-0.2822275944388103*pi,0.5905298700410091*pi) q[5];\nu3(3.193865127661155*pi,0.7229622869454986*pi,0.9716831339664793*pi) q[6];\nu3(3.1268788471701074*pi,0.16342210872886265*pi,3.355009217492042*pi) q[7];\nu3(3.409475096774853*pi,0.8126648141386772*pi,2.208334449494204*pi) q[8];\nu3(3.663834100742494*pi,3.075674903167563*pi,1.4682188329299755*pi) q[11];\nu3(3.075709921934137*pi,0.5596975786494078*pi,4.109391647275288*pi) q[12];\nu3(3.2943297530242055*pi,-0.09307062822853279*pi,0.9055739852275826*pi) q[13];\nRxxyyzz(0.4629375365896202*pi,0.18721424259596342*pi,0.0*pi) q[11],q[0];\nRxxyyzz(0.2539804953965756*pi,0.20663798729674898*pi,3.9397305071514*pi) q[1],q[2];\nRxxyyzz(0.38739550053656*pi,0.2922492139280841*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.43505198498521*pi,0.08707730973220784*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.4233523577853495*pi,0.1459683225035845*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.3844214185065412*pi,0.12398957286616596*pi,0.0*pi) q[8],q[12];\nRxxyyzz(0.42658618365830936*pi,0.20441554415809193*pi,0.0*pi) q[13],q[14];\nu3(3.4617911754838673*pi,2.958630296698945*pi,4.331655552559893*pi) q[0];\nu3(3.654618404101863*pi,0.016453865249606237*pi,1.9423311818237547*pi) q[1];\nu3(3.0262391388925494*pi,3.0154242744842126*pi,0.7119466438809336*pi) q[2];\nu3(3.146978263711225*pi,2.35224629195237*pi,2.299454002313702*pi) q[3];\nu3(3.971498889141051*pi,0.5762532186123712*pi,2.005571963870614*pi) q[4];\nu3(3.3409443080433907*pi,3.424123457446624*pi,0.6996300919946146*pi) q[6];\nu3(3.4399983662554674*pi,3.1521770047896807*pi,2.1614544685077326*pi) q[7];\nu3(3.7114202157691603*pi,3.2823036525346856*pi,4.381295604831102*pi) q[8];\nu3(3.45807135951737*pi,0.4951212563520866*pi,0.908737721658704*pi) q[9];\nu3(3.351813924812054*pi,0.24424447203887922*pi,0.9675461094097417*pi) q[10];\nu3(3.4682573407825807*pi,-0.18559250628273993*pi,2.3155174635432227*pi) q[11];\nu3(3.41766983521961*pi,-0.42295606101989336*pi,1.995774435397891*pi) q[12];\nu3(3.5527499903397306*pi,-0.16538993668433344*pi,1.5815809187923715*pi) q[13];\nu3(3.663727107877274*pi,-0.07000419434558025*pi,0.7932104006161591*pi) q[14];\nRxxyyzz(0.4041153928785306*pi,0.12071485118869141*pi,0.0*pi) q[7],q[0];\nRxxyyzz(0.3480999469497403*pi,0.21630982569871327*pi,3.947364282242649*pi) q[1],q[11];\nRxxyyzz(0.33633210017383997*pi,0.20333280958454503*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.39016837281651034*pi,0.1602367472008953*pi,0.05315463957220792*pi) q[4],q[6];\nRxxyyzz(0.4093321882328298*pi,0.20748997460037363*pi,0.10858666544256734*pi) q[8],q[5];\nRxxyyzz(0.40899679624939983*pi,0.18846665864664397*pi,0.06749165247267414*pi) q[9],q[14];\nRxxyyzz(0.3766100247390497*pi,0.18828038354956356*pi,0.0*pi) q[12],q[10];\nu3(3.638073259531172*pi,3.106899360987917*pi,4.4918095210986735*pi) q[0];\nu3(3.249141984776454*pi,0.12178104485343666*pi,4.135763848298605*pi) q[1];\nu3(3.4615104332976427*pi,-0.14473424817654917*pi,0.5511461391808116*pi) q[3];\nu3(3.4771584327527743*pi,3.2438167820135075*pi,0.6820719351889543*pi) q[4];\nu3(3.966542033115437*pi,2.433166933056822*pi,3.71710716512243*pi) q[5];\nu3(3.719627932527062*pi,0.9112719902569943*pi,4.058222730463046*pi) q[6];\nu3(3.561339542955273*pi,0.1415016920716008*pi,1.9462623287983791*pi) q[7];\nu3(3.5457681124466127*pi,1.0735180610753874*pi,1.62602677110957*pi) q[8];\nu3(3.758721779913528*pi,-0.47884779338599615*pi,2.2849063603076814*pi) q[9];\nu3(3.2654783110673753*pi,0.7629158638657676*pi,0.8495598995211804*pi) q[10];\nu3(3.3748401479487296*pi,3.0959386379483025*pi,2.153697882613736*pi) q[11];\nu3(3.2606503720335835*pi,3.2489564758447766*pi,0.930910463536859*pi) q[12];\nu3(3.5697749286771887*pi,1.967845624068556*pi,1.9558880735879751*pi) q[13];\nu3(3.803333523593833*pi,2.491964588266811*pi,0.757387774939621*pi) q[14];\nRxxyyzz(0.46172584439769004*pi,0.14520686638449387*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.46787510689225*pi,0.4198639872329198*pi,0.0*pi) q[4],q[2];\nRxxyyzz(0.45789779762531957*pi,0.2446301791652763*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.42436086529357026*pi,0.3340571851931*pi,0.12424249096403629*pi) q[12],q[5];\nRxxyyzz(0.41867993244148116*pi,0.19830757078659134*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.35625648868243104*pi,0.22612989697543462*pi,0.12978091369114386*pi) q[13],q[8];\nu3(3.742857559692907*pi,0.7136040056180648*pi,1.2089290477892873*pi) q[0];\nu3(3.745105722477933*pi,-0.3120024821479365*pi,1.3417253521574453*pi) q[2];\nu3(3.2206043454951523*pi,1.591336609375034*pi,1.3221936538870327*pi) q[3];\nu3(3.43365303391623*pi,-0.09236910052374747*pi,1.9407096651046645*pi) q[4];\nu3(3.7500381083543752*pi,2.474449352335797*pi,0.7768117744599199*pi) q[5];\nu3(3.2277853025456507*pi,1.749899777414777*pi,1.299120213268306*pi) q[6];\nu3(3.524716848652332*pi,-0.33586468575775213*pi,1.4580836942720852*pi) q[8];\nu3(3.8923502218768347*pi,0.3320779522357279*pi,2.4085286591358788*pi) q[9];\nu3(3.7929079499274487*pi,0.714036740896919*pi,1.2177557077705388*pi) q[10];\nu3(3.6694960347200403*pi,1.4330522056156272*pi,0.5249620251974535*pi) q[12];\nu3(3.3889811504681133*pi,-0.16061030578746405*pi,1.5924343640735348*pi) q[13];\nu3(3.5465307047055523*pi,2.961434358212598*pi,1.809203351760305*pi) q[14];\nRxxyyzz(0.3719652387866268*pi,0.12981422617074512*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.4394735038726102*pi,0.17307101476986292*pi,0.08150629934849073*pi) q[1],q[6];\nRxxyyzz(0.34184835352162957*pi,0.23753959757355436*pi,0.0*pi) q[4],q[3];\nRxxyyzz(0.3796675288084401*pi,0.1714188997233781*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.4807640360992599*pi,0.3344139334669425*pi,0.0*pi) q[10],q[9];\nRxxyyzz(0.3648973110508097*pi,0.16068040239229303*pi,3.91308904998901*pi) q[11],q[14];\nu3(3.3035093180152675*pi,0.12799306020008938*pi,0.6381508408416576*pi) q[0];\nu3(3.578182287186623*pi,-0.4182649276796926*pi,3.2230502629657516*pi) q[1];\nu3(3.294027962388302*pi,2.5176019799282594*pi,1.860624220520153*pi) q[3];\nu3(3.9203379482680143*pi,2.5765179073704854*pi,2.3664664201526633*pi) q[4];\nu3(3.9133129564395612*pi,0.4348314748979438*pi,1.1855591212941192*pi) q[5];\nu3(3.2984953651493667*pi,3.3341253884934394*pi,3.980647369003595*pi) q[6];\nu3(3.7105418554699683*pi,0.4794908561346989*pi,2.333213661481383*pi) q[7];\nu3(3.8853494492067187*pi,2.8202317241596067*pi,0.6791543827194069*pi) q[9];\nu3(3.425054848334797*pi,-0.21713517723727427*pi,1.9811347884412118*pi) q[10];\nu3(3.7458864014234585*pi,3.0944105288419186*pi,1.4990060787123642*pi) q[11];\nu3(3.7727122031314546*pi,0.38660095507285575*pi,1.6320786425463876*pi) q[12];\nu3(3.1950083658341115*pi,3.0419026531654163*pi,1.8412299792676339*pi) q[14];\nRxxyyzz(0.4417508877989698*pi,0.24725847946693105*pi,3.9115113833434507*pi) q[1],q[14];\nRxxyyzz(0.38670424242435*pi,0.16969221373236187*pi,0.06961669873735725*pi) q[2],q[5];\nRxxyyzz(0.4449163054996098*pi,0.2436089292844329*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.3166855545008508*pi,0.23611152794855095*pi,0.0*pi) q[4],q[6];\nRxxyyzz(0.46054853830714737*pi,0.2553832519956085*pi,0.0*pi) q[7],q[9];\nRxxyyzz(0.28983497733986974*pi,0.16813927282202457*pi,0.05016527707195095*pi) q[11],q[10];\nRxxyyzz(0.41671225539377765*pi,0.14173905710616685*pi,0.0*pi) q[13],q[12];\nu3(3.407882347259137*pi,2.3153725332384605*pi,1.8088288715595446*pi) q[1];\nu3(3.4347184236229684*pi,-0.1440738139744398*pi,1.7693209778474988*pi) q[2];\nu3(3.2090093663909656*pi,0.3817703749070027*pi,2.1269010028174047*pi) q[3];\nu3(3.2474869042323093*pi,1.376204912757598*pi,1.7166603174022028*pi) q[4];\nu3(3.648667832396123*pi,0.5558328444071519*pi,4.0694806856331915*pi) q[5];\nu3(3.537751743293951*pi,2.719153399619918*pi,1.290895722196052*pi) q[6];\nu3(3.321205055469848*pi,2.0130188684531216*pi,1.0160432200571825*pi) q[7];\nu3(3.6858085666225504*pi,0.7302733300337805*pi,1.2270366709870433*pi) q[8];\nu3(3.3559046653027385*pi,3.1642554014948034*pi,1.60290587240907*pi) q[9];\nu3(3.51165369342206*pi,0.18478814289073275*pi,1.2803586613772246*pi) q[10];\nu3(3.6876861951218105*pi,0.0595852685008027*pi,1.2222550852829206*pi) q[11];\nu3(3.5627528611874064*pi,2.4444911701119185*pi,0.8576930305178283*pi) q[12];\nu3(3.8123537686221347*pi,2.5463656691974292*pi,1.3484645465275378*pi) q[13];\nu3(3.3340152197215547*pi,2.3814256475734155*pi,2.1130119902610165*pi) q[14];\nRxxyyzz(0.45577292956333393*pi,0.4210402018494967*pi,0.0*pi) q[6],q[0];\nRxxyyzz(0.34496588559914*pi,0.255413382760624*pi,3.956853399358311*pi) q[2],q[4];\nRxxyyzz(0.41439277115337114*pi,0.20274170725534046*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.4670272614882802*pi,0.4054643116369778*pi,0.0*pi) q[8],q[5];\nRxxyyzz(0.4458609138063001*pi,0.3907805530225669*pi,0.0*pi) q[11],q[7];\nRxxyyzz(0.4400147422730796*pi,0.14923372863618586*pi,3.9327843157904305*pi) q[9],q[14];\nu3(3.673202932165666*pi,-0.17316440219163304*pi,3.9400739012304657*pi) q[0];\nu3(3.757258565129326*pi,0.0699737163716252*pi,3.8326067085918414*pi) q[2];\nu3(3.6663741015867215*pi,0.8256064706208932*pi,1.2932621582012744*pi) q[3];\nu3(3.7308529452691004*pi,-0.4831505743175468*pi,2.4680477142725388*pi) q[4];\nu3(3.2486682356544554*pi,3.376102906249089*pi,1.9926731791279906*pi) q[5];\nu3(3.5897236319570074*pi,3.2490421142011576*pi,1.8565789169542355*pi) q[6];\nu3(3.314755679168793*pi,2.0157040614754154*pi,1.2240527435033577*pi) q[7];\nu3(3.621763208283457*pi,3.4534048829067947*pi,2.8382948473147547*pi) q[8];\nu3(3.09329940964607*pi,-0.2614398562292769*pi,0.8191683572920367*pi) q[9];\nu3(3.2443150367352644*pi,2.5189228416721794*pi,1.8465930114756652*pi) q[10];\nu3(3.712804209167379*pi,2.8074514629516423*pi,4.007634362804547*pi) q[11];\nu3(3.46697210778443*pi,2.566767047818736*pi,1.6877305198273032*pi) q[14];\nRxxyyzz(0.45329380652845286*pi,0.2482580766586151*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.33543518363540026*pi,0.2496786834085718*pi,0.0893090814884725*pi) q[1],q[3];\nRxxyyzz(0.4329881791697297*pi,0.2878613403311834*pi,0.16567848592869525*pi) q[14],q[2];\nRxxyyzz(0.32063150347038044*pi,0.22695631443758835*pi,0.14409727644098247*pi) q[11],q[4];\nRxxyyzz(0.32678024556628005*pi,0.2695485921358731*pi,0.13227242742865375*pi) q[9],q[7];\nRxxyyzz(0.3456894180491099*pi,0.12040648440787827*pi,0.0*pi) q[12],q[8];\nRxxyyzz(0.4366839897029945*pi,0.28281755619250926*pi,0.0*pi) q[10],q[13];\nu3(3.5629733493180114*pi,-0.43914876079880405*pi,2.3129754463197605*pi) q[0];\nu3(3.494501615780284*pi,-0.3881932005730748*pi,3.8191246888283445*pi) q[1];\nu3(3.496909056258363*pi,3.0005125877324064*pi,1.3398976339903492*pi) q[2];\nu3(3.6287014995311964*pi,0.41035753189690827*pi,4.367232663214774*pi) q[3];\nu3(3.508683811044077*pi,-0.25996504401924986*pi,3.3753112669481515*pi) q[4];\nu3(3.482074941305972*pi,0.24997941345532382*pi,0.6564402854506871*pi) q[5];\nu3(3.7041345223535087*pi,0.08156167304304385*pi,0.8756857991273451*pi) q[7];\nu3(3.74560135787081*pi,0.6616944410882555*pi,2.0816788533286164*pi) q[8];\nu3(3.302931188472069*pi,0.06718162455269283*pi,0.7154161275803483*pi) q[9];\nu3(3.633116540293248*pi,-0.4293270890921521*pi,1.0125629467596222*pi) q[10];\nu3(3.5146244666418043*pi,0.019139547826309444*pi,4.175669944612903*pi) q[11];\nu3(3.3799498433208703*pi,2.4610639746367626*pi,1.3926244679949626*pi) q[12];\nu3(3.6328586394257183*pi,3.4146593402893486*pi,3.9325112350876976*pi) q[13];\nu3(3.5497166975974617*pi,2.6325480903739815*pi,4.1268797535292485*pi) q[14];\nRxxyyzz(0.3149332432706301*pi,0.23143709593098194*pi,0.11503516959079763*pi) q[12],q[0];\nRxxyyzz(0.4321654445145402*pi,0.12784241208535457*pi,0.08181978957058966*pi) q[1],q[2];\nRxxyyzz(0.3494724461505295*pi,0.130617546645735*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.4792837064344402*pi,0.3089326068571572*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.3376093624201202*pi,0.12460123959456382*pi,0.0*pi) q[7],q[14];\nRxxyyzz(0.3106095223142823*pi,0.23233013047247475*pi,0.2126210808592428*pi) q[13],q[8];\nRxxyyzz(0.45064002711122*pi,0.22633974511395238*pi,0.0*pi) q[9],q[11];\nu3(3.675683195166966*pi,2.544680173864701*pi,3.976989037539841*pi) q[0];\nu3(3.4686388454355055*pi,2.359975160094103*pi,4.04753603984983*pi) q[1];\nu3(3.9518339186758085*pi,2.7919779815652594*pi,3.420656711868308*pi) q[2];\nu3(3.201639895972851*pi,0.5284712523599195*pi,2.021121464603688*pi) q[3];\nu3(3.4341817350137553*pi,-0.2650304456982568*pi,2.273640446930983*pi) q[5];\nu3(3.4843585463337043*pi,3.3535093434361736*pi,2.3428823622115686*pi) q[6];\nu3(3.8199687910783466*pi,2.9939335877160302*pi,3.7858074097334478*pi) q[7];\nu3(3.546497726530598*pi,0.7044515301424268*pi,1.149715873723256*pi) q[8];\nu3(3.2355828852956847*pi,3.4600223761249946*pi,1.0543488362790008*pi) q[9];\nu3(3.2255514824523446*pi,3.3562276739381094*pi,0.9276699534986481*pi) q[10];\nu3(3.720527642918328*pi,0.3053978668362314*pi,0.503507211255497*pi) q[11];\nu3(3.3553804190605105*pi,2.559911277896683*pi,0.7314827440677378*pi) q[12];\nu3(3.907999572845188*pi,0.19831404926643037*pi,1.6195061607303698*pi) q[13];\nu3(3.4853771784883802*pi,0.6100679047764905*pi,2.1674959132210256*pi) q[14];\nRxxyyzz(0.3801129961382106*pi,0.18153780564241917*pi,0.0*pi) q[5],q[0];\nRxxyyzz(0.4318237024977801*pi,0.261068698193383*pi,3.80123003645849*pi) q[9],q[1];\nRxxyyzz(0.39329267524091316*pi,0.26776520232967926*pi,0.0*pi) q[10],q[2];\nRxxyyzz(0.3669334626845401*pi,0.26802953189538414*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.3556225676203598*pi,0.14527253074802893*pi,0.0*pi) q[12],q[4];\nRxxyyzz(0.43031278041965304*pi,0.3155682836205992*pi,3.9400528980937146*pi) q[11],q[14];\nu3(3.783089153421364*pi,-0.43798541447722056*pi,1.4990729868244566*pi) q[0];\nu3(3.399657018063286*pi,0.4453572263456057*pi,1.7714333508482207*pi) q[1];\nu3(3.5470594581401156*pi,0.316826748143032*pi,1.6948859775459568*pi) q[2];\nu3(3.236437837181979*pi,3.3058815042013743*pi,4.148295523256145*pi) q[3];\nu3(3.1390401241563746*pi,3.368024698536901*pi,3.9122665259199088*pi) q[4];\nu3(3.8189129437622586*pi,-0.19512132678096306*pi,1.4190183621122767*pi) q[5];\nu3(3.204868263465839*pi,-0.1361357576365414*pi,2.2121875792416725*pi) q[7];\nu3(3.341111379015142*pi,3.0318632710826803*pi,1.4542935032758861*pi) q[9];\nu3(3.254303576083755*pi,1.9603884817654311*pi,1.793857855037671*pi) q[10];\nu3(3.8031319624807285*pi,-0.25524602505733723*pi,1.2065606251712238*pi) q[11];\nu3(3.8481183921566675*pi,2.7534736798613557*pi,1.9075524873168765*pi) q[12];\nu3(3.1211803534806046*pi,-0.17468938000175982*pi,1.0136048517488168*pi) q[14];\nmeasure q[14] -> c[10];\nRxxyyzz(0.3872512065615604*pi,0.042101145400824436*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.42749460425629954*pi,0.27679726816559685*pi,3.9265941403085396*pi) q[1],q[7];\nRxxyyzz(0.4597038608318792*pi,0.27131291607564756*pi,0.0*pi) q[3],q[2];\nRxxyyzz(0.44514560621820953*pi,0.3803645452343618*pi,0.03917898319292057*pi) q[9],q[4];\nRxxyyzz(0.47276958812669*pi,0.37379557868106117*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.42231694442374007*pi,0.09763934289681188*pi,0.07450096887058415*pi) q[12],q[10];\nu3(3.3187385867483004*pi,2.509337407448569*pi,1.7837862960786308*pi) q[0];\nu3(3.274298383623115*pi,0.14478270135519833*pi,1.4289235146778534*pi) q[1];\nu3(3.3932306149848177*pi,0.34335081164570735*pi,1.7291537963371628*pi) q[2];\nu3(3.0364741735717904*pi,0.056339207732172936*pi,4.271974462995226*pi) q[3];\nu3(3.1848946799188385*pi,0.9195680877105374*pi,0.5868651414217817*pi) q[4];\nu3(3.8148737322406094*pi,0.3356442120120915*pi,0.7167137170526678*pi) q[5];\nu3(3.6714178847653987*pi,3.4440883065034793*pi,1.4634044904287515*pi) q[7];\nu3(3.4209428571675797*pi,3.4521735366015216*pi,3.411421582618873*pi) q[8];\nu3(3.281215242684613*pi,0.0015579153752875996*pi,0.8380755784078078*pi) q[9];\nu3(3.700788260364936*pi,0.3950923562091456*pi,1.4299828328021649*pi) q[10];\nu3(3.620210509560868*pi,3.396153939039725*pi,2.151838778346603*pi) q[12];\nu3(3.4691930575064056*pi,0.0757260322749117*pi,0.5432958770955807*pi) q[13];\nmeasure q[9] -> c[0];\nmeasure q[4] -> c[14];\nRxxyyzz(0.3341003348711201*pi,0.12528688106779606*pi,0.0*pi) q[1],q[0];\nRxxyyzz(0.3893529063597484*pi,0.17960862351350593*pi,0.0*pi) q[12],q[2];\nRxxyyzz(0.4652977486984309*pi,0.23548358987298956*pi,0.0*pi) q[11],q[3];\nRxxyyzz(0.4165373864354098*pi,0.28809199550710485*pi,3.8096447557331796*pi) q[7],q[5];\nRxxyyzz(0.3731865713531306*pi,0.1814827513411983*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.36369781726645994*pi,0.22683198094159274*pi,0.1552022777687666*pi) q[13],q[8];\nu3(1.1957805391801708*pi,-0.18040682859291818*pi,0.9864199173605915*pi) q[0];\nu3(0.14922921536898515*pi,-0.381291461747542*pi,2.424011425044105*pi) q[1];\nu3(3.6407767301205656*pi,-0.47070756963877125*pi,1.2894048337578785*pi) q[2];\nu3(3.1953875365185933*pi,3.41707447345195*pi,0.5552756784519648*pi) q[3];\nu3(3.59334495172584*pi,1.7972248168094112*pi,0.6482252194066223*pi) q[5];\nu3(3.498369158461585*pi,-0.25779024501444325*pi,0.7869872971061387*pi) q[6];\nu3(3.7655326126309117*pi,3.1233645751276984*pi,1.051736710691624*pi) q[7];\nu3(3.250033551913623*pi,3.461092118405541*pi,1.617858879278391*pi) q[8];\nu3(3.2599681375927463*pi,2.647807050881773*pi,0.9180957579386495*pi) q[10];\nu3(3.6338481558831615*pi,0.9647217044305787*pi,1.9072778157222414*pi) q[11];\nu3(3.6433827428510344*pi,2.340652969572691*pi,1.5835810703505449*pi) q[12];\nu3(3.8009685902824186*pi,2.328252436244748*pi,0.5544164871176028*pi) q[13];\nmeasure q[1] -> c[1];\nmeasure q[3] -> c[2];\nmeasure q[2] -> c[3];\nmeasure q[13] -> c[4];\nmeasure q[0] -> c[5];\nmeasure q[10] -> c[6];\nmeasure q[12] -> c[7];\nmeasure q[11] -> c[8];\nmeasure q[7] -> c[9];\nmeasure q[6] -> c[11];\nmeasure q[5] -> c[12];\nmeasure q[8] -> c[13];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.8676769450698743*pi,-0.42389939716555025*pi,2.9757446314938742*pi) q[0];\nu3(3.848981020247611*pi,2.540942477874145*pi,1.8935809522853437*pi) q[1];\nu3(3.594956569904182*pi,0.9832657130494962*pi,0.9748665406317087*pi) q[2];\nu3(3.9579542264535768*pi,3.339498908128032*pi,1.2256589536075038*pi) q[3];\nu3(3.4958789364638174*pi,0.1928401643215546*pi,1.218618548869022*pi) q[4];\nu3(3.3023231313506898*pi,3.32691434301498*pi,3.7776388103461738*pi) q[5];\nu3(3.5075503870553844*pi,0.914284625201776*pi,0.703500388887538*pi) q[6];\nu3(3.5271049657066604*pi,2.9269464672310224*pi,1.1872716516228845*pi) q[7];\nu3(3.3683520352338485*pi,2.247361587615283*pi,3.9203020133321864*pi) q[8];\nu3(3.803407198218664*pi,-0.32831449354288833*pi,2.2771877745133233*pi) q[9];\nu3(3.812671529908232*pi,-0.21345116369288653*pi,1.2658454345028698*pi) q[10];\nu3(3.427262839984439*pi,3.3856180776653777*pi,4.220534245452438*pi) q[11];\nu3(3.0794494358433986*pi,3.32861647420221*pi,0.7668291612195339*pi) q[12];\nu3(3.5867083879852957*pi,2.6844735076755053*pi,1.8381321702054887*pi) q[13];\nu3(3.72536697475479*pi,3.3093090665283675*pi,1.7704582716835975*pi) q[14];\nRxxyyzz(0.42313233804922*pi,0.143528944026937*pi,0.10491498933951886*pi) q[1],q[9];\nRxxyyzz(0.42407085084692125*pi,0.17108723613625362*pi,0.11418673426617308*pi) q[2],q[12];\nRxxyyzz(0.2299482184084093*pi,0.11853561402535817*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.4341885155098102*pi,0.36229175697431315*pi,3.8695089909431495*pi) q[4],q[13];\nRxxyyzz(0.4147036753691799*pi,0.24128526461984956*pi,0.06593790959446898*pi) q[5],q[14];\nRxxyyzz(0.2841002882407416*pi,0.18396888196264483*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.39965800676192015*pi,0.28568496099672963*pi,0.039128241975806326*pi) q[8],q[11];\nu3(3.594581082553459*pi,0.04111367535674115*pi,1.9403177141933392*pi) q[1];\nu3(3.5021702539640422*pi,-0.10695755189685613*pi,3.8077398522627908*pi) q[2];\nu3(3.3145898749149487*pi,3.0423342920885026*pi,3.3801378279601035*pi) q[3];\nu3(3.744640165931824*pi,2.3676748293558725*pi,2.0341007094926256*pi) q[4];\nu3(3.7930059573132655*pi,-0.44946741516012284*pi,1.4366763570578378*pi) q[5];\nu3(3.659908386884596*pi,2.3702087326502497*pi,1.5637784297279045*pi) q[6];\nu3(3.9647372690246137*pi,0.5241098993130819*pi,1.028939962464193*pi) q[7];\nu3(3.3955136121860767*pi,2.5225653009507387*pi,0.8902165520388481*pi) q[8];\nu3(3.481522575854513*pi,-0.15917741043938055*pi,1.4409681780968235*pi) q[9];\nu3(3.4009261729763995*pi,-0.21872474877872494*pi,1.1148342531603674*pi) q[10];\nu3(3.8611576609704814*pi,3.27028660684949*pi,3.503901396217752*pi) q[11];\nu3(3.346565342397389*pi,-0.07130989418741596*pi,4.338604816082823*pi) q[12];\nu3(3.7410078511969727*pi,3.2503861755533996*pi,4.08749625831304*pi) q[13];\nu3(3.094150842876776*pi,0.6505777721368211*pi,2.1734479648612712*pi) q[14];\nRxxyyzz(0.2301524197264604*pi,0.15192879611927101*pi,0.0*pi) q[0],q[1];\nRxxyyzz(0.44706328342057944*pi,0.41004336923500406*pi,3.95184240931402*pi) q[3],q[6];\nRxxyyzz(0.24871441629604463*pi,0.09156526134745335*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.38061848030549983*pi,0.21912587058714528*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.39778507818263004*pi,0.22127549798471466*pi,3.9168869045094206*pi) q[7],q[8];\nRxxyyzz(0.4576370122228606*pi,0.306276764937787*pi,0.0*pi) q[9],q[11];\nu3(3.874924663097577*pi,2.758533259756182*pi,2.0474113288421494*pi) q[0];\nu3(3.3717524235243834*pi,2.6048678906556555*pi,2.4427413042003723*pi) q[1];\nu3(3.479480543333387*pi,2.568336896126385*pi,0.6554572136358814*pi) q[3];\nu3(3.6426611273584015*pi,2.0749532608254073*pi,2.480085659901441*pi) q[4];\nu3(3.1673988865346034*pi,3.2209763064537587*pi,0.5468762124548763*pi) q[5];\nu3(3.5281662332179815*pi,2.2231710809142795*pi,1.5294004922517543*pi) q[6];\nu3(3.4510210161745043*pi,-0.4755887592397149*pi,1.6085821640644653*pi) q[7];\nu3(3.518881030054695*pi,0.728630054401278*pi,0.6206288315459991*pi) q[8];\nu3(3.134328828302726*pi,-0.2015957022570185*pi,0.6191312242701281*pi) q[9];\nu3(3.826482020322666*pi,0.7275678981598768*pi,1.5427854430807413*pi) q[10];\nu3(3.176828692177251*pi,-0.446102845241472*pi,0.9038196955209328*pi) q[11];\nu3(3.311555464004603*pi,2.6134464045403636*pi,1.0807670785697563*pi) q[14];\nRxxyyzz(0.37631837330591994*pi,0.30629089287320477*pi,0.043963159058785346*pi) q[0],q[9];\nRxxyyzz(0.40647558093323066*pi,0.11872237706810163*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.39266080321037006*pi,0.2786558010944221*pi,3.8183886034046797*pi) q[2],q[3];\nRxxyyzz(0.44202354277686695*pi,0.24736957047032448*pi,0.0*pi) q[7],q[4];\nRxxyyzz(0.37578176918952*pi,0.20846696093991088*pi,0.054502560474095046*pi) q[5],q[6];\nRxxyyzz(0.3328574519048503*pi,0.1502344965339666*pi,0.06937707907075463*pi) q[8],q[12];\nRxxyyzz(0.45898055357257006*pi,0.3354197245555682*pi,0.12544590767465102*pi) q[10],q[13];\nu3(3.347916630473639*pi,-0.3614631766132814*pi,1.0610874924550746*pi) q[0];\nu3(3.488852947797824*pi,2.7106894707177753*pi,2.4773415916758377*pi) q[1];\nu3(3.4843612159178274*pi,3.030744003379225*pi,2.448265459956499*pi) q[2];\nu3(3.3058781791163714*pi,-0.19321288432936246*pi,1.6701831909895004*pi) q[3];\nu3(3.6288459095092462*pi,0.23617476142812577*pi,4.329912811958407*pi) q[4];\nu3(3.6344455920251058*pi,3.458617902432357*pi,3.2795504777404174*pi) q[5];\nu3(3.359755091295562*pi,0.7906800383313581*pi,3.8112325823428215*pi) q[6];\nu3(3.612385262399303*pi,-0.2849518908371428*pi,0.6918467130977737*pi) q[7];\nu3(3.24028309558143*pi,0.35319120746462007*pi,1.7474554916264737*pi) q[8];\nu3(3.8359735407307376*pi,0.2842293416840548*pi,1.2938356712701036*pi) q[9];\nu3(3.662735983320105*pi,2.488247282415464*pi,4.474186073010482*pi) q[10];\nu3(3.5812782031477606*pi,2.8931933508452716*pi,2.14616594839967*pi) q[11];\nu3(3.787577497634137*pi,1.9091248068503086*pi,0.6103156804066823*pi) q[12];\nu3(3.333568199648026*pi,0.8876796813213639*pi,4.011768519656126*pi) q[13];\nRxxyyzz(0.4460733020071306*pi,0.1612302012112482*pi,0.0*pi) q[0],q[4];\nRxxyyzz(0.42539516741156025*pi,0.27199471208585063*pi,0.1094410739003862*pi) q[3],q[1];\nRxxyyzz(0.3531359168634304*pi,0.21198972943184435*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.4100450833020587*pi,0.28376170516372823*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.3373583385124591*pi,0.21877585931202903*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.42133151756472026*pi,0.25362170751039864*pi,3.8894273123215903*pi) q[14],q[10];\nRxxyyzz(0.38359259181217986*pi,0.25295483814722586*pi,0.0*pi) q[11],q[12];\nu3(3.3039382313476864*pi,3.125086610450115*pi,1.4725141507357757*pi) q[0];\nu3(3.2987631406736737*pi,-0.318410137769436*pi,4.310775176259442*pi) q[1];\nu3(3.2053674244042067*pi,0.9746870841924546*pi,4.353378716357179*pi) q[2];\nu3(3.4870212632965494*pi,3.098045297894515*pi,1.869897542383781*pi) q[3];\nu3(3.3850329201469425*pi,-0.13031788979622105*pi,2.449819464217095*pi) q[4];\nu3(3.269424699189334*pi,1.4197788887387737*pi,1.4496433394542958*pi) q[5];\nu3(3.711998298960926*pi,2.941002396714868*pi,0.5138003444267951*pi) q[6];\nu3(3.4901881171527034*pi,-0.22283478893202013*pi,3.9140024530781727*pi) q[8];\nu3(3.239292041427262*pi,0.49761414675351645*pi,1.740317606419237*pi) q[9];\nu3(3.622722268535724*pi,0.36881223671980734*pi,1.4663297402730375*pi) q[10];\nu3(3.7710083157393908*pi,3.3974641954451408*pi,4.16338205666014*pi) q[11];\nu3(3.4675589871270045*pi,2.086261529122122*pi,0.9949886524417275*pi) q[12];\nu3(3.7331012311314247*pi,3.010997912178385*pi,1.5244676412294298*pi) q[13];\nu3(3.5808967654140678*pi,2.676170642762403*pi,1.9627918572392646*pi) q[14];\nRxxyyzz(0.38409654542323984*pi,0.11870226251125841*pi,0.07991653738395145*pi) q[0],q[2];\nRxxyyzz(0.3738902283721997*pi,0.2755618317592181*pi,3.9349153098442198*pi) q[1],q[7];\nRxxyyzz(0.4801890654989799*pi,0.1666654085292879*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.4036711281601999*pi,0.12207325282825399*pi,0.0*pi) q[10],q[5];\nRxxyyzz(0.27051722956974*pi,0.16381114555618348*pi,0.0*pi) q[8],q[12];\nRxxyyzz(0.35776437138548*pi,0.1503295663548121*pi,0.0*pi) q[9],q[13];\nRxxyyzz(0.45996895214469014*pi,0.23880433390183253*pi,0.0*pi) q[11],q[14];\nu3(3.33519398293766*pi,2.6408362471555553*pi,0.7730762478059627*pi) q[0];\nu3(3.2934007878562315*pi,0.7169692186662948*pi,1.9207490865998806*pi) q[1];\nu3(3.6526306725424544*pi,-0.14570816943596443*pi,4.144130218187215*pi) q[2];\nu3(3.5003373151862*pi,0.23108138371605524*pi,0.6882533181155099*pi) q[3];\nu3(3.4629656350617313*pi,0.0026067830902848366*pi,1.3860067576428772*pi) q[5];\nu3(3.450543777924947*pi,0.850634289980861*pi,1.5706459828008623*pi) q[6];\nu3(3.5042013972099033*pi,-0.409651496472631*pi,1.301790779389089*pi) q[7];\nu3(3.298629079208946*pi,0.9540210064758337*pi,0.7142488878788689*pi) q[8];\nu3(3.340625574101976*pi,-0.4549458262535497*pi,3.7497354031729886*pi) q[9];\nu3(3.265670196814892*pi,-0.37950369064305445*pi,0.5300174909097879*pi) q[10];\nu3(3.4481951085508413*pi,-0.11800320144014631*pi,0.6449406505623622*pi) q[11];\nu3(3.5805072912491775*pi,-0.0981648604587605*pi,0.9641817075550829*pi) q[12];\nu3(3.53127234488744*pi,-0.10829568588584859*pi,2.0730404645953175*pi) q[13];\nu3(3.4433080591619274*pi,-0.14277329750782008*pi,0.8059674180340134*pi) q[14];\nRxxyyzz(0.39555378890229054*pi,0.27245923503017494*pi,3.9160498725248996*pi) q[0],q[12];\nRxxyyzz(0.4475716803239099*pi,0.3160792552143389*pi,0.0*pi) q[9],q[1];\nRxxyyzz(0.43783000209630984*pi,0.30516951860837166*pi,3.9540166709466895*pi) q[2],q[6];\nRxxyyzz(0.32504645404338994*pi,0.21379875536647397*pi,3.8650622468788107*pi) q[14],q[3];\nRxxyyzz(0.4090574978186301*pi,0.15870833527481842*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.4265767441462498*pi,0.37081823121324*pi,0.05329676955676543*pi) q[8],q[13];\nRxxyyzz(0.40363754676990965*pi,0.26614001713408403*pi,0.1347472691185445*pi) q[11],q[10];\nu3(3.341271293566182*pi,-0.048251280100088556*pi,2.072115811798391*pi) q[0];\nu3(3.571206838054215*pi,0.568153777460819*pi,1.403034678230231*pi) q[1];\nu3(3.2265790389263724*pi,-0.06986417095684477*pi,1.4426985255629194*pi) q[2];\nu3(3.085784212793982*pi,0.5937678807351123*pi,1.8208827940035324*pi) q[3];\nu3(3.433611163861561*pi,2.7631350112158444*pi,1.059745444607441*pi) q[5];\nu3(3.8474103276901124*pi,2.8874523817884192*pi,1.3257900257218078*pi) q[6];\nu3(3.657962353053886*pi,0.30993953863864854*pi,1.2223670071893138*pi) q[7];\nu3(3.5042490762730756*pi,2.6245598443907197*pi,0.5366073501406845*pi) q[8];\nu3(3.68699875421608*pi,2.6705723785936955*pi,1.5712093395230136*pi) q[9];\nu3(3.746334526760432*pi,-0.21328743279774365*pi,2.9344192543068788*pi) q[10];\nu3(3.734242190377404*pi,2.823419744603062*pi,3.7308167250094275*pi) q[11];\nu3(3.450762968582218*pi,3.394667426005716*pi,1.5324467067174024*pi) q[12];\nu3(3.332122693392134*pi,0.8865752153000219*pi,0.7565674474102828*pi) q[13];\nu3(3.832338899625193*pi,-0.09700641361737339*pi,4.3245118585646125*pi) q[14];\nRxxyyzz(0.3709653811631899*pi,0.15401853817642677*pi,0.08569141238328197*pi) q[0],q[13];\nRxxyyzz(0.4528938000582693*pi,0.4465654513968833*pi,3.8331885226024394*pi) q[4],q[1];\nRxxyyzz(0.3677636067054398*pi,0.17379724254351858*pi,0.1139194522012962*pi) q[2],q[7];\nRxxyyzz(0.4580193353401199*pi,0.16552821538445409*pi,3.8911461441001602*pi) q[5],q[9];\nRxxyyzz(0.28500470289586566*pi,0.24317912241819528*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.46074177925880033*pi,0.31626240168488495*pi,0.0*pi) q[14],q[8];\nu3(3.144109032396214*pi,0.7477357086546399*pi,4.041803856388897*pi) q[0];\nu3(3.6285755717444377*pi,3.21457556194216*pi,1.0222033700646258*pi) q[1];\nu3(3.248959338635202*pi,3.4975104779567827*pi,0.6278095907289524*pi) q[2];\nu3(3.5780652440098915*pi,0.7159697126246893*pi,0.8001001501703011*pi) q[4];\nu3(3.3903057168382893*pi,3.175784609216383*pi,1.0288834649198142*pi) q[5];\nu3(3.5495159928237316*pi,1.803152679902456*pi,2.2714095665283858*pi) q[6];\nu3(3.492504591563973*pi,3.2164497529564797*pi,3.663949522515474*pi) q[7];\nu3(3.3818578033957474*pi,-0.10871234176317446*pi,1.3815017962641623*pi) q[8];\nu3(3.3622750369415586*pi,0.2195271067665543*pi,0.5100986018237301*pi) q[9];\nu3(3.6458402284017826*pi,2.4099381800274795*pi,2.151562582869217*pi) q[12];\nu3(3.951894231627711*pi,-0.08543950824050794*pi,1.7244655031988745*pi) q[13];\nu3(3.7181196553495934*pi,3.470691910170468*pi,0.8122903206594367*pi) q[14];\nRxxyyzz(0.4408866845156084*pi,0.23191330876374494*pi,0.0*pi) q[0],q[1];\nRxxyyzz(0.35032757934661884*pi,0.2282845364152305*pi,0.0*pi) q[2],q[3];\nRxxyyzz(0.46728457493756004*pi,0.08197250905439413*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.42266271044558024*pi,0.3062724713898881*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.24859596895904434*pi,0.23509412249472383*pi,0.0*pi) q[14],q[6];\nRxxyyzz(0.44932346131083994*pi,0.3330466838816162*pi,0.06323623474789096*pi) q[11],q[7];\nRxxyyzz(0.45092002577518997*pi,0.25110941021041944*pi,0.0*pi) q[12],q[9];\nu3(3.6175346182439005*pi,2.248042441235938*pi,1.0850896559749152*pi) q[0];\nu3(3.48624563137604*pi,3.214488370870889*pi,0.6308222320577617*pi) q[1];\nu3(3.150987933489109*pi,-0.4027819168595204*pi,0.8983630714847146*pi) q[2];\nu3(3.446348928761304*pi,3.0008735954677634*pi,1.91843924347907*pi) q[3];\nu3(3.7362872339465194*pi,-0.48935061765122184*pi,1.0135012402662005*pi) q[4];\nu3(3.448593066512058*pi,0.5971740266941445*pi,0.7914358609585281*pi) q[5];\nu3(3.4147358967604924*pi,0.379488699842192*pi,1.6698736290055536*pi) q[6];\nu3(3.8584040735857994*pi,3.2368750661830488*pi,3.8410353478702044*pi) q[7];\nu3(3.8103059978672844*pi,2.8599923045238658*pi,0.7357722198972039*pi) q[8];\nu3(3.9331697849576948*pi,3.3930773073796905*pi,4.097045332064338*pi) q[9];\nu3(3.514563822901144*pi,-0.0027695951437565203*pi,2.361183544469757*pi) q[10];\nu3(3.6691425607105654*pi,2.9070571928053224*pi,3.292671696563549*pi) q[11];\nu3(3.794404669253729*pi,2.3479548977871305*pi,1.3215074958649065*pi) q[12];\nu3(3.048683923727327*pi,-0.232825586980269*pi,1.133180958615918*pi) q[14];\nRxxyyzz(0.4271575285512103*pi,0.2872940327312857*pi,0.10711929649952989*pi) q[0],q[9];\nRxxyyzz(0.2507535333509523*pi,0.09039193169943127*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.4451634705336903*pi,0.3323819150815075*pi,3.84900231704577*pi) q[5],q[14];\nRxxyyzz(0.3841005513076698*pi,0.3116206364993311*pi,3.92749200291809*pi) q[11],q[6];\nRxxyyzz(0.36600051877349216*pi,0.15507752994313417*pi,0.0*pi) q[10],q[7];\nRxxyyzz(0.36750318494202006*pi,0.2735686472711504*pi,0.10705715411473626*pi) q[12],q[8];\nu3(3.4281977576988973*pi,2.512950056698322*pi,2.408845293686929*pi) q[0];\nu3(3.414499933031243*pi,3.4124691629663966*pi,4.418934883300914*pi) q[1];\nu3(3.5621549683164773*pi,3.0813427871463404*pi,1.6832164495889326*pi) q[5];\nu3(3.1284537948140367*pi,0.1659028036438659*pi,2.3362633049893042*pi) q[6];\nu3(3.7490195015152117*pi,0.0574670930732909*pi,2.0894321045847053*pi) q[7];\nu3(3.3288834201655257*pi,2.278690526893376*pi,4.441667654047423*pi) q[8];\nu3(3.807166907984381*pi,-0.40148584620219546*pi,1.4271191099671074*pi) q[9];\nu3(3.316972232542324*pi,1.0628825084784803*pi,1.7235584224867369*pi) q[10];\nu3(3.573167911241658*pi,0.24667904416681108*pi,2.3251009654242045*pi) q[11];\nu3(3.322785902607449*pi,2.573678120235518*pi,0.7054866197911844*pi) q[12];\nu3(3.851025909019528*pi,3.342338208841284*pi,2.1709152674606718*pi) q[13];\nu3(3.6760278246364875*pi,3.3637826227691634*pi,1.8333833696301014*pi) q[14];\nRxxyyzz(0.2741860734985302*pi,0.21871501990098086*pi,3.8790865434952195*pi) q[4],q[0];\nRxxyyzz(0.3451657818088*pi,0.08379581791749113*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.40951372189674007*pi,0.2892986339522051*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.44699746658716033*pi,0.13680029517686687*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.42179855409494016*pi,0.13516618516294*pi,0.0*pi) q[11],q[7];\nRxxyyzz(0.4133692383856094*pi,0.2854546005038735*pi,0.14752539442311988*pi) q[8],q[14];\nu3(3.2711847926496658*pi,2.8912804373847614*pi,1.9953916907914122*pi) q[0];\nu3(3.7893515685757277*pi,-0.2820064552552022*pi,4.404801682390417*pi) q[2];\nu3(3.4481235737477998*pi,3.3548289267304297*pi,2.3273177447235147*pi) q[3];\nu3(3.4288403745782787*pi,0.47254600070817254*pi,4.215954960485243*pi) q[4];\nu3(3.157908323735674*pi,-0.3540243341047544*pi,4.247121358055117*pi) q[5];\nu3(3.313141011187269*pi,0.5665027683027772*pi,1.935298360561773*pi) q[6];\nu3(3.3709844364939654*pi,2.985077009552012*pi,0.7807578501350734*pi) q[7];\nu3(3.4556421596896145*pi,-0.18171178354528084*pi,3.115122691573232*pi) q[8];\nu3(3.37034183962457*pi,2.3544734209274294*pi,0.9132462714088248*pi) q[10];\nu3(3.113318304241432*pi,-0.019482282531848805*pi,0.7156849035364492*pi) q[11];\nu3(3.4952400098882093*pi,0.20391610073150135*pi,0.9900198825089477*pi) q[12];\nu3(3.8090409302962973*pi,0.4423563670273487*pi,1.098728164038903*pi) q[14];\nRxxyyzz(0.45836457500430017*pi,0.22125297053841353*pi,0.0*pi) q[13],q[0];\nRxxyyzz(0.4422270301782101*pi,0.2861802673831058*pi,3.9405595794826205*pi) q[2],q[9];\nRxxyyzz(0.38582824853360975*pi,0.37654829920439115*pi,0.0*pi) q[8],q[3];\nRxxyyzz(0.43112088405626975*pi,0.2576940361493694*pi,3.9263928763662097*pi) q[4],q[14];\nRxxyyzz(0.4437567371511202*pi,0.3728783512442355*pi,0.10614035498485475*pi) q[5],q[6];\nRxxyyzz(0.3241200844049891*pi,0.19010416139051545*pi,3.854318422191451*pi) q[7],q[10];\nRxxyyzz(0.4266876115912897*pi,0.2288871952672858*pi,3.8020897098009705*pi) q[11],q[12];\nu3(3.811881711685347*pi,0.40238397944700166*pi,1.2037730896066678*pi) q[0];\nu3(3.966404057849327*pi,0.3680620979904172*pi,0.7289733994013705*pi) q[2];\nu3(3.7440454051985372*pi,1.7705988638556391*pi,4.005204337549733*pi) q[3];\nu3(3.434585088920008*pi,1.1935198088028172*pi,0.5121055695116246*pi) q[4];\nu3(3.6946586861947237*pi,1.2191908822253825*pi,1.6283508586007536*pi) q[5];\nu3(3.653285013634268*pi,3.4795984420866293*pi,3.0301207167002664*pi) q[6];\nu3(3.1512052291429944*pi,0.31004932092813553*pi,4.468214247699263*pi) q[7];\nu3(3.4556280696297605*pi,2.36700574859568*pi,3.7429361998538284*pi) q[8];\nu3(3.0824576583794947*pi,3.000759241453175*pi,1.882649024417538*pi) q[9];\nu3(3.3049368948429465*pi,0.547712948545519*pi,2.1566052537445826*pi) q[10];\nu3(3.6981604644287605*pi,3.3956952182089752*pi,1.475222589684836*pi) q[11];\nu3(3.382790236520564*pi,0.015963508231158663*pi,1.1095594170900316*pi) q[12];\nu3(3.6998732377095216*pi,-0.42965133770737063*pi,4.22269908391488*pi) q[13];\nu3(3.7951079977192395*pi,3.4624479915100737*pi,0.7311676079156815*pi) q[14];\nRxxyyzz(0.39306497186444944*pi,0.26252767519717146*pi,0.0*pi) q[2],q[0];\nRxxyyzz(0.39661524291428*pi,0.2962386120045336*pi,3.9252195462182997*pi) q[7],q[1];\nRxxyyzz(0.35443038811003025*pi,0.22110407540289412*pi,0.06202441214886312*pi) q[13],q[3];\nRxxyyzz(0.4275894451003497*pi,0.29433301171131776*pi,0.06341041623270405*pi) q[11],q[4];\nRxxyyzz(0.32012732175358016*pi,0.1826622595030738*pi,0.10210986309202852*pi) q[5],q[14];\nRxxyyzz(0.3921736630588497*pi,0.28632290959633017*pi,3.755937001778421*pi) q[6],q[8];\nRxxyyzz(0.43242398034757984*pi,0.3265081744706624*pi,3.7968659224399506*pi) q[12],q[10];\nu3(3.213939857229019*pi,3.2597011944719445*pi,1.3315774233763715*pi) q[0];\nu3(3.22291478161871*pi,1.0264797985186906*pi,0.8792597877236625*pi) q[1];\nu3(3.720035584995243*pi,3.277775875051065*pi,0.95471336308154*pi) q[2];\nu3(3.3470958053438027*pi,0.21950379310978252*pi,1.0845889222468448*pi) q[3];\nu3(3.554125966807728*pi,3.4730890739448417*pi,4.152176015185121*pi) q[4];\nu3(3.2087363476032014*pi,0.68014971259363*pi,4.33874156326285*pi) q[5];\nu3(3.773578987098146*pi,0.24609573070141622*pi,1.9985842334139903*pi) q[6];\nu3(3.356233894466812*pi,-0.28306639308626935*pi,1.7931020475310502*pi) q[7];\nu3(3.318530382394546*pi,3.264351693180279*pi,1.3008136776917882*pi) q[8];\nu3(3.4923109082576955*pi,2.8820485215128953*pi,1.6671554613322623*pi) q[10];\nu3(3.7199380505978623*pi,2.035871842695939*pi,0.9309105110847543*pi) q[11];\nu3(3.7973111357861997*pi,1.0052235899921198*pi,2.31993602205516*pi) q[12];\nu3(3.712980772132309*pi,2.9243603922383854*pi,2.1716985332348666*pi) q[13];\nu3(3.4727166327497394*pi,-0.4062435462629761*pi,2.95794997082106*pi) q[14];\nRxxyyzz(0.36817210115187027*pi,0.09550492620779305*pi,0.0*pi) q[0],q[1];\nRxxyyzz(0.44850381586047006*pi,0.17565010773672418*pi,0.0*pi) q[12],q[3];\nRxxyyzz(0.35966567588436976*pi,0.22153325337383967*pi,0.08251107788015499*pi) q[4],q[7];\nRxxyyzz(0.44434541178988957*pi,0.3071343811998639*pi,0.13047787980081263*pi) q[5],q[8];\nRxxyyzz(0.39777552750034983*pi,0.2923560882750794*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.2684589718495799*pi,0.12171968833409774*pi,0.0*pi) q[11],q[9];\nRxxyyzz(0.41686331927721043*pi,0.06947229812882494*pi,0.0*pi) q[13],q[10];\nu3(3.343091267780566*pi,1.0898904539728465*pi,1.4814567230295828*pi) q[0];\nu3(3.474354947519471*pi,0.11179341070432702*pi,2.2378123244790613*pi) q[1];\nu3(3.54634400238768*pi,-0.45681954148713844*pi,3.7892529369793713*pi) q[3];\nu3(3.3575716512887266*pi,-0.16062221268359528*pi,0.9200131068495967*pi) q[4];\nu3(3.9191638830032907*pi,0.8418184238520321*pi,0.5593955188385215*pi) q[5];\nu3(3.3909062169101247*pi,0.598698903713877*pi,2.273534278874683*pi) q[6];\nu3(3.3862742318882706*pi,-0.0398652654078*pi,0.8105353313963707*pi) q[7];\nu3(3.54745233926248*pi,2.8381084092869004*pi,0.6101835982439465*pi) q[8];\nu3(3.317312478092955*pi,2.7574189531832465*pi,1.267660815791765*pi) q[9];\nu3(3.215787039855908*pi,2.8757876475747013*pi,0.5454153263239393*pi) q[10];\nu3(3.1884144358716173*pi,0.7909738864116864*pi,0.6440606339115058*pi) q[11];\nu3(3.2022161060342746*pi,0.5615461387738696*pi,0.7634000315493819*pi) q[12];\nu3(3.224065360103781*pi,-0.1947763033774672*pi,0.6414545197762607*pi) q[13];\nu3(3.2319387935552077*pi,2.5171167505021392*pi,0.66552535824983*pi) q[14];\nRxxyyzz(0.42020526034469663*pi,0.37340448363332934*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.3479051901158101*pi,0.21873007111267295*pi,3.9109670416860194*pi) q[1],q[12];\nRxxyyzz(0.4136064871548605*pi,0.2630897338757534*pi,0.0*pi) q[4],q[2];\nRxxyyzz(0.3876589838875502*pi,0.3299742156205382*pi,3.8850251761542904*pi) q[7],q[3];\nRxxyyzz(0.4615000242038799*pi,0.1701745821071371*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.44815377796038025*pi,0.23101576640394494*pi,0.0*pi) q[11],q[8];\nu3(3.7174218862043866*pi,2.603235216103627*pi,0.8293262303214848*pi) q[0];\nu3(3.6071361327365117*pi,3.0636317973124827*pi,1.1634773255416413*pi) q[1];\nu3(3.887195856677536*pi,0.0711092363842204*pi,2.3255534036822856*pi) q[2];\nu3(3.118107802333661*pi,2.342239763052522*pi,0.7567756385946764*pi) q[3];\nu3(3.85753606633133*pi,-0.21503916972746406*pi,1.0912693183616855*pi) q[4];\nu3(3.081922324268618*pi,0.5384948722852985*pi,1.019001079040485*pi) q[5];\nu3(3.224361330651007*pi,2.474554588838397*pi,2.261964887234822*pi) q[7];\nu3(3.836473947004283*pi,2.05890672994376*pi,1.9011068114367298*pi) q[8];\nu3(3.8092169939572567*pi,-0.33697228875892765*pi,1.0049073366776875*pi) q[9];\nu3(3.8288140455735307*pi,0.951303669775807*pi,0.910881662081044*pi) q[11];\nu3(3.280956564609503*pi,-0.433719823836456*pi,0.6095882767430281*pi) q[12];\nu3(3.4635726528443564*pi,1.3339861911692403*pi,1.3764328863679611*pi) q[14];\nmeasure q[14] -> c[5];\nRxxyyzz(0.4066081930758295*pi,0.21607975665515722*pi,0.11058099803846821*pi) q[12],q[0];\nRxxyyzz(0.44472449601091013*pi,0.37630573573212*pi,3.6889876484391895*pi) q[1],q[4];\nRxxyyzz(0.45440350431361*pi,0.2726257700179308*pi,3.8625072971663403*pi) q[6],q[2];\nRxxyyzz(0.4490650210163001*pi,0.2518799605222892*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.48754121691750996*pi,0.1785965453469318*pi,0.0*pi) q[9],q[5];\nRxxyyzz(0.41651675270703997*pi,0.3156085163763898*pi,3.8738952104591498*pi) q[8],q[7];\nRxxyyzz(0.2852964203014002*pi,0.23240626791628616*pi,0.2160316050994373*pi) q[13],q[11];\nu3(3.2543299864397754*pi,-0.4884860766412299*pi,1.7149086688012753*pi) q[0];\nu3(3.5643465657870745*pi,-0.4690668427122564*pi,1.2997668082166367*pi) q[1];\nu3(3.6103308039691226*pi,1.48744467121635*pi,0.5523158586754398*pi) q[2];\nu3(3.6379946327699173*pi,1.8789786635293613*pi,1.7807570136422433*pi) q[3];\nu3(3.4303395463935775*pi,0.4028622309321116*pi,1.5069445150006544*pi) q[4];\nu3(3.8077869791855545*pi,-0.13624750924119733*pi,0.5161944412247328*pi) q[5];\nu3(3.802902006123458*pi,2.605105055002289*pi,0.9490315686402013*pi) q[6];\nu3(3.296341798321742*pi,0.34152109995846525*pi,2.4888741844383713*pi) q[7];\nu3(3.8194914078405056*pi,2.319896209892141*pi,0.5091790007253207*pi) q[8];\nu3(3.663770444468987*pi,2.5008005545326775*pi,0.5786685302169898*pi) q[9];\nu3(3.5255773982184366*pi,3.2916268966643933*pi,0.8599294439038552*pi) q[10];\nu3(0.41426132422583156*pi,0.06275738802984088*pi,1.4830765855111394*pi) q[11];\nu3(3.654779184662452*pi,1.1503327745666798*pi,0.8618041594633217*pi) q[12];\nu3(1.3783303586551423*pi,3.315889997151321*pi,0.5368056737584785*pi) q[13];\nmeasure q[8] -> c[0];\nmeasure q[13] -> c[1];\nmeasure q[1] -> c[2];\nmeasure q[4] -> c[3];\nmeasure q[12] -> c[4];\nmeasure q[7] -> c[6];\nmeasure q[6] -> c[7];\nmeasure q[2] -> c[8];\nmeasure q[11] -> c[9];\nmeasure q[5] -> c[10];\nmeasure q[0] -> c[11];\nmeasure q[9] -> c[12];\nmeasure q[3] -> c[13];\nmeasure q[10] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.493857818827878*pi,3.4192028044832528*pi,1.7182189662476812*pi) q[0];\nu3(3.578873118454142*pi,2.311798921743434*pi,2.3780012108347375*pi) q[1];\nu3(3.7732995031008847*pi,2.1989534670217035*pi,3.178988099815136*pi) q[2];\nu3(3.3535653454895193*pi,-0.45473691605191424*pi,3.6372878164115114*pi) q[3];\nu3(3.5358394179610224*pi,-0.24856688043386804*pi,4.200791176674351*pi) q[4];\nu3(3.742465361427068*pi,-0.05640843945805474*pi,3.92937538204293*pi) q[5];\nu3(3.317979599306322*pi,3.4794936517285064*pi,0.7503592163849252*pi) q[6];\nu3(3.5654197863171806*pi,3.395073834085871*pi,3.9092362978102067*pi) q[7];\nu3(3.5025393845732697*pi,3.0386334103787944*pi,1.1928049551943896*pi) q[8];\nu3(3.9431256346771257*pi,-0.37903647567671717*pi,4.327833250487506*pi) q[9];\nu3(3.283853870466392*pi,-0.02164091765163112*pi,0.7562472196108909*pi) q[10];\nu3(3.786240038953754*pi,-0.18908126761074984*pi,3.8584182812475962*pi) q[11];\nu3(3.251103827752406*pi,2.4244591084704235*pi,4.4452140296499385*pi) q[12];\nu3(3.7786356453401573*pi,3.426817599986955*pi,1.687038857543098*pi) q[13];\nu3(3.2678488485126347*pi,3.137766528009446*pi,2.090436469986555*pi) q[14];\nRxxyyzz(0.4281322408129302*pi,0.3946438750815642*pi,3.8452885152562697*pi) q[0],q[4];\nRxxyyzz(0.39668912971589*pi,0.33316112419208327*pi,3.9363631351215305*pi) q[1],q[9];\nRxxyyzz(0.4234716879509*pi,0.2195375031564879*pi,3.9371472603633606*pi) q[2],q[6];\nRxxyyzz(0.38779169997696983*pi,0.2834565106051832*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.3427356043783699*pi,0.23944504511656683*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.4295017498442102*pi,0.27131114683178303*pi,0.0*pi) q[7],q[8];\nRxxyyzz(0.4554097912154701*pi,0.3205879242538181*pi,3.9080319929094802*pi) q[10],q[13];\nu3(3.3826857874338687*pi,0.36343843219310756*pi,1.319369859669889*pi) q[0];\nu3(3.1616736761085438*pi,-0.10622650119562693*pi,1.6206157003554624*pi) q[1];\nu3(3.355529611037131*pi,0.9514219965481152*pi,2.1390610941589765*pi) q[2];\nu3(3.536322291833132*pi,0.3859380667712904*pi,2.114895975342189*pi) q[3];\nu3(3.769728785902048*pi,0.7853843956374986*pi,0.9641888692891292*pi) q[4];\nu3(3.686583677427899*pi,-0.251366591485478*pi,1.980798784131748*pi) q[5];\nu3(3.3306035301665777*pi,0.8869446597639266*pi,0.5763546369349286*pi) q[6];\nu3(3.2694914610593786*pi,0.07760333928360152*pi,0.5534668921558099*pi) q[7];\nu3(3.291109891165633*pi,2.7312418463943886*pi,1.476484724498058*pi) q[8];\nu3(3.1929708806641828*pi,-0.33942764521366076*pi,2.2802166947591065*pi) q[9];\nu3(3.154393658078378*pi,0.18816550555576406*pi,1.6642607399096259*pi) q[10];\nu3(3.7591588421419537*pi,-0.46568081947616746*pi,0.7531195736984984*pi) q[11];\nu3(3.4086935980059243*pi,0.06646018739279724*pi,0.6024619648623184*pi) q[12];\nu3(3.3600455627690855*pi,3.1288931436624607*pi,1.6026945781471689*pi) q[13];\nRxxyyzz(0.34798532079192945*pi,0.24639622687245089*pi,3.9135461676275494*pi) q[0],q[3];\nRxxyyzz(0.3214196188509901*pi,0.2048522971514064*pi,3.9599939124275*pi) q[1],q[8];\nRxxyyzz(0.41801600710925013*pi,0.277661077874753*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.4025210886956096*pi,0.2931203483992685*pi,0.12654818686553077*pi) q[4],q[10];\nRxxyyzz(0.43888605681429926*pi,0.13640650688066291*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.3985257053702298*pi,0.24487833223179334*pi,0.0*pi) q[11],q[14];\nRxxyyzz(0.2686228967757802*pi,0.0*pi,0.0*pi) q[12],q[13];\nu3(3.6369753918525554*pi,-0.26611959851626465*pi,4.1710022512421725*pi) q[0];\nu3(3.4458345992453787*pi,3.4822411881103674*pi,3.3012403980727534*pi) q[1];\nu3(3.266687193416046*pi,0.22094407601957688*pi,2.032262430784132*pi) q[2];\nu3(3.686806652420743*pi,3.043169327764251*pi,2.4450797979037424*pi) q[3];\nu3(3.1983549134646916*pi,0.0345385912404399*pi,1.5422817042988404*pi) q[4];\nu3(3.6387623698646503*pi,0.7721832058395217*pi,0.9539635824713848*pi) q[5];\nu3(3.704855138284909*pi,2.8205070147253557*pi,1.5091874775011582*pi) q[6];\nu3(3.3927389505120495*pi,-0.4643230394744482*pi,1.9595627459832892*pi) q[7];\nu3(3.5775653858786773*pi,2.640559736132151*pi,0.8962297660443167*pi) q[8];\nu3(3.657156083682108*pi,2.535032732763413*pi,4.166964467691468*pi) q[10];\nu3(3.502479448600517*pi,1.854253622349193*pi,1.7369842663422124*pi) q[11];\nu3(3.544087553617724*pi,3.051756914542897*pi,1.280356246532092*pi) q[12];\nu3(3.450707766236472*pi,0.5021713875818699*pi,1.491042411989246*pi) q[13];\nu3(3.792298469381786*pi,-0.4608265370895709*pi,0.524449657653089*pi) q[14];\nRxxyyzz(0.40558579363103997*pi,0.19112438343240612*pi,0.06101204996971073*pi) q[0],q[9];\nRxxyyzz(0.3627687274928496*pi,0.25168605877519484*pi,3.94694514563583*pi) q[1],q[11];\nRxxyyzz(0.46535024256190116*pi,0.1727430427219585*pi,0.0*pi) q[2],q[3];\nRxxyyzz(0.34125637210351845*pi,0.2967856821086412*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.4567699039478299*pi,0.39291135119990994*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.39802794219001*pi,0.2839267294044635*pi,0.1899803271130263*pi) q[7],q[8];\nRxxyyzz(0.39082480970697986*pi,0.2602789173771063*pi,0.0*pi) q[10],q[14];\nu3(3.593241886937597*pi,0.06263513352123862*pi,3.787379555780161*pi) q[0];\nu3(3.2356270364093334*pi,0.10443469833535313*pi,1.0700305434123898*pi) q[1];\nu3(3.3022765933499967*pi,3.4489888439872427*pi,0.7179827623332513*pi) q[2];\nu3(3.819120276842866*pi,3.1609090685439813*pi,1.3537472093283816*pi) q[3];\nu3(3.438896147297841*pi,0.7861034992697769*pi,0.5706921278116912*pi) q[4];\nu3(3.856685168461306*pi,1.3052377872172687*pi,0.5975432207645669*pi) q[6];\nu3(3.7268039594934215*pi,3.1832421037570757*pi,2.882320637883156*pi) q[7];\nu3(3.041469924523372*pi,-0.40523243955144483*pi,3.9277197392089542*pi) q[8];\nu3(3.1980733792730835*pi,2.4608316620554964*pi,0.6583232265222236*pi) q[9];\nu3(3.2410885664021896*pi,0.38250021595176054*pi,2.3549301587702365*pi) q[10];\nu3(3.3885718710504187*pi,3.3569006000827395*pi,0.7000772530307957*pi) q[11];\nu3(3.4934692537783634*pi,3.2653623191985766*pi,3.580089355106737*pi) q[12];\nu3(3.993404740686654*pi,3.300412532937112*pi,1.6891994391369847*pi) q[13];\nu3(3.7382483149722776*pi,-0.19845294982705697*pi,1.7680857498981215*pi) q[14];\nRxxyyzz(0.49377628090475056*pi,0.14757399927114234*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.36386889323533944*pi,0.1779166883464126*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.29303418228442984*pi,0.19667534955628696*pi,3.86201876586564*pi) q[2],q[11];\nRxxyyzz(0.4602269585235367*pi,0.24710669166048205*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.4263299274704404*pi,0.399807029861861*pi,3.8898816022972493*pi) q[13],q[5];\nRxxyyzz(0.38799736380209027*pi,0.23987410662172937*pi,3.783575861818159*pi) q[6],q[14];\nRxxyyzz(0.4470060295250796*pi,0.19486151626914705*pi,0.0*pi) q[9],q[12];\nu3(3.3830539954705454*pi,-3.982042808814423e-05*pi,0.6703847390188765*pi) q[0];\nu3(3.3081114528268794*pi,-0.45764713688322356*pi,0.5948996281652494*pi) q[1];\nu3(3.487241076751446*pi,3.1805944638815498*pi,3.6166681309218065*pi) q[2];\nu3(3.7288671048654*pi,3.432630885169951*pi,0.6537306636871874*pi) q[3];\nu3(3.3970233177297393*pi,1.2203342018258128*pi,1.4637698131038501*pi) q[4];\nu3(3.4996757699189445*pi,-0.3443530925961851*pi,3.898192254986829*pi) q[5];\nu3(3.7250259952219267*pi,-0.31123123201733555*pi,1.7410033521428672*pi) q[6];\nu3(3.7364015591137347*pi,0.7986960744499689*pi,0.836341653437715*pi) q[7];\nu3(3.7174756790644308*pi,2.2527428227010238*pi,2.183638949163692*pi) q[8];\nu3(3.322345150192676*pi,2.664796976051667*pi,2.27757622637705*pi) q[9];\nu3(3.6483550606568502*pi,2.678413022262408*pi,2.3228877241832473*pi) q[11];\nu3(3.428142442935427*pi,2.4658234984711935*pi,1.4928501026177148*pi) q[12];\nu3(3.835735784858847*pi,3.0463251625427703*pi,1.0957581251251503*pi) q[13];\nu3(3.226563560169148*pi,0.09891788706808913*pi,1.0452135003344898*pi) q[14];\nRxxyyzz(0.3893518563226905*pi,0.195779738850102*pi,3.92505291054184*pi) q[0],q[5];\nRxxyyzz(0.3104037972451405*pi,0.1769144878522173*pi,3.9391234586092905*pi) q[2],q[7];\nRxxyyzz(0.4097582606873802*pi,0.3358348053368305*pi,0.0*pi) q[13],q[6];\nRxxyyzz(0.45952284734751014*pi,0.23133999206727612*pi,0.0918743928566039*pi) q[8],q[9];\nRxxyyzz(0.32263904392054144*pi,0.05529287129133709*pi,0.0*pi) q[10],q[14];\nRxxyyzz(0.4495873793899907*pi,0.36223301570775324*pi,0.0*pi) q[12],q[11];\nu3(3.6642891779810176*pi,0.8145562758133549*pi,0.5953521926231193*pi) q[0];\nu3(3.567928995278396*pi,0.43524873258649155*pi,0.8874984281944476*pi) q[2];\nu3(3.4099957727841885*pi,-0.2964414758086876*pi,1.964670541201905*pi) q[5];\nu3(3.368409442692914*pi,3.2926858028245816*pi,0.7254069142858075*pi) q[6];\nu3(3.451110623296207*pi,-0.15101245525500884*pi,2.24138253238541*pi) q[7];\nu3(3.1031103848289496*pi,3.0793860615572957*pi,1.0536594730257316*pi) q[8];\nu3(3.3203787033804617*pi,0.5810004045485899*pi,3.677269363869318*pi) q[9];\nu3(3.225602908990674*pi,3.4040985592453348*pi,0.8579398591549483*pi) q[10];\nu3(3.8729117185811375*pi,0.8106766818209632*pi,0.8405102110109246*pi) q[11];\nu3(3.4024177511323286*pi,-0.1320765734999756*pi,0.7424274789877443*pi) q[12];\nu3(3.861017255779395*pi,-0.298781544558112*pi,0.7544854095289244*pi) q[13];\nu3(3.555404079985226*pi,0.3657367358744842*pi,1.0394290561306336*pi) q[14];\nRxxyyzz(0.4873853826330079*pi,0.15208544727437978*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.44743152655030993*pi,0.3919570053989454*pi,0.07238568206257412*pi) q[1],q[5];\nRxxyyzz(0.39941246066194996*pi,0.1832339904296076*pi,3.8808835901479597*pi) q[2],q[4];\nRxxyyzz(0.36562798481369974*pi,0.218040450297456*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.43418561471036027*pi,0.32928981965457427*pi,3.9293426399358204*pi) q[6],q[9];\nRxxyyzz(0.3358395972992799*pi,0.23687160996263712*pi,3.9319512413252*pi) q[13],q[7];\nRxxyyzz(0.29207509558836015*pi,0.28957837611502946*pi,3.9463783636464793*pi) q[10],q[12];\nu3(3.451969464258407*pi,2.2887141448965873*pi,0.6903568534950342*pi) q[0];\nu3(3.451332295031582*pi,2.891752124276273*pi,0.5789887478629199*pi) q[1];\nu3(3.3102420570897224*pi,3.061305612151937*pi,0.6421501505713976*pi) q[2];\nu3(3.0280540191454075*pi,2.8203133463769268*pi,1.5704198021013582*pi) q[3];\nu3(3.3695439678900936*pi,1.0489091820227765*pi,2.442327906446105*pi) q[4];\nu3(3.78380412574388*pi,-0.09020418529720553*pi,1.8368629853044602*pi) q[5];\nu3(3.4393753271970637*pi,2.616733720043137*pi,2.185523509042123*pi) q[6];\nu3(3.431545250291615*pi,0.9662166533877656*pi,1.6286950412053844*pi) q[7];\nu3(3.2208288096357527*pi,-0.4462262782972005*pi,0.7199327128022404*pi) q[9];\nu3(3.838401963391838*pi,-0.07900805654856163*pi,2.2804796449416314*pi) q[10];\nu3(3.797851893999939*pi,-0.3754759421820837*pi,3.6474516526037117*pi) q[11];\nu3(3.638508996700362*pi,3.2846544158277062*pi,1.1535188401420076*pi) q[12];\nu3(3.45900391800469*pi,2.201219674170794*pi,1.2038429199966634*pi) q[13];\nu3(3.656114739474799*pi,0.3904984605290569*pi,0.8295059747663238*pi) q[14];\nRxxyyzz(0.20969245582067997*pi,0.13018290763959417*pi,0.09078831130135079*pi) q[5],q[0];\nRxxyyzz(0.3625203831372697*pi,0.302545441389958*pi,3.9405693501343197*pi) q[1],q[8];\nRxxyyzz(0.39479250468892*pi,0.3243905718287483*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.43461470179824957*pi,0.2803670314981252*pi,0.04997277896031303*pi) q[4],q[9];\nRxxyyzz(0.3236655963615195*pi,0.29330934640000994*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.43344667001689985*pi,0.3176279314847176*pi,0.05453798045403796*pi) q[7],q[10];\nRxxyyzz(0.4503326249797897*pi,0.29347593417644013*pi,0.18016256509120857*pi) q[11],q[14];\nu3(3.599146150038419*pi,0.024462889680401667*pi,0.5788813410297484*pi) q[0];\nu3(3.535574610282332*pi,0.7413051037877707*pi,0.8441733664874742*pi) q[1];\nu3(3.578443816730439*pi,-0.2048806753761479*pi,4.2101836438525595*pi) q[2];\nu3(3.2606553779417506*pi,0.20417515610363346*pi,1.0611016484814113*pi) q[4];\nu3(3.4750958200855693*pi,-0.3644292483513796*pi,1.0329585779243822*pi) q[5];\nu3(3.664360689180088*pi,3.0934587394342214*pi,1.2963641762727267*pi) q[6];\nu3(3.623414439857166*pi,0.27304293481616915*pi,3.770451598748992*pi) q[7];\nu3(3.431439667105167*pi,-0.02614942130643133*pi,1.5635905473679004*pi) q[8];\nu3(3.7356267351013748*pi,-0.23579009141077417*pi,3.6471768261525597*pi) q[9];\nu3(3.2949726835044912*pi,3.3554677697623303*pi,3.4886621401371705*pi) q[10];\nu3(3.635904311166175*pi,0.5142300684976684*pi,3.7671802969310124*pi) q[11];\nu3(3.2547867972270397*pi,-0.3431860427308483*pi,1.2334064158420666*pi) q[12];\nu3(3.819016093297167*pi,3.17747295296396*pi,1.0224912135176285*pi) q[13];\nu3(3.0965075304104266*pi,2.4180665686412635*pi,1.417642463533931*pi) q[14];\nRxxyyzz(0.43977580473616007*pi,0.23577822308654506*pi,0.10485155604541647*pi) q[0],q[12];\nRxxyyzz(0.41285770725776605*pi,0.22293487538974*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.3286714168624298*pi,0.2701139846237699*pi,3.9269619827636593*pi) q[6],q[4];\nRxxyyzz(0.4646362283373199*pi,0.05855787012303049*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.43264410857333985*pi,0.2084415169556202*pi,0.055016039428894194*pi) q[7],q[8];\nRxxyyzz(0.4648819293979801*pi,0.1507897099738279*pi,0.0*pi) q[11],q[10];\nRxxyyzz(0.46428931247425*pi,0.184207778304599*pi,0.0*pi) q[13],q[14];\nu3(3.41591558602782*pi,3.481874061976609*pi,0.7763743748068392*pi) q[0];\nu3(3.438056815213386*pi,2.818831722502183*pi,1.3724319110255188*pi) q[1];\nu3(3.2911788319686806*pi,0.013638756874087443*pi,1.1454636213728238*pi) q[2];\nu3(3.3099704014423605*pi,3.324172407427353*pi,1.7974822681504365*pi) q[4];\nu3(3.7220653667539456*pi,-0.4433404888438563*pi,1.2445309747114426*pi) q[5];\nu3(3.576502196529651*pi,2.084539777719629*pi,4.43283107579617*pi) q[6];\nu3(3.369192042200135*pi,-0.05722554352978615*pi,4.264042351066421*pi) q[7];\nu3(3.50803769489862*pi,3.3307981941179636*pi,3.6053278746746193*pi) q[8];\nu3(3.597073254388854*pi,3.3700323775085215*pi,1.3153280739800797*pi) q[9];\nu3(3.791799371179373*pi,2.6679161410694854*pi,1.0829111163204068*pi) q[10];\nu3(3.9963671272796684*pi,3.24414428855266*pi,1.721863608307012*pi) q[11];\nu3(3.6385454332334075*pi,2.7278270440270607*pi,3.635228238713629*pi) q[12];\nu3(3.2630196582357187*pi,3.166946116119399*pi,2.4704986342829276*pi) q[13];\nu3(3.5933168292965636*pi,-0.3840992046735393*pi,0.8844532850751811*pi) q[14];\nRxxyyzz(0.3126422106191099*pi,0.2524945598825128*pi,0.051140231959742266*pi) q[7],q[0];\nRxxyyzz(0.4170544298973803*pi,0.22612354528388454*pi,3.9241805693845007*pi) q[1],q[12];\nRxxyyzz(0.49660327892696077*pi,0.0*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.4416345025587902*pi,0.38377074295653657*pi,0.12601558036975913*pi) q[3],q[6];\nRxxyyzz(0.3721422445363479*pi,0.21503470591958873*pi,0.0*pi) q[11],q[5];\nRxxyyzz(0.4678022013148153*pi,0.36017670005051583*pi,0.0*pi) q[8],q[13];\nRxxyyzz(0.3406333490316601*pi,0.2259509075810865*pi,0.0*pi) q[14],q[10];\nu3(3.674530456236376*pi,0.03240966126360689*pi,1.509690383239559*pi) q[0];\nu3(3.838593322313769*pi,2.843772624878272*pi,0.5457928570575934*pi) q[1];\nu3(3.374282825326078*pi,0.825324534317186*pi,0.5540261525766685*pi) q[2];\nu3(3.7599892936408184*pi,3.267983445295141*pi,1.905263389060206*pi) q[3];\nu3(3.2745556722815508*pi,0.5647287294291403*pi,1.6173098157791856*pi) q[5];\nu3(3.0560753746186435*pi,0.32134224343373785*pi,0.6446190786361037*pi) q[6];\nu3(3.64511171409897*pi,0.4905745743623936*pi,4.016395798998106*pi) q[7];\nu3(3.6805698743787705*pi,3.0537330422302986*pi,0.6790037249571252*pi) q[8];\nu3(3.589585100047763*pi,-0.31210774285147164*pi,1.930308971028123*pi) q[9];\nu3(3.5602599523388765*pi,3.442742580592487*pi,1.011378331783024*pi) q[10];\nu3(3.089893926332268*pi,3.4757338370225117*pi,1.556350818746686*pi) q[11];\nu3(3.2429740004801344*pi,-0.144771314054005*pi,2.1848962609310076*pi) q[12];\nu3(3.383812644712614*pi,2.46263344801971*pi,1.4823758644717149*pi) q[13];\nu3(3.7786964010494803*pi,0.811183854026932*pi,0.6404548900225118*pi) q[14];\nRxxyyzz(0.4606647629436209*pi,0.1686048516727029*pi,0.0*pi) q[14],q[0];\nRxxyyzz(0.3447905322285996*pi,0.18931146903861817*pi,3.91971581073887*pi) q[1],q[11];\nRxxyyzz(0.32485322824135965*pi,0.20625846448589158*pi,3.9465479739671103*pi) q[2],q[12];\nRxxyyzz(0.45676751246790925*pi,0.33724524317433024*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.35471542544012025*pi,0.14205284174895905*pi,0.05316350213229626*pi) q[5],q[10];\nRxxyyzz(0.3898884819624603*pi,0.20281263817451378*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.4378638152570602*pi,0.37808901852177357*pi,0.22269643485418877*pi) q[9],q[13];\nu3(3.422292001425839*pi,2.4776623014980617*pi,1.7957764726293224*pi) q[0];\nu3(3.4525041268292096*pi,-0.07932635753431233*pi,1.3591744662798289*pi) q[1];\nu3(3.665943125349873*pi,0.28736213777556807*pi,4.394034279588277*pi) q[2];\nu3(3.350680634726441*pi,2.662432142727079*pi,0.5162168151326236*pi) q[3];\nu3(3.5703523300144653*pi,-0.26206779405256575*pi,2.33381299466727*pi) q[5];\nu3(3.601519378165777*pi,2.9746441198543723*pi,1.1833911129060277*pi) q[6];\nu3(3.616556907262497*pi,2.2029876857886954*pi,2.0634741256907145*pi) q[7];\nu3(3.487426370616988*pi,-0.39244519061410255*pi,0.9895005325158869*pi) q[8];\nu3(3.384154005231736*pi,-0.09360024445272147*pi,1.136737782215678*pi) q[9];\nu3(3.186604099494296*pi,3.072304323560621*pi,4.370072816283953*pi) q[10];\nu3(3.601104034325086*pi,0.5567257766829896*pi,0.8748034063005368*pi) q[11];\nu3(3.4660580464320763*pi,0.6505306209898736*pi,1.3217704014091383*pi) q[12];\nu3(3.2445402767493956*pi,0.665425228985935*pi,1.0284968829845775*pi) q[13];\nu3(3.7411722578439552*pi,2.0490279745726747*pi,1.9062139332777677*pi) q[14];\nRxxyyzz(0.4228183495761044*pi,0.2028049187659724*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.4141542275178494*pi,0.08731061204502709*pi,3.946114501366051*pi) q[7],q[1];\nRxxyyzz(0.4207392555681101*pi,0.25057520642933717*pi,0.13654344683990155*pi) q[2],q[11];\nRxxyyzz(0.4264075006604902*pi,0.22003186968485342*pi,3.96010552476834*pi) q[14],q[4];\nRxxyyzz(0.32937447424703015*pi,0.1843513926338699*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.4431140989547199*pi,0.27817130791058453*pi,3.9200668027908603*pi) q[6],q[13];\nRxxyyzz(0.4089436230772301*pi,0.17514438067202984*pi,0.06758834770872102*pi) q[9],q[10];\nu3(3.42933491124798*pi,2.825838778321093*pi,4.424488891027138*pi) q[0];\nu3(3.4411657137906237*pi,2.3400609638801786*pi,1.9677528292498656*pi) q[1];\nu3(3.327849820585274*pi,2.481433618971982*pi,1.3579654367900509*pi) q[2];\nu3(3.358290943516536*pi,3.400223943654743*pi,1.024196535693601*pi) q[3];\nu3(3.7585256560983624*pi,3.295655575331713*pi,0.9588045170651496*pi) q[4];\nu3(3.0446616120338366*pi,0.11090833556979451*pi,1.7630381977954883*pi) q[5];\nu3(3.712071679778445*pi,3.4186685741686986*pi,1.299876734775191*pi) q[6];\nu3(3.2347228631935128*pi,2.790331399226053*pi,1.9500280432822106*pi) q[7];\nu3(3.325489382533071*pi,-0.0411033696449552*pi,1.1175128148799627*pi) q[9];\nu3(3.7428690911749776*pi,1.2210751812473282*pi,4.413616858665053*pi) q[10];\nu3(3.4703463918509607*pi,3.1806598319536317*pi,2.1331493804447756*pi) q[11];\nu3(3.4463212136282944*pi,0.9404202834802533*pi,1.7962060559016617*pi) q[12];\nu3(3.4892563396401455*pi,2.0849861652875887*pi,2.1796030963401996*pi) q[13];\nu3(3.2085635808634514*pi,0.9292115355498061*pi,0.77655705728007*pi) q[14];\nRxxyyzz(0.4269588708986901*pi,0.2538613382124879*pi,3.88844416656054*pi) q[0],q[8];\nRxxyyzz(0.4697942986705197*pi,0.38813609607086985*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.43337535314001*pi,0.15576681853036486*pi,0.114096742123613*pi) q[7],q[2];\nRxxyyzz(0.4858139324914199*pi,0.31708511260826855*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.4496918434298306*pi,0.1494292970677745*pi,3.8776562334888904*pi) q[4],q[11];\nRxxyyzz(0.4396236434749897*pi,0.3885790706247718*pi,3.8146116408525605*pi) q[5],q[13];\nRxxyyzz(0.4461023715733501*pi,0.21819538447323117*pi,3.91147813824975*pi) q[10],q[12];\nu3(3.5349398291950718*pi,0.6290024838044224*pi,1.211287785387201*pi) q[0];\nu3(3.3201553672589035*pi,-0.356076169504378*pi,0.7356633765763994*pi) q[1];\nu3(3.5045147568200963*pi,-0.2288059338891063*pi,4.2455410814179615*pi) q[2];\nu3(3.5313838209276733*pi,3.234618305759058*pi,0.9743768449538401*pi) q[3];\nu3(3.5652575092906758*pi,2.7010627324050773*pi,1.9746456495217952*pi) q[4];\nu3(3.9106496190092566*pi,-0.08981853769742337*pi,2.2812371187876774*pi) q[5];\nu3(3.770234443989359*pi,2.654311050246614*pi,3.732430290473681*pi) q[6];\nu3(3.4745065275255325*pi,0.3861345739597559*pi,0.525980245864013*pi) q[7];\nu3(3.6060992471663043*pi,2.482195042114718*pi,1.5404379339436725*pi) q[8];\nu3(3.609992807814173*pi,2.861352231811365*pi,1.990989124085572*pi) q[10];\nu3(3.7035181776930575*pi,3.000245865992926*pi,1.166411568972772*pi) q[11];\nu3(3.3385890053549647*pi,2.3581001267272494*pi,1.1173296915659674*pi) q[12];\nu3(3.3510294156121407*pi,0.6065880034406486*pi,0.6073577567667657*pi) q[13];\nu3(3.5249943366942498*pi,3.0418784787414426*pi,0.8054385642469093*pi) q[14];\nRxxyyzz(0.40903334107016975*pi,0.2945310482631687*pi,3.92565014615092*pi) q[5],q[0];\nRxxyyzz(0.3941143637819301*pi,0.30292376011870026*pi,0.0*pi) q[9],q[1];\nRxxyyzz(0.4569072564946401*pi,0.3406771200078915*pi,0.045627759079549995*pi) q[2],q[8];\nRxxyyzz(0.44532377174283994*pi,0.2326540052817547*pi,0.05084638036689358*pi) q[3],q[6];\nRxxyyzz(0.23891759907915006*pi,0.18544719247139163*pi,0.1172833059727516*pi) q[14],q[4];\nRxxyyzz(0.4424525202072508*pi,0.06983095864886657*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.4305941183360905*pi,0.20299891865776942*pi,0.0*pi) q[13],q[11];\nu3(3.778161726253336*pi,-0.45225596994659706*pi,1.6942434174242924*pi) q[0];\nu3(3.47083374267066*pi,0.8121875969533654*pi,0.833739941795226*pi) q[1];\nu3(3.692538999900422*pi,2.79609611074574*pi,3.2293787224594137*pi) q[2];\nu3(3.2945270620932634*pi,0.5345418856308415*pi,4.230230087906754*pi) q[3];\nu3(3.528847234887757*pi,2.959963504793666*pi,3.3497120083906164*pi) q[4];\nu3(3.582920096331311*pi,-0.3340760770050538*pi,0.780225103174367*pi) q[5];\nu3(3.90989128890129*pi,3.0830829281342447*pi,3.1426684543619623*pi) q[6];\nu3(3.171703648331431*pi,2.524884241924575*pi,2.234282778087352*pi) q[7];\nu3(3.4963993750974813*pi,0.15426812197615614*pi,1.6720209999416886*pi) q[8];\nu3(3.5656510202025387*pi,3.420575872247321*pi,2.346783213565252*pi) q[9];\nu3(3.6336979657920456*pi,0.980447235371499*pi,3.991015483676889*pi) q[11];\nu3(3.063967143119706*pi,0.983689839999637*pi,1.1530476727438224*pi) q[12];\nu3(3.456576095551065*pi,-0.19591236868744172*pi,1.0359646927784025*pi) q[13];\nu3(3.6759468301652896*pi,2.2259680356767904*pi,4.320851848356032*pi) q[14];\nRxxyyzz(0.4618558491539202*pi,0.28900597973405795*pi,0.0*pi) q[3],q[0];\nRxxyyzz(0.44110451905248016*pi,0.2790012976632866*pi,0.11245574368780209*pi) q[1],q[10];\nRxxyyzz(0.430719262170177*pi,0.39034072231916045*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.34767472326410076*pi,0.1927633309969622*pi,0.0*pi) q[12],q[4];\nRxxyyzz(0.40902581259723025*pi,0.1806897527256508*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.3507232349140492*pi,0.16804160819206493*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.4020215650567299*pi,0.30599341811330716*pi,0.0*pi) q[9],q[14];\nu3(3.344927385491455*pi,3.0981835586931776*pi,1.2223550576170996*pi) q[0];\nu3(3.267700831016202*pi,0.6630844733575796*pi,1.276508667099089*pi) q[1];\nu3(3.33830553510534*pi,0.111015988919138*pi,1.744393129696646*pi) q[2];\nu3(3.5181642433696236*pi,3.2866355603840334*pi,4.152903659941461*pi) q[3];\nu3(3.45657249663284*pi,2.9430191479487022*pi,1.6848799237360634*pi) q[4];\nu3(3.5285897061310285*pi,2.5406733616334325*pi,1.4410053596300068*pi) q[5];\nu3(3.6062258905411455*pi,0.5098236635082947*pi,2.0541494316582973*pi) q[6];\nu3(3.508519108260072*pi,3.154585645899511*pi,1.9892201071974092*pi) q[7];\nu3(3.8308177735019946*pi,3.2270901097676266*pi,3.8875615739972105*pi) q[9];\nu3(3.2984535796860306*pi,3.487361900815711*pi,1.473345460440009*pi) q[10];\nu3(3.250844012959632*pi,0.20280553058582895*pi,2.15574420907398*pi) q[11];\nu3(3.460391343512586*pi,-0.03545723305524584*pi,4.103060041021559*pi) q[12];\nu3(3.5618782813609355*pi,3.0616845095301937*pi,2.147496952257227*pi) q[13];\nu3(3.1915077772103904*pi,-0.1936114623601186*pi,1.848447826511324*pi) q[14];\nmeasure q[13] -> c[8];\nRxxyyzz(0.3838026723081108*pi,0.2011523327078404*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.28112413047177004*pi,0.12137498249360501*pi,0.10028507300915557*pi) q[5],q[1];\nRxxyyzz(0.27384290807902006*pi,0.19129334460469494*pi,3.85572603469384*pi) q[12],q[2];\nRxxyyzz(0.439287737714*pi,0.3069986545542492*pi,0.1017082628651522*pi) q[3],q[7];\nRxxyyzz(0.38662136694916005*pi,0.34638731065631*pi,3.8909924135112597*pi) q[4],q[11];\nRxxyyzz(0.4769269614370105*pi,0.2420107857799767*pi,0.0*pi) q[10],q[6];\nRxxyyzz(0.39168013465159*pi,0.09986587116679824*pi,0.0*pi) q[14],q[8];\nu3(3.457858679624621*pi,2.111259236046977*pi,0.5000107853786195*pi) q[0];\nu3(2.615670593628585*pi,2.965539328028792*pi,3.9408083701297887*pi) q[1];\nu3(2.7472744946990213*pi,0.5311233064650787*pi,2.241361040515429*pi) q[2];\nu3(3.368994268990071*pi,1.2655644530404562*pi,4.119573832439513*pi) q[3];\nu3(3.5797528304503614*pi,2.597579312086818*pi,1.8464935231418984*pi) q[4];\nu3(1.3707545449532246*pi,0.14788617360562972*pi,0.6219174113140004*pi) q[5];\nu3(3.138965641297571*pi,1.4741724451432896*pi,1.9705973575576405*pi) q[6];\nu3(3.9408192638220774*pi,-0.4641618055885709*pi,1.2339175164092833*pi) q[7];\nu3(3.860376202913381*pi,0.9064363442761698*pi,2.1818122629190704*pi) q[8];\nu3(3.5456779042592568*pi,3.1116090726371777*pi,0.8528697333339892*pi) q[9];\nu3(3.194929100524074*pi,1.1974400202733841*pi,1.5760351308017801*pi) q[10];\nu3(3.6558980693114536*pi,0.2591132384964987*pi,1.254987329216192*pi) q[11];\nu3(1.4929305758907665*pi,0.4268096322894449*pi,0.9709927535240428*pi) q[12];\nu3(3.404643667871741*pi,-0.45397744024168374*pi,0.8483270761265507*pi) q[14];\nmeasure q[5] -> c[0];\nmeasure q[14] -> c[1];\nmeasure q[4] -> c[2];\nmeasure q[3] -> c[3];\nmeasure q[11] -> c[4];\nmeasure q[1] -> c[5];\nmeasure q[7] -> c[6];\nmeasure q[9] -> c[7];\nmeasure q[0] -> c[9];\nmeasure q[8] -> c[10];\nmeasure q[10] -> c[11];\nmeasure q[12] -> c[12];\nmeasure q[6] -> c[13];\nmeasure q[2] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.5076912127789246*pi,2.802005562688673*pi,0.5442967434133325*pi) q[0];\nu3(3.6171533347928193*pi,2.770181647606133*pi,0.7509524012624783*pi) q[1];\nu3(3.950248695122513*pi,-0.0030417538798320765*pi,3.0506907696034204*pi) q[2];\nu3(3.532738736199015*pi,2.166041670730758*pi,3.3349413847203957*pi) q[3];\nu3(3.5855597068254736*pi,3.0914773272983256*pi,3.9905959464411196*pi) q[4];\nu3(3.3619114790231786*pi,2.9613599674254205*pi,0.9235687636149104*pi) q[5];\nu3(3.635216228553691*pi,2.3366286485996977*pi,0.7925811731421397*pi) q[6];\nu3(3.619102564209299*pi,0.15926017084767585*pi,2.255091259339095*pi) q[7];\nu3(3.253071076105401*pi,2.6951779461761776*pi,1.8721220493387705*pi) q[8];\nu3(3.162386107856676*pi,2.5939018884136704*pi,3.3652129015316765*pi) q[9];\nu3(3.6824814800974344*pi,3.331616741160002*pi,3.1844133599507005*pi) q[10];\nu3(3.8147863661510404*pi,2.2700888036833238*pi,3.811953841975141*pi) q[11];\nu3(3.446374249496797*pi,1.4774489929201322*pi,1.7089177865388507*pi) q[12];\nu3(3.7961197544040175*pi,3.0906903636706256*pi,3.39632627981237*pi) q[13];\nu3(3.506990754478811*pi,2.1689389330059456*pi,3.887445738732943*pi) q[14];\nRxxyyzz(0.2961115585366325*pi,0.19832291073440533*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.4140412071494807*pi,0.210700397173609*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.4108942580428536*pi,0.37867319607640093*pi,0.08682334122081192*pi) q[2],q[10];\nRxxyyzz(0.45707082603303006*pi,0.22568792798377724*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.21729765687258998*pi,0.15725495170763626*pi,0.0704881697064752*pi) q[5],q[12];\nRxxyyzz(0.44758167363336027*pi,0.3287892813513339*pi,3.870895032430861*pi) q[7],q[11];\nRxxyyzz(0.43107701947236*pi,0.15782612914658903*pi,0.10408266033408266*pi) q[8],q[14];\nu3(3.4444722430168344*pi,-0.09484058291815844*pi,3.6042394496445187*pi) q[0];\nu3(3.4040821364883875*pi,-0.43265268939356594*pi,3.9051666832030465*pi) q[1];\nu3(3.574802626455544*pi,2.4211702407881166*pi,2.281074773349372*pi) q[2];\nu3(3.576991585354172*pi,2.903121535276015*pi,1.556768385434777*pi) q[3];\nu3(3.7139765246970122*pi,-0.16604163463402355*pi,0.751881064867349*pi) q[4];\nu3(3.3174432455440206*pi,0.6796183522639696*pi,1.2131763542662992*pi) q[5];\nu3(3.4717879636801126*pi,1.9785537578643804*pi,1.2191709327752784*pi) q[6];\nu3(3.418553692257311*pi,3.039206603244343*pi,1.004481418367969*pi) q[7];\nu3(3.248949873363052*pi,2.330793555681087*pi,4.137873944749961*pi) q[8];\nu3(3.37883486712638*pi,-0.3585274883951519*pi,3.7548556405326154*pi) q[9];\nu3(3.4791299310471806*pi,1.9057969978352634*pi,1.7210802847025621*pi) q[10];\nu3(3.2194735646506287*pi,0.8000185674371756*pi,0.854164581696994*pi) q[11];\nu3(3.7840962863689644*pi,-0.292245533479245*pi,1.3471127035715451*pi) q[12];\nu3(3.8688147372672077*pi,2.4196128595280033*pi,3.0096366522389952*pi) q[14];\nRxxyyzz(0.45854462299998*pi,0.33755390095429055*pi,0.06523034312896533*pi) q[4],q[1];\nRxxyyzz(0.4120871117441105*pi,0.3516052474860061*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.29742889724656957*pi,0.13036782679533854*pi,0.07079586641204916*pi) q[9],q[5];\nRxxyyzz(0.38256704865307*pi,0.2249575064107293*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.27024701046160016*pi,0.15186985818071141*pi,3.93206082634849*pi) q[12],q[14];\nu3(3.934800648734712*pi,3.2691360397901343*pi,1.738829682661084*pi) q[1];\nu3(3.50770596067896*pi,2.922942565734294*pi,4.212042980791038*pi) q[3];\nu3(3.5724971080070858*pi,3.465110148089826*pi,2.0128757656986043*pi) q[4];\nu3(3.3809101050469743*pi,3.3247508272163726*pi,1.3989950606490993*pi) q[5];\nu3(3.1785532603247018*pi,0.4789155024841325*pi,0.6758948072822715*pi) q[7];\nu3(3.854512474670591*pi,-0.3850694197460125*pi,1.1264357751782494*pi) q[8];\nu3(3.719080082681081*pi,2.680724642794991*pi,4.195556570073036*pi) q[9];\nu3(3.6845280010250177*pi,0.9973661261502857*pi,1.2087129078863776*pi) q[12];\nu3(3.35024974939583*pi,3.424039583928498*pi,0.5983539922329771*pi) q[13];\nu3(3.1848326241731977*pi,3.2744691547557245*pi,1.1520616754154762*pi) q[14];\nRxxyyzz(0.41390108587623997*pi,0.18768997292572046*pi,0.05137621219370665*pi) q[5],q[1];\nRxxyyzz(0.4728388214928*pi,0.2134246365361454*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.4721221048690799*pi,0.15532104035807814*pi,0.0*pi) q[6],q[3];\nRxxyyzz(0.43793614714491025*pi,0.1548315317472534*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.42711996554708*pi,0.21944563129186645*pi,0.0*pi) q[8],q[7];\nRxxyyzz(0.24147464758556011*pi,0.13874773019913267*pi,3.944834707970779*pi) q[9],q[10];\nRxxyyzz(0.36619320528520005*pi,0.3156101538623232*pi,3.9555979369708094*pi) q[12],q[13];\nu3(3.765284678802204*pi,2.588208699798534*pi,1.216774618526074*pi) q[1];\nu3(3.1506957178513364*pi,0.0995076889595976*pi,1.1518670389884575*pi) q[2];\nu3(3.3902340416765657*pi,2.8815306362797646*pi,4.345144771565886*pi) q[3];\nu3(3.1162062792878107*pi,0.35944381729156216*pi,0.9834025127846815*pi) q[4];\nu3(3.4815586277455632*pi,0.8326122478981421*pi,0.8067238222300669*pi) q[5];\nu3(3.3001349219212393*pi,-0.07427406341872222*pi,0.5792386071993016*pi) q[6];\nu3(3.522661510349578*pi,0.0839443257018273*pi,0.8311395520153226*pi) q[7];\nu3(3.9096249818516875*pi,0.18757918767670256*pi,0.8848301152071232*pi) q[8];\nu3(3.737477039797571*pi,2.808996846242101*pi,1.8401401673450044*pi) q[9];\nu3(3.4632853767391363*pi,1.253002448510002*pi,1.6225395580575976*pi) q[10];\nu3(3.7328902154871217*pi,0.7086634632936837*pi,1.422297762441405*pi) q[11];\nu3(3.6603483821071596*pi,2.266535327538852*pi,1.1385880504693087*pi) q[12];\nu3(3.230672052509122*pi,0.874490537968369*pi,1.408655856724506*pi) q[13];\nu3(3.6742903198714636*pi,2.33260049526616*pi,1.8353080207745347*pi) q[14];\nRxxyyzz(0.48830693807454684*pi,0.2688294536294631*pi,0.0*pi) q[9],q[0];\nRxxyyzz(0.4505248566040194*pi,0.3700857124511394*pi,3.8754653465728506*pi) q[1],q[11];\nRxxyyzz(0.37853929640836004*pi,0.20883745473441806*pi,0.0*pi) q[2],q[3];\nRxxyyzz(0.3438103211804341*pi,0.29121284423275473*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.41822393404463*pi,0.2893593659568179*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.34849799815822*pi,0.13813527328693398*pi,0.0*pi) q[8],q[13];\nRxxyyzz(0.44721404681264065*pi,0.36152436349584094*pi,3.924368271794151*pi) q[10],q[12];\nu3(3.800147820702943*pi,2.3795973053253414*pi,1.3461533525812215*pi) q[0];\nu3(3.3728486443781907*pi,0.20548795754446747*pi,1.39213920510837*pi) q[1];\nu3(3.3390497787709816*pi,1.1835788045647093*pi,1.1871022068322714*pi) q[2];\nu3(3.4867845890205102*pi,-0.3368127342824784*pi,3.983692528639395*pi) q[3];\nu3(3.2604573491749544*pi,3.4004385717431838*pi,1.199548923884966*pi) q[4];\nu3(3.5845891206633933*pi,2.7270364739999517*pi,0.5412223277672168*pi) q[6];\nu3(3.831989536925159*pi,-0.2840569455090689*pi,1.322385777957677*pi) q[7];\nu3(3.2709843097061904*pi,2.0700360049483173*pi,1.522187257343299*pi) q[8];\nu3(3.9286979406933176*pi,3.1322820588320655*pi,4.258633429402118*pi) q[9];\nu3(3.296096902370997*pi,0.06867204127588689*pi,2.1937168802430658*pi) q[10];\nu3(3.513982700318756*pi,1.2510253144717463*pi,1.649493716228521*pi) q[11];\nu3(3.749560268884866*pi,3.3943211264475455*pi,1.1315562068435019*pi) q[12];\nu3(3.39945761609967*pi,0.933382644974917*pi,0.9893649900007029*pi) q[13];\nu3(3.426651026646526*pi,0.6917061184123057*pi,1.2883478940557627*pi) q[14];\nRxxyyzz(0.4071804009012693*pi,0.09958267207431093*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.28833220044881985*pi,0.19223798600230202*pi,3.914297857927961*pi) q[7],q[1];\nRxxyyzz(0.41983048634638986*pi,0.20243250111380995*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.4012836099518301*pi,0.1684105587709559*pi,0.0*pi) q[5],q[3];\nRxxyyzz(0.39524565383429944*pi,0.22270398695754695*pi,3.8709038759313206*pi) q[6],q[12];\nRxxyyzz(0.39787942914061963*pi,0.26100617067444004*pi,0.09436027878691607*pi) q[9],q[10];\nu3(3.0996250499050673*pi,3.3619838810254956*pi,0.6599181685581297*pi) q[0];\nu3(3.850670863871312*pi,3.4936289963890825*pi,1.4881241944337504*pi) q[1];\nu3(3.4047886289845763*pi,-0.0660560434604891*pi,2.13997891733126*pi) q[2];\nu3(3.2716058234774037*pi,2.659957731218019*pi,2.178751104342422*pi) q[3];\nu3(3.4673780656655615*pi,1.933514294994263*pi,1.6515891458986913*pi) q[5];\nu3(3.4627173695377453*pi,0.6283277943238803*pi,1.8343235800103148*pi) q[6];\nu3(3.4539838453024014*pi,0.24979865383269673*pi,4.219903349614832*pi) q[7];\nu3(3.59177337873211*pi,0.09879930726821218*pi,3.807292426912857*pi) q[9];\nu3(3.3787274899630764*pi,2.11278230032712*pi,0.5519196996683212*pi) q[10];\nu3(3.5434119099259607*pi,2.5685095191012817*pi,0.9158050058126574*pi) q[11];\nu3(3.5504899260980327*pi,2.805594504017826*pi,1.4233835389031941*pi) q[12];\nu3(3.392887820505864*pi,3.416848124458207*pi,4.299032384966561*pi) q[13];\nRxxyyzz(0.33259123260348966*pi,0.1966734611156854*pi,0.0*pi) q[11],q[0];\nRxxyyzz(0.40595438974828346*pi,0.3286126513407287*pi,0.0*pi) q[9],q[1];\nRxxyyzz(0.4263558931485898*pi,0.2061907231610327*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.3847673696363014*pi,0.16324922050025947*pi,0.0*pi) q[6],q[4];\nRxxyyzz(0.4036468932466501*pi,0.2460906281905943*pi,3.9140239762518405*pi) q[13],q[5];\nRxxyyzz(0.31508364118398025*pi,0.21838218717209212*pi,0.04018706949322315*pi) q[8],q[7];\nRxxyyzz(0.43070318781379946*pi,0.26693675184389454*pi,3.882177526560641*pi) q[14],q[10];\nu3(3.2634005196689717*pi,2.142529579695716*pi,1.9065152163852013*pi) q[0];\nu3(3.4334643318921767*pi,-0.4843671824751318*pi,0.7678013390543172*pi) q[1];\nu3(3.4582261571817736*pi,0.8254395390821396*pi,1.5861705824101788*pi) q[2];\nu3(3.6379355091531096*pi,-0.3833673965321728*pi,2.0945712378007393*pi) q[4];\nu3(3.9057001923759422*pi,2.63750340139733*pi,1.5728349842774492*pi) q[5];\nu3(3.4918391468604355*pi,1.2096238094432106*pi,1.2388446495403582*pi) q[6];\nu3(3.682536783547238*pi,3.4773481963453*pi,0.8459044445049786*pi) q[7];\nu3(3.1425707278678066*pi,-0.22911277999119967*pi,3.953262319663274*pi) q[8];\nu3(3.734516332733714*pi,0.9656533812171373*pi,1.575645118893191*pi) q[9];\nu3(3.51415516754133*pi,0.4560902545168166*pi,1.43586165699167*pi) q[10];\nu3(3.6862673917597792*pi,1.2158434665254427*pi,2.101721203808869*pi) q[11];\nu3(3.4876851755987817*pi,0.0680157069801155*pi,4.49960011117485*pi) q[12];\nu3(3.7853630788229*pi,-0.48633437410216646*pi,2.3766518164226014*pi) q[13];\nu3(3.093973207155406*pi,2.96528250991105*pi,1.3937854861532135*pi) q[14];\nRxxyyzz(0.39475740848524016*pi,0.25392288714323696*pi,3.8670962983185806*pi) q[14],q[0];\nRxxyyzz(0.37535193699827957*pi,0.2848232411590801*pi,0.07405552808841699*pi) q[2],q[7];\nRxxyyzz(0.3230163066426696*pi,0.1819727738740946*pi,0.06505132717575357*pi) q[3],q[11];\nRxxyyzz(0.40532598102403*pi,0.251178526584417*pi,0.048830358598255644*pi) q[8],q[5];\nRxxyyzz(0.41836444549671026*pi,0.3491345303400859*pi,0.0*pi) q[12],q[6];\nRxxyyzz(0.41308063149894103*pi,0.3870836219565576*pi,0.0*pi) q[13],q[10];\nu3(3.516147655064036*pi,2.6128209019399264*pi,1.2524755743812173*pi) q[0];\nu3(3.6166104847523304*pi,3.4908069974430544*pi,1.2072003786411099*pi) q[2];\nu3(3.3795684558816164*pi,-0.07463908743953374*pi,4.434741978533644*pi) q[3];\nu3(3.8062916938658233*pi,0.131291466321782*pi,3.602938992688155*pi) q[5];\nu3(3.799472632979839*pi,3.1112024946817334*pi,1.089508091091826*pi) q[6];\nu3(3.814536990587606*pi,0.4771689683409214*pi,1.338893030101652*pi) q[7];\nu3(3.812427826123992*pi,0.5512021421294964*pi,3.9456201732411422*pi) q[8];\nu3(3.238043382363616*pi,0.562860918831722*pi,0.8730599828834118*pi) q[10];\nu3(3.8019419699226527*pi,-0.0630645974792699*pi,1.7794348570171425*pi) q[11];\nu3(3.4844368808060757*pi,2.842448945072979*pi,1.0873386008620884*pi) q[12];\nu3(3.3543753512317*pi,-0.49099147516279396*pi,1.7004476546276712*pi) q[13];\nu3(3.569715019416317*pi,1.2006773772790318*pi,2.3025487639748543*pi) q[14];\nRxxyyzz(0.4445544647253996*pi,0.3695550085246523*pi,0.0*pi) q[7],q[0];\nRxxyyzz(0.4035449439814701*pi,0.22113766770343446*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.40970803850331955*pi,0.25776727415584455*pi,3.9556065972080905*pi) q[10],q[2];\nRxxyyzz(0.3303977058226195*pi,0.14141275794860064*pi,0.0*pi) q[14],q[3];\nRxxyyzz(0.42715511209285006*pi,0.18431889256905487*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.3378371419641998*pi,0.21648280069603631*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.46485231814436034*pi,0.153482558235853*pi,0.0*pi) q[8],q[9];\nu3(3.340593292098689*pi,-0.16630610767214793*pi,0.7064716735361805*pi) q[0];\nu3(3.5610657617362294*pi,2.383227615231446*pi,1.239968837475256*pi) q[1];\nu3(3.096713813973909*pi,0.6040647910171688*pi,2.190636325987785*pi) q[2];\nu3(3.3659805402870093*pi,2.2182395696361774*pi,2.1966941386932857*pi) q[3];\nu3(3.3459703802982337*pi,1.2628227085210413*pi,1.4920746385557795*pi) q[4];\nu3(3.5805064639115525*pi,0.8975199944476424*pi,4.3013060716403055*pi) q[5];\nu3(3.7130565160415987*pi,1.1169773005277075*pi,0.7548122405675146*pi) q[6];\nu3(3.4000705487900005*pi,1.042332234339451*pi,0.6194139179632087*pi) q[7];\nu3(3.240710331134088*pi,0.01742066175611534*pi,0.5975012568423113*pi) q[8];\nu3(3.0880249686890746*pi,3.3792060113044142*pi,4.063970302893281*pi) q[9];\nu3(3.6462038624376683*pi,1.1130635828391888*pi,1.9611605910447096*pi) q[10];\nu3(3.4831846814270175*pi,2.6820734537080475*pi,0.6024696739448429*pi) q[11];\nu3(3.857180403223861*pi,3.3733534344959586*pi,2.0848225618375213*pi) q[13];\nu3(3.7256610022685726*pi,-0.28475887288249413*pi,0.8166698931746535*pi) q[14];\nRxxyyzz(0.4413309032011997*pi,0.15139648591267563*pi,0.0*pi) q[3],q[0];\nRxxyyzz(0.47759377233025957*pi,0.08167517423007797*pi,0.0*pi) q[14],q[1];\nRxxyyzz(0.3778250469142401*pi,0.22673940588190072*pi,3.8857828522564795*pi) q[2],q[11];\nRxxyyzz(0.29567152230397964*pi,0.20955951584833343*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.31255327246647013*pi,0.11865535269635619*pi,0.0*pi) q[9],q[6];\nRxxyyzz(0.43395814267235*pi,0.39040394761425556*pi,0.0*pi) q[8],q[7];\nRxxyyzz(0.4160647547909806*pi,0.23377848596865025*pi,0.0*pi) q[13],q[12];\nu3(3.397760270446511*pi,0.6054462719364941*pi,0.6061473152180562*pi) q[0];\nu3(3.5548280906245338*pi,3.3921992767720943*pi,4.194379261397162*pi) q[1];\nu3(3.451147796708327*pi,3.3411638113131645*pi,0.9209147987344544*pi) q[2];\nu3(3.776514056125475*pi,2.9719821071760806*pi,4.185202769741609*pi) q[3];\nu3(3.4869276332248047*pi,3.0690076724610282*pi,4.328250926298957*pi) q[4];\nu3(3.0419013677153095*pi,1.0729308189430404*pi,0.6331555133210874*pi) q[6];\nu3(3.691020911807129*pi,3.0793452251373647*pi,3.3960524618155024*pi) q[7];\nu3(3.1179346395989067*pi,-0.4694994826402161*pi,2.258545246259157*pi) q[8];\nu3(3.329332090824156*pi,3.4762361465430462*pi,1.6703310552868036*pi) q[9];\nu3(3.5338294827587924*pi,0.253992503533913*pi,1.412675142641091*pi) q[10];\nu3(3.3493434912114415*pi,-0.4191377467814785*pi,0.8276371472904709*pi) q[11];\nu3(3.3750552308136643*pi,3.1498156661378776*pi,0.8091298412916437*pi) q[12];\nu3(3.494396100211732*pi,-0.17868188327487033*pi,0.8975098770600098*pi) q[13];\nu3(3.1259550164239496*pi,2.761954079087793*pi,0.6023001829482902*pi) q[14];\nRxxyyzz(0.439207281433006*pi,0.25250428468622754*pi,0.056909063624068244*pi) q[0],q[13];\nRxxyyzz(0.3790272187549099*pi,0.30809328853170836*pi,3.90677964122164*pi) q[9],q[1];\nRxxyyzz(0.42138354462369015*pi,0.29473363525129426*pi,3.82694757080613*pi) q[8],q[3];\nRxxyyzz(0.4580722353716646*pi,0.15833492758644274*pi,3.8835669949976492*pi) q[5],q[11];\nRxxyyzz(0.35049342797996547*pi,0.24680186683728067*pi,0.0403297632718953*pi) q[14],q[6];\nRxxyyzz(0.47850617970629006*pi,0.28438800966567046*pi,0.0*pi) q[7],q[12];\nu3(3.8691185587049346*pi,3.296234527700881*pi,1.6357835276752652*pi) q[0];\nu3(3.222482570752218*pi,2.8005396183124667*pi,1.2856361970801449*pi) q[1];\nu3(3.086040076201606*pi,3.3440050481284933*pi,1.7838525598797177*pi) q[3];\nu3(3.8313380564688178*pi,0.6298425928133093*pi,1.2140369268061755*pi) q[5];\nu3(3.1733795880812363*pi,2.1259019519781757*pi,4.1112646398213535*pi) q[6];\nu3(3.670386107742883*pi,0.5506534674425705*pi,2.2557932797813174*pi) q[7];\nu3(3.0874061554495276*pi,3.4444049711307634*pi,0.9177278770818429*pi) q[8];\nu3(3.127209706721734*pi,1.6053264213610552*pi,2.4403393691031416*pi) q[9];\nu3(3.2846759069497877*pi,2.97445423988066*pi,1.1671829186770055*pi) q[11];\nu3(3.249876256205084*pi,0.025315842116005793*pi,0.9422270644334605*pi) q[12];\nu3(3.219260778189056*pi,1.6861079569156976*pi,0.5369302271958682*pi) q[13];\nu3(3.823397855265118*pi,2.709907245464572*pi,1.5645900271947544*pi) q[14];\nRxxyyzz(0.4616361834639201*pi,0.21924254659988884*pi,0.0*pi) q[7],q[1];\nRxxyyzz(0.4325350778102699*pi,0.3647592147532308*pi,3.939860646803849*pi) q[2],q[8];\nRxxyyzz(0.45908123526934996*pi,0.24674073295307153*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.3822829790076998*pi,0.12209073876742782*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.41134891870878587*pi,0.25501209726610785*pi,0.0*pi) q[10],q[5];\nRxxyyzz(0.3468711994399799*pi,0.2779229442338167*pi,0.05413979820210635*pi) q[11],q[13];\nu3(3.1819048127501794*pi,3.1273206493971637*pi,4.053528276489454*pi) q[1];\nu3(3.9211993062665784*pi,2.579292188685754*pi,1.5392870828163918*pi) q[2];\nu3(3.3012544490346065*pi,2.88600545594739*pi,0.7092556682317053*pi) q[3];\nu3(3.4201942605573334*pi,2.165319354071399*pi,1.8329846423683107*pi) q[4];\nu3(3.4021891480043163*pi,2.2581915251510205*pi,1.4984785933524107*pi) q[5];\nu3(3.5537094990717666*pi,2.3457679253566925*pi,2.057218183997614*pi) q[7];\nu3(3.542333734692627*pi,-0.41963888845698727*pi,0.585229899455781*pi) q[8];\nu3(3.6211179324503653*pi,0.4222656021682756*pi,1.3290227277814226*pi) q[9];\nu3(3.3776936033162253*pi,-0.45869149649490715*pi,2.4584959182183432*pi) q[10];\nu3(3.589240259243788*pi,0.1387981111850619*pi,4.478027159445963*pi) q[11];\nu3(3.0736063306508115*pi,-0.23197977688188265*pi,3.9754060263958912*pi) q[12];\nu3(3.341633861198286*pi,3.4893278369516985*pi,1.3690058306412316*pi) q[13];\nRxxyyzz(0.43827991618188994*pi,0.26601632648762197*pi,3.920489955338681*pi) q[0],q[7];\nRxxyyzz(0.39094089720715985*pi,0.23580295921469402*pi,3.9483550708131503*pi) q[11],q[1];\nRxxyyzz(0.43928556505434024*pi,0.20113070834891222*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.42642398270468*pi,0.28630754166932754*pi,0.05067885122902457*pi) q[9],q[3];\nRxxyyzz(0.38605058142668014*pi,0.27152643766464846*pi,0.0*pi) q[8],q[4];\nRxxyyzz(0.44508561017812065*pi,0.14243092331505403*pi,0.0*pi) q[14],q[12];\nu3(3.3116098038324373*pi,2.636214741300708*pi,1.971500772469386*pi) q[0];\nu3(3.6344568384674467*pi,-0.33983733905555447*pi,2.2958361826208122*pi) q[1];\nu3(3.4593791886123633*pi,2.683521958535189*pi,0.5457103841319384*pi) q[2];\nu3(3.7185506116936247*pi,0.038641344758730156*pi,4.405437791374836*pi) q[3];\nu3(3.56673157349698*pi,0.7043589100516505*pi,1.0065926746033869*pi) q[4];\nu3(3.2502177293436993*pi,0.6405519756824232*pi,2.3468597340351267*pi) q[6];\nu3(3.3915970091247183*pi,0.2786829956435266*pi,1.5333931095916453*pi) q[7];\nu3(3.7177167982419195*pi,-0.44923331780103926*pi,1.917249607816156*pi) q[8];\nu3(3.6553412270975794*pi,2.7868013364641095*pi,3.842061256014842*pi) q[9];\nu3(3.2682469760391575*pi,0.21685142887008202*pi,1.4066248730585398*pi) q[11];\nu3(3.3594822833964813*pi,2.9100495876337558*pi,4.3504069391319495*pi) q[12];\nu3(3.4069543029101617*pi,0.26486575622461994*pi,2.2025433462305197*pi) q[14];\nRxxyyzz(0.43997603225306037*pi,0.30950667286813843*pi,3.9120234582833504*pi) q[9],q[0];\nRxxyyzz(0.32612977361217044*pi,0.18332151878752478*pi,3.93115468822234*pi) q[5],q[3];\nRxxyyzz(0.4374765714655703*pi,0.2973258896884401*pi,0.0*pi) q[10],q[4];\nRxxyyzz(0.4379167078589896*pi,0.37571374128206436*pi,0.05810378220449497*pi) q[14],q[6];\nRxxyyzz(0.2788326290198502*pi,0.186491888328718*pi,0.0*pi) q[13],q[7];\nRxxyyzz(0.38579344459983045*pi,0.23164022850496402*pi,0.0*pi) q[8],q[12];\nu3(3.4800133653970136*pi,0.43867444457186033*pi,1.9355101032951083*pi) q[0];\nu3(3.840652886634402*pi,1.1336017919502939*pi,1.5782579473664615*pi) q[3];\nu3(3.4260618866213726*pi,3.017919057108908*pi,1.1682336228358006*pi) q[4];\nu3(3.1697079019793315*pi,-0.30285759964976977*pi,3.6463343669790094*pi) q[5];\nu3(3.4521774900892375*pi,3.0718379678163306*pi,3.745447068660616*pi) q[6];\nu3(3.5883772819325586*pi,1.7903158966080874*pi,1.333283245550919*pi) q[7];\nu3(3.5517990648140563*pi,0.049720461620444856*pi,2.4619445237694517*pi) q[8];\nu3(3.729527936717958*pi,0.05708088414735102*pi,2.1598392937100037*pi) q[9];\nu3(3.6226093661177763*pi,3.172214996511855*pi,0.9005417804979428*pi) q[10];\nu3(3.6688020236473*pi,0.21958605944293486*pi,2.2876835272657825*pi) q[12];\nu3(3.3656974886683804*pi,0.5089609825836676*pi,1.1320993355717242*pi) q[13];\nu3(3.5087004565095175*pi,1.0279792588852115*pi,1.767012818488819*pi) q[14];\nRxxyyzz(0.39097457581390227*pi,0.20935843822952194*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.3596445002905799*pi,0.20921111870772258*pi,0.0*pi) q[6],q[1];\nRxxyyzz(0.33733789430417976*pi,0.2077584179792762*pi,0.07993801176953186*pi) q[2],q[4];\nRxxyyzz(0.41643896173426015*pi,0.33063584574200405*pi,3.8924752434142302*pi) q[3],q[11];\nRxxyyzz(0.4511502688985796*pi,0.3374434931134992*pi,3.954268841671811*pi) q[5],q[10];\nRxxyyzz(0.4430258456331305*pi,0.2956147473734746*pi,0.0*pi) q[12],q[7];\nRxxyyzz(0.4062841103391488*pi,0.22105385493658503*pi,0.0*pi) q[13],q[8];\nu3(3.670866091306156*pi,2.9647755263938746*pi,1.7755812060776588*pi) q[0];\nu3(3.397734411589411*pi,3.184770182690659*pi,1.142547866336691*pi) q[1];\nu3(3.517896779034121*pi,1.9833288479581328*pi,1.0233615248342423*pi) q[2];\nu3(3.320299663091978*pi,0.7874693565031985*pi,0.6912395900741952*pi) q[3];\nu3(3.2390528328668937*pi,-0.33178218466990816*pi,4.173712168121651*pi) q[4];\nu3(3.3820876663864743*pi,0.4185405962927985*pi,1.19361988367309*pi) q[5];\nu3(3.3792335590128384*pi,3.2319055510461343*pi,1.4660542481188066*pi) q[6];\nu3(3.6803686724581124*pi,0.6145012948050679*pi,1.703381417782649*pi) q[7];\nu3(3.4140408140117255*pi,0.28110901511762265*pi,2.4704248733511105*pi) q[8];\nu3(3.767412094855992*pi,-0.4713486790368724*pi,2.0265047676086296*pi) q[10];\nu3(3.4286986046607355*pi,-0.4879087915772669*pi,1.1009523012406044*pi) q[11];\nu3(3.68328395974419*pi,2.5240263311883555*pi,1.3769114969335785*pi) q[12];\nu3(3.713383830060335*pi,0.7583327476912571*pi,1.9074523503322922*pi) q[13];\nu3(3.846327947270976*pi,0.4322599886828946*pi,1.7972802845396247*pi) q[14];\nmeasure q[5] -> c[1];\nRxxyyzz(0.3833991982135345*pi,0.2165669299193702*pi,0.0*pi) q[10],q[0];\nRxxyyzz(0.41205959356949007*pi,0.27284512730652377*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.4267615633405601*pi,0.2544954702856393*pi,3.923162580589791*pi) q[2],q[11];\nRxxyyzz(0.4277709945094701*pi,0.3321045104597853*pi,0.10140727165415596*pi) q[3],q[7];\nRxxyyzz(0.49050729362438006*pi,0.11976277020050041*pi,0.0*pi) q[9],q[4];\nRxxyyzz(0.43511995621020993*pi,0.14913924636313258*pi,0.0*pi) q[8],q[6];\nRxxyyzz(0.4168476199062998*pi,0.31678363012222593*pi,3.7862172277311004*pi) q[12],q[14];\nu3(3.6201016596068833*pi,-0.21668306902235113*pi,1.6015452778873263*pi) q[0];\nu3(3.3831779905281185*pi,-0.36537352586075755*pi,4.082280569817886*pi) q[1];\nu3(3.547715207595327*pi,0.7014697523868623*pi,1.1595503658541244*pi) q[2];\nu3(3.4501511565557355*pi,-0.3753441670832838*pi,4.270106173438747*pi) q[3];\nu3(3.744611447664425*pi,-0.2414167660555096*pi,2.4899238376464448*pi) q[4];\nu3(3.820773479802226*pi,0.9711855138069008*pi,2.2522387790112166*pi) q[6];\nu3(3.812653619176301*pi,3.3176048669493623*pi,1.9417429769375687*pi) q[7];\nu3(3.589732869821585*pi,0.1440194818245315*pi,4.310296501626473*pi) q[8];\nu3(3.540325838358827*pi,-0.3259599946907028*pi,2.4371813631730586*pi) q[9];\nu3(3.964753569512452*pi,2.6960588843220448*pi,0.645409572560415*pi) q[10];\nu3(3.7023424345817006*pi,2.952341405656211*pi,1.9791692871426223*pi) q[11];\nu3(3.3883874515536814*pi,0.22935613675769817*pi,1.4909517421468457*pi) q[12];\nu3(3.2274216623722225*pi,0.8249761447506141*pi,2.260984375712972*pi) q[13];\nu3(3.608875646511483*pi,1.987844642433541*pi,2.4245670734221036*pi) q[14];\nmeasure q[9] -> c[0];\nmeasure q[2] -> c[2];\nmeasure q[12] -> c[3];\nmeasure q[3] -> c[4];\nmeasure q[0] -> c[5];\nmeasure q[11] -> c[6];\nmeasure q[14] -> c[7];\nmeasure q[10] -> c[8];\nmeasure q[4] -> c[9];\nmeasure q[8] -> c[10];\nmeasure q[7] -> c[11];\nmeasure q[6] -> c[12];\nmeasure q[1] -> c[13];\nmeasure q[13] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.362450439254464*pi,2.3608478968623965*pi,2.329970998528386*pi) q[0];\nu3(3.7662783728640754*pi,-0.41596424176723906*pi,4.013472290846906*pi) q[1];\nu3(3.6601017738614976*pi,3.4459760150325707*pi,2.142211380654955*pi) q[2];\nu3(3.826781944884301*pi,0.30937937907125135*pi,2.293020315108287*pi) q[3];\nu3(3.3152914587756173*pi,2.172019384952951*pi,1.9423937503612754*pi) q[4];\nu3(3.5315928718807124*pi,0.2539709937425586*pi,3.455235118953939*pi) q[5];\nu3(3.2727488032137146*pi,3.0808091723675197*pi,3.748557744414843*pi) q[6];\nu3(3.482389139693046*pi,3.2083816345553466*pi,2.657701496160435*pi) q[7];\nu3(3.723363844243807*pi,-0.36092221181473805*pi,1.477154683495257*pi) q[8];\nu3(3.4311104204510747*pi,1.5146665316115495*pi,3.6935247537262796*pi) q[9];\nu3(3.4974123463203375*pi,-0.3581766869186119*pi,2.8562500146393903*pi) q[10];\nu3(3.207496701662515*pi,-0.34610227425739293*pi,1.9193571405465186*pi) q[11];\nu3(3.388921344519897*pi,2.338237158018707*pi,3.7761449367961157*pi) q[12];\nu3(3.4596943087064416*pi,2.0772340505222413*pi,3.0153381026186232*pi) q[13];\nu3(3.922602451682676*pi,-0.3387430829833372*pi,1.6510771787237053*pi) q[14];\nRxxyyzz(0.4319088572657802*pi,0.2001559636669158*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.3827845688729795*pi,0.22033458023514174*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.42441495234972004*pi,0.23279199308576115*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.2848181555038499*pi,0.22145360298227024*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.37461939532343014*pi,0.2358202448753077*pi,3.922474350084249*pi) q[6],q[10];\nRxxyyzz(0.4418765905513503*pi,0.3347292238298335*pi,0.10885396852223093*pi) q[8],q[14];\nRxxyyzz(0.38687954001848956*pi,0.23043497997540646*pi,3.91405402211206*pi) q[11],q[13];\nu3(3.7004515115742302*pi,-0.2260138344379281*pi,0.8055055708031995*pi) q[0];\nu3(3.630058912099925*pi,0.6969978235850409*pi,1.7618637703077387*pi) q[1];\nu3(3.398882694682274*pi,0.07054105186923965*pi,1.842577969268027*pi) q[3];\nu3(3.5767466601072444*pi,-0.17790978680368624*pi,2.498993774113911*pi) q[4];\nu3(3.3228147699314543*pi,-0.09832314351060589*pi,2.442081293151025*pi) q[5];\nu3(3.602695299431833*pi,-0.4871189053520092*pi,0.6199261171912989*pi) q[6];\nu3(3.579779654249057*pi,3.46958100851075*pi,4.139428602217662*pi) q[7];\nu3(3.7576910838401045*pi,-0.1955445541718941*pi,1.7263456631610599*pi) q[8];\nu3(3.381569866461513*pi,3.4418390684819746*pi,3.864101612605778*pi) q[9];\nu3(3.742760335247612*pi,-0.3877233608178987*pi,2.019278986906321*pi) q[10];\nu3(3.8542313720039023*pi,2.6688738663628406*pi,1.340258615289136*pi) q[11];\nu3(3.368358788133131*pi,3.4265681477699403*pi,1.2065203337510835*pi) q[12];\nu3(3.4449054558105883*pi,2.114762834049662*pi,1.2294194411725183*pi) q[13];\nu3(3.2500522350063044*pi,2.1454283188044734*pi,1.0646660996784458*pi) q[14];\nRxxyyzz(0.31456409355243*pi,0.16773001081248395*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.4150160256320803*pi,0.2938674150329898*pi,0.07788265618389799*pi) q[1],q[14];\nRxxyyzz(0.3541158982117598*pi,0.14948176955372938*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.4153451257624502*pi,0.3213326616963803*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.4174217449433799*pi,0.1884147975458781*pi,0.0*pi) q[4],q[6];\nRxxyyzz(0.32554227698508054*pi,0.294521128367353*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.36826675058185004*pi,0.30057720418664935*pi,3.953637359426161*pi) q[9],q[10];\nu3(3.3086795388890824*pi,2.4711283293378097*pi,2.004838180476844*pi) q[0];\nu3(3.335982262831661*pi,1.2768590375419748*pi,4.353757995204715*pi) q[1];\nu3(3.8022354450704774*pi,3.3190922608596045*pi,4.28991552758649*pi) q[2];\nu3(3.6585344658131733*pi,0.6251362465834069*pi,1.705168842908375*pi) q[3];\nu3(3.681105015387811*pi,0.17958077742561773*pi,2.0986858266036306*pi) q[4];\nu3(3.1273018179257672*pi,3.485601697639173*pi,1.9216107441718075*pi) q[5];\nu3(3.3481813694874796*pi,3.2388835588748823*pi,2.4578379909734496*pi) q[6];\nu3(3.4294153902572555*pi,-0.1572196745809834*pi,3.951683048458128*pi) q[8];\nu3(3.7925461273597443*pi,3.4831146382831593*pi,0.5343320285209847*pi) q[9];\nu3(3.6071823682385515*pi,-0.41659362818490087*pi,0.8632792757479457*pi) q[10];\nu3(3.088260876099305*pi,2.504858109667829*pi,1.4804234832634842*pi) q[11];\nu3(3.3599934959573976*pi,1.6576377504409647*pi,1.3801368980371653*pi) q[12];\nu3(3.2913685168067635*pi,0.671586253683409*pi,1.834257708777875*pi) q[13];\nu3(3.4449089525013283*pi,1.780409734975394*pi,0.5449037968365722*pi) q[14];\nRxxyyzz(0.45362907945622977*pi,0.2510398168094873*pi,3.82122311687481*pi) q[0],q[10];\nRxxyyzz(0.4606561333055038*pi,0.2602026191299728*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.3701023735616299*pi,0.27380183873739217*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.44691202899915*pi,0.23078627688604314*pi,3.8909375871438208*pi) q[5],q[4];\nRxxyyzz(0.44529899646219995*pi,0.24101999780767613*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.4355793701031113*pi,0.2671772561090622*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.3721753520525598*pi,0.25597766310121806*pi,0.0*pi) q[8],q[11];\nu3(3.098434839070395*pi,2.443322680279921*pi,0.9872073558039478*pi) q[0];\nu3(3.445457416692631*pi,3.4402732001646767*pi,1.2579692058965053*pi) q[1];\nu3(3.657515638547346*pi,0.14378366846967272*pi,4.328334838711732*pi) q[2];\nu3(3.5512688739841725*pi,0.10094531184247746*pi,4.432710153677769*pi) q[3];\nu3(3.61148674224206*pi,0.20631171577902196*pi,2.4054122718972146*pi) q[4];\nu3(3.5906052120476466*pi,0.7985043374369794*pi,1.8710106418427377*pi) q[5];\nu3(3.6826912666518377*pi,0.5880165686852747*pi,0.7496375057888875*pi) q[6];\nu3(3.5093616967408945*pi,0.3756266222271889*pi,0.738301403908028*pi) q[7];\nu3(3.778608152979193*pi,-0.2830660604082864*pi,0.9751284377894954*pi) q[8];\nu3(3.702954894730205*pi,-0.12313250043536139*pi,0.6277740468842947*pi) q[9];\nu3(3.6767738617118297*pi,1.765535947652976*pi,0.7377323477298687*pi) q[10];\nu3(3.760697478982768*pi,-0.006786479714157634*pi,0.6001300922975441*pi) q[11];\nu3(3.7020562359909217*pi,0.8295393548176655*pi,1.327071741615721*pi) q[12];\nu3(3.6797281331121825*pi,0.6454260334066706*pi,0.803984289161267*pi) q[14];\nRxxyyzz(0.36778809536036017*pi,0.27218662588007037*pi,0.17783889302894895*pi) q[0],q[8];\nRxxyyzz(0.44757996091622054*pi,0.3889264837931038*pi,0.0*pi) q[1],q[5];\nRxxyyzz(0.3908175301283494*pi,0.18829954477240918*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.38700009813576985*pi,0.040612255306134215*pi,0.0*pi) q[7],q[14];\nRxxyyzz(0.46098846897071966*pi,0.3060832953915029*pi,0.11370501067958971*pi) q[10],q[13];\nRxxyyzz(0.32817748085093745*pi,0.22050979392715597*pi,0.0*pi) q[12],q[11];\nu3(3.3107888911300134*pi,1.0626387972932148*pi,0.8489408359156724*pi) q[0];\nu3(3.7802878925295875*pi,-0.029486786055104464*pi,1.360059393331441*pi) q[1];\nu3(3.4010462940314934*pi,1.0064248112308167*pi,1.1457798389957072*pi) q[3];\nu3(3.334124454908748*pi,0.21011570048122086*pi,4.3945228198871815*pi) q[4];\nu3(3.335908262375627*pi,-0.44277328672692684*pi,0.6364546739192143*pi) q[5];\nu3(3.6802179190584834*pi,2.677068533961039*pi,1.221122089316032*pi) q[7];\nu3(3.47204638969356*pi,1.8013758441563734*pi,4.324992095023996*pi) q[8];\nu3(3.6981661754133586*pi,2.6734148926943275*pi,1.3414820254606519*pi) q[10];\nu3(3.341041149392999*pi,-0.01210609400064444*pi,0.649110129031354*pi) q[11];\nu3(3.2831031397798354*pi,0.06566373302769501*pi,1.829708704483016*pi) q[12];\nu3(3.775273735765498*pi,-0.1362324678676805*pi,3.007522294096882*pi) q[13];\nu3(3.194112771810136*pi,3.190897824949962*pi,0.7387322937447495*pi) q[14];\nRxxyyzz(0.4521718455774851*pi,0.18396272489989918*pi,0.09099236612503686*pi) q[0],q[14];\nRxxyyzz(0.45057694887165994*pi,0.22094086970726856*pi,0.08764284510023193*pi) q[1],q[8];\nRxxyyzz(0.41523428606745005*pi,0.2880759943393798*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.3646222015461711*pi,0.2138042786641109*pi,0.0*pi) q[5],q[4];\nRxxyyzz(0.36786964046858994*pi,0.05922506304271835*pi,0.0*pi) q[11],q[6];\nRxxyyzz(0.40653343215759047*pi,0.25376337058095755*pi,0.10785944930692891*pi) q[9],q[13];\nRxxyyzz(0.42217076442317986*pi,0.34541438134846836*pi,3.9256441205450194*pi) q[10],q[12];\nu3(3.6171935543758313*pi,-0.19575810152798895*pi,3.3975140403455177*pi) q[0];\nu3(3.4602907402991905*pi,0.3009558604636977*pi,1.1919798275370053*pi) q[1];\nu3(3.813406686746247*pi,3.186629676433901*pi,1.563565503958986*pi) q[3];\nu3(3.603179689067094*pi,0.23021498800964524*pi,4.060278567023477*pi) q[4];\nu3(3.2716776700672088*pi,0.10462678372932177*pi,1.7774102107005108*pi) q[5];\nu3(3.664830339517495*pi,0.12134141164129264*pi,4.4675132795345736*pi) q[6];\nu3(3.5545387475916455*pi,2.1348217036965673*pi,1.5900007910428353*pi) q[7];\nu3(3.3421199280000944*pi,-0.476396935927374*pi,2.282691895796889*pi) q[8];\nu3(3.7238651126391*pi,3.3258072408670256*pi,2.8118230088060927*pi) q[9];\nu3(3.3694269573178075*pi,0.40567134142991046*pi,0.751105416165224*pi) q[10];\nu3(3.701444077398472*pi,3.2094046954571325*pi,4.47318333082737*pi) q[11];\nu3(3.213932107496671*pi,0.4309242649523385*pi,1.9511396711538262*pi) q[12];\nu3(3.6335861629787187*pi,-0.17760521849285626*pi,3.06130144298164*pi) q[13];\nu3(3.073108417396126*pi,2.5509774483891516*pi,0.6694602134948386*pi) q[14];\nRxxyyzz(0.40602007423058584*pi,0.2339291388796001*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.33304677443998015*pi,0.3096508704201124*pi,0.04945564181705642*pi) q[3],q[12];\nRxxyyzz(0.3393633018851898*pi,0.17775264331528728*pi,0.0*pi) q[11],q[4];\nRxxyyzz(0.33950363948960616*pi,0.23661070108837923*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.3846799399226507*pi,0.19696304655909636*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.41603262681651565*pi,0.360788896526255*pi,3.812124346114647*pi) q[9],q[8];\nu3(3.5232093430380105*pi,-0.465631429209845*pi,0.6207685263956184*pi) q[1];\nu3(3.8859306152194573*pi,-0.07070270186102812*pi,3.910151131205567*pi) q[3];\nu3(3.42250429690918*pi,3.044529314310184*pi,0.714532410576111*pi) q[4];\nu3(3.7659220323885743*pi,-0.3005394864773179*pi,3.7686362546112315*pi) q[5];\nu3(3.3281620243805206*pi,3.070636900251674*pi,3.9443660463963597*pi) q[6];\nu3(3.2940768662899784*pi,3.31354422682815*pi,1.00984245185178*pi) q[7];\nu3(3.2993292967210612*pi,-0.476320554613453*pi,0.5221096177130251*pi) q[8];\nu3(3.3958522999775966*pi,3.476300089945567*pi,1.2399779762238818*pi) q[9];\nu3(3.456566070529093*pi,0.37174981264465*pi,4.492218119437363*pi) q[10];\nu3(3.2835742407254678*pi,0.21060004684674327*pi,1.6828216997992071*pi) q[11];\nu3(3.8210052285902987*pi,2.86245351961391*pi,3.8645315176055774*pi) q[12];\nu3(3.6658927797106635*pi,3.423410258795982*pi,2.238244287222867*pi) q[13];\nRxxyyzz(0.46270607255969065*pi,0.2552117347164764*pi,0.0*pi) q[11],q[0];\nRxxyyzz(0.42141639347656984*pi,0.22870492737376025*pi,0.05682480984005337*pi) q[2],q[1];\nRxxyyzz(0.45482281639320016*pi,0.3145974542183503*pi,0.09158005522983517*pi) q[3],q[7];\nRxxyyzz(0.42942397268581*pi,0.05282995234034482*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.4408177960431783*pi,0.21001382330575113*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.4405785908246104*pi,0.188121484672493*pi,0.11342911599644279*pi) q[6],q[13];\nu3(3.7007070885383553*pi,1.0098315756681915*pi,1.0297356569565426*pi) q[0];\nu3(3.643522842078212*pi,-0.18301171480636197*pi,0.7906490260191552*pi) q[1];\nu3(3.810125344525478*pi,0.7772914612892077*pi,0.5614233758005768*pi) q[2];\nu3(3.4429279266786286*pi,0.5061854038070606*pi,4.227312107367945*pi) q[3];\nu3(3.5955343496109577*pi,0.07210622348671702*pi,0.5958308386173173*pi) q[4];\nu3(3.40674924884636*pi,-0.12085984660056959*pi,1.5064229479946558*pi) q[5];\nu3(3.3371959386023216*pi,-0.05784493197140883*pi,1.3928854536136202*pi) q[6];\nu3(3.484918362108273*pi,3.0255146606605887*pi,1.9966720584117919*pi) q[7];\nu3(3.6736453733680623*pi,-0.30950939725474014*pi,1.212294713277537*pi) q[10];\nu3(3.765927332989322*pi,2.8266616826261495*pi,1.9811489007337904*pi) q[11];\nu3(3.3062395807313845*pi,2.9527731887000206*pi,3.623333076538896*pi) q[13];\nu3(3.2080779438537883*pi,-0.16933253607149357*pi,4.421369830787496*pi) q[14];\nRxxyyzz(0.43887373999723966*pi,0.14293301137534387*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.41362789550623147*pi,0.14058709353442922*pi,0.0*pi) q[4],q[1];\nRxxyyzz(0.4765199121527699*pi,0.15435302312996824*pi,0.0*pi) q[7],q[2];\nRxxyyzz(0.3269537820427098*pi,0.22399291136200317*pi,3.89552398386777*pi) q[6],q[5];\nRxxyyzz(0.41354889712782594*pi,0.3107971377001615*pi,0.0*pi) q[11],q[8];\nRxxyyzz(0.39322731334302985*pi,0.17672443793612533*pi,3.88155939179972*pi) q[10],q[12];\nRxxyyzz(0.3410365452058999*pi,0.11192013011370916*pi,0.0642862927827661*pi) q[13],q[14];\nu3(3.340747489283582*pi,3.328863232424689*pi,0.7163409157012128*pi) q[0];\nu3(3.2436698792951315*pi,2.335318880764274*pi,2.0695518325045015*pi) q[1];\nu3(3.6287301788187896*pi,0.37864811663483655*pi,1.4991260613616681*pi) q[2];\nu3(3.7508240356721543*pi,3.111872269368524*pi,1.118660411204355*pi) q[4];\nu3(3.174756251550658*pi,2.7466910034219643*pi,3.967857656215222*pi) q[5];\nu3(3.6606807192879853*pi,0.938903424866596*pi,1.3771152512992173*pi) q[6];\nu3(3.2413401266840394*pi,0.4162542913443633*pi,0.7309560283310562*pi) q[7];\nu3(3.3925852375244774*pi,3.0409185637710348*pi,2.0799725950585204*pi) q[8];\nu3(3.7472426885885532*pi,3.440413726753913*pi,0.753524712861778*pi) q[9];\nu3(3.860668133543101*pi,2.837205620010884*pi,2.344420569750622*pi) q[10];\nu3(3.492148552937889*pi,-0.23955495025947615*pi,0.6063555547823433*pi) q[11];\nu3(3.8419039623551505*pi,2.955112936071372*pi,1.641030765309834*pi) q[12];\nu3(3.9318043096226876*pi,-0.1165905303837248*pi,4.421504311406299*pi) q[13];\nu3(3.143818511130359*pi,-0.23986448382753423*pi,3.913711945065414*pi) q[14];\nRxxyyzz(0.3997118783701801*pi,0.11223630025742101*pi,3.92830316867028*pi) q[0],q[7];\nRxxyyzz(0.30168760876330053*pi,0.22985135406579538*pi,3.8838374271023195*pi) q[1],q[11];\nRxxyyzz(0.4572291100715025*pi,0.20938160930117092*pi,0.10433448398371589*pi) q[2],q[4];\nRxxyyzz(0.2439895729379612*pi,0.20797681004016866*pi,0.0*pi) q[14],q[5];\nRxxyyzz(0.3278188646348106*pi,0.0940576796979703*pi,0.0*pi) q[9],q[6];\nRxxyyzz(0.37203566021215473*pi,0.14443760811746878*pi,0.05699314930150082*pi) q[8],q[12];\nRxxyyzz(0.40873346624678886*pi,0.2132473812352239*pi,0.0*pi) q[13],q[10];\nu3(3.9340755152125686*pi,0.09938646125609352*pi,1.8004133770945945*pi) q[0];\nu3(3.725179393747663*pi,0.7254420842567073*pi,4.257521111039167*pi) q[1];\nu3(3.329542594101586*pi,3.4981794052851454*pi,1.8153873247454004*pi) q[2];\nu3(3.6030672625112925*pi,3.095638850623028*pi,3.2215831623624034*pi) q[4];\nu3(3.406961440711014*pi,-0.19644469616122517*pi,1.034677647965994*pi) q[5];\nu3(3.4718396553560646*pi,0.24459772058222606*pi,2.3684039105697243*pi) q[6];\nu3(3.2179259602057426*pi,0.8059352359092702*pi,2.0458814961042937*pi) q[7];\nu3(3.393730121034628*pi,0.40448020922916483*pi,1.3072028500828412*pi) q[8];\nu3(3.6729999818888714*pi,2.6377720223486003*pi,1.5375186359617055*pi) q[9];\nu3(3.6720612673077873*pi,-0.28171918976092863*pi,1.951169057912262*pi) q[10];\nu3(3.092260696436553*pi,2.318190889239632*pi,2.444864246461266*pi) q[11];\nu3(3.7720746203628575*pi,1.9991285913624268*pi,4.156062311596756*pi) q[12];\nu3(3.6690860881440064*pi,2.7160379190243233*pi,1.3840614468316772*pi) q[13];\nu3(3.204493811305012*pi,0.15612259237566062*pi,4.257905615669349*pi) q[14];\nRxxyyzz(0.29154762066865525*pi,0.15572210652612162*pi,3.9436840000314577*pi) q[0],q[11];\nRxxyyzz(0.49179169290587954*pi,0.3072495627279397*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.37306058180422946*pi,0.28450069034087816*pi,0.27147370490970957*pi) q[9],q[2];\nRxxyyzz(0.40487286998210964*pi,0.1646602785971166*pi,0.0634074999485037*pi) q[3],q[5];\nRxxyyzz(0.4286102004572499*pi,0.31406661309705214*pi,3.90847122298848*pi) q[6],q[10];\nRxxyyzz(0.45490541868512013*pi,0.24299876656264896*pi,3.9236347212002407*pi) q[7],q[13];\nu3(3.9310916085957026*pi,2.644369046247532*pi,1.28123149741779*pi) q[0];\nu3(3.597145058298615*pi,3.091961180067428*pi,4.4985139589919365*pi) q[1];\nu3(3.5128046921782206*pi,1.5190741870403404*pi,4.486483946080061*pi) q[2];\nu3(3.560039497536521*pi,-0.4458196284306578*pi,2.1897277971837785*pi) q[3];\nu3(3.2994263965242814*pi,0.011402057890339434*pi,1.512771361327205*pi) q[5];\nu3(3.4829313762671754*pi,0.06985678523560868*pi,1.519944038791201*pi) q[6];\nu3(3.3409534108214145*pi,0.11523720068569676*pi,0.508969911523284*pi) q[7];\nu3(3.7455487431583085*pi,3.0706637430084163*pi,1.0417903399477444*pi) q[9];\nu3(3.5194762298481885*pi,2.94700230520667*pi,1.7778353188485685*pi) q[10];\nu3(3.6009508951112412*pi,2.2630066871771843*pi,1.216418040870803*pi) q[11];\nu3(3.4893411851945917*pi,1.809704204953582*pi,2.380978116823894*pi) q[13];\nu3(3.924232332078467*pi,2.4506666077438624*pi,1.2758374939897033*pi) q[14];\nRxxyyzz(0.44763402831474997*pi,0.273235790000796*pi,0.1722773845346187*pi) q[1],q[3];\nRxxyyzz(0.4495755289536705*pi,0.38892922419569054*pi,0.0*pi) q[10],q[4];\nRxxyyzz(0.3091133342924601*pi,0.2496338719591762*pi,3.9503426869231397*pi) q[12],q[5];\nRxxyyzz(0.29323189481583*pi,0.2009142266403422*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.3830545588087606*pi,0.29887374830905156*pi,0.0*pi) q[8],q[13];\nu3(3.8572727308902826*pi,-0.0707227612239188*pi,0.7874941958516131*pi) q[1];\nu3(3.489932697333852*pi,3.1428675297340116*pi,2.9671617243812762*pi) q[3];\nu3(3.3610111992959224*pi,3.233519148762126*pi,1.5001663856645084*pi) q[4];\nu3(3.5211057803180243*pi,-0.4743340519513459*pi,0.6980565467470878*pi) q[5];\nu3(3.453223822002732*pi,0.888961519902685*pi,1.694958719523963*pi) q[6];\nu3(3.5663029060237443*pi,3.4664872233145005*pi,1.0018024092477105*pi) q[8];\nu3(3.571079221198234*pi,0.13859130353817706*pi,0.8877941215619275*pi) q[10];\nu3(3.1894378390764313*pi,0.7977025754210789*pi,0.9579121065276165*pi) q[12];\nu3(3.2305611887228634*pi,0.2764525703879962*pi,2.3120293732948265*pi) q[13];\nu3(3.185974871517755*pi,0.6631736283981589*pi,1.5569305620874554*pi) q[14];\nRxxyyzz(0.40254066262024024*pi,0.30700782263840937*pi,3.86355234546334*pi) q[14],q[1];\nRxxyyzz(0.4459381708568899*pi,0.22404376555270725*pi,3.905457423679211*pi) q[3],q[2];\nRxxyyzz(0.41128071661464016*pi,0.2102848971812099*pi,0.1555424340108888*pi) q[12],q[4];\nRxxyyzz(0.42588143079957785*pi,0.22335322457278117*pi,0.0*pi) q[13],q[5];\nRxxyyzz(0.4495640140601337*pi,0.22982336757354682*pi,0.0*pi) q[9],q[6];\nRxxyyzz(0.44358854946018533*pi,0.12013209233065902*pi,0.0*pi) q[10],q[7];\nRxxyyzz(0.46095380661073015*pi,0.18572201348018264*pi,0.05473931723098702*pi) q[11],q[8];\nu3(3.3935545212511187*pi,2.3864092041237353*pi,1.0119125130078048*pi) q[1];\nu3(3.6379481062244667*pi,3.482537667707408*pi,1.064503276039091*pi) q[2];\nu3(3.7084642662301044*pi,3.188499367367911*pi,2.4058808243262946*pi) q[3];\nu3(3.4454149928529607*pi,2.274422685758024*pi,2.2653420239132545*pi) q[4];\nu3(3.4776656239074373*pi,0.2607558224503226*pi,2.1673711389190755*pi) q[5];\nu3(3.8140855546367933*pi,2.7373583070576957*pi,0.6298909393918667*pi) q[6];\nu3(3.435934133681227*pi,2.684095575687963*pi,0.531956849351026*pi) q[7];\nu3(3.795123104061014*pi,2.94136361281915*pi,3.473993492571278*pi) q[8];\nu3(3.487611548807693*pi,3.180597292996521*pi,1.964396127547708*pi) q[9];\nu3(3.5882922659489362*pi,0.0695523544786475*pi,1.8635055194744712*pi) q[10];\nu3(3.5309241243698626*pi,0.0010325593129993926*pi,1.0086226048879272*pi) q[11];\nu3(3.1225033761276566*pi,0.26013364282180684*pi,0.7471652951771464*pi) q[12];\nu3(3.904742273665332*pi,2.869333261044809*pi,4.14491367908383*pi) q[13];\nu3(3.1912348567345212*pi,2.912627346931731*pi,2.159632677192466*pi) q[14];\nRxxyyzz(0.352414426629311*pi,0.2127802236147157*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.4376769478196399*pi,0.17638762431307994*pi,0.08589983483443887*pi) q[1],q[6];\nRxxyyzz(0.45694096083630026*pi,0.31679486164986703*pi,0.07563649329739701*pi) q[3],q[9];\nRxxyyzz(0.44936633904518974*pi,0.1386487452520755*pi,0.0*pi) q[8],q[12];\nRxxyyzz(0.3725166377533201*pi,0.24566085242002128*pi,0.1786336863055969*pi) q[14],q[11];\nu3(3.311417077359164*pi,3.1456909028233913*pi,0.5422819531918801*pi) q[0];\nu3(3.8888186918147976*pi,0.01856802840342664*pi,0.5804682942874124*pi) q[1];\nu3(3.7065274271173525*pi,0.027375487216538597*pi,4.319071036621095*pi) q[2];\nu3(3.510738392274689*pi,-0.21882419230678096*pi,4.21876365748379*pi) q[3];\nu3(3.669912914545883*pi,3.2666714743922443*pi,1.7778920284391004*pi) q[6];\nu3(3.78128819529418*pi,0.734490767394429*pi,1.731287697894809*pi) q[8];\nu3(3.772259378346477*pi,3.208271549499282*pi,3.9042525105442496*pi) q[9];\nu3(3.8184345198697667*pi,2.199243207897715*pi,3.876069473768654*pi) q[11];\nu3(3.437760453363097*pi,0.10447890527232484*pi,1.1287999750488997*pi) q[12];\nu3(3.326950936393473*pi,2.817998865191303*pi,3.2089352679431222*pi) q[14];\nRxxyyzz(0.34497358785265986*pi,0.2575694184024613*pi,0.0*pi) q[0],q[4];\nRxxyyzz(0.3821534658873713*pi,0.1877533951731103*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.39466678056172994*pi,0.16099647167880915*pi,0.0956723013556058*pi) q[2],q[12];\nRxxyyzz(0.41651177904991993*pi,0.12756537511913726*pi,0.07279848181741831*pi) q[3],q[13];\nRxxyyzz(0.42562541731555015*pi,0.31009365898083674*pi,3.8273156974301608*pi) q[14],q[5];\nRxxyyzz(0.2804334089256303*pi,0.188335002687942*pi,0.0*pi) q[7],q[8];\nRxxyyzz(0.4109584387679557*pi,0.34631063021396136*pi,0.2358690257504521*pi) q[10],q[11];\nu3(3.20550163598567*pi,3.495204815150956*pi,1.5184945301137542*pi) q[0];\nu3(3.5216613280184577*pi,2.9093907323177435*pi,1.417036676209558*pi) q[1];\nu3(3.7003512043445284*pi,0.5441436019241426*pi,3.936643391213268*pi) q[2];\nu3(3.5716229740596144*pi,3.302495372491726*pi,4.104327588577844*pi) q[3];\nu3(3.2438486023386597*pi,2.971751317383748*pi,2.1332465466777357*pi) q[4];\nu3(3.1828769132650727*pi,0.3280930947752072*pi,2.482897505247276*pi) q[5];\nu3(3.261643581136783*pi,0.8870787278669967*pi,2.1367666592611356*pi) q[7];\nu3(3.0905738911986758*pi,3.011358038513622*pi,2.4097009453332072*pi) q[8];\nu3(3.348129931384313*pi,3.3785412714316294*pi,0.8211421241536385*pi) q[9];\nu3(3.4143129778187546*pi,0.10109693470947856*pi,1.9874351060514706*pi) q[10];\nu3(3.448456244484721*pi,3.0633885426919942*pi,1.607287210187933*pi) q[11];\nu3(3.4281216365775684*pi,2.306638351124712*pi,4.345285290362706*pi) q[12];\nu3(3.830764127425135*pi,3.3394702734875112*pi,1.019771008993866*pi) q[13];\nu3(3.690555629746161*pi,3.2453165072259456*pi,0.6308661398153834*pi) q[14];\nmeasure q[10] -> c[5];\nmeasure q[11] -> c[8];\nmeasure q[5] -> c[12];\nRxxyyzz(0.4251875294497546*pi,0.1694516573692475*pi,0.0*pi) q[6],q[0];\nRxxyyzz(0.39046523809475964*pi,0.2477405966048689*pi,0.0*pi) q[7],q[1];\nRxxyyzz(0.21654959784890349*pi,0.11511898869291504*pi,0.0*pi) q[2],q[3];\nRxxyyzz(0.4099422067948897*pi,0.33186725599063305*pi,0.0*pi) q[9],q[4];\nRxxyyzz(0.4564393583275558*pi,0.1473063748408645*pi,0.0*pi) q[13],q[8];\nRxxyyzz(0.40112965586395966*pi,0.37319477441469306*pi,3.91509399109896*pi) q[14],q[12];\nu3(3.546896087391427*pi,0.0375189629344459*pi,0.8740045920230557*pi) q[0];\nu3(3.390504944204957*pi,1.2566538346901237*pi,1.7446852659233603*pi) q[1];\nu3(0.7142725533778446*pi,2.6375687407872106*pi,4.409342928439822*pi) q[2];\nu3(3.320835033952647*pi,3.037638889845762*pi,1.3014021619502953*pi) q[3];\nu3(3.501715807191072*pi,0.014333267849323983*pi,1.1902772833579718*pi) q[4];\nu3(3.3241902945604025*pi,0.4213908460326232*pi,1.389168424657857*pi) q[6];\nu3(3.53701609754407*pi,1.9739616193535556*pi,0.9055320720377882*pi) q[7];\nu3(3.44349643081578*pi,2.2952607001442455*pi,0.5383567863205103*pi) q[8];\nu3(3.431884012207618*pi,1.246831024473542*pi,1.3310029076632341*pi) q[9];\nu3(3.8140854552674788*pi,0.772154614017484*pi,1.367271325105368*pi) q[12];\nu3(3.029462395539607*pi,2.8267346650224145*pi,1.9657013440055322*pi) q[13];\nu3(3.3958876102663975*pi,2.9290296355074963*pi,4.394661581816739*pi) q[14];\nmeasure q[14] -> c[0];\nmeasure q[9] -> c[1];\nmeasure q[3] -> c[2];\nmeasure q[2] -> c[3];\nmeasure q[0] -> c[4];\nmeasure q[7] -> c[6];\nmeasure q[8] -> c[7];\nmeasure q[6] -> c[9];\nmeasure q[12] -> c[10];\nmeasure q[13] -> c[11];\nmeasure q[4] -> c[13];\nmeasure q[1] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.75602047581931*pi,3.2335952434490105*pi,1.7940265641888447*pi) q[0];\nu3(3.1238113547389816*pi,2.0915734061803963*pi,3.5253794753642183*pi) q[1];\nu3(3.415803705403098*pi,3.2076048665628836*pi,2.983888961069707*pi) q[2];\nu3(3.4900104270677277*pi,2.4302368636171776*pi,1.6664727043232392*pi) q[3];\nu3(3.7500670653011503*pi,2.178287120447*pi,0.6333997661347592*pi) q[4];\nu3(3.6554182874630206*pi,2.1468366549767093*pi,4.217292558980627*pi) q[5];\nu3(3.071371659925723*pi,-0.27486276144309674*pi,3.3162798825977737*pi) q[6];\nu3(3.756074963235108*pi,-0.07858621582891878*pi,2.3958370882718545*pi) q[7];\nu3(3.7423788659532855*pi,3.3913676967371917*pi,1.6560771338082514*pi) q[8];\nu3(3.428158980067157*pi,3.1400625311026973*pi,4.375533438526703*pi) q[9];\nu3(3.904167948494798*pi,-0.22013214845116552*pi,2.1641696201338387*pi) q[10];\nu3(3.4567094718900004*pi,-0.4350486989101796*pi,4.32567629502168*pi) q[11];\nu3(3.190175233026857*pi,2.1984497285683346*pi,1.4807703495635276*pi) q[12];\nu3(3.1512029690696526*pi,-0.33438018823628124*pi,3.86258911804637*pi) q[13];\nu3(3.693921430703864*pi,2.8206363136844304*pi,1.418152957740061*pi) q[14];\nRxxyyzz(0.3908832727432796*pi,0.21043593869821867*pi,0.10886602660941028*pi) q[0],q[9];\nRxxyyzz(0.40227038261988757*pi,0.07323651707772616*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.32736126931327986*pi,0.24008732724932136*pi,3.942836769016269*pi) q[3],q[7];\nRxxyyzz(0.35430366263407986*pi,0.1549155757790972*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.39995018414207184*pi,0.2374452845098879*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.4401688171170402*pi,0.26411272061121693*pi,3.9043661020487406*pi) q[10],q[13];\nRxxyyzz(0.3935795199875902*pi,0.22372659899345682*pi,0.0*pi) q[11],q[14];\nu3(3.1217159462299975*pi,-0.4045325768866832*pi,1.993578909442346*pi) q[0];\nu3(3.2700312272913297*pi,0.1829911017008755*pi,0.726348489569991*pi) q[1];\nu3(3.5835015849671743*pi,2.895849352072735*pi,1.6064863972492562*pi) q[2];\nu3(3.8273043302473515*pi,3.445657150706407*pi,0.6061394859413922*pi) q[3];\nu3(3.7395644194721815*pi,2.0534512285517494*pi,1.8258217311605254*pi) q[4];\nu3(3.623358174194524*pi,1.202125692672591*pi,1.3058551974192962*pi) q[5];\nu3(3.9799378091714175*pi,0.7829096562115219*pi,2.2788352919792643*pi) q[6];\nu3(3.2777649742956743*pi,3.4172545615938152*pi,2.2131027603884617*pi) q[7];\nu3(3.66457371001813*pi,3.4439270878690627*pi,3.8488352012762546*pi) q[9];\nu3(3.6150747753600334*pi,3.0000691840051603*pi,1.744683994148559*pi) q[10];\nu3(3.378758557401661*pi,0.9270587618596062*pi,1.151481139087895*pi) q[11];\nu3(3.288798975157988*pi,2.1406799726554184*pi,1.9163123444375918*pi) q[12];\nu3(3.4306591871133114*pi,3.2872498579683693*pi,2.257515211233284*pi) q[13];\nu3(3.5009881172832524*pi,0.24150970300203312*pi,1.0630427298595784*pi) q[14];\nRxxyyzz(0.24369540119979904*pi,0.17506607703022026*pi,0.0*pi) q[1],q[10];\nRxxyyzz(0.48330963081066003*pi,0.33819773627696315*pi,0.0*pi) q[2],q[3];\nRxxyyzz(0.4422375056690403*pi,0.1423775459198091*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.40847374951611026*pi,0.2983760683691273*pi,3.8422022822057293*pi) q[5],q[14];\nRxxyyzz(0.3489596595107588*pi,0.2500795123915829*pi,3.949091703089879*pi) q[9],q[6];\nRxxyyzz(0.441835158429809*pi,0.2921205956337902*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.41023523480233026*pi,0.264418700654737*pi,3.9467615880486395*pi) q[12],q[13];\nu3(3.3789623984902004*pi,2.633625608123226*pi,4.360674288004198*pi) q[1];\nu3(3.411747399226408*pi,0.4678835995709082*pi,1.629654357702758*pi) q[2];\nu3(3.358443536076912*pi,-0.09276328461021055*pi,2.434257471235083*pi) q[3];\nu3(3.332734064611751*pi,-0.21805451971848888*pi,1.8734657310975846*pi) q[4];\nu3(3.9089853647250337*pi,1.478691121166948*pi,1.1019758889635645*pi) q[5];\nu3(3.244845675513252*pi,3.189552735845793*pi,4.36695161097188*pi) q[6];\nu3(3.509476940303751*pi,2.8392041944227144*pi,1.8488616480690032*pi) q[7];\nu3(3.1744704284522807*pi,3.299655615393646*pi,1.2569706800324074*pi) q[8];\nu3(3.335377435964341*pi,3.032350589192598*pi,2.2325272078745533*pi) q[9];\nu3(3.403287842950045*pi,0.5136988539146274*pi,0.6504928296906205*pi) q[10];\nu3(3.260772271231655*pi,-0.39051226486931745*pi,1.0812569129257006*pi) q[11];\nu3(3.3197576551893375*pi,-0.4570201543962928*pi,1.6557870312315486*pi) q[12];\nu3(3.5722832024335744*pi,2.1969350594727324*pi,1.8172153595437683*pi) q[13];\nu3(3.6668382949656495*pi,3.0550378154981304*pi,1.6344195413934601*pi) q[14];\nRxxyyzz(0.4461182282006999*pi,0.218736511214864*pi,0.1303698288295943*pi) q[0],q[7];\nRxxyyzz(0.39876776149038295*pi,0.35626154060592485*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.4243431002683901*pi,0.14804910208571487*pi,3.93794947829292*pi) q[2],q[11];\nRxxyyzz(0.4350522884285305*pi,0.28279888859791935*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.3387081063571187*pi,0.16780870734637254*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.42012538077537004*pi,0.2480274771335301*pi,0.07707781748640559*pi) q[12],q[14];\nu3(3.6781425439138995*pi,0.5553026259691072*pi,1.2134030944427625*pi) q[0];\nu3(3.5531486731845296*pi,3.06374347138666*pi,4.437395536015393*pi) q[1];\nu3(3.842740896462618*pi,3.1356774914306627*pi,0.8762866044283357*pi) q[2];\nu3(3.486943405523385*pi,-0.19540314559293404*pi,4.104672882073498*pi) q[3];\nu3(3.548486176053431*pi,3.4480217767335244*pi,0.5557847834524767*pi) q[4];\nu3(3.7345562469333458*pi,-0.0667424476046149*pi,2.3598977794054776*pi) q[5];\nu3(3.8632072482792887*pi,0.016736158202344975*pi,1.5756179101669225*pi) q[6];\nu3(3.704288048599959*pi,-0.3649799444334387*pi,0.8013317156538347*pi) q[7];\nu3(3.8275860275896685*pi,2.097579605400024*pi,0.9270853974015107*pi) q[11];\nu3(3.3146961390574727*pi,1.9260691876557345*pi,4.177008024718451*pi) q[12];\nu3(3.1256015517598437*pi,-0.07421199382415078*pi,1.567061678644376*pi) q[13];\nu3(3.373549474175966*pi,0.34146968976040526*pi,0.757649431823375*pi) q[14];\nRxxyyzz(0.36594687833810996*pi,0.29930091290539484*pi,0.046631503723201455*pi) q[0],q[4];\nRxxyyzz(0.3879815155077031*pi,0.09568324082925983*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.13443284018465018*pi,0.09669634485143419*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.4398824776855498*pi,0.2099546054969337*pi,0.1063983392753638*pi) q[12],q[7];\nRxxyyzz(0.35798211053180046*pi,0.22497038947347558*pi,3.9530169443539194*pi) q[8],q[14];\nRxxyyzz(0.38754519971313994*pi,0.1233471895737135*pi,0.041907050805497836*pi) q[10],q[11];\nu3(3.1096476125484482*pi,3.306302700587895*pi,2.1507647280130415*pi) q[0];\nu3(3.436464157448628*pi,1.0912749307203553*pi,1.400318811344162*pi) q[2];\nu3(3.420338687981978*pi,0.292520871891786*pi,0.8955799640962256*pi) q[3];\nu3(3.3421663710288496*pi,2.3775331118941003*pi,0.7901246606341712*pi) q[4];\nu3(3.5778907431417126*pi,2.3866928216612915*pi,1.9345235151971547*pi) q[5];\nu3(3.4711876861733684*pi,3.449835639655229*pi,3.6214327110685467*pi) q[7];\nu3(3.647230049917269*pi,0.15916972005474106*pi,1.999060619270966*pi) q[8];\nu3(3.642874518439349*pi,0.8789405004182931*pi,2.0416455904784057*pi) q[9];\nu3(3.6521468448977714*pi,3.444544629905135*pi,1.0472651752943718*pi) q[10];\nu3(3.3624906604324054*pi,2.4553342798952054*pi,1.3611813395191532*pi) q[11];\nu3(3.3195764062225024*pi,-0.3777803923864622*pi,2.787369696631089*pi) q[12];\nu3(3.5437551817104644*pi,0.4141605338233121*pi,1.8138538186487723*pi) q[14];\nRxxyyzz(0.3824290008928006*pi,0.20774252351780256*pi,0.1482968910909433*pi) q[0],q[7];\nRxxyyzz(0.49428482944422825*pi,0.27498262419503394*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.28991557071746643*pi,0.150587772706679*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.35047214555162487*pi,0.18275257819647805*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.4582374866761299*pi,0.2964218007594416*pi,3.9215210591073504*pi) q[5],q[9];\nRxxyyzz(0.25747226347645025*pi,0.11072591884957239*pi,0.0*pi) q[12],q[13];\nu3(3.705544309011549*pi,0.14152669395916462*pi,1.7391810103595144*pi) q[0];\nu3(3.241997802457205*pi,1.9243195363858465*pi,1.600783493352945*pi) q[2];\nu3(3.554630790083267*pi,3.169463940438649*pi,4.2712745671015835*pi) q[3];\nu3(3.506694012282285*pi,2.371424611672976*pi,2.170742589372063*pi) q[4];\nu3(3.460531992869333*pi,2.756979427930085*pi,1.9244638752924728*pi) q[5];\nu3(3.1670782387369503*pi,2.655654977802634*pi,1.4763094839993598*pi) q[7];\nu3(3.610500707186688*pi,3.4958863169887153*pi,2.2957321723678956*pi) q[8];\nu3(3.2997818375120453*pi,2.624902082778518*pi,0.943626777733126*pi) q[9];\nu3(3.849230101567938*pi,3.489741002023019*pi,1.2775788304160938*pi) q[11];\nu3(3.8899041480097667*pi,-0.17879303023510873*pi,1.1857010396477166*pi) q[12];\nu3(3.529484659597819*pi,2.56273009057509*pi,1.1583817785979758*pi) q[13];\nu3(3.113156452649041*pi,2.9284528150775775*pi,0.8017069305780047*pi) q[14];\nRxxyyzz(0.34316144443100993*pi,0.25110528289750633*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.44840938664956015*pi,0.31197646100703386*pi,0.10429882257222732*pi) q[1],q[4];\nRxxyyzz(0.44314560634615985*pi,0.2638703061428771*pi,0.16965236242359527*pi) q[10],q[2];\nRxxyyzz(0.38601097706083043*pi,0.33255761104196524*pi,0.0*pi) q[6],q[3];\nRxxyyzz(0.42317080349927927*pi,0.19677372065830423*pi,0.04345391826713742*pi) q[5],q[11];\nRxxyyzz(0.47406209175660763*pi,0.29184094220921386*pi,0.0*pi) q[8],q[12];\nRxxyyzz(0.4542982726404002*pi,0.3497608533461709*pi,0.13419149690017296*pi) q[14],q[9];\nu3(3.728262719915906*pi,3.0416322935578517*pi,1.8206505112242881*pi) q[0];\nu3(3.304730468056839*pi,0.02581708349559575*pi,3.38237274648759*pi) q[1];\nu3(3.270712604119351*pi,-0.35313385967093525*pi,4.059388392619066*pi) q[2];\nu3(3.1491433984972943*pi,0.4806859011640723*pi,0.7375742254040027*pi) q[3];\nu3(3.595648481625559*pi,2.5269394450132916*pi,0.8491313301681837*pi) q[4];\nu3(3.2124930096386697*pi,3.374603690834945*pi,2.3250204096136327*pi) q[5];\nu3(3.373835198120113*pi,1.33854638408893*pi,1.5701327498299882*pi) q[6];\nu3(3.4385138984894192*pi,-0.39084585127056004*pi,3.7271046684989457*pi) q[8];\nu3(3.849198814189195*pi,2.933250584983286*pi,3.566055517900918*pi) q[9];\nu3(3.5369384475780463*pi,0.023163673941982932*pi,1.635387335311423*pi) q[10];\nu3(3.2804555603468804*pi,3.1341929129601747*pi,1.2365618469540909*pi) q[11];\nu3(3.6171060329514115*pi,0.18913950637281374*pi,0.9144063958429608*pi) q[12];\nu3(3.3035594434928983*pi,3.143686637418794*pi,1.0913335904648385*pi) q[13];\nu3(3.4594602149592943*pi,-0.3303439563611147*pi,4.14002574295349*pi) q[14];\nRxxyyzz(0.43355980094037927*pi,0.3419408938550282*pi,3.907508587661839*pi) q[0],q[1];\nRxxyyzz(0.2942406655938197*pi,0.1318438167812399*pi,0.0*pi) q[11],q[2];\nRxxyyzz(0.41804782970178955*pi,0.16084859209060665*pi,0.0*pi) q[5],q[3];\nRxxyyzz(0.41591201162452046*pi,0.33358428680305696*pi,0.06666275975829546*pi) q[10],q[6];\nRxxyyzz(0.4278562277155995*pi,0.37025422587340895*pi,3.840126991758689*pi) q[14],q[7];\nRxxyyzz(0.33915240620953824*pi,0.21218305702639118*pi,0.0*pi) q[9],q[13];\nu3(3.609389861236793*pi,2.3177261968786764*pi,0.773617640439678*pi) q[0];\nu3(3.7188228478399377*pi,2.776851942095032*pi,1.9235459528122758*pi) q[1];\nu3(3.682428887737727*pi,0.7308556035428684*pi,0.8652572248624553*pi) q[2];\nu3(3.4022228684237357*pi,0.26580581771495904*pi,1.7725739508900396*pi) q[3];\nu3(3.2454684445921194*pi,-0.07175543291487463*pi,1.5554423163698639*pi) q[5];\nu3(3.621280673101639*pi,3.1765708795149576*pi,1.5308611479747012*pi) q[6];\nu3(3.2388556121389307*pi,-0.41742567494943034*pi,1.6788022362017467*pi) q[7];\nu3(3.8124616433726404*pi,-0.1770879934977273*pi,2.9967306006657592*pi) q[9];\nu3(3.3034608734658795*pi,2.947575260189274*pi,3.1247966318503266*pi) q[10];\nu3(3.414747628271123*pi,-0.204022107084614*pi,4.277134693924648*pi) q[11];\nu3(3.863323962344371*pi,2.4156356918195803*pi,1.1544388526775418*pi) q[13];\nu3(3.6807275117472424*pi,0.14859762460180526*pi,2.2411219575635775*pi) q[14];\nRxxyyzz(0.40868634740816*pi,0.2204199497920336*pi,0.0915603459523222*pi) q[0],q[14];\nRxxyyzz(0.43262942808499805*pi,0.09818200651769304*pi,0.0*pi) q[7],q[1];\nRxxyyzz(0.35962811764502434*pi,0.2474462225131796*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.31406233264730965*pi,0.1278743889157229*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.2462127760881203*pi,0.19858953397622114*pi,0.0*pi) q[12],q[6];\nRxxyyzz(0.4269373923325501*pi,0.2786261788110878*pi,0.16037351995156615*pi) q[8],q[13];\nRxxyyzz(0.37939641158315995*pi,0.16392075337992296*pi,0.0*pi) q[11],q[9];\nu3(3.595467512392354*pi,2.2237395338009613*pi,0.600337913812058*pi) q[0];\nu3(3.295241088565147*pi,-0.4039211523967558*pi,1.8470665189257987*pi) q[1];\nu3(3.5056461664915943*pi,0.1730545599682336*pi,3.553423487881897*pi) q[2];\nu3(3.6395507950333332*pi,0.7127522419685088*pi,0.5432183980320433*pi) q[3];\nu3(3.6898811734646153*pi,3.4990800153134765*pi,1.3020018489188456*pi) q[4];\nu3(3.4277909636766686*pi,3.1750312313047386*pi,1.9271833448420526*pi) q[5];\nu3(3.2711919176556377*pi,-0.47231321264368276*pi,0.9491124304673892*pi) q[6];\nu3(3.1674435428194587*pi,-0.4271215238948315*pi,1.8874281940705655*pi) q[7];\nu3(3.5220064475033968*pi,1.836184950008482*pi,0.5537911656735371*pi) q[8];\nu3(3.777470748248171*pi,3.467801774669139*pi,1.6224681641761478*pi) q[9];\nu3(3.38133861414473*pi,-0.1958780773414382*pi,2.423556613987086*pi) q[11];\nu3(3.6287904040317063*pi,2.5996288168678365*pi,0.8703492872229077*pi) q[12];\nu3(3.2028797373667945*pi,0.04007321304899403*pi,1.3589966222969672*pi) q[13];\nu3(3.2408119923530583*pi,-0.3136153822611023*pi,3.8964362142873217*pi) q[14];\nRxxyyzz(0.3227428431209298*pi,0.22570087276021766*pi,3.90911262912923*pi) q[0],q[4];\nRxxyyzz(0.43865974291967996*pi,0.3104397605364714*pi,3.8696661818104108*pi) q[6],q[1];\nRxxyyzz(0.40296808740703993*pi,0.3538082819741604*pi,3.8499381077854196*pi) q[12],q[2];\nRxxyyzz(0.38791075977834055*pi,0.19002221721149049*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.4515864649701099*pi,0.2212791505954819*pi,3.95925054648354*pi) q[14],q[5];\nRxxyyzz(0.4368935549463425*pi,0.1992116946292929*pi,0.0*pi) q[10],q[9];\nRxxyyzz(0.3042060742849201*pi,0.11607068748956817*pi,0.0*pi) q[11],q[13];\nu3(3.478391886619448*pi,-0.44920239924365724*pi,3.227756188933063*pi) q[0];\nu3(3.3973941525052354*pi,0.8737438467292731*pi,2.40273724753*pi) q[1];\nu3(3.548353242955322*pi,-0.47363221827607993*pi,2.2596316179951472*pi) q[2];\nu3(3.1230828995724873*pi,1.06742014648133*pi,1.3955681394993187*pi) q[3];\nu3(3.2148312506121526*pi,1.255670592783626*pi,1.5751720105724396*pi) q[4];\nu3(3.6267487880957523*pi,1.0970102380570987*pi,2.3530414145300504*pi) q[5];\nu3(3.48385626520982*pi,-0.08087581600486948*pi,0.8038730887473382*pi) q[6];\nu3(3.892000341169626*pi,-0.23170158006392116*pi,1.3862837669588028*pi) q[8];\nu3(3.2704197300956994*pi,-0.3510926536557345*pi,0.9573661502786859*pi) q[9];\nu3(3.7279926332907176*pi,1.271610817513758*pi,0.9488338078694186*pi) q[10];\nu3(3.4031647150463704*pi,3.405711186577531*pi,2.2349423498107375*pi) q[11];\nu3(3.200110992415499*pi,3.43433664277278*pi,2.1930081529999006*pi) q[12];\nu3(3.3314446621611005*pi,0.8706430174635433*pi,2.0720668518300416*pi) q[13];\nu3(3.867612606394987*pi,0.3495306392281029*pi,1.479990476357865*pi) q[14];\nRxxyyzz(0.42462139147535*pi,0.15532569217916375*pi,3.9309265711638*pi) q[0],q[14];\nRxxyyzz(0.4413073698638239*pi,0.052045750992513296*pi,0.0*pi) q[4],q[2];\nRxxyyzz(0.36889804119305974*pi,0.1807038457726589*pi,3.9217483811977196*pi) q[3],q[9];\nRxxyyzz(0.4551755682990901*pi,0.38668260484915673*pi,0.08468789603304572*pi) q[11],q[5];\nRxxyyzz(0.32563903135429983*pi,0.19001372142456563*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.3581290490215595*pi,0.23656333380476013*pi,0.0*pi) q[13],q[10];\nu3(3.5893260865507366*pi,3.1387884146130913*pi,2.1277395910030794*pi) q[0];\nu3(3.3503319453686977*pi,2.3287599806907044*pi,1.265365499032725*pi) q[2];\nu3(3.929171869811609*pi,-0.10095131643223582*pi,2.133138292348458*pi) q[3];\nu3(3.699479248017103*pi,2.099185309465276*pi,1.8272371059412529*pi) q[4];\nu3(3.492340941357173*pi,2.855943929159569*pi,0.7448740430845606*pi) q[5];\nu3(3.1821119357034466*pi,-0.06276505103534102*pi,1.4914507455910022*pi) q[7];\nu3(3.7262526276343695*pi,-0.023657707093780567*pi,2.3817658325284063*pi) q[9];\nu3(3.46615457291921*pi,3.4062238621912497*pi,0.5587171565918072*pi) q[10];\nu3(3.394532979600614*pi,3.486346967856308*pi,2.068101509235647*pi) q[11];\nu3(3.2303400330936807*pi,0.8056772519858975*pi,1.072062214320179*pi) q[12];\nu3(3.598165763133268*pi,1.107907504879594*pi,1.2400888311292848*pi) q[13];\nu3(3.5015872839127877*pi,3.4598525590080005*pi,0.6152573660292937*pi) q[14];\nRxxyyzz(0.46943759661222106*pi,0.32467111456453257*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.4429121645807311*pi,0.22534782159898736*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.36262217029949984*pi,0.24947055345432378*pi,0.0*pi) q[5],q[2];\nRxxyyzz(0.42689778921113986*pi,0.1750883312763254*pi,0.0*pi) q[8],q[4];\nRxxyyzz(0.3191636897475096*pi,0.21381202691282875*pi,3.94018693675919*pi) q[14],q[6];\nRxxyyzz(0.3090052688516493*pi,0.26156589880324077*pi,3.8929324274928003*pi) q[7],q[13];\nRxxyyzz(0.4057779545115401*pi,0.2364821320436383*pi,0.12311869177944601*pi) q[9],q[11];\nu3(3.158320373262952*pi,0.7588390727928109*pi,1.1835505002036428*pi) q[0];\nu3(3.5948575463968964*pi,-0.4610384412941153*pi,1.4232557250041218*pi) q[1];\nu3(3.2600300481625513*pi,-0.3674355581426642*pi,0.5556393811001785*pi) q[2];\nu3(3.955240906035005*pi,-0.11391090743000121*pi,4.484550324318689*pi) q[4];\nu3(3.403855302802644*pi,2.9264745078527534*pi,4.201454084669274*pi) q[5];\nu3(3.780730781173346*pi,1.0392014225606587*pi,1.6332041019838472*pi) q[6];\nu3(3.3331401443430573*pi,2.4621575641506572*pi,1.3684026109341587*pi) q[7];\nu3(3.7900731435568944*pi,3.121067680985261*pi,4.093159986729062*pi) q[8];\nu3(3.7756468488656423*pi,2.6094163922234865*pi,3.9273380007922922*pi) q[9];\nu3(3.3994997719677236*pi,2.172660376683452*pi,1.2714673835512975*pi) q[10];\nu3(3.6177891138381546*pi,3.3360179895119275*pi,3.677286048741055*pi) q[11];\nu3(3.381726368948053*pi,0.3081501043866579*pi,0.9067923389426897*pi) q[12];\nu3(3.235621110369687*pi,0.6654799294004305*pi,1.468985263822125*pi) q[13];\nu3(3.7114815509626458*pi,-0.23707160659207482*pi,0.7046571515609106*pi) q[14];\nRxxyyzz(0.45875089039691963*pi,0.2787127420294034*pi,3.9329726530993203*pi) q[9],q[0];\nRxxyyzz(0.35608325101439864*pi,0.17585667572050312*pi,0.0*pi) q[10],q[1];\nRxxyyzz(0.4380584081398097*pi,0.24816424150887306*pi,0.0*pi) q[3],q[2];\nRxxyyzz(0.48103904103099016*pi,0.35318697142916655*pi,0.0*pi) q[13],q[5];\nRxxyyzz(0.43808943173082016*pi,0.30657330418186396*pi,3.7287810194585393*pi) q[6],q[8];\nRxxyyzz(0.3965944078168798*pi,0.1298834059387044*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.3511377418523801*pi,0.3236370720830216*pi,0.0*pi) q[14],q[11];\nu3(3.7761512536112107*pi,0.9530202539195316*pi,2.301803166132357*pi) q[0];\nu3(3.4028589811401746*pi,0.8629380319227598*pi,1.548317525814534*pi) q[1];\nu3(3.456436584003129*pi,3.2684908722812755*pi,0.5482910314221268*pi) q[2];\nu3(3.6243632820315117*pi,-0.2557739193351366*pi,1.4070823526688696*pi) q[3];\nu3(3.7122546807128787*pi,0.13849704239950056*pi,4.1437363785754044*pi) q[5];\nu3(3.72499385213121*pi,2.681729418798972*pi,1.8313834591578626*pi) q[6];\nu3(3.48464421544461*pi,-0.37162433601408545*pi,2.151268004517014*pi) q[7];\nu3(3.7633480165551987*pi,1.0746352413115439*pi,1.633099481456147*pi) q[8];\nu3(3.193599227010741*pi,0.07755301404462578*pi,1.0012634145633723*pi) q[9];\nu3(3.2457230790268063*pi,0.9098316313269132*pi,1.3150174162098995*pi) q[10];\nu3(3.836225881508605*pi,2.1507036962631787*pi,1.8962480282063572*pi) q[11];\nu3(3.828396128519401*pi,3.0753584086841053*pi,1.6923836591309784*pi) q[12];\nu3(3.5243790358665312*pi,3.1912123469812874*pi,2.4922679971508273*pi) q[13];\nu3(3.7837462397011885*pi,2.3843158503884743*pi,2.0660796498695264*pi) q[14];\nRxxyyzz(0.27108418833595405*pi,0.1747319513128529*pi,0.11569431836760735*pi) q[3],q[0];\nRxxyyzz(0.4252026355271501*pi,0.3325979205606653*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.45148416484523013*pi,0.41437172840555014*pi,3.9490834224045503*pi) q[2],q[13];\nRxxyyzz(0.3517489018347098*pi,0.3269531804906589*pi,3.951439105034201*pi) q[5],q[4];\nRxxyyzz(0.4155263235147256*pi,0.21522356568743217*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.4324348451580101*pi,0.18066147091255136*pi,0.0*pi) q[9],q[14];\nRxxyyzz(0.41783821891771006*pi,0.26576570076477823*pi,0.06880804339432298*pi) q[11],q[10];\nu3(3.6329655921681687*pi,2.226840868014521*pi,3.9042158894158803*pi) q[0];\nu3(3.8909107561770067*pi,0.08965879670200172*pi,2.323240526834902*pi) q[1];\nu3(3.4976890117522776*pi,0.5897138150423209*pi,1.194600411862726*pi) q[2];\nu3(3.6363059058871783*pi,3.1368391288618844*pi,1.235682454104006*pi) q[3];\nu3(3.779037363952058*pi,2.8351525391544676*pi,1.7722405334492128*pi) q[4];\nu3(3.6423239224986745*pi,3.2536970203262303*pi,3.6269335393220294*pi) q[5];\nu3(3.460710549739857*pi,3.2391118703444524*pi,1.0863336481133814*pi) q[6];\nu3(3.6486298567124744*pi,1.2498736057020912*pi,1.4318484526382138*pi) q[8];\nu3(3.142616099353683*pi,2.7962943036273082*pi,0.6276084861798195*pi) q[9];\nu3(3.737029319644007*pi,0.07918358356636046*pi,0.5962571352976639*pi) q[10];\nu3(3.4904832082476442*pi,0.9195733726693067*pi,4.2917548688604334*pi) q[11];\nu3(3.3332870238076144*pi,0.44812271947859683*pi,1.3658719411812177*pi) q[12];\nu3(3.1789835529468218*pi,-0.04830563374661645*pi,2.298006170384487*pi) q[13];\nu3(3.4808066795998354*pi,2.966877290062882*pi,1.0940821884594676*pi) q[14];\nRxxyyzz(0.4548024361945502*pi,0.2727517596224216*pi,0.0*pi) q[1],q[5];\nRxxyyzz(0.46825114573877*pi,0.2734737251234075*pi,0.0*pi) q[11],q[2];\nRxxyyzz(0.47169779719943006*pi,0.22793949543390035*pi,0.0*pi) q[9],q[4];\nRxxyyzz(0.4505283540566394*pi,0.37328094403888556*pi,3.948903573429421*pi) q[6],q[10];\nRxxyyzz(0.4149202520524099*pi,0.31795768186612333*pi,0.15388126760674756*pi) q[8],q[13];\nRxxyyzz(0.3701018807594184*pi,0.1985515125448929*pi,0.0*pi) q[14],q[12];\nu3(3.5251682030852587*pi,2.83413859958511*pi,4.47245788190445*pi) q[1];\nu3(3.6074480823872856*pi,2.897255248733063*pi,0.6566653566179337*pi) q[2];\nu3(3.635489759317958*pi,0.04182341421852065*pi,2.1296975569954073*pi) q[4];\nu3(3.7620494335389623*pi,3.358685879386525*pi,1.560284787878881*pi) q[5];\nu3(3.3617963005133427*pi,0.0969767348605789*pi,1.8604838237703956*pi) q[6];\nu3(3.501779470895473*pi,-0.262280663260351*pi,3.4117506380658558*pi) q[8];\nu3(3.509117749683456*pi,3.3525151455342246*pi,0.892314995567463*pi) q[9];\nu3(3.582838827596165*pi,2.558057881549169*pi,2.0580706976120515*pi) q[10];\nu3(3.6101144024720755*pi,2.345813960737007*pi,1.0515695283506135*pi) q[11];\nu3(3.4271546505524313*pi,-0.1254878160622619*pi,2.4263743067106316*pi) q[12];\nu3(3.2782152064746626*pi,0.047871580977781214*pi,4.315109842132685*pi) q[13];\nu3(3.75180512802229*pi,-0.2665930447627695*pi,0.5492095064172164*pi) q[14];\nmeasure q[9] -> c[2];\nmeasure q[12] -> c[3];\nmeasure q[14] -> c[5];\nRxxyyzz(0.4090175438120499*pi,0.3229966475894255*pi,3.8420859197813897*pi) q[10],q[0];\nRxxyyzz(0.3690204872646402*pi,0.20927341304590866*pi,3.8998300314658696*pi) q[2],q[1];\nRxxyyzz(0.3706335799998698*pi,0.30386555056547193*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.2549568656113399*pi,0.21338794206887168*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.3543490652994121*pi,0.3250640278788709*pi,0.0*pi) q[11],q[6];\nRxxyyzz(0.3905295158387698*pi,0.2511238903143322*pi,3.9433094886329503*pi) q[8],q[7];\nu3(3.5716106164116663*pi,3.3512473904559323*pi,1.4442717986957536*pi) q[0];\nu3(3.5282116382461566*pi,0.10009794158693186*pi,1.374036294705081*pi) q[1];\nu3(3.387706012903898*pi,3.334909940779511*pi,1.7901029651867084*pi) q[2];\nu3(3.2955859929175886*pi,0.8459081581047427*pi,1.3174517257128269*pi) q[3];\nu3(3.4838407821524897*pi,0.4047214202042584*pi,0.74520656438871*pi) q[4];\nu3(0.8963551105641375*pi,1.0871872089633405*pi,1.7080559589300555*pi) q[5];\nu3(3.792824370095476*pi,0.6350288411900107*pi,1.8523191820702414*pi) q[6];\nu3(3.45124839519773*pi,0.5388413202873379*pi,1.0100366687405211*pi) q[7];\nu3(3.7872822568373703*pi,0.19578813709229514*pi,1.594897223901852*pi) q[8];\nu3(3.5899402228134427*pi,3.2925050338456447*pi,1.3780913448674132*pi) q[10];\nu3(0.35041460315341355*pi,3.312994314749198*pi,2.2246694636103124*pi) q[11];\nu3(3.417971911718042*pi,3.33960462106817*pi,1.355171539275768*pi) q[13];\nmeasure q[5] -> c[0];\nmeasure q[3] -> c[1];\nmeasure q[6] -> c[4];\nmeasure q[8] -> c[6];\nmeasure q[11] -> c[7];\nmeasure q[2] -> c[8];\nmeasure q[1] -> c[9];\nmeasure q[7] -> c[10];\nmeasure q[13] -> c[11];\nmeasure q[10] -> c[12];\nmeasure q[0] -> c[13];\nmeasure q[4] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.2122096913371045*pi,-0.05278092873890916*pi,2.734000384466848*pi) q[0];\nu3(3.0941499835327155*pi,2.4410829447985107*pi,2.00738082556085*pi) q[1];\nu3(3.7823321765643367*pi,2.001887122410904*pi,1.5999227508994898*pi) q[2];\nu3(3.5140543114564853*pi,2.494096327711264*pi,1.1044928005800747*pi) q[3];\nu3(3.294233533409561*pi,2.5115486176211492*pi,0.6044686036346193*pi) q[4];\nu3(3.29374563058161*pi,0.6392962038759644*pi,0.6584388130871925*pi) q[5];\nu3(3.3652775457036057*pi,2.5526482451765444*pi,1.5443869082776616*pi) q[6];\nu3(3.232457962117452*pi,-0.22313002083343825*pi,3.0218046924498974*pi) q[7];\nu3(3.5332955684811984*pi,0.33070996436871913*pi,3.894973378576039*pi) q[8];\nu3(3.500395102398048*pi,0.13391947737370857*pi,1.1755851865695401*pi) q[9];\nu3(3.164363337501443*pi,-0.04220849139373062*pi,1.7696305516046285*pi) q[10];\nu3(3.106548348601312*pi,1.990664084331061*pi,0.6676917715171204*pi) q[11];\nu3(3.698015062454018*pi,-0.2644442607150382*pi,4.056023673035355*pi) q[12];\nu3(3.327199319728089*pi,-0.27541834368986184*pi,1.4287083735804949*pi) q[13];\nu3(3.2341381879606326*pi,1.3036130950447111*pi,2.2329528176264324*pi) q[14];\nRxxyyzz(0.4638228776136165*pi,0.2682349387772174*pi,0.0*pi) q[0],q[1];\nRxxyyzz(0.4942510203196102*pi,0.29047997689494043*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.4095278983623706*pi,0.2401367877942829*pi,0.19497869452078181*pi) q[3],q[13];\nRxxyyzz(0.28770226685268574*pi,0.19614953847807914*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.2552181942684587*pi,0.13460721439716983*pi,0.0*pi) q[7],q[14];\nRxxyyzz(0.46919791379104936*pi,0.4376285043927056*pi,0.0*pi) q[8],q[12];\nRxxyyzz(0.26101283951385*pi,0.1973611242227129*pi,0.06364769761780753*pi) q[9],q[11];\nu3(3.607276865423653*pi,-0.21115353755507416*pi,2.0911299659741975*pi) q[0];\nu3(3.3074822458392803*pi,3.363829767042584*pi,1.830089791218755*pi) q[1];\nu3(3.5295602612733794*pi,3.335623186640313*pi,1.1572670639093758*pi) q[2];\nu3(3.785397841460932*pi,0.3833280866791885*pi,4.000264509429444*pi) q[3];\nu3(3.45656144248184*pi,2.943557404214425*pi,3.2558848868962107*pi) q[5];\nu3(3.2145846010332852*pi,0.7050551046463012*pi,1.2608050752187945*pi) q[6];\nu3(3.3441848268400927*pi,0.5484117494881979*pi,3.701390447754998*pi) q[7];\nu3(3.2153034323871865*pi,3.433478342206551*pi,0.7201544281112315*pi) q[8];\nu3(3.8316736604799537*pi,2.47605699052723*pi,1.8719316308079983*pi) q[9];\nu3(3.4263298726364235*pi,0.08620388661257072*pi,1.2761026031121117*pi) q[10];\nu3(3.4166749173384257*pi,3.0245487687470343*pi,0.877152934637528*pi) q[11];\nu3(3.454421319801183*pi,2.126479751500954*pi,0.8845111734875281*pi) q[12];\nu3(3.335693669318652*pi,0.72084760999179*pi,4.452399070461114*pi) q[13];\nu3(3.676983826496896*pi,0.32805062132167473*pi,1.5254777880112862*pi) q[14];\nRxxyyzz(0.4068441105919104*pi,0.26761286048554944*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.2799100701793301*pi,0.2715752010644962*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.4380449360943901*pi,0.21113578451201181*pi,0.06400931968629744*pi) q[2],q[8];\nRxxyyzz(0.46887584460831955*pi,0.281267140533496*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.349205006024328*pi,0.2848914428722882*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.41984109889954013*pi,0.16993575402089622*pi,0.0*pi) q[12],q[7];\nRxxyyzz(0.4423045406555437*pi,0.3090186027652577*pi,0.0*pi) q[9],q[13];\nu3(3.7383601335421432*pi,2.7510598949492713*pi,0.8392332027872992*pi) q[0];\nu3(3.0972960459692254*pi,-0.03464213224545931*pi,1.8240563846209028*pi) q[1];\nu3(3.3728177103679027*pi,3.476347906762383*pi,3.6258651275719718*pi) q[2];\nu3(3.453292527055557*pi,2.994479428590838*pi,2.3671270927178822*pi) q[3];\nu3(3.658449344326047*pi,-0.30428815065027814*pi,0.7538893814568488*pi) q[4];\nu3(3.5054331777435266*pi,0.3374328225802037*pi,2.1484792174873135*pi) q[6];\nu3(3.4822245937782275*pi,0.45558293574403397*pi,3.755365198013867*pi) q[7];\nu3(3.482732557848453*pi,-0.13508687197689795*pi,3.3205771486134656*pi) q[8];\nu3(3.872000326840328*pi,-0.011950346944341828*pi,2.1598827742348936*pi) q[9];\nu3(3.3292721783253483*pi,-0.42980464887206904*pi,0.9902870415539593*pi) q[10];\nu3(3.3254106566539443*pi,3.365049022745265*pi,1.3084745911929665*pi) q[11];\nu3(3.1510569973839964*pi,2.100524880856017*pi,1.664528146495078*pi) q[12];\nu3(3.467865678578323*pi,-0.11443756590970877*pi,2.061408820333936*pi) q[13];\nu3(3.612727739642815*pi,3.084778061163076*pi,0.624178233434499*pi) q[14];\nRxxyyzz(0.4846071049838503*pi,0.32778667153051355*pi,0.0*pi) q[6],q[0];\nRxxyyzz(0.4220841350788599*pi,0.2610940554778396*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.32408347439652957*pi,0.19747583677559888*pi,3.8979911429425194*pi) q[3],q[9];\nRxxyyzz(0.3542755944626502*pi,0.24561072785627758*pi,0.11451507084966872*pi) q[4],q[5];\nRxxyyzz(0.3576341156331901*pi,0.1523196171512513*pi,0.06837386338530393*pi) q[10],q[7];\nRxxyyzz(0.43566401566041*pi,0.22091648172211723*pi,3.9428410047500204*pi) q[8],q[12];\nRxxyyzz(0.44098279556011993*pi,0.348796430820989*pi,0.14062698085466976*pi) q[14],q[13];\nu3(3.8194632589453525*pi,0.4877997997960668*pi,2.1282422845908133*pi) q[0];\nu3(3.623051419275674*pi,0.8225346008721091*pi,1.2440826749706337*pi) q[1];\nu3(3.264036392718629*pi,-0.24725458953190732*pi,0.7857841067113329*pi) q[2];\nu3(3.5702588789361163*pi,-0.3695379235401226*pi,1.9488684800224707*pi) q[3];\nu3(3.2731736173018415*pi,-0.028084369917844743*pi,1.3889198334348398*pi) q[4];\nu3(3.2114728533404655*pi,3.213955077401553*pi,1.6047209907547924*pi) q[5];\nu3(3.372749798891759*pi,2.3656030920429405*pi,0.8805375881729813*pi) q[6];\nu3(3.4019277210321923*pi,3.2303580102934983*pi,3.0169908671945187*pi) q[7];\nu3(3.820825181449982*pi,-0.2657778538653984*pi,0.817261393049098*pi) q[8];\nu3(3.647823969069132*pi,-0.12484346057689777*pi,0.691346848724729*pi) q[9];\nu3(3.2651645830082705*pi,0.9175363557986469*pi,4.44052868541222*pi) q[10];\nu3(3.326987821406046*pi,2.5950969539491435*pi,1.1485297799239502*pi) q[12];\nu3(3.6488503576680977*pi,0.48184616362413246*pi,3.8194708327275757*pi) q[13];\nu3(3.469556430884608*pi,2.6451194290314697*pi,4.080040451613596*pi) q[14];\nRxxyyzz(0.37701034616197*pi,0.13845331947413655*pi,0.08627714712141463*pi) q[14],q[0];\nRxxyyzz(0.38398647167911726*pi,0.15773391410946547*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.3721945120180593*pi,0.23075424456877655*pi,0.1712252619886441*pi) q[2],q[4];\nRxxyyzz(0.43016266051738944*pi,0.18171612163946232*pi,3.91113184897743*pi) q[3],q[12];\nRxxyyzz(0.4651397060015803*pi,0.2449190786553057*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.40212543101566933*pi,0.34873008876670575*pi,0.0*pi) q[10],q[6];\nRxxyyzz(0.38725630729513016*pi,0.32436483657283943*pi,0.0*pi) q[8],q[7];\nu3(3.5980880495663614*pi,-0.14797568933404714*pi,3.721174363481471*pi) q[0];\nu3(3.7395345628888355*pi,0.04080594036202445*pi,1.4063174908796232*pi) q[1];\nu3(3.284430015320563*pi,2.8911011402181535*pi,3.4525102102818828*pi) q[2];\nu3(3.5406178774449577*pi,2.796076640537647*pi,1.6412370411925128*pi) q[3];\nu3(3.6723318715198077*pi,3.4412509106121707*pi,2.6002236148390936*pi) q[4];\nu3(3.28403050832395*pi,-0.34854196466211396*pi,1.080601923013987*pi) q[5];\nu3(3.2555692150437907*pi,0.155823267563321*pi,0.6517400734057778*pi) q[6];\nu3(3.5504322798570547*pi,0.8678690551562152*pi,1.4431202570430346*pi) q[7];\nu3(3.083114240910743*pi,0.09975760116930221*pi,1.3115605822763234*pi) q[8];\nu3(3.1709317507071333*pi,0.19665552948495346*pi,1.5651398448449962*pi) q[9];\nu3(3.392510113379317*pi,0.700108343508177*pi,1.2582591111546113*pi) q[10];\nu3(3.1339442473397927*pi,0.6460674573600991*pi,1.7633640907362604*pi) q[12];\nu3(3.4469046992799335*pi,0.32593060059852796*pi,4.402898630643081*pi) q[13];\nu3(3.7018396471356856*pi,-0.254719321409348*pi,4.182764366057176*pi) q[14];\nRxxyyzz(0.4415417334893701*pi,0.27539335444873236*pi,0.13472579030109166*pi) q[13],q[0];\nRxxyyzz(0.3413918115181005*pi,0.2214417612797016*pi,0.0*pi) q[4],q[1];\nRxxyyzz(0.4528992690058944*pi,0.08279705930475004*pi,3.9476543057216174*pi) q[2],q[9];\nRxxyyzz(0.31609072405588035*pi,0.11412641481232211*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.39948326691011227*pi,0.14433002389314886*pi,0.0*pi) q[6],q[5];\nRxxyyzz(0.2862989016815297*pi,0.09435001202757898*pi,0.0*pi) q[10],q[12];\nRxxyyzz(0.4721925889893601*pi,0.1624247418979382*pi,0.0*pi) q[14],q[11];\nu3(3.854226928813906*pi,2.8920289876978247*pi,3.4650391872533053*pi) q[0];\nu3(3.4880543267080344*pi,0.19875942192692064*pi,2.236765104712481*pi) q[1];\nu3(3.8057064183042355*pi,1.0166810883803254*pi,0.5541991985936856*pi) q[2];\nu3(3.5019495194997745*pi,3.0627431023777447*pi,1.142682131056599*pi) q[3];\nu3(3.4050026353040064*pi,-0.2881148309874434*pi,1.7031506296216734*pi) q[4];\nu3(3.112391978391468*pi,3.268841349498267*pi,1.7391922752368698*pi) q[5];\nu3(3.4363383016790925*pi,0.9521992492375997*pi,1.4429256312262342*pi) q[6];\nu3(3.454422344425746*pi,3.353218782057107*pi,4.052160149660906*pi) q[8];\nu3(3.5975763643939365*pi,3.128956464181824*pi,2.2063781356011467*pi) q[9];\nu3(3.49012617064617*pi,3.1516618861078385*pi,1.832020330340446*pi) q[10];\nu3(3.5639743452880617*pi,3.3015955013017475*pi,1.0602123869951245*pi) q[11];\nu3(3.0596198099437584*pi,3.438426353612972*pi,1.8746392361778805*pi) q[12];\nu3(3.2284090786815987*pi,2.856717857943103*pi,4.132605151448665*pi) q[13];\nu3(3.8025448427661983*pi,0.6475540657075212*pi,1.8946089960096297*pi) q[14];\nRxxyyzz(0.42486720178438997*pi,0.37099657352276605*pi,3.80778981995444*pi) q[12],q[0];\nRxxyyzz(0.3929087530039301*pi,0.3314425642806809*pi,0.12899012221410588*pi) q[1],q[7];\nRxxyyzz(0.4523530173958398*pi,0.2823117373954654*pi,3.889349252066511*pi) q[13],q[3];\nRxxyyzz(0.43623424327397015*pi,0.3582588131418465*pi,0.23429332409171622*pi) q[11],q[4];\nRxxyyzz(0.3702926806306505*pi,0.3412186250616501*pi,0.07703461765136108*pi) q[8],q[10];\nu3(3.6507620325716026*pi,0.47184065895407645*pi,0.7112936032380384*pi) q[0];\nu3(3.903376232966027*pi,-0.40133062981382545*pi,3.796690951693787*pi) q[1];\nu3(3.6034463494918962*pi,3.4052590722469036*pi,0.7337977023045064*pi) q[3];\nu3(3.32554192589329*pi,3.405348254423817*pi,1.6219440358905022*pi) q[4];\nu3(3.1611864371810148*pi,2.5218889550375234*pi,1.2355731113874664*pi) q[7];\nu3(3.1534009498523137*pi,1.8360472285688303*pi,4.434716898764873*pi) q[8];\nu3(3.382987508676466*pi,2.9867501910219687*pi,1.8932959454705354*pi) q[10];\nu3(3.241552054647639*pi,0.5633233250226561*pi,4.10408761922721*pi) q[11];\nu3(3.4761489183790397*pi,3.0522660307791702*pi,0.6820192351044794*pi) q[12];\nu3(3.872214063295919*pi,-0.29859708299010035*pi,1.7606440167351964*pi) q[13];\nRxxyyzz(0.3413719984113999*pi,0.13215225985580314*pi,3.929478104465*pi) q[0],q[8];\nRxxyyzz(0.3888874643845104*pi,0.34455056139085394*pi,0.0*pi) q[5],q[1];\nRxxyyzz(0.4447589509137896*pi,0.20664176010488763*pi,0.17842931925448735*pi) q[2],q[4];\nRxxyyzz(0.46910032034336036*pi,0.3154421351002821*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.4535060779609501*pi,0.24101485164820766*pi,0.17822632977128652*pi) q[13],q[6];\nRxxyyzz(0.41560934998613996*pi,0.3431731869010766*pi,0.0504782270724112*pi) q[9],q[10];\nRxxyyzz(0.44199549160074003*pi,0.259574937024456*pi,0.07734212147287942*pi) q[12],q[14];\nu3(3.2444099532051176*pi,2.5806292519514877*pi,0.9669611360269971*pi) q[0];\nu3(3.6534579223319845*pi,0.6667595089245821*pi,2.1597706172567896*pi) q[1];\nu3(3.331046318517484*pi,2.2312937434198536*pi,0.9562274085808686*pi) q[2];\nu3(3.6064084012313153*pi,2.7873237191997373*pi,1.7121566118278986*pi) q[3];\nu3(3.1485848568402024*pi,-0.34396700802710534*pi,2.0701300398131135*pi) q[4];\nu3(3.4473465102409446*pi,-0.44423411380021427*pi,1.1315375772230518*pi) q[5];\nu3(3.7209263176043654*pi,0.21729808768476255*pi,1.0953390313654932*pi) q[6];\nu3(3.5728559707203744*pi,0.9821606706852233*pi,1.5944855942932414*pi) q[7];\nu3(3.252524484851736*pi,-0.21480383880883502*pi,0.6538013406630325*pi) q[8];\nu3(3.459399381483464*pi,0.12039589284537744*pi,0.5659218430067477*pi) q[9];\nu3(3.745175712884061*pi,2.9131743153353074*pi,4.171899624685359*pi) q[10];\nu3(3.315645141496095*pi,0.014780281450985644*pi,1.2701270956160962*pi) q[12];\nu3(3.5916705612576356*pi,2.896757713920441*pi,3.5606728430934123*pi) q[13];\nu3(3.558399066342147*pi,3.2799172970222314*pi,2.1765203524688927*pi) q[14];\nRxxyyzz(0.22420785218242056*pi,0.108948435482356*pi,0.0*pi) q[1],q[0];\nRxxyyzz(0.4541734438887701*pi,0.2980537428266166*pi,3.8672847292980794*pi) q[2],q[3];\nRxxyyzz(0.41948453557604704*pi,0.35936754197411513*pi,0.0*pi) q[11],q[4];\nRxxyyzz(0.47441120328068875*pi,0.20647809232861114*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.45288343144203985*pi,0.2549879933984097*pi,3.8964550213609*pi) q[13],q[7];\nRxxyyzz(0.3343222591304844*pi,0.1803081555719077*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.3950957710011701*pi,0.13611169741535756*pi,0.0*pi) q[12],q[10];\nu3(3.696977493215645*pi,2.037254001719873*pi,2.009842291349316*pi) q[0];\nu3(3.5524564794392917*pi,0.8049265576235078*pi,1.4079323113566118*pi) q[1];\nu3(3.444787341843309*pi,3.3556166425403235*pi,0.9862972450487297*pi) q[2];\nu3(3.5816955660325203*pi,0.34385822062529015*pi,1.312628264664387*pi) q[3];\nu3(3.0909318683963205*pi,2.5598169222678804*pi,1.271906090924662*pi) q[4];\nu3(3.4823350780895863*pi,0.22371748753422016*pi,0.7481654740710865*pi) q[5];\nu3(3.628044903954332*pi,0.4154160689948979*pi,1.0046955505574862*pi) q[6];\nu3(3.148949101269208*pi,1.9887752916706494*pi,1.7611304781025243*pi) q[7];\nu3(3.5068170437652233*pi,2.094920795031026*pi,1.2424765981856827*pi) q[8];\nu3(3.8605676865511*pi,0.49769987826776374*pi,1.361253997281876*pi) q[9];\nu3(3.469380638866516*pi,-0.2927403252038654*pi,1.4159192216627874*pi) q[10];\nu3(3.769255705503335*pi,1.9928763809960794*pi,1.9655534360608211*pi) q[11];\nu3(3.4080336623324943*pi,2.1898666373340934*pi,2.060424907844963*pi) q[12];\nu3(3.7132054899248446*pi,-0.3566975434523077*pi,1.8164079698803652*pi) q[13];\nRxxyyzz(0.4236700072398101*pi,0.19205034207017313*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.44219454718574014*pi,0.20310388034329308*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.3373574603738808*pi,0.3023940545486328*pi,3.8502764457511542*pi) q[2],q[7];\nRxxyyzz(0.27443457286367984*pi,0.2496834143171931*pi,3.8620662471712297*pi) q[5],q[10];\nRxxyyzz(0.4464910462827597*pi,0.19806924183237629*pi,0.0*pi) q[13],q[6];\nRxxyyzz(0.42033613843967965*pi,0.18250644140435232*pi,3.9124462006648*pi) q[12],q[14];\nu3(3.44129821740919*pi,0.19439924613095738*pi,2.4068218969894533*pi) q[0];\nu3(3.6285591621331195*pi,2.351838402959644*pi,1.772504296282789*pi) q[1];\nu3(3.3963773945921*pi,2.8980659486508835*pi,3.670238891012921*pi) q[2];\nu3(3.159322599534285*pi,-0.3960143593386262*pi,1.0102575069779824*pi) q[3];\nu3(3.329903929964102*pi,3.2849723693082273*pi,0.545087073878161*pi) q[5];\nu3(3.36221961812572*pi,0.30548061488544576*pi,2.30546568847865*pi) q[6];\nu3(3.8015516088680457*pi,2.3809169262611567*pi,1.3571496367985367*pi) q[7];\nu3(3.2500081473069464*pi,-0.24736790540904413*pi,1.1593275465793171*pi) q[8];\nu3(3.8127048498136955*pi,-0.4450472230344622*pi,3.6977068279877034*pi) q[10];\nu3(3.705011152371663*pi,0.44402729744146074*pi,1.0444907672803554*pi) q[12];\nu3(3.5234031589571395*pi,2.2341136155150165*pi,1.4163378289858672*pi) q[13];\nu3(3.5811757014564414*pi,0.3565646859953636*pi,1.5206570308379432*pi) q[14];\nRxxyyzz(0.40283812722333023*pi,0.0930459585474096*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.39774274022708056*pi,0.16289768309362088*pi,3.939532002309671*pi) q[1],q[14];\nRxxyyzz(0.38438759352081975*pi,0.11990609592823842*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.4646038591568602*pi,0.30428611717289944*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.3602253914079202*pi,0.20624466984416057*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.3590188971152398*pi,0.2416158872375881*pi,0.0*pi) q[13],q[10];\nu3(3.208296698254887*pi,2.292148586016655*pi,1.9804474956756015*pi) q[0];\nu3(3.0670753160770143*pi,1.1813064870507994*pi,1.680670963874105*pi) q[1];\nu3(3.4648491489968554*pi,2.41051516287314*pi,1.093709432385554*pi) q[3];\nu3(3.317808951026785*pi,3.165822978863174*pi,4.373299252700977*pi) q[4];\nu3(3.5907747994417054*pi,0.18251369293164088*pi,0.620164869522057*pi) q[5];\nu3(3.6143456468760995*pi,0.9609557979999677*pi,1.5546639802988604*pi) q[6];\nu3(3.470271800224928*pi,-0.14615634845035386*pi,2.0730840703740503*pi) q[8];\nu3(3.650201567225598*pi,-0.3077753595414128*pi,1.5589092998840188*pi) q[9];\nu3(3.482712105008255*pi,0.3429589550115495*pi,1.8064046328143828*pi) q[10];\nu3(3.941671681745952*pi,2.3768860733217667*pi,1.0527884086648611*pi) q[12];\nu3(3.333645594701559*pi,0.7094482410275509*pi,2.041090093471996*pi) q[13];\nu3(3.669210384765603*pi,2.665598004382135*pi,1.3934880150610196*pi) q[14];\nRxxyyzz(0.43124063962408976*pi,0.13091282384413727*pi,0.0*pi) q[13],q[0];\nRxxyyzz(0.3077567196811133*pi,0.234916493525252*pi,0.0*pi) q[6],q[1];\nRxxyyzz(0.30418893127104013*pi,0.21545774230181358*pi,3.9406707976019306*pi) q[2],q[12];\nRxxyyzz(0.4043000886766998*pi,0.2049353446293844*pi,0.16446604450548732*pi) q[3],q[10];\nRxxyyzz(0.4279122895322103*pi,0.26384538418161263*pi,3.9094036494286595*pi) q[7],q[8];\nRxxyyzz(0.40267718599326985*pi,0.3017728965203481*pi,3.8949919161268807*pi) q[9],q[14];\nu3(3.3986347497039406*pi,0.7064451869663255*pi,0.7643846225911364*pi) q[0];\nu3(3.924983393670026*pi,-0.35677129042600014*pi,2.456325151812398*pi) q[1];\nu3(3.595053572298326*pi,0.6877542564896106*pi,4.4466102635397835*pi) q[2];\nu3(3.630737465697762*pi,-0.3761395676148548*pi,1.8883486141304342*pi) q[3];\nu3(3.6934260298831263*pi,-0.4126700346518414*pi,0.9455468802174782*pi) q[6];\nu3(3.6763890195379165*pi,-0.10729802369723934*pi,1.2872565940644898*pi) q[7];\nu3(3.2977025784431593*pi,0.4465991892373554*pi,1.7471457105682604*pi) q[8];\nu3(3.732255404151168*pi,2.9853239503151396*pi,1.755344875006486*pi) q[9];\nu3(3.4435038791103234*pi,0.5713727913803948*pi,3.6713214516805355*pi) q[10];\nu3(3.6296954064444154*pi,-0.3237713747523342*pi,1.2909335207585824*pi) q[12];\nu3(3.940233491194327*pi,-0.3370398175938039*pi,1.719225275374386*pi) q[13];\nu3(3.5061842542651993*pi,2.6064807213422494*pi,2.015119093509372*pi) q[14];\nRxxyyzz(0.45974476935381037*pi,0.25706375549765115*pi,0.0*pi) q[2],q[0];\nRxxyyzz(0.4651946014070204*pi,0.23982467354959014*pi,0.0*pi) q[7],q[3];\nRxxyyzz(0.42143717944310155*pi,0.3064381581640616*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.4051682076331511*pi,0.1966383796743667*pi,0.0*pi) q[13],q[5];\nRxxyyzz(0.45737495857184024*pi,0.282561092748739*pi,0.09656580969463578*pi) q[6],q[10];\nRxxyyzz(0.4743299846120711*pi,0.3491119389868538*pi,0.0*pi) q[12],q[8];\nRxxyyzz(0.41125632868866024*pi,0.19003825878626002*pi,0.16438232365259067*pi) q[9],q[11];\nu3(3.614435470912678*pi,1.323263753784372*pi,1.531125029655792*pi) q[0];\nu3(3.7982352768889815*pi,-0.2828235323422682*pi,1.8883303983971014*pi) q[2];\nu3(3.389289432267473*pi,-0.22832584060995953*pi,2.0256120527178316*pi) q[3];\nu3(3.854210535833862*pi,1.4066920414594188*pi,1.524318993203669*pi) q[4];\nu3(3.2239919801001267*pi,3.2306059748093663*pi,1.0481251695860703*pi) q[5];\nu3(3.321746605699721*pi,2.9640828932659957*pi,1.5915672598413526*pi) q[6];\nu3(3.6551518116413675*pi,2.9803612742348875*pi,4.229501682462406*pi) q[7];\nu3(3.7501772976894605*pi,2.7931999496721174*pi,0.6473753428682776*pi) q[8];\nu3(3.3981205578427716*pi,2.170797962600913*pi,0.5008567126317148*pi) q[9];\nu3(3.5400101392173604*pi,0.010504060323843212*pi,0.9704579464440501*pi) q[10];\nu3(3.537900239131743*pi,3.1236836177170137*pi,2.9141427562944022*pi) q[11];\nu3(3.620410674589286*pi,1.7885469192007282*pi,1.570268565755022*pi) q[12];\nu3(3.148876176779167*pi,1.380311858882056*pi,1.3939626542306924*pi) q[13];\nu3(3.467371669295985*pi,0.27754369497920184*pi,1.0807362741571775*pi) q[14];\nRxxyyzz(0.4608268312370698*pi,0.24537250784448084*pi,0.0*pi) q[9],q[0];\nRxxyyzz(0.3798474246086095*pi,0.13192700542301397*pi,3.923537267110719*pi) q[1],q[12];\nRxxyyzz(0.43111344155973996*pi,0.25512737877024816*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.4495555509277298*pi,0.1655102393679191*pi,3.95719490470788*pi) q[4],q[3];\nRxxyyzz(0.35088745401204036*pi,0.10180327810635292*pi,0.0*pi) q[14],q[5];\nRxxyyzz(0.45857012185290014*pi,0.3562166330006343*pi,0.13226599407945194*pi) q[8],q[13];\nu3(3.7315022348482803*pi,-0.31287893414204415*pi,2.454782706662016*pi) q[0];\nu3(3.4838189062287745*pi,-0.14496191111429596*pi,2.3225489804758146*pi) q[1];\nu3(3.3011175449544305*pi,-0.051488397296873656*pi,2.4622473295605065*pi) q[2];\nu3(3.6792594147477446*pi,2.495845127176049*pi,0.6192471386689324*pi) q[3];\nu3(3.8242104485838504*pi,2.5818351480088975*pi,1.4527385971253812*pi) q[4];\nu3(3.8020750128188077*pi,0.9582689840890497*pi,1.5512162360906943*pi) q[5];\nu3(3.292424390527871*pi,-0.1769774101629355*pi,1.6468256464159738*pi) q[7];\nu3(3.3574569193237416*pi,1.8754172907026603*pi,0.6905785149814042*pi) q[8];\nu3(3.5048615026432683*pi,0.6090871144638834*pi,0.9158227849781886*pi) q[9];\nu3(3.53817361164856*pi,-0.050546804504123743*pi,0.8842471049156764*pi) q[12];\nu3(3.6612936137039265*pi,1.9072108092379336*pi,0.8151860626058874*pi) q[13];\nu3(3.65651334512317*pi,2.878324465926977*pi,0.7999816497434828*pi) q[14];\nRxxyyzz(0.31104845332937003*pi,0.2292126466958121*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.31145981390426986*pi,0.2664739862070711*pi,3.95068734091213*pi) q[1],q[3];\nRxxyyzz(0.32985514063206023*pi,0.1311408774570042*pi,0.06989682070397851*pi) q[2],q[9];\nRxxyyzz(0.47562798203008994*pi,0.3102273639219413*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.36429698838915037*pi,0.2263716707550555*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.43894913583366957*pi,0.30364120401880484*pi,0.14562893790579404*pi) q[8],q[10];\nRxxyyzz(0.38888327100217*pi,0.26276455342605237*pi,3.916097737008469*pi) q[14],q[11];\nu3(3.585799265103739*pi,3.0447572651631165*pi,0.7486095583877077*pi) q[0];\nu3(3.8144769806698995*pi,1.0253418328276078*pi,1.2938975186916575*pi) q[1];\nu3(3.6489187203561992*pi,0.5544424449218166*pi,1.7022593656216283*pi) q[2];\nu3(3.395104465809409*pi,2.9159942868663107*pi,1.0016864328340045*pi) q[3];\nu3(3.809168238098398*pi,0.04310449910337799*pi,4.153578542320048*pi) q[5];\nu3(3.4729057877607143*pi,0.43378322832932137*pi,2.1873622546625877*pi) q[6];\nu3(3.7307156559579386*pi,0.2945768053288227*pi,2.161655302638506*pi) q[7];\nu3(3.27492802620551*pi,0.4333922008493343*pi,1.3084921632081996*pi) q[8];\nu3(3.1946244684849043*pi,2.660557488973141*pi,1.3147471832410005*pi) q[9];\nu3(3.9000554048513973*pi,2.9423879486504187*pi,3.3838174370394545*pi) q[10];\nu3(3.2964236394668855*pi,3.0730499392471895*pi,1.7466458585445026*pi) q[11];\nu3(3.2434159202633484*pi,2.551563053667236*pi,2.148703238868259*pi) q[12];\nu3(3.774972070463604*pi,2.9200261956162357*pi,1.3046867918355565*pi) q[13];\nu3(3.531210774116728*pi,-0.18800856541173805*pi,1.5156756356748335*pi) q[14];\nmeasure q[14] -> c[1];\nRxxyyzz(0.2537805238187901*pi,0.17125987720513924*pi,0.05266125640924635*pi) q[8],q[0];\nRxxyyzz(0.36281645465665024*pi,0.18372471432350523*pi,0.0*pi) q[9],q[1];\nRxxyyzz(0.45569138341398*pi,0.35602299577987756*pi,3.930002795451451*pi) q[6],q[2];\nRxxyyzz(0.4124552965675099*pi,0.250781536315243*pi,0.0*pi) q[7],q[3];\nRxxyyzz(0.4169459302354403*pi,0.23421266878254826*pi,0.20963714390480626*pi) q[4],q[12];\nRxxyyzz(0.44194158918728044*pi,0.27737325285823655*pi,3.8812174240581694*pi) q[5],q[10];\nRxxyyzz(0.3060600461947872*pi,0.2064199512953282*pi,0.0*pi) q[11],q[13];\nu3(2.641802828238146*pi,-0.20523439394498*pi,3.8462264014091336*pi) q[0];\nu3(3.45924400224749*pi,1.4893605742564677*pi,1.0288824895493969*pi) q[1];\nu3(3.913579485670257*pi,2.913133618556858*pi,1.5575942566479126*pi) q[2];\nu3(3.106202452988371*pi,0.9638173304647588*pi,4.171518270834826*pi) q[3];\nu3(3.7115238735679013*pi,-0.327787198037328*pi,1.9361933348236429*pi) q[4];\nu3(3.296131123674726*pi,-0.08149159998042665*pi,1.7441401062230462*pi) q[5];\nu3(3.8529265790408247*pi,2.8613201084219893*pi,2.1537129511423907*pi) q[6];\nu3(3.4221055141945946*pi,1.2473841815428015*pi,1.2078412851781222*pi) q[7];\nu3(1.5624045744251929*pi,3.415336163063299*pi,1.2380324909783296*pi) q[8];\nu3(3.1756454935661544*pi,0.606050843647441*pi,1.0927494235409636*pi) q[9];\nu3(3.428670027611557*pi,2.3751673395275263*pi,1.9111812048505308*pi) q[10];\nu3(0.5923548182478885*pi,3.3739312174806626*pi,1.1158329693377425*pi) q[11];\nu3(3.299969321533508*pi,0.2668725302716366*pi,4.342387931398582*pi) q[12];\nu3(3.2205353279136784*pi,0.25713962091429887*pi,2.0491124301963097*pi) q[13];\nmeasure q[6] -> c[0];\nmeasure q[3] -> c[2];\nmeasure q[2] -> c[3];\nmeasure q[9] -> c[4];\nmeasure q[5] -> c[5];\nmeasure q[8] -> c[6];\nmeasure q[1] -> c[7];\nmeasure q[0] -> c[8];\nmeasure q[13] -> c[9];\nmeasure q[11] -> c[10];\nmeasure q[4] -> c[11];\nmeasure q[7] -> c[12];\nmeasure q[12] -> c[13];\nmeasure q[10] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.5094778842728123*pi,2.4233212926405456*pi,3.648358888268387*pi) q[0];\nu3(3.320584863944938*pi,0.04968199960000386*pi,4.2665840744272*pi) q[1];\nu3(3.7268631382878095*pi,2.098677348476584*pi,3.562452801910828*pi) q[2];\nu3(3.8405836734659338*pi,3.3648206680430706*pi,3.4116476895713457*pi) q[3];\nu3(3.564875163472114*pi,0.23254164963217194*pi,0.9682170369894163*pi) q[4];\nu3(3.5213711084750705*pi,0.05052240802565788*pi,3.9404920724377197*pi) q[5];\nu3(3.897381497846688*pi,-0.14360756450078*pi,0.5757918784454201*pi) q[6];\nu3(3.2491225427575112*pi,2.3186293282582886*pi,1.145938094906576*pi) q[7];\nu3(3.5921352158824837*pi,3.4899452998936398*pi,0.6449611326997728*pi) q[8];\nu3(3.337268028705652*pi,3.4027047756449886*pi,2.0651100890496403*pi) q[9];\nu3(3.249296998312762*pi,2.136504598465132*pi,0.5997755277353929*pi) q[10];\nu3(3.5829897884798285*pi,2.1222177111788687*pi,3.386718488717899*pi) q[11];\nu3(3.5288169349456697*pi,-0.14883361349862867*pi,0.5578046898030677*pi) q[12];\nu3(3.6559754049489834*pi,0.5035626638194288*pi,1.5230911642398346*pi) q[13];\nu3(3.7669604642739234*pi,3.474054137068064*pi,0.6948721052739752*pi) q[14];\nRxxyyzz(0.3996583610361615*pi,0.3123969561449018*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.41754743823007867*pi,0.22988141819648256*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.44693425971838996*pi,0.25838166264518003*pi,0.19695770603034113*pi) q[2],q[8];\nRxxyyzz(0.4599297939839095*pi,0.15701099782380018*pi,3.88570378493829*pi) q[3],q[6];\nRxxyyzz(0.3580363501031505*pi,0.20576915332786216*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.4793693697917002*pi,0.3325597297876334*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.40768217689143926*pi,0.3419452413919295*pi,0.0*pi) q[10],q[14];\nu3(3.4021207512371516*pi,2.747616798308491*pi,2.4889881786119843*pi) q[0];\nu3(3.55618328925006*pi,2.0795914574649705*pi,1.9511876081274477*pi) q[1];\nu3(3.9645471831982277*pi,0.4501228343215524*pi,3.6282987541485494*pi) q[2];\nu3(3.567291471645701*pi,2.871596358643287*pi,1.1779652732323647*pi) q[3];\nu3(3.554737635681929*pi,-0.32912098966234693*pi,3.7711884338816093*pi) q[4];\nu3(3.791145208209575*pi,2.852275668688441*pi,1.1937511022547769*pi) q[6];\nu3(3.631731145412886*pi,1.8278703484996983*pi,1.315007401224896*pi) q[7];\nu3(3.795906625835742*pi,2.7538611233236887*pi,3.5027135000070686*pi) q[8];\nu3(3.3893770447089064*pi,0.5046727285755275*pi,2.035315240119888*pi) q[9];\nu3(3.5331241222434224*pi,2.919188227721235*pi,1.6948316743480827*pi) q[10];\nu3(3.727689201775078*pi,3.110360046756547*pi,0.871275387884757*pi) q[11];\nu3(3.784532445423478*pi,0.9684905270139765*pi,1.7194992936365012*pi) q[12];\nu3(3.103566753358552*pi,0.44940542370023573*pi,2.3162615933593957*pi) q[13];\nu3(3.1356983738635056*pi,0.4827826552579826*pi,1.5005144456689923*pi) q[14];\nRxxyyzz(0.43749839008381974*pi,0.26104918711315195*pi,3.9521449974680007*pi) q[5],q[1];\nRxxyyzz(0.4663863004821903*pi,0.1760169315974538*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.4607988427850796*pi,0.2663439245292295*pi,3.90081035140476*pi) q[8],q[4];\nRxxyyzz(0.4282101057902211*pi,0.265408508182569*pi,0.0*pi) q[13],q[7];\nRxxyyzz(0.4451826436856999*pi,0.20605791332905857*pi,0.064020072732607*pi) q[11],q[12];\nu3(3.665126344423926*pi,0.8584155870390964*pi,2.0628932500758257*pi) q[1];\nu3(3.608896673385683*pi,2.7888758515606398*pi,0.8739026613151402*pi) q[2];\nu3(3.736930099916563*pi,3.3963178058601184*pi,0.8684401635237244*pi) q[4];\nu3(3.2070323250085213*pi,0.7373274951846507*pi,2.207791968449739*pi) q[5];\nu3(3.941495609865086*pi,-0.0971372933880526*pi,1.2904045133272544*pi) q[6];\nu3(3.4098779114404407*pi,3.12426313290252*pi,2.456149379896609*pi) q[7];\nu3(3.2442928718998463*pi,2.7620922880492182*pi,1.2913656034276642*pi) q[8];\nu3(3.2176619041348973*pi,2.96007062949806*pi,3.0884874007450636*pi) q[11];\nu3(3.420209159979121*pi,0.9739044318932009*pi,4.07148285898587*pi) q[12];\nu3(3.5374577205880082*pi,-0.4044983721512192*pi,1.2085590864517957*pi) q[13];\nRxxyyzz(0.36494464406714017*pi,0.2107008332642355*pi,0.08038716997947495*pi) q[13],q[0];\nRxxyyzz(0.4579243991856434*pi,0.2742364691565742*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.47446753765057004*pi,0.2515044532353665*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.3805520340748001*pi,0.2633511762030523*pi,3.8489073136946406*pi) q[3],q[5];\nRxxyyzz(0.4210558827502601*pi,0.29355609094921004*pi,3.8876327947705303*pi) q[6],q[8];\nRxxyyzz(0.36858330976417997*pi,0.24953296451330698*pi,0.0*pi) q[7],q[10];\nRxxyyzz(0.44064020046041996*pi,0.38205263631834563*pi,3.86124678239654*pi) q[9],q[12];\nu3(3.578982925180994*pi,2.83594484641444*pi,3.3420960316549406*pi) q[0];\nu3(3.3692124524129987*pi,1.7482971271102912*pi,1.3824422438415123*pi) q[1];\nu3(3.4479800997401124*pi,1.0909827071918534*pi,1.3124673492128658*pi) q[2];\nu3(3.35288198813514*pi,-0.4743638824197046*pi,1.9582700429534179*pi) q[3];\nu3(3.73594054473478*pi,-0.49927938167146335*pi,2.258242617395261*pi) q[4];\nu3(3.5358793015670096*pi,0.9241724654329506*pi,2.379640515446564*pi) q[5];\nu3(3.635849135262717*pi,2.8037267964603863*pi,0.6338668891910819*pi) q[6];\nu3(3.9802110301218168*pi,0.026367032747077856*pi,1.4100942439021393*pi) q[7];\nu3(3.365453935060425*pi,1.0825385264080891*pi,0.9136418181287933*pi) q[8];\nu3(3.5353050250183027*pi,1.0092439210550457*pi,1.4741141846662067*pi) q[9];\nu3(3.7287473818693866*pi,0.52209442062865*pi,2.366751655889183*pi) q[10];\nu3(3.0995790168489927*pi,2.412955906130459*pi,1.5341502162232477*pi) q[12];\nu3(3.8017134398527572*pi,0.39009998213015407*pi,1.347685230472355*pi) q[13];\nu3(3.501137533893564*pi,2.3693687766891736*pi,2.3921231596845343*pi) q[14];\nRxxyyzz(0.48400907420366013*pi,0.3527791369221005*pi,0.0*pi) q[9],q[0];\nRxxyyzz(0.4418756769751919*pi,0.20248782662258427*pi,3.940427515469834*pi) q[11],q[1];\nRxxyyzz(0.41774151190326003*pi,0.22104080350736982*pi,3.8905470153438504*pi) q[3],q[13];\nRxxyyzz(0.4235035907408502*pi,0.39485582250438633*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.36963236657090004*pi,0.28692940038085757*pi,0.18664599488500289*pi) q[7],q[12];\nRxxyyzz(0.4460434842991901*pi,0.16097699101388244*pi,3.9433986344460106*pi) q[8],q[10];\nu3(3.8556687675864136*pi,0.48628331208305864*pi,0.5434336169017889*pi) q[0];\nu3(3.690554390187011*pi,2.9278038828459954*pi,1.7598420113122666*pi) q[1];\nu3(3.721177561585136*pi,-0.09092603131015631*pi,0.9056517902172274*pi) q[3];\nu3(3.7972730929441085*pi,-0.393740864313203*pi,1.4103924777141077*pi) q[5];\nu3(3.861341976535894*pi,0.6358548403735813*pi,0.6562581528824398*pi) q[6];\nu3(3.19641904187713*pi,0.4821535557279245*pi,0.575563855396838*pi) q[7];\nu3(3.115838581798901*pi,-0.0014900739390710793*pi,1.6085388043252664*pi) q[8];\nu3(3.4767736985044007*pi,3.0139206981222824*pi,4.4618053224153975*pi) q[9];\nu3(3.513613888219372*pi,2.8041868619068704*pi,1.2624375826056475*pi) q[10];\nu3(3.4370119830295347*pi,0.11474605504763624*pi,1.434504366431636*pi) q[11];\nu3(3.9085695650225434*pi,-0.4193993432344294*pi,3.272759099344926*pi) q[12];\nu3(3.565176350236861*pi,0.7159161514855241*pi,1.112283191601434*pi) q[13];\nRxxyyzz(0.32783094476372016*pi,0.3086202442684822*pi,3.9073041479161805*pi) q[0],q[4];\nRxxyyzz(0.2735238711661201*pi,0.20489650396029535*pi,0.0*pi) q[2],q[3];\nRxxyyzz(0.40989096428444327*pi,0.21013224559011653*pi,0.07053762482296953*pi) q[5],q[10];\nRxxyyzz(0.38762880188232973*pi,0.22891385906482328*pi,0.07372970759853714*pi) q[7],q[6];\nRxxyyzz(0.4197490731917578*pi,0.21911840939949556*pi,0.0*pi) q[9],q[8];\nRxxyyzz(0.23705836472079966*pi,0.0853691738714033*pi,0.0*pi) q[13],q[14];\nu3(3.7512796243327085*pi,0.023660198026978052*pi,1.355727286187906*pi) q[0];\nu3(3.833806021150713*pi,0.055922555031769905*pi,1.406615021459786*pi) q[2];\nu3(3.575127667976075*pi,3.3809495862403423*pi,2.218807169495703*pi) q[3];\nu3(3.466043435791034*pi,0.1279795443204299*pi,1.9348342918936543*pi) q[4];\nu3(3.9134228966745273*pi,-0.18661813872742306*pi,1.8657470670310266*pi) q[5];\nu3(3.4137924807110007*pi,0.896783824479086*pi,0.8994048902442815*pi) q[6];\nu3(3.4081909623171738*pi,2.565906148470786*pi,3.4457343544166896*pi) q[7];\nu3(3.7404194899356327*pi,0.3855322496057161*pi,1.4380180814418888*pi) q[8];\nu3(3.27962559468656*pi,0.11163430879264113*pi,1.2027976833901137*pi) q[9];\nu3(3.7684319789450074*pi,0.9822597850072534*pi,4.008926041367628*pi) q[10];\nu3(3.5638804613290733*pi,2.5128209732296547*pi,2.0956008430570012*pi) q[13];\nu3(3.2489333833262037*pi,2.632945479971185*pi,0.9874827650585556*pi) q[14];\nRxxyyzz(0.3680812934598603*pi,0.16438130396709835*pi,3.87941620616688*pi) q[9],q[0];\nRxxyyzz(0.43735659838595*pi,0.28680426177480334*pi,3.88876999657516*pi) q[13],q[1];\nRxxyyzz(0.4701876755905362*pi,0.2505537541940992*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.43700748120131117*pi,0.1840522082356829*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.34654636599844013*pi,0.3123855084305891*pi,3.9050939747696933*pi) q[11],q[4];\nRxxyyzz(0.4611759511541096*pi,0.3700081778073629*pi,0.0*pi) q[8],q[5];\nRxxyyzz(0.3406690376188801*pi,0.27516476248437804*pi,0.1285905942667691*pi) q[7],q[14];\nu3(3.463728351787947*pi,2.7675630757082375*pi,0.8005684855970499*pi) q[0];\nu3(3.311367632353707*pi,2.7004108472446235*pi,0.8596177677143624*pi) q[1];\nu3(3.5761980049433526*pi,2.73221855412597*pi,2.482268819869131*pi) q[2];\nu3(3.271965081308599*pi,2.934242977649096*pi,4.192877351518455*pi) q[3];\nu3(3.6771936836299317*pi,0.6018889475894709*pi,2.217874126565543*pi) q[4];\nu3(3.5974747005951127*pi,3.142143217653778*pi,3.126052295546466*pi) q[5];\nu3(3.5337013130002073*pi,2.7783248954444817*pi,1.4394360680630942*pi) q[6];\nu3(3.461021361295769*pi,0.567336765066424*pi,0.6717195933226097*pi) q[7];\nu3(3.209424659475478*pi,3.001814494353259*pi,3.4646344641052775*pi) q[8];\nu3(3.740777084214375*pi,3.176434237955895*pi,2.4341389372301467*pi) q[9];\nu3(3.337475427047318*pi,-0.1006224146245237*pi,4.120664432331763*pi) q[11];\nu3(3.3468104927023883*pi,0.044135674635112365*pi,2.235993097574919*pi) q[12];\nu3(3.4007966030050616*pi,2.350391901174101*pi,0.8726734365582876*pi) q[13];\nu3(3.623295825107545*pi,-0.3252940735318991*pi,0.8449647831448394*pi) q[14];\nRxxyyzz(0.23198016594798532*pi,0.07146677728329032*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.3768332031721401*pi,0.2986442041696371*pi,0.0*pi) q[2],q[1];\nRxxyyzz(0.45425215196318014*pi,0.23862699736823434*pi,0.0*pi) q[10],q[3];\nRxxyyzz(0.4494976047066399*pi,0.31587442187230796*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.39332303730816054*pi,0.24418575002481113*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.4360019624406596*pi,0.18604224561843508*pi,0.0*pi) q[12],q[8];\nu3(3.2209511715838057*pi,0.6538196609385276*pi,1.2041209654780332*pi) q[0];\nu3(3.2887484869779238*pi,0.9941190789595082*pi,1.9879382087261304*pi) q[1];\nu3(3.535351911008153*pi,3.024688565825076*pi,1.1576002031945805*pi) q[2];\nu3(3.6972915464122367*pi,-0.487000846988095*pi,2.236846482523685*pi) q[3];\nu3(3.2948841745876303*pi,3.4475496238584005*pi,4.052109504728888*pi) q[6];\nu3(3.553921669556468*pi,3.201119154560943*pi,0.8911123356715622*pi) q[7];\nu3(3.1297119067036805*pi,-0.10772936344382256*pi,2.1216820330056025*pi) q[8];\nu3(3.754159243162766*pi,3.3004676599364906*pi,4.085862970690874*pi) q[9];\nu3(3.396442732117028*pi,0.9907985890943514*pi,2.001613369150478*pi) q[10];\nu3(3.6934210428530765*pi,-0.4570459132453321*pi,1.4061043443197383*pi) q[12];\nu3(3.8621928861762305*pi,3.0317233686803418*pi,1.733431420705696*pi) q[13];\nu3(3.6717514752674205*pi,2.932680134038759*pi,1.8889116065301872*pi) q[14];\nRxxyyzz(0.40275853300257974*pi,0.3477905078910465*pi,0.1561798498031411*pi) q[6],q[0];\nRxxyyzz(0.32049195780335704*pi,0.2519299181433763*pi,0.0*pi) q[5],q[1];\nRxxyyzz(0.39018487576906014*pi,0.19695858476623815*pi,0.08963558255749858*pi) q[11],q[2];\nRxxyyzz(0.4085965076633799*pi,0.2169941611089672*pi,0.05119979132370891*pi) q[13],q[3];\nRxxyyzz(0.47261728131701386*pi,0.17254954612170714*pi,0.0*pi) q[10],q[4];\nRxxyyzz(0.42903769862072005*pi,0.2238837461891504*pi,0.06546298189484374*pi) q[7],q[9];\nu3(3.3121521841999435*pi,2.9385719933846106*pi,1.360003192279346*pi) q[0];\nu3(3.1914766813394313*pi,-0.03828913676149448*pi,1.489536162043048*pi) q[1];\nu3(3.395311696504921*pi,2.9523878949693314*pi,1.864536710947498*pi) q[2];\nu3(3.802760790778121*pi,-0.2396649560419516*pi,3.497939095764777*pi) q[3];\nu3(3.6165153142793254*pi,0.8713426606677646*pi,3.912110866538765*pi) q[4];\nu3(3.1616432148924476*pi,2.932781580831856*pi,1.9195211067070046*pi) q[5];\nu3(3.8653866308335747*pi,-0.15491988702649573*pi,0.7599232106406747*pi) q[6];\nu3(3.423676546939117*pi,1.9344026232333293*pi,0.7265755542086416*pi) q[7];\nu3(3.746231101161205*pi,2.1790140797745874*pi,4.0904271323265515*pi) q[9];\nu3(3.2799413177287295*pi,-0.280919621635382*pi,0.7919308702159302*pi) q[10];\nu3(3.4994935451087748*pi,3.255320479926409*pi,2.0064216684100753*pi) q[11];\nu3(3.6298161175541392*pi,1.7667072024975705*pi,0.6493504000191126*pi) q[13];\nRxxyyzz(0.39042780657982035*pi,0.22917246193657625*pi,3.8990769089109403*pi) q[12],q[0];\nRxxyyzz(0.45552791909277035*pi,0.2465976858357355*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.42025261042942585*pi,0.3043576695886294*pi,0.0*pi) q[6],q[2];\nRxxyyzz(0.4413911836295342*pi,0.2152062376006879*pi,0.04690231495049954*pi) q[5],q[14];\nRxxyyzz(0.3817239491921698*pi,0.3623688335289734*pi,0.1417197644786783*pi) q[8],q[11];\nRxxyyzz(0.2879798645119003*pi,0.17267929912936175*pi,0.0*pi) q[13],q[9];\nu3(3.6010728376663708*pi,0.14779792018633886*pi,1.2706225702233478*pi) q[0];\nu3(3.3591734106787117*pi,0.4525464513326184*pi,2.459665496739231*pi) q[1];\nu3(3.5717992539576073*pi,2.9099002737576294*pi,1.4527924718037906*pi) q[2];\nu3(3.6063001226177054*pi,3.3354539720361807*pi,2.132732015715252*pi) q[5];\nu3(3.621395849715313*pi,0.12081408689389794*pi,0.7293243507231547*pi) q[6];\nu3(3.227276365241683*pi,2.859088715707869*pi,4.289554181667529*pi) q[7];\nu3(3.7617781932285825*pi,2.658505622786819*pi,1.1035136093479285*pi) q[8];\nu3(3.2618910308082905*pi,0.21610938907344512*pi,0.7518715508261584*pi) q[9];\nu3(3.7359830242370218*pi,3.056376827159666*pi,4.195267713232982*pi) q[11];\nu3(3.6978309929571562*pi,1.01233344576465*pi,2.0557830234388317*pi) q[12];\nu3(3.500859618839012*pi,-0.15500462845442675*pi,3.4121050060143974*pi) q[13];\nu3(3.646355974991987*pi,1.2122723613744482*pi,0.649897920811874*pi) q[14];\nRxxyyzz(0.36605426525474094*pi,0.21472605840680714*pi,0.0*pi) q[11],q[0];\nRxxyyzz(0.41457374842385925*pi,0.20407710064927984*pi,3.8851924448708903*pi) q[13],q[3];\nRxxyyzz(0.2524488629679511*pi,0.24499370509972007*pi,0.0*pi) q[12],q[4];\nRxxyyzz(0.44675886684546573*pi,0.3434677273669796*pi,0.0*pi) q[8],q[6];\nRxxyyzz(0.4169053333305186*pi,0.15832295394354645*pi,0.0*pi) q[9],q[10];\nu3(3.2323426362095136*pi,3.1932285534529727*pi,4.415448453472669*pi) q[0];\nu3(3.600733341212256*pi,-0.49408679979554615*pi,1.4625402922148734*pi) q[3];\nu3(3.5687305526553468*pi,-0.3164498310178999*pi,2.0798959953674476*pi) q[4];\nu3(3.9118701835861636*pi,0.9976147312881476*pi,2.1205282942337895*pi) q[6];\nu3(3.556450880802216*pi,-0.20327638457914743*pi,1.0901698765865664*pi) q[8];\nu3(3.106341634406615*pi,0.5526652627162791*pi,1.662594111446135*pi) q[9];\nu3(3.55043695882361*pi,3.1344464639201854*pi,0.5748286863912848*pi) q[10];\nu3(3.7461322525809293*pi,2.967784513393384*pi,1.5271346180189445*pi) q[11];\nu3(3.6759278028226148*pi,3.1092064142289044*pi,2.1911401267771335*pi) q[12];\nu3(3.289241119806428*pi,3.0177658042068476*pi,1.8311474064017514*pi) q[13];\nRxxyyzz(0.40951537416101935*pi,0.3960959552021315*pi,0.2176573004339274*pi) q[7],q[0];\nRxxyyzz(0.48353188099543*pi,0.2933772421209684*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.48798550976654986*pi,0.2782161599272791*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.3681739097479696*pi,0.14735783682646383*pi,0.06148411660556093*pi) q[13],q[8];\nRxxyyzz(0.446680013409249*pi,0.18599645487664507*pi,0.0*pi) q[14],q[9];\nRxxyyzz(0.3403410026055099*pi,0.169197529230651*pi,0.0*pi) q[10],q[11];\nu3(3.503714048070463*pi,2.2899678482640926*pi,0.7316565951723502*pi) q[0];\nu3(3.6082872247052324*pi,0.5361628416035469*pi,0.8579576209528931*pi) q[2];\nu3(3.6993791464343446*pi,-0.15892485482283608*pi,2.4327106093176867*pi) q[4];\nu3(3.7029355042240093*pi,0.46218533090822556*pi,1.714534529303551*pi) q[5];\nu3(3.50997358999052*pi,2.4394414340895834*pi,3.298670614851452*pi) q[7];\nu3(3.5107103659081376*pi,2.801365952335425*pi,1.5834138366258235*pi) q[8];\nu3(3.730071050786637*pi,0.5441375456399962*pi,1.7987804297168217*pi) q[9];\nu3(3.7105531641469973*pi,0.4763258516222155*pi,0.97722861157329*pi) q[10];\nu3(3.8853551090467557*pi,0.4485018936952173*pi,1.0472838101325945*pi) q[11];\nu3(3.3252151959879814*pi,3.2025578929951344*pi,2.138496608941745*pi) q[12];\nu3(3.572155715967936*pi,-0.3003947386317699*pi,1.6747370046536942*pi) q[13];\nu3(3.109368928191434*pi,2.686922540466746*pi,2.383555046547281*pi) q[14];\nRxxyyzz(0.4290682590162903*pi,0.16692275415326485*pi,0.0*pi) q[0],q[4];\nRxxyyzz(0.47276566489570004*pi,0.3258203648886451*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.42253158535548274*pi,0.2679651973005275*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.43769305929323027*pi,0.22871691855478338*pi,3.8953120291078602*pi) q[7],q[3];\nRxxyyzz(0.36341465654603033*pi,0.10136042263535527*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.3408859343865899*pi,0.22196454175849478*pi,0.0*pi) q[10],q[6];\nu3(3.7810729752124956*pi,2.8634808830044474*pi,4.2592592488704035*pi) q[0];\nu3(3.235907331924435*pi,0.31795538978211946*pi,1.7701549957432072*pi) q[1];\nu3(3.746140926998279*pi,3.4701876278897217*pi,2.1960671771885867*pi) q[2];\nu3(3.4137580453900824*pi,2.6860144836390623*pi,1.1056049639365906*pi) q[3];\nu3(3.2597007697622167*pi,-0.09532279713683328*pi,0.9040486731502466*pi) q[4];\nu3(3.5351591191590988*pi,0.24264621262238695*pi,1.7803691417056249*pi) q[5];\nu3(3.6110870155171546*pi,2.57884934806545*pi,1.8877152385745584*pi) q[6];\nu3(3.258156027953359*pi,-0.052301900275937174*pi,1.9285287610007118*pi) q[7];\nu3(3.1784293824310064*pi,0.3095726961008204*pi,0.94860784740529*pi) q[9];\nu3(3.490228315557661*pi,0.8644561444182877*pi,1.205775502620688*pi) q[10];\nu3(3.2272634159485056*pi,1.0993362779606124*pi,1.8300022863902443*pi) q[12];\nu3(3.591418561454053*pi,0.4737977678940787*pi,1.8929877728524893*pi) q[14];\nRxxyyzz(0.41123808325821987*pi,0.35781932207863454*pi,0.0*pi) q[5],q[1];\nRxxyyzz(0.4320385438651406*pi,0.2980822540440108*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.39181387598278006*pi,0.37277035380205376*pi,0.0*pi) q[13],q[3];\nRxxyyzz(0.44895104508187*pi,0.34740215780589634*pi,0.0*pi) q[7],q[6];\nRxxyyzz(0.3782563925563095*pi,0.28485927416602586*pi,3.90126823888027*pi) q[9],q[12];\nRxxyyzz(0.45063513337384054*pi,0.15580972688344996*pi,0.0*pi) q[10],q[14];\nu3(3.2630133781878863*pi,3.417246434927121*pi,1.5815813732486317*pi) q[1];\nu3(3.2343608141725966*pi,0.864315019345093*pi,1.4639198413833463*pi) q[2];\nu3(3.8446077712538416*pi,0.1520194129360567*pi,4.383542994803659*pi) q[3];\nu3(3.330618549613555*pi,3.151140974525672*pi,4.2735295771600175*pi) q[5];\nu3(3.2483113548970044*pi,0.03885033693318929*pi,2.3070724455487936*pi) q[6];\nu3(3.4259168634889896*pi,0.5451150688901198*pi,2.2737770278984377*pi) q[7];\nu3(3.2838612234326616*pi,-0.19257619871633086*pi,2.309148487241286*pi) q[9];\nu3(3.2089970299750377*pi,-0.10454757941498932*pi,0.611057089153066*pi) q[10];\nu3(3.344373014816501*pi,0.8570017360074236*pi,1.2924107625622112*pi) q[11];\nu3(3.5894231888556023*pi,3.453667986628321*pi,1.4066456180700428*pi) q[12];\nu3(3.734426497511111*pi,2.4179353010637255*pi,1.279123331832463*pi) q[13];\nu3(3.712205443656695*pi,-0.36855090989781525*pi,3.909009021966713*pi) q[14];\nRxxyyzz(0.38809692129074014*pi,0.3565815312018371*pi,3.7957917450317*pi) q[0],q[1];\nRxxyyzz(0.35743347950608945*pi,0.1880300273599893*pi,0.1172007711907117*pi) q[12],q[2];\nRxxyyzz(0.2924565402377298*pi,0.11942615834372461*pi,0.0*pi) q[6],q[3];\nRxxyyzz(0.3814543443361451*pi,0.20288197731046786*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.4464021645647904*pi,0.08276165742093078*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.37517052255347016*pi,0.338012243039346*pi,0.11109834212573697*pi) q[7],q[10];\nRxxyyzz(0.3987772917073802*pi,0.2560362076844229*pi,0.0*pi) q[9],q[11];\nu3(3.767108978419432*pi,2.6627033237251236*pi,1.576952671399869*pi) q[0];\nu3(3.2090005376909794*pi,1.1642241364440404*pi,2.358330901268444*pi) q[1];\nu3(3.1902024916058065*pi,0.5194507979189356*pi,0.9880087475535357*pi) q[2];\nu3(3.7171395028993492*pi,0.0950815686244022*pi,4.127439920778377*pi) q[3];\nu3(3.6620947318856896*pi,1.916842800231553*pi,1.5619009777397317*pi) q[4];\nu3(3.6140127339858523*pi,1.5877156340010279*pi,1.4662531952355229*pi) q[5];\nu3(3.503740496523317*pi,3.3624724057585427*pi,1.8954247121557848*pi) q[6];\nu3(3.2340514020546367*pi,0.8260684736103205*pi,4.066474373335906*pi) q[7];\nu3(3.855287569014406*pi,2.903015930240646*pi,1.8537626017653879*pi) q[8];\nu3(3.6660625593370195*pi,2.6335564094594845*pi,1.3547017777075936*pi) q[9];\nu3(3.5740770107732853*pi,-0.045994399858370505*pi,2.972015460042756*pi) q[10];\nu3(3.60911250836911*pi,-0.12894937657689282*pi,4.203005693646052*pi) q[11];\nu3(3.5166398216201395*pi,1.937939520428737*pi,0.8679638287714198*pi) q[12];\nu3(3.257803068969854*pi,2.944526220631446*pi,0.6567373127909153*pi) q[13];\nmeasure q[1] -> c[6];\nRxxyyzz(0.43163477414185986*pi,0.28987386486555633*pi,3.9552863020728104*pi) q[0],q[6];\nRxxyyzz(0.41518569543140005*pi,0.3380194259235706*pi,0.2405206777249488*pi) q[11],q[2];\nRxxyyzz(0.4171650814667204*pi,0.21960187934324793*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.32329442522194013*pi,0.26083801976465093*pi,3.94035260657391*pi) q[4],q[8];\nRxxyyzz(0.3709975995188199*pi,0.2977548243943784*pi,0.10093600998106897*pi) q[14],q[5];\nRxxyyzz(0.3791895457716703*pi,0.21239478136183543*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.4093638019161601*pi,0.16071677319702357*pi,3.9295973294072404*pi) q[9],q[13];\nu3(3.3844558779993386*pi,0.1385238640291535*pi,1.2154179516423005*pi) q[0];\nu3(3.2296965505858326*pi,2.1366946145269896*pi,1.6812524065112973*pi) q[2];\nu3(3.3997929796746194*pi,0.38066898401541827*pi,4.086814054537616*pi) q[3];\nu3(1.718071261080828*pi,3.0609764033553835*pi,1.6654719583693902*pi) q[4];\nu3(3.476926724098924*pi,0.8250554070763334*pi,3.2384389150724013*pi) q[5];\nu3(3.168000889528916*pi,2.009452445264034*pi,1.5060020671348813*pi) q[6];\nu3(3.305880461240981*pi,0.5038943787379013*pi,1.291237553571772*pi) q[7];\nu3(2.364023869031135*pi,0.14861720017781987*pi,2.216950377200751*pi) q[8];\nu3(3.363950038268891*pi,0.33440790810340326*pi,2.188613979046454*pi) q[9];\nu3(3.7087750823222145*pi,-0.2931423285729513*pi,0.8721042961752499*pi) q[10];\nu3(3.5188426294344524*pi,1.0499931786440486*pi,0.6625098742108514*pi) q[11];\nu3(3.51217458073657*pi,1.427155841669598*pi,1.2148283191589955*pi) q[12];\nu3(3.69374160000834*pi,-0.39494709105705006*pi,2.4529408782125928*pi) q[13];\nu3(3.202443464414303*pi,2.9600641010274606*pi,0.6874237659654637*pi) q[14];\nmeasure q[7] -> c[0];\nmeasure q[14] -> c[1];\nmeasure q[9] -> c[2];\nmeasure q[3] -> c[3];\nmeasure q[13] -> c[4];\nmeasure q[0] -> c[5];\nmeasure q[5] -> c[7];\nmeasure q[4] -> c[8];\nmeasure q[11] -> c[9];\nmeasure q[12] -> c[10];\nmeasure q[10] -> c[11];\nmeasure q[6] -> c[12];\nmeasure q[2] -> c[13];\nmeasure q[8] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.5456363716157915*pi,2.9686921916718254*pi,0.9605890764672766*pi) q[0];\nu3(3.451681210855196*pi,3.1653591694905057*pi,0.6109219687568693*pi) q[1];\nu3(3.650229380174821*pi,-0.05583370056236092*pi,2.9396331568101393*pi) q[2];\nu3(3.620780685257578*pi,-0.2836753955322786*pi,3.2585857572587797*pi) q[3];\nu3(3.3047670939954124*pi,3.412736426313307*pi,1.715927602006345*pi) q[4];\nu3(3.398305238650665*pi,0.4984992983615222*pi,3.7181084686682055*pi) q[5];\nu3(3.28637268955531*pi,0.5364990273787402*pi,1.3904535343852467*pi) q[6];\nu3(3.6273062431246617*pi,0.1559367705304905*pi,2.0698101087688596*pi) q[7];\nu3(3.625596799273299*pi,2.7252418570692494*pi,0.9461894024764318*pi) q[8];\nu3(3.2414367980557737*pi,3.196135657950493*pi,3.2625469895826127*pi) q[9];\nu3(3.6008887740991113*pi,2.9349685415030384*pi,4.128252179441518*pi) q[10];\nu3(3.7596517835316066*pi,2.5624678265580907*pi,0.937065570892798*pi) q[11];\nu3(3.2817297941335717*pi,0.027642722492686067*pi,1.6134104454230436*pi) q[12];\nu3(3.5081670582000353*pi,1.285221313525801*pi,3.3002732919590496*pi) q[13];\nu3(3.637156476194087*pi,2.5058906274253325*pi,0.5483451724471308*pi) q[14];\nRxxyyzz(0.39748748296605957*pi,0.3042187752121616*pi,3.8332629377253102*pi) q[0],q[14];\nRxxyyzz(0.2778239525264894*pi,0.10140335654761579*pi,3.95285183817115*pi) q[1],q[3];\nRxxyyzz(0.4789194884224558*pi,0.29720853797952707*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.32484246986055965*pi,0.20402927812936333*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.4525279395646502*pi,0.3292277310847753*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.3494812251861595*pi,0.29402610910022897*pi,3.87176975484004*pi) q[7],q[13];\nRxxyyzz(0.45926276869152916*pi,0.24627588533945088*pi,0.0*pi) q[9],q[11];\nu3(3.436002488465563*pi,1.2316106390318722*pi,0.5737724595747644*pi) q[0];\nu3(3.7937339111667097*pi,2.926397893907243*pi,0.8346329074144139*pi) q[1];\nu3(3.5614270735611417*pi,-0.369666266358674*pi,0.9804836168488615*pi) q[2];\nu3(3.7698114028127754*pi,-0.40412383205759717*pi,4.002393247837778*pi) q[3];\nu3(3.2366154570954766*pi,3.482386815796171*pi,3.8003697835897885*pi) q[4];\nu3(3.8547348485693784*pi,2.7193606222564775*pi,2.4575615877754244*pi) q[5];\nu3(3.520755303935701*pi,-0.3226843669945689*pi,1.3745553365548766*pi) q[6];\nu3(3.6419434071101806*pi,3.3105162305362104*pi,0.5046051172899544*pi) q[7];\nu3(3.5811565909237126*pi,-0.24261492418973574*pi,2.3601853382136824*pi) q[8];\nu3(3.514347181961901*pi,3.4108825261617537*pi,3.8977447167409727*pi) q[9];\nu3(3.4801152470074013*pi,0.4297962129081052*pi,2.3569277987956365*pi) q[10];\nu3(3.5107553587129936*pi,0.838269822883333*pi,1.147488809472758*pi) q[11];\nu3(3.453318644176478*pi,0.43040078547350213*pi,1.1831709574007734*pi) q[13];\nu3(3.2671586475536243*pi,1.9071421994227045*pi,0.8257093470684307*pi) q[14];\nRxxyyzz(0.37255513847139*pi,0.33484262327318615*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.42511176670427997*pi,0.2532454570204093*pi,3.8806558260824904*pi) q[2],q[9];\nRxxyyzz(0.30390800744733026*pi,0.1340262145635105*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.4149181691866199*pi,0.3404780927362933*pi,0.0441215681827207*pi) q[4],q[11];\nRxxyyzz(0.4203742620503803*pi,0.2203826566122844*pi,0.0*pi) q[6],q[5];\nRxxyyzz(0.4206209133495294*pi,0.1652051171769014*pi,0.0476671843616342*pi) q[10],q[7];\nRxxyyzz(0.39982751920931436*pi,0.3535227531939653*pi,0.0*pi) q[12],q[14];\nu3(3.41926966432454*pi,-0.1856116388889794*pi,2.1823586716877967*pi) q[1];\nu3(3.201068996425371*pi,3.090088560359149*pi,1.0471953838665384*pi) q[2];\nu3(3.2403837846514594*pi,3.3402921151732143*pi,0.550994401220132*pi) q[3];\nu3(3.5077027107985956*pi,0.9308907483393303*pi,4.134789071268552*pi) q[4];\nu3(3.7620820780492874*pi,3.396112808581013*pi,0.6267630429511697*pi) q[5];\nu3(3.504296819240474*pi,-0.24403401522593182*pi,3.8861642423174976*pi) q[6];\nu3(3.6911514653167354*pi,1.0302431831646954*pi,0.6389920115273294*pi) q[7];\nu3(3.3390609125095274*pi,-0.2782632475475527*pi,1.0276457688040836*pi) q[8];\nu3(3.450043126292746*pi,0.4571714378948475*pi,1.6541738365751517*pi) q[9];\nu3(3.7868493476649365*pi,-0.48352406067860476*pi,2.863778347706294*pi) q[10];\nu3(3.735691131308098*pi,0.11984112575513428*pi,1.8679290685863434*pi) q[11];\nu3(3.679703470275083*pi,0.1855272798701818*pi,2.401431764980648*pi) q[12];\nu3(3.195369817686167*pi,0.21942682184186513*pi,4.246109179612461*pi) q[13];\nu3(3.446411691706773*pi,3.2414270446763545*pi,3.8207956568345955*pi) q[14];\nRxxyyzz(0.48685719779022063*pi,0.1564935254642228*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.3804830633623394*pi,0.2582099444713154*pi,0.0*pi) q[1],q[5];\nRxxyyzz(0.39474130186081036*pi,0.23850049329957668*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.4458951523633*pi,0.41795604801361985*pi,3.756741092614471*pi) q[3],q[11];\nRxxyyzz(0.35658096732523964*pi,0.23529138139008854*pi,0.05300173111049622*pi) q[4],q[7];\nRxxyyzz(0.3967563833217999*pi,0.2045483677597223*pi,0.05220444771281569*pi) q[10],q[9];\nu3(3.5276120331965024*pi,0.3362955864679611*pi,1.0198806992405156*pi) q[0];\nu3(3.730062793433858*pi,1.319262358185676*pi,1.5380828823984403*pi) q[1];\nu3(3.076973736416811*pi,3.258868516843442*pi,3.997770642171642*pi) q[2];\nu3(3.9452190854683393*pi,3.2242087719510897*pi,1.3055995668153708*pi) q[3];\nu3(3.28652638111479*pi,3.0622756586772426*pi,2.458681538722357*pi) q[4];\nu3(3.7525356321483727*pi,-0.4927896469808788*pi,2.1960200462300525*pi) q[5];\nu3(3.176075054222749*pi,1.2372216499634394*pi,1.3170409764432502*pi) q[6];\nu3(3.6038400100629313*pi,0.5776117323722492*pi,0.6571756062907427*pi) q[7];\nu3(3.8177622241747504*pi,2.897814098128487*pi,1.2596563527871723*pi) q[8];\nu3(3.806171028571343*pi,-0.17399401673179804*pi,3.3543664779152045*pi) q[9];\nu3(3.5313202226454226*pi,0.9962650428528201*pi,4.127243269521799*pi) q[10];\nu3(3.2019036664304013*pi,-0.4975866289755855*pi,1.2241063561775989*pi) q[11];\nRxxyyzz(0.3970431742475595*pi,0.23574264344534523*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.43770277730729934*pi,0.16239912475819918*pi,0.0*pi) q[8],q[1];\nRxxyyzz(0.45374906464537007*pi,0.23706090390039328*pi,3.9509267445967*pi) q[2],q[11];\nRxxyyzz(0.3060620006065501*pi,0.15660890080931555*pi,0.0*pi) q[4],q[3];\nRxxyyzz(0.48823081603199836*pi,0.2556818802287699*pi,0.0*pi) q[6],q[5];\nRxxyyzz(0.37931050621187135*pi,0.14359561884995475*pi,0.0*pi) q[10],q[13];\nu3(3.5892555099304837*pi,0.6045488292852059*pi,1.5654857944949179*pi) q[0];\nu3(3.3236505785411725*pi,0.2792223608516351*pi,4.355905051551007*pi) q[1];\nu3(3.765715681226431*pi,2.294474330034953*pi,0.7228839110545162*pi) q[2];\nu3(3.70157651044888*pi,3.1000642095690036*pi,2.042139566733319*pi) q[3];\nu3(3.5667792294274596*pi,-0.07516380258527311*pi,0.5201171463369559*pi) q[4];\nu3(3.6026067226046683*pi,3.2000727242856293*pi,1.7497536323532523*pi) q[5];\nu3(3.55589955141333*pi,2.8061251227468986*pi,0.9050500820604201*pi) q[6];\nu3(3.4018033020663303*pi,0.18326392644210088*pi,0.7235014536404519*pi) q[7];\nu3(3.6525253904316313*pi,0.16851657312909762*pi,4.213900035692427*pi) q[8];\nu3(3.625056031503888*pi,-0.10961132141060104*pi,4.130309122597832*pi) q[10];\nu3(3.6010222415498183*pi,2.1836185711065763*pi,0.8332905240367541*pi) q[11];\nu3(3.6583939505353404*pi,-0.30615867680394115*pi,2.1054125106963966*pi) q[13];\nRxxyyzz(0.39957688875280006*pi,0.18483413036755914*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.35690960812401035*pi,0.27551142046586685*pi,3.837888165144699*pi) q[2],q[7];\nRxxyyzz(0.39241924820807006*pi,0.3457847093495473*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.46410680066788024*pi,0.3535889143940133*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.32420348574884705*pi,0.03902704442602012*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.3861252434943299*pi,0.26402077524330503*pi,3.9102513483047208*pi) q[8],q[14];\nu3(3.1829717550433445*pi,3.325531607437235*pi,1.0884511236194787*pi) q[1];\nu3(3.333674813339087*pi,1.1505586638376724*pi,1.009163353400648*pi) q[2];\nu3(3.1671432004116737*pi,0.880676125113296*pi,1.0133103340677936*pi) q[3];\nu3(3.5668655930537065*pi,-0.2692441644327658*pi,3.922672247862521*pi) q[4];\nu3(3.468728895624628*pi,3.1876258959345036*pi,0.5057527355172249*pi) q[5];\nu3(3.8235201395706846*pi,3.096728301931026*pi,4.257072958142804*pi) q[6];\nu3(3.412756702544991*pi,3.060366402287831*pi,1.6048577572440526*pi) q[7];\nu3(3.514347357888396*pi,2.6905609457367303*pi,0.5839243403697427*pi) q[8];\nu3(3.7318787227393875*pi,2.814747851826165*pi,4.464229092047423*pi) q[9];\nu3(3.495394434331517*pi,3.4389551934834257*pi,1.5480078795591694*pi) q[11];\nu3(3.5012054968667923*pi,3.0753821568633457*pi,1.7319270798444188*pi) q[12];\nu3(3.1350278698455303*pi,0.5805037809382481*pi,0.8547389330383512*pi) q[14];\nRxxyyzz(0.2897446512280001*pi,0.21031119573774903*pi,0.0*pi) q[4],q[1];\nRxxyyzz(0.38726301366574*pi,0.20431504523461763*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.44460597551027925*pi,0.27457808383367677*pi,3.8035570986497906*pi) q[5],q[8];\nRxxyyzz(0.4287224678611298*pi,0.24426535827097018*pi,3.91781515552689*pi) q[6],q[12];\nRxxyyzz(0.4505326513758306*pi,0.22631206676197235*pi,3.91791310078926*pi) q[9],q[14];\nRxxyyzz(0.44199487539979015*pi,0.19090238788915717*pi,3.9304091732953896*pi) q[11],q[10];\nu3(3.319007330584978*pi,2.991039890870316*pi,0.658073595268196*pi) q[1];\nu3(3.674633413046759*pi,-0.06334221231150494*pi,0.7570933148652927*pi) q[3];\nu3(3.834541025656033*pi,3.3515856871165544*pi,4.411094141670812*pi) q[4];\nu3(3.3373965437376483*pi,1.855605606949068*pi,0.702880616761087*pi) q[5];\nu3(3.275297406318375*pi,0.09517736936456878*pi,2.4845189160567083*pi) q[6];\nu3(3.6371231553267975*pi,0.3498786185760787*pi,1.268267251823759*pi) q[8];\nu3(3.2122798375108492*pi,1.3973231252171845*pi,1.0361326074336343*pi) q[9];\nu3(3.4004850427203905*pi,1.6206606418275875*pi,2.4510029417063857*pi) q[10];\nu3(3.710138691438103*pi,3.377587443939948*pi,2.0239142319939347*pi) q[11];\nu3(3.5581040188613065*pi,3.1964099249888287*pi,1.0531141664642325*pi) q[12];\nu3(3.449843932829748*pi,3.4142970258224734*pi,0.5846781023371337*pi) q[13];\nu3(3.7442501755702002*pi,0.08925483597809336*pi,1.471103095094573*pi) q[14];\nRxxyyzz(0.3742187919762102*pi,0.2418706101805559*pi,0.0*pi) q[0],q[1];\nRxxyyzz(0.40509770721953947*pi,0.25014151616975283*pi,0.052765217678038163*pi) q[2],q[10];\nRxxyyzz(0.4261462086654516*pi,0.1526486005629577*pi,0.11730978089947082*pi) q[5],q[3];\nRxxyyzz(0.4048314777883802*pi,0.2634685115897809*pi,0.08834787346858786*pi) q[4],q[8];\nRxxyyzz(0.4343696907121073*pi,0.24040316221264602*pi,0.0*pi) q[11],q[7];\nRxxyyzz(0.27182797069835996*pi,0.17091965359532146*pi,0.04765101907249525*pi) q[13],q[9];\nRxxyyzz(0.42890672881320013*pi,0.21610183186744936*pi,0.0*pi) q[12],q[14];\nu3(3.56238952508484*pi,0.5900831463502749*pi,1.1877679526720821*pi) q[0];\nu3(3.550711101828587*pi,-0.14805802184639738*pi,1.002663372202398*pi) q[1];\nu3(3.492259202924586*pi,-0.4641153837955965*pi,0.7398892914506835*pi) q[2];\nu3(3.1299254629456232*pi,2.5850819606738242*pi,2.9016701634024282*pi) q[3];\nu3(3.6100066708517042*pi,-0.32114945466842704*pi,2.032063406428857*pi) q[4];\nu3(3.2424804335627564*pi,3.423084873900943*pi,1.476364591972005*pi) q[5];\nu3(3.207028283948494*pi,3.187915113558018*pi,0.6161933810370881*pi) q[7];\nu3(3.3057672046768616*pi,-0.3751340724522525*pi,4.009842089085532*pi) q[8];\nu3(3.739433754840345*pi,0.6002881429615319*pi,0.504859747967451*pi) q[9];\nu3(3.5411409235722484*pi,2.4557810189397684*pi,3.833970623681012*pi) q[10];\nu3(3.2392857915270357*pi,0.2269963065722338*pi,1.3713288491821396*pi) q[11];\nu3(3.940945837159592*pi,0.36694078376062345*pi,0.5379934058740274*pi) q[12];\nu3(3.2929354102482176*pi,0.5005528020338001*pi,1.116936904533274*pi) q[13];\nu3(3.282204405788495*pi,-0.2938716634366546*pi,0.5541099531341409*pi) q[14];\nRxxyyzz(0.35222177708661007*pi,0.13403311042335975*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.31669618004660005*pi,0.23639814450988805*pi,0.0*pi) q[13],q[1];\nRxxyyzz(0.3387126766195897*pi,0.10913799096706112*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.4323070974031599*pi,0.2794841898358573*pi,3.8435738587610597*pi) q[4],q[12];\nRxxyyzz(0.43223551568391994*pi,0.3512181397729571*pi,3.6871179618623007*pi) q[9],q[10];\nu3(3.854691123677925*pi,2.4867498849252927*pi,4.182123415842463*pi) q[0];\nu3(3.604369058409256*pi,-0.4836035058572953*pi,1.3413978321591458*pi) q[1];\nu3(3.797143988060548*pi,-0.3523933976090401*pi,3.6649236595151304*pi) q[2];\nu3(3.4323451782713303*pi,0.11335445056016846*pi,1.607997512741827*pi) q[4];\nu3(3.7863548148736474*pi,3.1097894381275424*pi,0.9848937514827519*pi) q[6];\nu3(3.2423077612530036*pi,2.9143106072505858*pi,0.5216117693592999*pi) q[8];\nu3(3.6612314082727577*pi,2.0396035514470476*pi,1.9782214193213732*pi) q[9];\nu3(3.564425738334824*pi,2.6106933777292447*pi,0.7960940152291663*pi) q[10];\nu3(3.2581859588212185*pi,3.461272178377376*pi,2.0733271359329404*pi) q[12];\nu3(3.1590795119322372*pi,2.070142456367281*pi,0.707100573901102*pi) q[13];\nRxxyyzz(0.35971395415286*pi,0.2602033622769082*pi,0.0*pi) q[5],q[1];\nRxxyyzz(0.36832894306271957*pi,0.3212462963034603*pi,0.1565360884076289*pi) q[2],q[9];\nRxxyyzz(0.3079088790674698*pi,0.119707073485678*pi,0.07530934464915262*pi) q[4],q[3];\nRxxyyzz(0.45255630306429007*pi,0.3553070275639848*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.39939615576201*pi,0.2777030914450788*pi,0.05337068043287616*pi) q[7],q[12];\nRxxyyzz(0.40123781450452956*pi,0.3004395089956573*pi,3.91503304309294*pi) q[8],q[10];\nRxxyyzz(0.4498643291296604*pi,0.2903571827718747*pi,0.051885139311712784*pi) q[11],q[13];\nu3(3.5136317072039875*pi,0.3210401432211337*pi,1.4349184367032077*pi) q[1];\nu3(3.3693408365798163*pi,2.12023989965799*pi,0.9117077507517433*pi) q[2];\nu3(3.3528033562263984*pi,1.1256973385164937*pi,3.9180655901814805*pi) q[3];\nu3(3.667333397524472*pi,3.4648127392673174*pi,3.964303581500503*pi) q[4];\nu3(3.24936278796457*pi,3.1765235374310685*pi,0.5658496536159721*pi) q[5];\nu3(3.6037693066068055*pi,1.0754149890634013*pi,1.687476905156907*pi) q[6];\nu3(3.4032640958517013*pi,0.433303121901526*pi,3.659075603566743*pi) q[7];\nu3(3.044667724447808*pi,2.3844168871730163*pi,2.16691862386579*pi) q[8];\nu3(3.4937515520974243*pi,2.186590743440822*pi,3.8702922917728*pi) q[9];\nu3(3.5660415921789452*pi,2.0406202800275985*pi,0.7616273788498074*pi) q[10];\nu3(3.3935434559371767*pi,2.1796580360464306*pi,0.8580667596008845*pi) q[11];\nu3(3.7026719704542392*pi,-0.27399510484979395*pi,3.6640217670079136*pi) q[12];\nu3(3.28074315180966*pi,0.6473428285737965*pi,4.039467767994034*pi) q[13];\nu3(3.584527984351418*pi,2.203294137656214*pi,1.8779548891641593*pi) q[14];\nRxxyyzz(0.34847442915786997*pi,0.26415414561028117*pi,0.11984316588464239*pi) q[0],q[1];\nRxxyyzz(0.3942847804558797*pi,0.2662457611251119*pi,0.09851941751475203*pi) q[2],q[10];\nRxxyyzz(0.31253801052879093*pi,0.11559234853899747*pi,0.0*pi) q[11],q[3];\nRxxyyzz(0.36480259180265945*pi,0.30631748292201216*pi,0.08089743535622752*pi) q[4],q[7];\nRxxyyzz(0.45253920632039313*pi,0.29318384191208136*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.2811195951323352*pi,0.1736912614433651*pi,0.0*pi) q[8],q[12];\nRxxyyzz(0.29756306499390994*pi,0.1722955005690796*pi,3.9377139382129407*pi) q[14],q[9];\nu3(3.6719998137591365*pi,3.299699599326757*pi,3.3036575904913694*pi) q[0];\nu3(3.12678233873312*pi,-0.456595263732747*pi,1.483045575492332*pi) q[1];\nu3(3.785247438520726*pi,2.5767632841486945*pi,4.376703278406032*pi) q[2];\nu3(3.3200156150929554*pi,0.1521386904082238*pi,1.6174448847144225*pi) q[3];\nu3(3.781107498921662*pi,1.0862185162544193*pi,0.5699215110558651*pi) q[4];\nu3(3.5925352816325606*pi,2.104933019606716*pi,1.8278634859075074*pi) q[5];\nu3(3.7950581498333835*pi,3.0494517701363058*pi,4.1889974082058865*pi) q[7];\nu3(3.4211862284257886*pi,0.9731229113212783*pi,1.0703581576382282*pi) q[8];\nu3(3.695137056822026*pi,-0.27127048608743487*pi,1.1395547283775906*pi) q[9];\nu3(3.580454477685938*pi,0.283433509745203*pi,1.5221953654714524*pi) q[10];\nu3(3.8125736632600153*pi,-0.19748605723057894*pi,0.9669424676635672*pi) q[11];\nu3(3.337767148373466*pi,2.425077654460493*pi,2.204951507999443*pi) q[12];\nu3(3.10763309562617*pi,1.2200802756870393*pi,1.377703243985125*pi) q[13];\nu3(3.7747478522747713*pi,0.4508208004383807*pi,0.7815142490543774*pi) q[14];\nRxxyyzz(0.4302294261225602*pi,0.10814240390456754*pi,3.960604687716181*pi) q[2],q[6];\nRxxyyzz(0.3305381309416302*pi,0.1793017064412623*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.4522338563676903*pi,0.22143523806905788*pi,0.15860750633489124*pi) q[13],q[8];\nRxxyyzz(0.47289891732369005*pi,0.21210486933743822*pi,0.0*pi) q[11],q[10];\nu3(3.139764675917445*pi,0.5034390255406833*pi,0.5055634381035401*pi) q[2];\nu3(3.9522568558976707*pi,0.07364873309982689*pi,1.8123277613452387*pi) q[3];\nu3(3.3763596516829146*pi,1.08504621223125*pi,2.152512210847135*pi) q[6];\nu3(3.5166071736812134*pi,0.05367625181584612*pi,0.7703188107745452*pi) q[7];\nu3(3.3292927552888685*pi,-0.28238463198121455*pi,1.3782718474262539*pi) q[8];\nu3(3.445469340026917*pi,0.5826025899709586*pi,1.6927670090832063*pi) q[10];\nu3(3.4971054272146125*pi,0.4042736173832998*pi,1.5587223363550988*pi) q[11];\nu3(3.734631890509754*pi,-0.18437589370580443*pi,4.062320877526077*pi) q[13];\nRxxyyzz(0.38835543225532054*pi,0.14431673643505083*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.35447359312362037*pi,0.2171908376205054*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.4099866833876572*pi,0.13542826093805016*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.4269116892009296*pi,0.2930776612856558*pi,0.0*pi) q[11],q[5];\nRxxyyzz(0.42901561614050054*pi,0.31022456673324683*pi,0.0*pi) q[12],q[6];\nRxxyyzz(0.42934487759327733*pi,0.2552585181886241*pi,0.0*pi) q[13],q[7];\nu3(3.6361148928903315*pi,2.477316254359471*pi,3.5959727869568314*pi) q[2];\nu3(3.852506239815085*pi,2.215053683106042*pi,3.9119940109752087*pi) q[3];\nu3(3.739608561502466*pi,3.2306271000257825*pi,4.190871999846694*pi) q[4];\nu3(3.5356961033778997*pi,3.330929306386114*pi,4.0394501926413025*pi) q[5];\nu3(3.4891735776364063*pi,3.08085792206934*pi,0.6521276244314662*pi) q[6];\nu3(3.7889469838855314*pi,3.4539112861750487*pi,4.017662840087262*pi) q[7];\nu3(3.530179995528689*pi,0.17727944671209372*pi,4.457754045725981*pi) q[9];\nu3(3.200787104094987*pi,2.6183647999442217*pi,1.2632184872972714*pi) q[10];\nu3(3.905642899505155*pi,3.4987832914535653*pi,4.137268681055797*pi) q[11];\nu3(3.944430710159045*pi,0.6516774939313921*pi,1.6530780214710972*pi) q[12];\nu3(3.5681125870057517*pi,0.22978447925160062*pi,1.1806959337454626*pi) q[13];\nu3(3.484838523316766*pi,3.279015855791723*pi,1.1078837400092076*pi) q[14];\nRxxyyzz(0.4153923145632501*pi,0.17157764039852896*pi,3.9108258653824404*pi) q[11],q[0];\nRxxyyzz(0.3313460844495002*pi,0.2738779477286031*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.36297511791361015*pi,0.24807913080127175*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.22517616527702988*pi,0.1859870875899281*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.4335319184864206*pi,0.3404351079357488*pi,0.0*pi) q[10],q[6];\nRxxyyzz(0.36614654921658996*pi,0.18336191608071162*pi,0.0*pi) q[14],q[9];\nRxxyyzz(0.3630850053147401*pi,0.2590930898887636*pi,0.22374457910359635*pi) q[13],q[12];\nu3(3.5953549944077174*pi,0.7105878876341483*pi,2.31118572394516*pi) q[0];\nu3(3.4273992286219004*pi,0.8365129897052901*pi,1.7860450946184003*pi) q[1];\nu3(3.130714242378152*pi,2.7418007191319154*pi,1.961831482870001*pi) q[2];\nu3(3.6656801323991797*pi,0.9983080628292855*pi,1.8051905254370362*pi) q[3];\nu3(3.5099240118915644*pi,1.0152722155225553*pi,2.2131441864495787*pi) q[4];\nu3(3.3727527106505697*pi,-0.010874000639171488*pi,0.6203355655019451*pi) q[5];\nu3(3.753908255581342*pi,2.970551784688486*pi,1.0291519605800543*pi) q[6];\nu3(3.3136105468335604*pi,3.092458918095986*pi,0.5461877178647669*pi) q[8];\nu3(3.4336015484508566*pi,0.15561415997932104*pi,4.31653843032251*pi) q[9];\nu3(3.6346123068283527*pi,-0.46127617263520193*pi,3.6070289292325777*pi) q[10];\nu3(3.802307138343631*pi,0.4291042349332058*pi,1.523468162382776*pi) q[11];\nu3(3.6479261132962586*pi,1.4572469258525258*pi,4.451424835011592*pi) q[12];\nu3(3.5871543508661694*pi,-0.3787241093184051*pi,4.325272229227384*pi) q[13];\nu3(3.163377187431504*pi,-0.4182486342015976*pi,1.690440523945846*pi) q[14];\nmeasure q[12] -> c[10];\nRxxyyzz(0.3530577910560201*pi,0.2308393922275621*pi,0.0*pi) q[0],q[1];\nRxxyyzz(0.3890273835031407*pi,0.26972984463609606*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.4060339022804*pi,0.32081815345991843*pi,3.95191811769583*pi) q[9],q[3];\nRxxyyzz(0.2806645030952214*pi,0.16920427913330816*pi,0.0*pi) q[7],q[4];\nRxxyyzz(0.44265953434337035*pi,0.15890563719824968*pi,0.0*pi) q[5],q[11];\nu3(3.8022047379002455*pi,-0.031699827929477786*pi,0.8659947083137798*pi) q[0];\nu3(3.394345555225359*pi,-0.45585715714296793*pi,1.5192063013036747*pi) q[1];\nu3(3.5964386565322575*pi,2.068447869656838*pi,1.827692469638559*pi) q[2];\nu3(3.6701843167584047*pi,0.8908925658700642*pi,1.6073032900555133*pi) q[3];\nu3(3.83873090954885*pi,-0.109729770491368*pi,4.180376308602009*pi) q[4];\nu3(3.8291865415302393*pi,2.7205172233164143*pi,2.3347247957293185*pi) q[5];\nu3(3.3565028204894007*pi,-0.2922543480346097*pi,0.7043463422212324*pi) q[7];\nu3(3.4646260774380506*pi,1.9626038329974187*pi,1.6766970931005583*pi) q[8];\nu3(3.626484927126542*pi,3.3993387876453642*pi,1.171902760766796*pi) q[9];\nu3(3.4994439573019838*pi,0.15274545378162785*pi,1.4981404105057665*pi) q[11];\nRxxyyzz(0.4282782154097369*pi,0.26318963869488243*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.3443624188061697*pi,0.11528031688964557*pi,0.0*pi) q[14],q[1];\nRxxyyzz(0.3350153022681406*pi,0.19233375274217002*pi,0.04256538061287207*pi) q[4],q[3];\nRxxyyzz(0.44631011317515*pi,0.2844853753165233*pi,0.0*pi) q[6],q[5];\nRxxyyzz(0.42595389840098974*pi,0.27074978668991667*pi,0.0*pi) q[9],q[7];\nRxxyyzz(0.47457451827054176*pi,0.1903076030456623*pi,0.0*pi) q[13],q[8];\nRxxyyzz(0.42898364376989*pi,0.1892452422599376*pi,0.12937548504928126*pi) q[11],q[10];\nu3(3.481821923154179*pi,2.6948033431090206*pi,1.22617821066351*pi) q[0];\nu3(3.137580427933781*pi,3.3143961758952276*pi,0.9254301403906453*pi) q[1];\nu3(3.4936802319554485*pi,1.9011984387189678*pi,1.7260375442619402*pi) q[2];\nu3(2.358254850016153*pi,0.48346279318011964*pi,4.084034347276139*pi) q[3];\nu3(1.7923609000683682*pi,-0.37531295822445354*pi,1.4991022570219703*pi) q[4];\nu3(3.2991422895585996*pi,0.625023408329966*pi,2.1772895614147396*pi) q[5];\nu3(3.85380991625926*pi,2.8172408125905477*pi,0.5917838562930378*pi) q[6];\nu3(3.794611638986389*pi,0.25217673109901306*pi,0.5762322071504586*pi) q[7];\nu3(3.9428379760818015*pi,3.064782875234691*pi,0.8680110741847358*pi) q[8];\nu3(3.0848789108310593*pi,0.8311771201615394*pi,1.0687711243444549*pi) q[9];\nu3(3.4241572935223044*pi,-0.024216216499092447*pi,3.4458754263963014*pi) q[10];\nu3(3.792385310693394*pi,0.0959667063591203*pi,3.6089575997738255*pi) q[11];\nu3(3.461349680393423*pi,2.78586945827499*pi,0.5861988558904705*pi) q[13];\nu3(0.82166119969263*pi,0.28471232876999997*pi,2.3837422923535327*pi) q[14];\nmeasure q[4] -> c[0];\nmeasure q[14] -> c[1];\nmeasure q[6] -> c[2];\nmeasure q[11] -> c[3];\nmeasure q[7] -> c[4];\nmeasure q[5] -> c[5];\nmeasure q[8] -> c[6];\nmeasure q[2] -> c[7];\nmeasure q[1] -> c[8];\nmeasure q[3] -> c[9];\nmeasure q[13] -> c[11];\nmeasure q[0] -> c[12];\nmeasure q[9] -> c[13];\nmeasure q[10] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.622743407413712*pi,2.0941672743500934*pi,1.9609844507458447*pi) q[0];\nu3(3.4944312386483722*pi,2.3675711987190704*pi,3.6952749494163095*pi) q[1];\nu3(3.874728679784326*pi,0.6141351457579709*pi,1.2374580607618344*pi) q[2];\nu3(3.281475623441528*pi,-0.3071438285911664*pi,2.102054017005356*pi) q[3];\nu3(3.4326536896228723*pi,-0.3024945440279403*pi,2.1321913791330593*pi) q[4];\nu3(3.3715896481792*pi,0.691627986589664*pi,1.2614327139932102*pi) q[5];\nu3(3.4825307567964754*pi,0.06665809041423187*pi,2.5422824880727775*pi) q[6];\nu3(3.6955639320860345*pi,0.39312547966082034*pi,1.6079735475359795*pi) q[7];\nu3(3.2462661351266364*pi,-0.41928938914116154*pi,1.659819939035214*pi) q[8];\nu3(3.3864943840913844*pi,2.3009495556177537*pi,1.04050652344681*pi) q[9];\nu3(3.6006582395520788*pi,0.3525622754171087*pi,3.569341767898305*pi) q[10];\nu3(3.5472910172630567*pi,2.9577406378682616*pi,4.245369731010564*pi) q[11];\nu3(3.3651039653768815*pi,3.0685767846961713*pi,4.439733017848742*pi) q[12];\nu3(3.417591184121088*pi,2.395290904714031*pi,1.1001349308611563*pi) q[13];\nu3(3.553102291014021*pi,2.1550202379079915*pi,1.7089543003411496*pi) q[14];\nRxxyyzz(0.4419113604786006*pi,0.28928674951579425*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.4213459089701494*pi,0.298955414497494*pi,3.8122461637344305*pi) q[2],q[4];\nRxxyyzz(0.26154050031625964*pi,0.15542746665060791*pi,0.08662354717915566*pi) q[5],q[7];\nRxxyyzz(0.41370891691954004*pi,0.3838284079017083*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.43041172232946995*pi,0.2767231002811852*pi,3.8238006135288494*pi) q[8],q[12];\nRxxyyzz(0.4331561884188403*pi,0.29646012891032414*pi,0.0*pi) q[9],q[14];\nRxxyyzz(0.3813786973117403*pi,0.24627220876943534*pi,0.1428714791218821*pi) q[11],q[13];\nu3(3.3110268893843005*pi,0.2441208051324133*pi,1.4856323625328092*pi) q[0];\nu3(3.6909732496873837*pi,1.9833063998510605*pi,2.051981119794072*pi) q[2];\nu3(3.6480370630479353*pi,-0.3653357590504959*pi,0.5931811844418142*pi) q[3];\nu3(3.3277212788177764*pi,0.0989445245635231*pi,1.1637008025247937*pi) q[4];\nu3(3.7066974135682207*pi,-0.06034379336916601*pi,3.8509966349571734*pi) q[5];\nu3(3.5740320418151565*pi,0.051202896681492915*pi,1.5667493845939955*pi) q[6];\nu3(3.3963211591455567*pi,-0.08450680145508771*pi,0.5280988923764098*pi) q[7];\nu3(3.7366562020178264*pi,-0.03482132753503353*pi,1.2395213408248797*pi) q[8];\nu3(3.3258436536726577*pi,3.2088688629769546*pi,0.8282814290865067*pi) q[9];\nu3(3.267167566819472*pi,3.4791105939515092*pi,2.976378084542716*pi) q[10];\nu3(3.1037638638871154*pi,3.166845101242748*pi,4.4624960100158795*pi) q[11];\nu3(3.3713929714230266*pi,3.0624400554069933*pi,2.1728583203151746*pi) q[12];\nu3(3.156614806480452*pi,2.4311939024076157*pi,0.7985549196978075*pi) q[13];\nu3(3.507160195921229*pi,-0.4326443034124089*pi,0.729080329355294*pi) q[14];\nRxxyyzz(0.4787301218217702*pi,0.17192065619281938*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.3751489821243198*pi,0.23726285310614348*pi,3.82700179759948*pi) q[2],q[10];\nRxxyyzz(0.34011934195063015*pi,0.2716914983933072*pi,3.7857923537505798*pi) q[3],q[8];\nRxxyyzz(0.2995555769581101*pi,0.10170083985305933*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.3942807140843002*pi,0.27128593550587254*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.30270549393845014*pi,0.21701969669914023*pi,3.8583983034579*pi) q[9],q[11];\nRxxyyzz(0.26105077862595*pi,0.19270379188081854*pi,3.8531298825452396*pi) q[13],q[14];\nu3(3.6011431988248614*pi,-0.2224756101710949*pi,1.047488810878472*pi) q[0];\nu3(3.3488906605830544*pi,0.598600542979103*pi,1.0759784351399024*pi) q[2];\nu3(3.5477154907446002*pi,2.847617275099689*pi,2.04849532925029*pi) q[3];\nu3(3.6789142481248036*pi,2.408748069659219*pi,0.6530580348871027*pi) q[4];\nu3(3.4909266756213944*pi,0.8118686629815985*pi,1.8820234409519365*pi) q[5];\nu3(3.299870001773446*pi,3.262267202535031*pi,4.316202987510322*pi) q[6];\nu3(3.243799095880602*pi,3.2782412577513846*pi,4.159065499521693*pi) q[7];\nu3(3.3777391590680974*pi,2.075464104460093*pi,1.8811541122053808*pi) q[8];\nu3(3.7125594020681842*pi,-0.2658491355014445*pi,2.49945710933424*pi) q[9];\nu3(3.9559463918034496*pi,-0.46258470902118287*pi,2.342488303076256*pi) q[10];\nu3(3.294811005347379*pi,2.5095447213591173*pi,1.907567978841537*pi) q[11];\nu3(3.2095093462014836*pi,3.1504556934853265*pi,1.0496410999623123*pi) q[12];\nu3(3.4628749102854384*pi,1.9780785584838334*pi,0.5782618284978209*pi) q[13];\nu3(3.3684925829351995*pi,1.4252153095503406*pi,1.5582206908601433*pi) q[14];\nRxxyyzz(0.42994316085348927*pi,0.12499555824679645*pi,3.9245876578982397*pi) q[0],q[13];\nRxxyyzz(0.26189975549641015*pi,0.15752415461148583*pi,0.07827238338513975*pi) q[1],q[14];\nRxxyyzz(0.41000973675925495*pi,0.2634579742576459*pi,3.9481855283681426*pi) q[2],q[7];\nRxxyyzz(0.4120378394343973*pi,0.2796895846705453*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.46049876612887003*pi,0.2798763025972701*pi,0.18610478296800614*pi) q[4],q[8];\nRxxyyzz(0.3126173317126302*pi,0.1472619313436231*pi,0.0*pi) q[9],q[12];\nRxxyyzz(0.4162348886093299*pi,0.22404101272636723*pi,0.06136287461698763*pi) q[10],q[11];\nu3(3.4996707298614673*pi,0.47866108546739583*pi,2.3942733987766167*pi) q[0];\nu3(3.385845260738166*pi,0.46119874461028365*pi,1.0063830352337935*pi) q[1];\nu3(3.155469712689335*pi,-0.1953673146713728*pi,2.0045302988531084*pi) q[2];\nu3(3.4636512002714435*pi,-0.44115658043104233*pi,3.985271175258567*pi) q[3];\nu3(3.9389586902511007*pi,0.11989202636820528*pi,3.8134929109280384*pi) q[4];\nu3(3.6071159932465284*pi,0.1779258282201438*pi,1.8742258484719163*pi) q[5];\nu3(3.386467205379674*pi,1.046177879794897*pi,2.420060861478024*pi) q[7];\nu3(3.4316317923054145*pi,3.4432314074639043*pi,2.338543560542631*pi) q[8];\nu3(3.336441023966847*pi,0.6136997945307341*pi,4.350621016032274*pi) q[9];\nu3(3.34099993175099*pi,0.4310371956393366*pi,4.406472398749944*pi) q[10];\nu3(3.574018517505465*pi,2.176721938282233*pi,4.196523205391513*pi) q[11];\nu3(3.522051886206432*pi,-0.12946898055930733*pi,2.0202236071138575*pi) q[12];\nu3(3.5025816853840013*pi,3.11736554917013*pi,1.7663467371907817*pi) q[13];\nu3(3.4581305745483455*pi,2.8193582343280044*pi,4.147926860048679*pi) q[14];\nRxxyyzz(0.4803489363073049*pi,0.1801883553846617*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.44834196535524995*pi,0.18171776464040912*pi,0.08332809574415913*pi) q[1],q[13];\nRxxyyzz(0.4132240740351597*pi,0.17045277428740346*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.44523901293824986*pi,0.17091155390800405*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.31370348840597073*pi,0.21322209163396588*pi,0.0*pi) q[9],q[14];\nu3(3.252517370712609*pi,2.5562354499565894*pi,2.2709673099396364*pi) q[0];\nu3(3.7892993653783176*pi,3.30476343634965*pi,1.4673290930050358*pi) q[1];\nu3(3.4451538189387496*pi,0.3435587481862413*pi,1.2707505848875553*pi) q[4];\nu3(3.523431210445183*pi,-0.48952248925747094*pi,2.082314659452218*pi) q[6];\nu3(3.6702758932070187*pi,3.2641155864719877*pi,1.8533305271403033*pi) q[8];\nu3(3.6786623845226782*pi,1.427095014582028*pi,1.6389027868183321*pi) q[9];\nu3(3.4029816110670934*pi,-0.3815541405982452*pi,0.5819792436736311*pi) q[10];\nu3(3.3063365391767525*pi,2.884359571190913*pi,0.5349453877978307*pi) q[11];\nu3(3.408827344236377*pi,3.3692572383318797*pi,0.9031789555163406*pi) q[13];\nu3(3.300015733075866*pi,0.9531899133053001*pi,1.6550621541806763*pi) q[14];\nRxxyyzz(0.4344255543904793*pi,0.283124724211084*pi,3.9384625523541907*pi) q[0],q[12];\nRxxyyzz(0.28842499490684015*pi,0.18148653157032002*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.3288815116560002*pi,0.1789160036879638*pi,3.93972869632001*pi) q[2],q[10];\nRxxyyzz(0.4505386026820464*pi,0.395954008322362*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.4073767685536501*pi,0.20586686369242332*pi,0.05605753396675764*pi) q[4],q[7];\nRxxyyzz(0.4737007638080205*pi,0.21539150896487058*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.44651882391916026*pi,0.2997265309430597*pi,0.062338011308413696*pi) q[14],q[13];\nu3(3.4476801978942726*pi,2.798947060463553*pi,2.3219479104331815*pi) q[0];\nu3(3.83667497187147*pi,-0.0980082587636183*pi,3.4481105060173833*pi) q[1];\nu3(3.6655568593088033*pi,2.711675113838292*pi,1.7062347498320847*pi) q[2];\nu3(3.686646757227537*pi,3.460555125703757*pi,1.9686167624642432*pi) q[3];\nu3(3.5451462945255505*pi,2.7766533570343457*pi,3.857696466393302*pi) q[4];\nu3(3.706130990268062*pi,2.9801941424657974*pi,4.380360645551189*pi) q[6];\nu3(3.7547030300433013*pi,0.029702528691042618*pi,3.4750545540073032*pi) q[7];\nu3(3.7307440432973085*pi,3.023985877852011*pi,1.8596509692563892*pi) q[8];\nu3(3.165679900144828*pi,1.8616323402852637*pi,1.494012158253836*pi) q[9];\nu3(3.6122207528238173*pi,-0.4382845583642607*pi,4.009117942120329*pi) q[10];\nu3(3.902003024474792*pi,-0.4701855191001285*pi,1.32383004137339*pi) q[11];\nu3(3.108652856542796*pi,-0.38737275829096185*pi,2.2508309163723554*pi) q[12];\nu3(3.623838870099389*pi,2.965277318389768*pi,0.5023556239971442*pi) q[13];\nu3(3.8551507903452866*pi,0.7507818297181919*pi,4.306017606799297*pi) q[14];\nRxxyyzz(0.4170301985391218*pi,0.08643482491782284*pi,0.0*pi) q[2],q[0];\nRxxyyzz(0.33104704085712544*pi,0.2548324111913438*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.31392954702183495*pi,0.09977438286655005*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.46396798032139996*pi,0.2847779478722843*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.45411401466169027*pi,0.35415959760242327*pi,3.95984920874419*pi) q[7],q[12];\nRxxyyzz(0.38316847595995984*pi,0.34825260791275725*pi,0.0*pi) q[13],q[9];\nu3(3.1380305379818307*pi,-0.06652661209434263*pi,1.7174366211292056*pi) q[0];\nu3(3.708797491315925*pi,2.2205181651336114*pi,2.153815420911554*pi) q[1];\nu3(3.883599648842043*pi,3.0588628791425365*pi,0.6875051212919709*pi) q[2];\nu3(3.3372068213958297*pi,3.044191863317181*pi,1.1910209745910567*pi) q[4];\nu3(3.4956926756175792*pi,-0.24300743930862795*pi,1.9126115105940393*pi) q[5];\nu3(3.563175589015307*pi,2.304372386034142*pi,1.2272188054639628*pi) q[7];\nu3(3.572616264020149*pi,3.2116157768363136*pi,2.1567653188259452*pi) q[9];\nu3(3.597526943330524*pi,1.1611203248491342*pi,1.468872257696599*pi) q[10];\nu3(3.678789996574925*pi,3.136474906254599*pi,4.3269768123453165*pi) q[11];\nu3(3.369856724619642*pi,3.355629453731408*pi,1.0389759241190775*pi) q[12];\nu3(3.3771810010649235*pi,-0.19527307876001432*pi,0.575375102495177*pi) q[13];\nu3(3.10906086468359*pi,0.15884345790862764*pi,2.1844233860712605*pi) q[14];\nRxxyyzz(0.22606323111296994*pi,0.1695070754583039*pi,0.0445451504134855*pi) q[0],q[8];\nRxxyyzz(0.3869985048113703*pi,0.28639863837857704*pi,3.886124101519*pi) q[2],q[7];\nRxxyyzz(0.45706325890794025*pi,0.2666441462306515*pi,0.062092482654660726*pi) q[3],q[4];\nRxxyyzz(0.4835964359128201*pi,0.23135747586445032*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.4338743021581002*pi,0.3169998450309639*pi,0.14145551318842792*pi) q[11],q[10];\nRxxyyzz(0.3298200093097793*pi,0.20663239762640273*pi,0.0*pi) q[12],q[13];\nu3(3.511928287131273*pi,-0.38562933636161656*pi,3.4761753927258674*pi) q[0];\nu3(3.503240675345219*pi,3.419138634408159*pi,1.6416346098111676*pi) q[2];\nu3(3.431558754086908*pi,0.23398633266732338*pi,3.8919258218253727*pi) q[3];\nu3(3.8293133821084733*pi,1.3479797197363643*pi,1.348290270330277*pi) q[4];\nu3(3.255193648733746*pi,3.2610942114380475*pi,4.047139253941004*pi) q[6];\nu3(3.565351172098308*pi,0.11376256476361868*pi,1.1300525323104955*pi) q[7];\nu3(3.3634112172824695*pi,3.017018769602828*pi,4.270403573247943*pi) q[8];\nu3(3.2301372950300333*pi,0.43802321537524835*pi,1.0984153625511885*pi) q[9];\nu3(3.57522497257003*pi,0.08402363179474392*pi,1.6985349409996746*pi) q[10];\nu3(3.5313975275460407*pi,2.912263704123176*pi,1.6272411814762047*pi) q[11];\nu3(3.4360478115126445*pi,-0.08425499333944042*pi,3.65251323715265*pi) q[12];\nu3(3.655971112058714*pi,0.44718115518491786*pi,1.881254374376991*pi) q[13];\nRxxyyzz(0.33887227811100995*pi,0.23084753805570513*pi,3.8562529201885294*pi) q[0],q[10];\nRxxyyzz(0.4212514750250502*pi,0.190515814530119*pi,0.0*pi) q[8],q[1];\nRxxyyzz(0.42096510527145103*pi,0.11466302014611696*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.3469010250714201*pi,0.25239176331018953*pi,3.833336770894821*pi) q[14],q[4];\nRxxyyzz(0.4334339967135894*pi,0.18153865918848666*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.43502476090653985*pi,0.13971616452454502*pi,0.0939263694379272*pi) q[7],q[13];\nRxxyyzz(0.37899550415834954*pi,0.2781544376037133*pi,0.043227833829220706*pi) q[9],q[11];\nu3(3.447469952774843*pi,0.47263833883920836*pi,1.1370785287359486*pi) q[0];\nu3(3.450982271903488*pi,-0.4633056339557562*pi,1.1501432111741183*pi) q[1];\nu3(3.544777903669243*pi,1.9520878240104445*pi,4.12475984316419*pi) q[2];\nu3(3.4580603743581864*pi,1.8617041142330573*pi,1.3697211920514556*pi) q[4];\nu3(3.6381686250228116*pi,3.134091870255828*pi,4.263119854441231*pi) q[5];\nu3(3.4125834974406453*pi,1.9867644999527112*pi,1.5954800737887649*pi) q[6];\nu3(3.346587345976536*pi,0.16055791129483887*pi,0.9636077854836546*pi) q[7];\nu3(3.6304839469797408*pi,2.9297940920314702*pi,1.614978245501452*pi) q[8];\nu3(3.3250139619570964*pi,-0.22478646822664083*pi,3.870010475366489*pi) q[9];\nu3(3.272918942868422*pi,2.9752012023707515*pi,1.0286142850202156*pi) q[10];\nu3(3.9161483377690978*pi,2.8759283745855404*pi,4.342731263701921*pi) q[11];\nu3(3.498873640185753*pi,3.497540410490335*pi,4.419533783876498*pi) q[12];\nu3(3.4027323383484784*pi,-0.20678349484757153*pi,2.842926812343408*pi) q[13];\nu3(3.7664800257623443*pi,2.6176033010404915*pi,3.9052777300853334*pi) q[14];\nRxxyyzz(0.4591802752396998*pi,0.15007548033612794*pi,0.0901359437890541*pi) q[0],q[6];\nRxxyyzz(0.48171720051240996*pi,0.3836437394741191*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.35901169454250986*pi,0.3211691620370942*pi,0.06180330045847704*pi) q[4],q[2];\nRxxyyzz(0.4581427590868801*pi,0.2919865298838102*pi,3.9456960860838297*pi) q[14],q[5];\nRxxyyzz(0.3539955990530103*pi,0.15541165381121091*pi,0.10229531673748049*pi) q[11],q[8];\nRxxyyzz(0.38170200149717026*pi,0.10370648002640037*pi,0.0684531325474585*pi) q[9],q[12];\nRxxyyzz(0.4156560611181301*pi,0.3162768404649312*pi,0.08395217817913542*pi) q[10],q[13];\nu3(3.770714171901078*pi,3.0150890330657436*pi,1.7312368346180649*pi) q[0];\nu3(3.120415147344604*pi,-0.3489684999497966*pi,3.8484013064659064*pi) q[1];\nu3(3.347894656998594*pi,-0.3672520717387131*pi,1.9901022287446426*pi) q[2];\nu3(3.430305379356319*pi,-0.43534062652668615*pi,2.368574799298262*pi) q[3];\nu3(3.179144303337032*pi,2.7937743149778593*pi,1.80262326262778*pi) q[4];\nu3(3.3757862186641687*pi,2.9001217370383783*pi,1.2917255179999647*pi) q[5];\nu3(3.877819015028097*pi,1.1597609303920817*pi,0.5698446989057928*pi) q[6];\nu3(3.272105854624713*pi,2.908719544849204*pi,0.5590041936732368*pi) q[8];\nu3(3.318597394957208*pi,0.6270506865377121*pi,1.162912537846076*pi) q[9];\nu3(3.7164895096129493*pi,3.4259025153861744*pi,3.580162928556398*pi) q[10];\nu3(3.6401117855640033*pi,3.3356153367244405*pi,1.9543248969960492*pi) q[11];\nu3(3.5211354408085658*pi,0.7535333770140507*pi,4.370899817520392*pi) q[12];\nu3(3.1347625641795553*pi,1.0775317408930243*pi,3.390095166012075*pi) q[13];\nu3(3.7160920394006944*pi,0.6068702706630116*pi,1.376018598321751*pi) q[14];\nRxxyyzz(0.43756579530881046*pi,0.1648695129204788*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.38045183278625005*pi,0.2529077154176101*pi,3.85773858296134*pi) q[1],q[4];\nRxxyyzz(0.41418157281685025*pi,0.2761721875615844*pi,3.889829972172251*pi) q[14],q[3];\nRxxyyzz(0.42903228104540025*pi,0.17031240361905886*pi,0.0*pi) q[9],q[6];\nRxxyyzz(0.2980735895911799*pi,0.11722121473401259*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.4409265327692802*pi,0.11288927438208696*pi,0.0*pi) q[8],q[10];\nRxxyyzz(0.4068121602768203*pi,0.20838601332263185*pi,0.0*pi) q[11],q[12];\nu3(3.959047315604464*pi,0.7884766055816104*pi,1.7720000778285443*pi) q[0];\nu3(3.160849650198258*pi,0.6453705767727296*pi,0.6312294905494324*pi) q[1];\nu3(3.0525231400174127*pi,0.22108867928929932*pi,4.283890133267842*pi) q[2];\nu3(3.552240860506872*pi,-0.2496593107071171*pi,0.8920797447089721*pi) q[3];\nu3(3.6394769209233906*pi,1.310916729861229*pi,2.399275388038392*pi) q[4];\nu3(3.4288632744754572*pi,3.3102314728600586*pi,1.2272276565271558*pi) q[6];\nu3(3.5573423661930645*pi,-0.32703261390351335*pi,0.83599417774076*pi) q[7];\nu3(3.5750925733349304*pi,2.172972192222802*pi,1.9676104613305399*pi) q[8];\nu3(3.632208353136237*pi,-0.02643298110026482*pi,2.305227359550873*pi) q[9];\nu3(3.374712293206263*pi,0.017880032455277917*pi,0.8319621443633636*pi) q[10];\nu3(3.596616971797173*pi,2.8700318693247606*pi,0.8450060145217981*pi) q[11];\nu3(3.1391725772865544*pi,2.7773528787444004*pi,1.9265612160213506*pi) q[12];\nu3(3.5428337320690586*pi,0.7810215190846646*pi,1.95866293364315*pi) q[13];\nu3(3.2214347665776506*pi,3.23829705250452*pi,1.6316450187929732*pi) q[14];\nRxxyyzz(0.3972177262453894*pi,0.26367335255166546*pi,0.0*pi) q[9],q[0];\nRxxyyzz(0.44028944957811067*pi,0.1368412196790656*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.28880057498709033*pi,0.12080194287500778*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.41533674531829023*pi,0.04537995733835498*pi,0.0*pi) q[11],q[4];\nRxxyyzz(0.3959402519233902*pi,0.08458739006616511*pi,0.0*pi) q[12],q[5];\nRxxyyzz(0.4320066631309532*pi,0.17530329892147226*pi,3.9289432198497964*pi) q[6],q[10];\nRxxyyzz(0.41277307622964987*pi,0.26243034636612017*pi,0.0*pi) q[14],q[8];\nu3(3.9536876671730123*pi,0.8263726075656925*pi,1.412956376453562*pi) q[0];\nu3(3.687838698266134*pi,2.7831188907084514*pi,0.5675629312629171*pi) q[1];\nu3(3.9376708823909747*pi,-0.10485846308965341*pi,3.779444252500915*pi) q[3];\nu3(3.924521229692717*pi,0.10177036790765903*pi,1.456601264024713*pi) q[4];\nu3(3.7121681349406073*pi,0.2021457223868015*pi,1.4999314500482237*pi) q[5];\nu3(3.3326595174881986*pi,-0.08357743861044659*pi,1.545697669985572*pi) q[6];\nu3(3.811061949147855*pi,3.3932508960906484*pi,0.8518784899686644*pi) q[7];\nu3(3.55272540585666*pi,-0.2302492794345784*pi,1.614905796492038*pi) q[8];\nu3(3.7775120871781844*pi,0.08479603633318655*pi,1.4449166894260994*pi) q[9];\nu3(3.555590631256057*pi,1.8325185245915412*pi,0.6351977414273939*pi) q[10];\nu3(3.278603127295252*pi,0.043603218412089584*pi,0.7453497805771487*pi) q[11];\nu3(3.3310985415656233*pi,1.9970064582396976*pi,1.4537396500743571*pi) q[12];\nu3(3.3340927304613177*pi,-0.24934238456977464*pi,0.7876032154025089*pi) q[13];\nu3(3.4032790192129347*pi,2.9722762137788568*pi,0.6491776967965648*pi) q[14];\nRxxyyzz(0.44558118611776343*pi,0.18619516888125354*pi,0.0*pi) q[14],q[0];\nRxxyyzz(0.45469127505125984*pi,0.30204590401165193*pi,3.81097848952696*pi) q[7],q[1];\nRxxyyzz(0.3443871130205195*pi,0.25184648524082065*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.41587176343713006*pi,0.18464280190035876*pi,0.0*pi) q[5],q[3];\nRxxyyzz(0.3906509064329797*pi,0.28504190420506437*pi,0.0*pi) q[8],q[4];\nRxxyyzz(0.4054398731248401*pi,0.25968542537490635*pi,0.0*pi) q[9],q[13];\nRxxyyzz(0.37431447344651997*pi,0.1874967303145833*pi,0.052011704117392116*pi) q[11],q[10];\nu3(3.6987730392643954*pi,2.2631215371727342*pi,1.5986034892424343*pi) q[0];\nu3(3.576492845683738*pi,0.6877700622113458*pi,2.0066758223747527*pi) q[1];\nu3(3.735327373665152*pi,3.11427965042457*pi,1.2013513298103353*pi) q[2];\nu3(3.736470971815852*pi,0.7538089403903203*pi,2.1009539866617937*pi) q[3];\nu3(3.362643861392961*pi,-0.003516225192736089*pi,2.0223674127951874*pi) q[4];\nu3(3.165776183588564*pi,2.922921297782044*pi,0.715729036949826*pi) q[5];\nu3(3.7023266922390965*pi,0.3742854198777288*pi,1.3125261137808302*pi) q[7];\nu3(3.5602184104859336*pi,2.3774461351653953*pi,0.6971661280674735*pi) q[8];\nu3(3.6768690697252913*pi,-0.3747598596087334*pi,1.6996874887217877*pi) q[9];\nu3(3.63473043160589*pi,1.3650663559076124*pi,0.8859639411310622*pi) q[10];\nu3(3.4039590928829755*pi,3.4786345091447632*pi,4.206346342348594*pi) q[11];\nu3(3.4247660561994984*pi,3.2310847751400384*pi,2.3591744113438358*pi) q[12];\nu3(3.4370947775363634*pi,-0.175700363631081*pi,0.9602243344943829*pi) q[13];\nu3(3.200937061861033*pi,1.276274725507749*pi,1.6105841326782497*pi) q[14];\nRxxyyzz(0.4080092166813701*pi,0.10406509608398737*pi,0.05709048201772757*pi) q[0],q[7];\nRxxyyzz(0.4414662816783701*pi,0.19407051368506978*pi,0.0*pi) q[14],q[1];\nRxxyyzz(0.4412041421020608*pi,0.17799837928851758*pi,0.0*pi) q[9],q[2];\nRxxyyzz(0.40503502975220007*pi,0.2406715827110002*pi,0.1286846983769658*pi) q[3],q[8];\nRxxyyzz(0.41080810853240024*pi,0.14728804664899586*pi,3.8901102569285606*pi) q[6],q[4];\nRxxyyzz(0.45215782873256144*pi,0.1631450351033085*pi,0.10860810068547498*pi) q[5],q[12];\nu3(3.4445723703291646*pi,3.142082413298025*pi,1.2044605822120547*pi) q[0];\nu3(3.4948326609499114*pi,2.666938453786412*pi,1.227064397435382*pi) q[1];\nu3(3.7429444239210135*pi,2.8185893693563226*pi,2.167780617383237*pi) q[2];\nu3(3.5498636419667218*pi,0.04820291285416489*pi,3.0923610957647827*pi) q[3];\nu3(3.7138361889276092*pi,-0.4974102192718248*pi,1.8513756249085072*pi) q[4];\nu3(3.8055757435783892*pi,-0.34070674323555383*pi,3.018176626132843*pi) q[5];\nu3(3.498585546069151*pi,0.3620725716561255*pi,2.210207208749339*pi) q[6];\nu3(3.9233935805698392*pi,0.09603339722728521*pi,1.053184323118956*pi) q[7];\nu3(3.7187621307382956*pi,3.0655613840378186*pi,3.3991892606756577*pi) q[8];\nu3(3.703531891220563*pi,3.3902673956809775*pi,0.9805148635944938*pi) q[9];\nu3(3.1574634790178404*pi,0.18674779160425536*pi,3.4038173910430602*pi) q[12];\nu3(3.529047125591438*pi,0.8823209994970267*pi,1.1781934187938896*pi) q[14];\nmeasure q[6] -> c[3];\nRxxyyzz(0.3292077331591901*pi,0.15316201745645497*pi,3.9148002239485695*pi) q[0],q[10];\nRxxyyzz(0.3305885734531699*pi,0.29006709082894844*pi,3.960001492830889*pi) q[1],q[9];\nRxxyyzz(0.38883242686057995*pi,0.09848907010919117*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.250676599400411*pi,0.230687809688087*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.3910803673067291*pi,0.1945702838917036*pi,0.0*pi) q[13],q[4];\nRxxyyzz(0.4007797611240669*pi,0.29802250417709364*pi,0.11514161745651989*pi) q[8],q[14];\nu3(3.50328252120472*pi,3.2557226785480644*pi,3.667467292927459*pi) q[0];\nu3(3.519732624082661*pi,-0.09051173081291997*pi,3.8004615387350134*pi) q[1];\nu3(3.1810691504688813*pi,-0.37554635847459217*pi,4.217294762572216*pi) q[2];\nu3(3.7226059293129565*pi,0.43821611286900297*pi,1.810966939241135*pi) q[3];\nu3(3.3908315046186335*pi,-0.3631007429540825*pi,4.410446875450052*pi) q[4];\nu3(3.377009361688157*pi,0.3603410994201047*pi,0.9840043377781421*pi) q[7];\nu3(3.368404148301773*pi,1.8263830574331696*pi,0.935563096202101*pi) q[8];\nu3(3.901609296927661*pi,2.333834687230618*pi,1.4829144827074203*pi) q[9];\nu3(3.35311894850417*pi,-0.016436893805197195*pi,2.2112680160122964*pi) q[10];\nu3(3.2122491848187966*pi,-0.2116831002843087*pi,0.9371947355625136*pi) q[11];\nu3(3.2959846920348936*pi,2.935487496910205*pi,0.5652449844995342*pi) q[13];\nu3(3.8377307267020018*pi,1.550276241674521*pi,0.5167684448640072*pi) q[14];\nmeasure q[8] -> c[9];\nmeasure q[14] -> c[12];\nRxxyyzz(0.45287535059030937*pi,0.3973950683549399*pi,0.07260569467822542*pi) q[0],q[1];\nRxxyyzz(0.3728165385189502*pi,0.23052087547881428*pi,0.06238087252845971*pi) q[2],q[4];\nRxxyyzz(0.35546591554262996*pi,0.13194746380576738*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.34078686164536987*pi,0.27372763221178653*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.4546558085904505*pi,0.15782888209604728*pi,0.0*pi) q[7],q[9];\nRxxyyzz(0.3709260851450501*pi,0.28749140499417614*pi,0.0*pi) q[11],q[12];\nu3(3.737796067809054*pi,2.7863682811023627*pi,4.4133544772208975*pi) q[0];\nu3(3.947402801101358*pi,3.084140716499024*pi,0.9454572412360699*pi) q[1];\nu3(3.6987515383891973*pi,2.2210231355460417*pi,1.9750102672211505*pi) q[2];\nu3(0.6263858716767664*pi,-0.3893862582739184*pi,4.182178363117815*pi) q[3];\nu3(3.4833746682778837*pi,0.8461686409815576*pi,3.4161713034759593*pi) q[4];\nu3(0.8881067425876368*pi,0.5945907710093301*pi,1.5029338507394956*pi) q[5];\nu3(3.25910471349366*pi,2.5760072987284595*pi,1.5994145664019688*pi) q[7];\nu3(3.4701850464880435*pi,3.1726636437136007*pi,2.4477944910294642*pi) q[9];\nu3(1.6052012916719405*pi,0.17917572894310585*pi,0.8132690095370263*pi) q[10];\nu3(3.46832795176706*pi,1.8439041966290266*pi,1.9323768160805277*pi) q[11];\nu3(3.110092858092001*pi,0.2972615532321091*pi,1.661284209831766*pi) q[12];\nu3(3.539850204633124*pi,0.6480188523366355*pi,2.0241231707395544*pi) q[13];\nmeasure q[2] -> c[0];\nmeasure q[0] -> c[1];\nmeasure q[1] -> c[2];\nmeasure q[11] -> c[4];\nmeasure q[7] -> c[5];\nmeasure q[3] -> c[6];\nmeasure q[13] -> c[7];\nmeasure q[4] -> c[8];\nmeasure q[10] -> c[10];\nmeasure q[5] -> c[11];\nmeasure q[9] -> c[13];\nmeasure q[12] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.299463016108713*pi,0.8906421199400874*pi,2.4537598205787106*pi) q[0];\nu3(3.3246031075979996*pi,2.3317755879098265*pi,4.447262885289067*pi) q[1];\nu3(3.7245139228605164*pi,2.629236417497642*pi,3.6711843487952103*pi) q[2];\nu3(3.791008828141615*pi,2.436251225278385*pi,3.8514400405347384*pi) q[3];\nu3(3.7140912379450817*pi,3.033912391160099*pi,1.4563416736717993*pi) q[4];\nu3(3.3961614743445896*pi,3.1164220459024055*pi,1.8263724746187229*pi) q[5];\nu3(3.435267219066427*pi,-0.07549151979349178*pi,1.0380617610094838*pi) q[6];\nu3(3.478611454412471*pi,-0.16219425555065087*pi,3.2066412256300767*pi) q[7];\nu3(3.766962643333139*pi,3.2754362326014888*pi,2.104404703456069*pi) q[8];\nu3(3.6049336211093603*pi,0.5467651229755124*pi,2.0281885085183733*pi) q[9];\nu3(3.2172734474789513*pi,-0.10153821538341834*pi,4.019367238797363*pi) q[10];\nu3(3.4760714185939614*pi,0.15489889379060828*pi,2.0326447068155944*pi) q[11];\nu3(3.801847307901515*pi,3.219356072551654*pi,0.6682150895875427*pi) q[12];\nu3(3.346663373958749*pi,0.27941835716631114*pi,2.90065895965841*pi) q[13];\nu3(3.3715695007944757*pi,2.841195262020757*pi,0.9407770658443535*pi) q[14];\nRxxyyzz(0.33964699068186993*pi,0.21629427831154047*pi,3.9019807561162594*pi) q[0],q[13];\nRxxyyzz(0.38022750184134957*pi,0.26642860816979896*pi,3.860969427008181*pi) q[1],q[11];\nRxxyyzz(0.4281051385211101*pi,0.40166833051636525*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.39383430888516024*pi,0.2694546502867379*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.48162396016160014*pi,0.2047567634405978*pi,0.0*pi) q[4],q[6];\nRxxyyzz(0.36480254526470013*pi,0.23596449413637718*pi,3.8567739292736203*pi) q[8],q[12];\nRxxyyzz(0.37899509934167*pi,0.2634664035906901*pi,0.10162551304567732*pi) q[9],q[10];\nu3(3.7635322829875455*pi,2.564334394875282*pi,0.7261763091242874*pi) q[0];\nu3(3.607317644302939*pi,3.459919981256207*pi,2.129299710389763*pi) q[1];\nu3(3.1698119587390448*pi,1.8538377112817974*pi,4.293541997475414*pi) q[2];\nu3(3.2746261541228554*pi,2.913297071741107*pi,1.2096961198714564*pi) q[3];\nu3(3.4357263900866055*pi,2.7082215968060726*pi,1.1293137563006976*pi) q[4];\nu3(3.2250402383196017*pi,-0.2772136001837083*pi,0.7487205276767528*pi) q[5];\nu3(3.5788281841056326*pi,-0.10687442214211268*pi,1.6471014380144118*pi) q[6];\nu3(3.764572886082663*pi,2.9908700504740837*pi,1.8044430871544197*pi) q[8];\nu3(3.5191607802986726*pi,2.8544902067414926*pi,1.8491432365138967*pi) q[9];\nu3(3.6861571120988246*pi,-0.42051383885365146*pi,2.3010702511819234*pi) q[10];\nu3(3.3924188980556567*pi,2.808970536081348*pi,0.6286086578645032*pi) q[11];\nu3(3.550564763745072*pi,0.04622899199188357*pi,1.8066090882042976*pi) q[12];\nu3(3.9283675245790968*pi,1.9342341286066023*pi,1.0642841116785262*pi) q[13];\nu3(3.918833980948388*pi,2.6834062698388035*pi,2.3934321645422187*pi) q[14];\nRxxyyzz(0.29970920067767015*pi,0.09141098429523298*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.4540593082024999*pi,0.23668358464951444*pi,3.8474373121820507*pi) q[1],q[12];\nRxxyyzz(0.44020219094160007*pi,0.10740077166576349*pi,0.07366396013358846*pi) q[2],q[11];\nRxxyyzz(0.4019352707856996*pi,0.17609918515033424*pi,3.9571086655292707*pi) q[3],q[7];\nRxxyyzz(0.40169880969660005*pi,0.1990333646631136*pi,0.12993604240341275*pi) q[5],q[6];\nRxxyyzz(0.45646045929543*pi,0.37000855233084706*pi,3.9376640778935905*pi) q[8],q[10];\nRxxyyzz(0.3507958133500698*pi,0.15221323590967284*pi,0.0*pi) q[9],q[13];\nu3(3.389454796717176*pi,2.5120696333824024*pi,1.082955175366209*pi) q[0];\nu3(3.5288432271291956*pi,1.784072627348384*pi,0.5760550340960902*pi) q[1];\nu3(3.8166048315606655*pi,0.29059728052345757*pi,0.6868713572154315*pi) q[2];\nu3(3.344253118219153*pi,0.7203283216978238*pi,2.3246072329256866*pi) q[3];\nu3(3.309926063538254*pi,1.8325117903073087*pi,0.7056085965050032*pi) q[5];\nu3(3.7465424411821973*pi,-0.22121085600567758*pi,2.1391189732566733*pi) q[6];\nu3(3.4556128990283774*pi,-0.35749964547476526*pi,0.705105538328267*pi) q[7];\nu3(3.48249681265715*pi,2.8246867320791824*pi,4.3890767102126595*pi) q[8];\nu3(3.321789921962668*pi,-0.035342879223774104*pi,4.020087379887375*pi) q[9];\nu3(3.2464403054864817*pi,3.138121329100834*pi,1.4925062690641713*pi) q[10];\nu3(3.393751699791661*pi,3.316958546630234*pi,1.0410966687984393*pi) q[11];\nu3(3.324592079652076*pi,2.040047256348754*pi,0.6844881374894296*pi) q[12];\nu3(3.5185535782661095*pi,0.7239352383568776*pi,1.1566640759209923*pi) q[13];\nu3(3.34272686007665*pi,2.090533211633788*pi,1.7707533054265503*pi) q[14];\nRxxyyzz(0.39394290984993946*pi,0.2069676034104112*pi,3.9389953411900294*pi) q[3],q[0];\nRxxyyzz(0.31400422415997026*pi,0.23963649540639587*pi,3.872902871212661*pi) q[1],q[5];\nRxxyyzz(0.4536426192030104*pi,0.20461368277163539*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.39931911933016007*pi,0.22588493150747055*pi,3.9092729801588697*pi) q[4],q[11];\nRxxyyzz(0.36525163189692933*pi,0.27669140135936493*pi,3.783216273694959*pi) q[6],q[9];\nRxxyyzz(0.44493260763454134*pi,0.25708196805575945*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.28293799457332847*pi,0.12099637028067811*pi,0.0*pi) q[14],q[13];\nu3(3.0916863375504877*pi,2.2850708067841756*pi,1.042823252862826*pi) q[0];\nu3(3.4976062657100986*pi,-0.05676550579954498*pi,1.6906831368292425*pi) q[1];\nu3(3.5170444345396996*pi,-0.3126938895909156*pi,3.893397017887239*pi) q[2];\nu3(3.2237783484631306*pi,2.689676580466733*pi,1.6251068723027466*pi) q[3];\nu3(3.1833652032089774*pi,-0.27716590660869317*pi,1.5313105222736594*pi) q[4];\nu3(3.269213454272335*pi,3.4410868080412462*pi,3.747628419845915*pi) q[5];\nu3(3.6725876575321372*pi,3.4762830010296595*pi,1.5908173681373254*pi) q[6];\nu3(3.473240392747073*pi,-0.004764868807779932*pi,0.5034474202169568*pi) q[7];\nu3(3.5403223949420126*pi,3.086407819983965*pi,4.168626252694921*pi) q[8];\nu3(3.4945438025377697*pi,-0.27803246373899526*pi,1.9643801540880221*pi) q[9];\nu3(3.3297968143717704*pi,1.0743491956364783*pi,2.3313060901480047*pi) q[11];\nu3(3.748980397202031*pi,3.1489824344432735*pi,4.112041855601146*pi) q[12];\nu3(3.898353668581345*pi,1.9836141006340906*pi,1.1235880663973496*pi) q[13];\nu3(3.944151254181879*pi,3.3047979062599793*pi,3.3354409720260607*pi) q[14];\nRxxyyzz(0.3030756235298304*pi,0.27329750204330916*pi,0.0*pi) q[12],q[0];\nRxxyyzz(0.3842229333071101*pi,0.18472299907002399*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.40327288469767014*pi,0.27917605263334494*pi,3.8256258202649502*pi) q[2],q[10];\nRxxyyzz(0.40300756374130975*pi,0.19261175336086334*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.44165721367972055*pi,0.35906553169109945*pi,0.0*pi) q[13],q[7];\nRxxyyzz(0.30822587368734*pi,0.1909393825159751*pi,0.056665920397000136*pi) q[8],q[11];\nu3(3.6017086578245388*pi,0.5241592975481693*pi,1.413999569966541*pi) q[0];\nu3(3.546492419951453*pi,1.7308663273707277*pi,1.69000548539313*pi) q[1];\nu3(3.697032153287301*pi,2.8234393764203642*pi,1.4331533347696628*pi) q[2];\nu3(3.3611971631595483*pi,2.5890920517217406*pi,2.4599088308457655*pi) q[3];\nu3(3.0963701671938053*pi,-0.30699238733886686*pi,1.3154723021682837*pi) q[5];\nu3(3.649488861064422*pi,0.4621947599174252*pi,0.9832692195721167*pi) q[7];\nu3(3.656320804887005*pi,0.7889367471163271*pi,1.4455868202342383*pi) q[8];\nu3(3.605740365202363*pi,2.2444735058785916*pi,0.563093664173397*pi) q[10];\nu3(3.533367914169932*pi,2.9132349227246097*pi,3.2739611649486986*pi) q[11];\nu3(3.379930751804541*pi,1.0650047893549281*pi,2.02290376665351*pi) q[12];\nu3(3.897968258569278*pi,-0.28515642664340457*pi,3.863130076232663*pi) q[13];\nu3(3.684554019843879*pi,0.05515166178314812*pi,1.7151434980469817*pi) q[14];\nRxxyyzz(0.37753580284503035*pi,0.24667687079552908*pi,0.07539624764823205*pi) q[13],q[0];\nRxxyyzz(0.4521248311428399*pi,0.2280850176084405*pi,0.08714839100356112*pi) q[1],q[4];\nRxxyyzz(0.44346522699631*pi,0.33388733353029126*pi,3.8093172614526694*pi) q[3],q[14];\nRxxyyzz(0.4500762856121*pi,0.31660345400874257*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.45641008581719966*pi,0.3240579149576083*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.4360084375689798*pi,0.1316299765411162*pi,0.0*pi) q[7],q[9];\nRxxyyzz(0.2686613188521599*pi,0.24221292149347917*pi,3.9525370277198295*pi) q[10],q[12];\nu3(3.7238410078590807*pi,3.430198338030216*pi,2.6470416718464866*pi) q[0];\nu3(3.19559100570616*pi,3.3532679043963642*pi,2.971413355348884*pi) q[1];\nu3(3.4512043967004042*pi,-0.01054183510441109*pi,1.0805311008907528*pi) q[3];\nu3(3.951943634469656*pi,0.9242480034946625*pi,1.0669007115912459*pi) q[4];\nu3(3.69525035850512*pi,0.2327474117589845*pi,0.533056583434032*pi) q[5];\nu3(3.4986441263182306*pi,2.309059927311446*pi,0.8392222219131015*pi) q[6];\nu3(3.566432120340413*pi,-0.4774728616413145*pi,3.944757787619338*pi) q[7];\nu3(3.148120571234596*pi,0.710967187272658*pi,1.015686850572648*pi) q[8];\nu3(3.532747517289938*pi,1.8807569659872048*pi,1.292461262597803*pi) q[9];\nu3(3.6662985928086953*pi,2.302778347406664*pi,1.5756316744442243*pi) q[10];\nu3(3.1473267623430186*pi,-0.4409503944705223*pi,3.728667992037914*pi) q[11];\nu3(3.8185226364576126*pi,1.8562392601479867*pi,1.6207795664048907*pi) q[12];\nu3(3.7721046403436187*pi,3.276129800617093*pi,3.1817734587482116*pi) q[13];\nu3(3.2498339882749256*pi,-0.46694239531954995*pi,1.1447436809674874*pi) q[14];\nRxxyyzz(0.4145355713524097*pi,0.25469699601882506*pi,0.06071517216094333*pi) q[4],q[0];\nRxxyyzz(0.3829159532682008*pi,0.3243353845348206*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.35385882754715997*pi,0.2651134123485104*pi,3.8942358457323394*pi) q[2],q[14];\nRxxyyzz(0.4205399996199102*pi,0.3665405757322888*pi,3.864628721693199*pi) q[5],q[7];\nRxxyyzz(0.4273330588322394*pi,0.22065496703833054*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.3804261133935704*pi,0.2939844724029989*pi,0.16311627308317753*pi) q[13],q[8];\nRxxyyzz(0.4439907184897143*pi,0.39982619464908675*pi,0.0*pi) q[10],q[9];\nu3(3.276994475929066*pi,2.8001091385930845*pi,1.5684071747420354*pi) q[0];\nu3(3.2949644335090045*pi,3.3862281985588103*pi,1.3636885443124918*pi) q[1];\nu3(3.273876848287329*pi,-0.1106410047238432*pi,2.325796201625467*pi) q[2];\nu3(3.8454507603584944*pi,0.7781171940698748*pi,1.0638150631775103*pi) q[4];\nu3(3.743426364417512*pi,2.812310555769339*pi,0.7547167455347275*pi) q[5];\nu3(3.3076904534776763*pi,-0.38041018535339777*pi,1.0332200401167022*pi) q[6];\nu3(3.706041888675678*pi,3.2159980631708436*pi,0.6722818056352402*pi) q[7];\nu3(3.5899918504206205*pi,0.6257665002307722*pi,1.1146108271413304*pi) q[8];\nu3(3.916736982898385*pi,1.9370161890731987*pi,4.272192336205777*pi) q[9];\nu3(3.294708381457589*pi,2.4750101971752896*pi,4.48341256680588*pi) q[10];\nu3(3.4898929794517093*pi,0.2713126805206487*pi,1.6277494738069251*pi) q[11];\nu3(3.7991311655873585*pi,2.6299475504122607*pi,2.051747749417704*pi) q[12];\nu3(3.51505734733703*pi,0.32672739678230567*pi,1.0587781892519252*pi) q[13];\nu3(3.3666565927915593*pi,-0.1364876645100475*pi,2.3758356940446275*pi) q[14];\nRxxyyzz(0.44830470834043*pi,0.34261340960192765*pi,3.8570235209289607*pi) q[0],q[1];\nRxxyyzz(0.4541028614968302*pi,0.1385127463529061*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.2748341671880403*pi,0.22684918199942505*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.3524364073885999*pi,0.2444172264130291*pi,3.938058726672891*pi) q[4],q[11];\nRxxyyzz(0.3407556422652699*pi,0.1642936961336796*pi,0.0*pi) q[13],q[5];\nRxxyyzz(0.40213770918291736*pi,0.17163648476168047*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.36759735467875265*pi,0.3004469610734807*pi,0.0*pi) q[12],q[10];\nu3(3.538647242992849*pi,0.06149733643173283*pi,0.8896601145524565*pi) q[0];\nu3(3.636044869819218*pi,0.8032461450087105*pi,0.7681835964536683*pi) q[1];\nu3(3.623946226324737*pi,-0.2978322027840413*pi,1.5956385664249852*pi) q[2];\nu3(3.3940830661984043*pi,-0.08723734249078341*pi,1.2278466597377977*pi) q[3];\nu3(3.6716989112717164*pi,1.0836520488222514*pi,1.1121874678026153*pi) q[4];\nu3(3.2081680532380785*pi,2.485650065373724*pi,2.3979290097482338*pi) q[5];\nu3(3.348183129935552*pi,3.3665985408447066*pi,4.050729938594606*pi) q[6];\nu3(3.6878594923950323*pi,0.3313292405066529*pi,0.5892558952753699*pi) q[7];\nu3(3.499484577024119*pi,-0.48044232327947*pi,3.520869224283727*pi) q[8];\nu3(3.540027791165981*pi,0.1756926540387318*pi,1.5530070838704797*pi) q[9];\nu3(3.4486218167286786*pi,0.8152108708921684*pi,2.180077416891572*pi) q[10];\nu3(3.1661921000326134*pi,3.3579258801707166*pi,0.9658512075371941*pi) q[11];\nu3(3.3580755519888443*pi,3.3094901917164714*pi,1.7800201915736156*pi) q[12];\nu3(3.3366628574820325*pi,2.8173891711088013*pi,0.8565667937463147*pi) q[13];\nRxxyyzz(0.2969462726227108*pi,0.1876954676999053*pi,0.0*pi) q[8],q[0];\nRxxyyzz(0.3403429423969203*pi,0.2802734149718402*pi,0.08432954267949189*pi) q[11],q[1];\nRxxyyzz(0.20575297610159998*pi,0.18719462872297932*pi,0.08743884539403712*pi) q[2],q[9];\nRxxyyzz(0.4310801254798001*pi,0.24891393878058476*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.30469063931820006*pi,0.22272283529318326*pi,0.0*pi) q[13],q[4];\nRxxyyzz(0.39358867646107054*pi,0.31535709859355254*pi,0.0*pi) q[5],q[6];\nu3(3.5030002729761898*pi,3.301286907431601*pi,4.366731755364944*pi) q[0];\nu3(3.1972177424061674*pi,2.8521712511199553*pi,0.5548298685876425*pi) q[1];\nu3(3.3909913010316384*pi,0.47263983608376703*pi,0.5021752125930444*pi) q[2];\nu3(3.3135218085730083*pi,1.6905334349098435*pi,2.4610255289872054*pi) q[3];\nu3(3.360603138370688*pi,0.6385600843232508*pi,0.6679967143964636*pi) q[4];\nu3(3.1401124203979394*pi,-0.16421049245785513*pi,1.8228034748071695*pi) q[5];\nu3(3.8502253191544873*pi,0.14123679775021047*pi,0.5545680858709918*pi) q[6];\nu3(3.6376968479401346*pi,0.8758597073354286*pi,1.264291340971763*pi) q[8];\nu3(3.6791376969172283*pi,3.230292981298966*pi,3.265951490202991*pi) q[9];\nu3(3.8835111235205573*pi,0.9811648227984873*pi,0.7609748743573705*pi) q[11];\nu3(3.2930639334244844*pi,0.9416393867573358*pi,4.463024378948566*pi) q[13];\nu3(3.384986079724126*pi,3.4300259676478766*pi,1.2099724324910062*pi) q[14];\nRxxyyzz(0.3956578695754595*pi,0.20692398210647545*pi,3.9032362446512803*pi) q[0],q[9];\nRxxyyzz(0.44829172875742*pi,0.2381563310713993*pi,3.9364379100280598*pi) q[2],q[1];\nRxxyyzz(0.2806956663920193*pi,0.177012716910375*pi,3.9310490264700104*pi) q[4],q[3];\nRxxyyzz(0.40102635144236*pi,0.375302848398702*pi,3.8725359578304595*pi) q[12],q[8];\nRxxyyzz(0.4567485364681301*pi,0.36669364345088207*pi,0.15459503118165685*pi) q[11],q[10];\nRxxyyzz(0.41949259732175004*pi,0.21663910572836742*pi,0.0*pi) q[13],q[14];\nu3(3.891145991302263*pi,3.368547186472942*pi,2.129993234988043*pi) q[0];\nu3(3.274330054899649*pi,2.785436321719753*pi,1.4240021532007745*pi) q[1];\nu3(3.590238618545743*pi,2.448381877511844*pi,1.3941715372610606*pi) q[2];\nu3(3.319810059098726*pi,1.8065960929143001*pi,1.656569619875243*pi) q[3];\nu3(3.3200679821452006*pi,1.1839536240780528*pi,0.9999492087192696*pi) q[4];\nu3(3.439305022345456*pi,-0.3827960175515187*pi,1.3631721964468437*pi) q[8];\nu3(3.698342213743219*pi,-0.3516978317976478*pi,1.911758935755402*pi) q[9];\nu3(3.5716569603926596*pi,0.2821478568204975*pi,4.2648896584802625*pi) q[10];\nu3(3.3519970879156142*pi,-0.3550734902746072*pi,2.340937517535816*pi) q[11];\nu3(3.472270388747426*pi,3.1609422616913045*pi,0.7930429014457943*pi) q[12];\nu3(3.2769421970156225*pi,0.7826425135641639*pi,1.1903290898359584*pi) q[13];\nu3(3.7400373876940547*pi,0.21224790744314903*pi,1.3224510907732698*pi) q[14];\nRxxyyzz(0.4130984882353399*pi,0.34041065546460125*pi,0.07558651277036495*pi) q[0],q[6];\nRxxyyzz(0.45015469252314017*pi,0.291241206616578*pi,0.19959594726218766*pi) q[4],q[1];\nRxxyyzz(0.35698488927180005*pi,0.26162231230877797*pi,0.1755433161700113*pi) q[2],q[10];\nRxxyyzz(0.4197634314515827*pi,0.2883406286684833*pi,0.0*pi) q[12],q[3];\nRxxyyzz(0.34667134903964014*pi,0.15305915390532698*pi,0.0924309610437497*pi) q[14],q[5];\nRxxyyzz(0.2560555109296704*pi,0.12318934939800386*pi,0.0*pi) q[11],q[7];\nRxxyyzz(0.3619327684166401*pi,0.2214372402175*pi,0.0*pi) q[13],q[8];\nu3(3.4944499117792662*pi,2.962095858537212*pi,1.2687196515007995*pi) q[0];\nu3(3.416611384166786*pi,0.48605216400115814*pi,0.6477941394253748*pi) q[1];\nu3(3.2349829563723844*pi,3.4376680814286*pi,3.3196840862117316*pi) q[2];\nu3(3.63073510824545*pi,-0.10090541137681153*pi,1.502134005686425*pi) q[3];\nu3(3.4563668087471613*pi,2.745022139916265*pi,3.390817136672416*pi) q[4];\nu3(3.6448976857677255*pi,3.1835424388833333*pi,0.8287688992485291*pi) q[5];\nu3(3.6906512606738797*pi,2.213566480531198*pi,4.39554842651887*pi) q[6];\nu3(3.3966820036198517*pi,1.378415852410595*pi,1.482523805131032*pi) q[7];\nu3(3.6384860926983342*pi,2.509458562584901*pi,2.4419110335447995*pi) q[8];\nu3(3.578469147998131*pi,-0.28858302063609886*pi,1.6386534347890054*pi) q[10];\nu3(3.1556249155757925*pi,2.4652055057539997*pi,2.0831242375917562*pi) q[11];\nu3(3.3286847107093074*pi,2.429954162802394*pi,2.259246525046541*pi) q[12];\nu3(3.5595934786164567*pi,2.4330690354057527*pi,1.1493174266777815*pi) q[13];\nu3(3.6677074922943524*pi,-0.05888638945410052*pi,3.9122628612473873*pi) q[14];\nRxxyyzz(0.42048591273425995*pi,0.35163497049650255*pi,3.887954977391841*pi) q[0],q[7];\nRxxyyzz(0.23548469778713976*pi,0.12326757745954886*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.36216136537340005*pi,0.2461449773103533*pi,0.11086618447049555*pi) q[4],q[13];\nRxxyyzz(0.40149616340822997*pi,0.2566728848398921*pi,0.1372203800913106*pi) q[6],q[10];\nRxxyyzz(0.3038939178366542*pi,0.1326193088067561*pi,0.0*pi) q[11],q[8];\nRxxyyzz(0.43931648040502974*pi,0.24820789106704544*pi,0.07070502596657677*pi) q[14],q[9];\nu3(3.6137332247545317*pi,0.11399452116594111*pi,2.45049233124909*pi) q[0];\nu3(3.855756381017168*pi,2.906183767644852*pi,1.4888200407239214*pi) q[2];\nu3(3.3356101720738884*pi,0.434418414829856*pi,0.5678235952174444*pi) q[4];\nu3(3.3985450409986506*pi,-0.49212987110348894*pi,0.84735660493665*pi) q[5];\nu3(3.637860477670138*pi,3.3896329668450957*pi,2.0759434296944583*pi) q[6];\nu3(3.3388309904518145*pi,0.6683263855385835*pi,2.3846673092543282*pi) q[7];\nu3(3.627250044117363*pi,0.17602894453303364*pi,1.7734382880522805*pi) q[8];\nu3(3.1521460618328936*pi,2.8172190466670504*pi,1.6965130202149228*pi) q[9];\nu3(3.8102626089015423*pi,0.719101709627898*pi,1.1629431975784335*pi) q[10];\nu3(3.965572173729458*pi,3.1909989484999666*pi,1.3368140359126457*pi) q[11];\nu3(3.713191512983096*pi,3.4972020477463728*pi,3.3134889127832716*pi) q[13];\nu3(3.457930770530659*pi,0.9199290493140873*pi,0.6954242388455648*pi) q[14];\nRxxyyzz(0.45589718820327013*pi,0.34792700920465225*pi,3.8114992315977503*pi) q[0],q[9];\nRxxyyzz(0.39334532656846977*pi,0.18019912790657777*pi,0.0*pi) q[5],q[1];\nRxxyyzz(0.3935872717734406*pi,0.18967007822618512*pi,0.06369499979146385*pi) q[2],q[6];\nRxxyyzz(0.42218509029294005*pi,0.2619504631895373*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.4824402760287453*pi,0.1454013553099489*pi,0.0*pi) q[14],q[7];\nu3(3.2923025511097945*pi,0.3296328581189296*pi,1.1909252136515018*pi) q[0];\nu3(3.6440932626876177*pi,-0.0758309419997838*pi,0.7850956533004738*pi) q[1];\nu3(3.4521357797372074*pi,0.021449644202702012*pi,4.042090994754008*pi) q[2];\nu3(3.116672496916832*pi,-0.43694378334009787*pi,1.813922770741137*pi) q[4];\nu3(3.5850265362149103*pi,-0.1936182228764014*pi,4.490810907700442*pi) q[5];\nu3(3.6133821500032504*pi,3.181584638879982*pi,2.864022159937197*pi) q[6];\nu3(3.2226976603361472*pi,-0.3486691452868043*pi,0.547308420934969*pi) q[7];\nu3(3.823643116095211*pi,2.939182825347338*pi,2.062339268017582*pi) q[9];\nu3(3.472872780088944*pi,0.4144404978137065*pi,1.4661791968228532*pi) q[10];\nu3(3.3958971066427823*pi,2.472381871439432*pi,1.7692264157111064*pi) q[14];\nRxxyyzz(0.4228844005892901*pi,0.32957370950737414*pi,3.8651562090997498*pi) q[0],q[5];\nRxxyyzz(0.34603262179784045*pi,0.169815256687604*pi,0.0*pi) q[11],q[1];\nRxxyyzz(0.41787521200124*pi,0.31254324989674676*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.37137511800901996*pi,0.1843358368960485*pi,0.07947348850772856*pi) q[3],q[7];\nRxxyyzz(0.4607880452025911*pi,0.3417279696447172*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.39214111537696983*pi,0.21582708167222472*pi,3.9501503431795904*pi) q[6],q[14];\nRxxyyzz(0.3291387641771206*pi,0.10965664678424192*pi,0.04590452396923084*pi) q[8],q[9];\nu3(3.611236806234931*pi,0.49719040900098466*pi,0.9987619317983163*pi) q[0];\nu3(3.7366189551556377*pi,-0.052020479496134475*pi,1.9205774426877738*pi) q[1];\nu3(3.495577531455667*pi,0.006173498430373292*pi,0.7745984345897902*pi) q[2];\nu3(3.6551485569669944*pi,1.2728758783572833*pi,0.7104241280390281*pi) q[3];\nu3(3.565825252691585*pi,2.4945855188351342*pi,1.79097564911158*pi) q[4];\nu3(3.3241652223785128*pi,1.8181579673526937*pi,0.6660711416362028*pi) q[5];\nu3(3.1494457419648865*pi,1.6137857794057693*pi,0.562581414331393*pi) q[6];\nu3(3.5654354340597467*pi,2.9914462817891936*pi,1.4500339751457991*pi) q[7];\nu3(3.8046743359353528*pi,3.1520298581519968*pi,4.063498110961016*pi) q[8];\nu3(3.381370152671901*pi,0.5290580467620027*pi,0.8960054825122291*pi) q[9];\nu3(3.1542163174622044*pi,-0.23913052340721797*pi,0.5275187531172506*pi) q[10];\nu3(3.765142475836727*pi,3.055742989976352*pi,0.7880401978302589*pi) q[11];\nu3(3.5545386432598156*pi,3.457396829886262*pi,0.8048086970781951*pi) q[13];\nu3(3.7068917717027325*pi,2.675413630801115*pi,1.0512163105850512*pi) q[14];\nRxxyyzz(0.4807740747219251*pi,0.12492300664701084*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.4326655289597606*pi,0.14237751578497182*pi,0.0*pi) q[1],q[5];\nRxxyyzz(0.3915777650682323*pi,0.30626376898190266*pi,3.9272279910770376*pi) q[3],q[11];\nRxxyyzz(0.3874497389823902*pi,0.14272177030310118*pi,0.0*pi) q[7],q[9];\nRxxyyzz(0.4414610022673599*pi,0.19530044820264922*pi,0.1224524624698191*pi) q[8],q[10];\nRxxyyzz(0.42329206849684997*pi,0.3734712504747872*pi,0.0*pi) q[12],q[14];\nu3(3.633984552577363*pi,2.5749480008501147*pi,0.9091228447913644*pi) q[0];\nu3(3.554769676249891*pi,1.2262236844572092*pi,1.6759519024266227*pi) q[1];\nu3(3.0870016864966328*pi,2.7942584652592073*pi,0.7676133208696916*pi) q[3];\nu3(3.4161123942048315*pi,2.634186204752387*pi,0.9703996495038109*pi) q[5];\nu3(3.8959462761229884*pi,0.48242229124974334*pi,0.7091153254077314*pi) q[6];\nu3(3.5164793159508507*pi,0.40879673825338747*pi,1.705900560302146*pi) q[7];\nu3(3.4010072480458513*pi,1.9454236522183361*pi,4.447073919460036*pi) q[8];\nu3(3.517986817067593*pi,-0.05236309814605167*pi,0.9959331932962135*pi) q[9];\nu3(3.053332428552568*pi,1.053824148456329*pi,4.107373111168355*pi) q[10];\nu3(3.1453471020195103*pi,0.017230407633170408*pi,2.056780954912516*pi) q[11];\nu3(3.6012343767496815*pi,-0.0907060648786791*pi,1.819311310848141*pi) q[12];\nu3(3.5375176642050934*pi,3.08944513235467*pi,4.462637481382584*pi) q[14];\nmeasure q[3] -> c[3];\nmeasure q[11] -> c[8];\nmeasure q[14] -> c[12];\nRxxyyzz(0.38040994871994016*pi,0.22492576943584575*pi,0.0*pi) q[5],q[0];\nRxxyyzz(0.45797791949734035*pi,0.23603652002150777*pi,0.0*pi) q[2],q[1];\nRxxyyzz(0.36011052388714937*pi,0.14130585554243114*pi,0.12312779557780384*pi) q[12],q[4];\nRxxyyzz(0.35107721146967996*pi,0.2617880864891404*pi,0.14152596074419455*pi) q[6],q[8];\nRxxyyzz(0.39574854484189*pi,0.22653331417363815*pi,0.20466514471656594*pi) q[13],q[7];\nRxxyyzz(0.3992700286744886*pi,0.14150446969770247*pi,0.0*pi) q[9],q[10];\nu3(3.5644858853841193*pi,0.2875910217810075*pi,0.982211214934241*pi) q[0];\nu3(3.860010982545892*pi,0.3347972448122578*pi,1.230060297158127*pi) q[1];\nu3(3.4154480486664607*pi,0.6842790692155205*pi,1.4712973255920434*pi) q[2];\nu3(0.5146788159192551*pi,3.1038082277067938*pi,3.7379644435057218*pi) q[4];\nu3(3.6366330331474606*pi,0.31200926223076775*pi,1.015627080536168*pi) q[5];\nu3(1.573149991566008*pi,2.842128978007655*pi,1.3196346494881896*pi) q[6];\nu3(3.6246894524730187*pi,2.7394220644168574*pi,4.043378115203254*pi) q[7];\nu3(2.763853887651825*pi,-0.4441395678836597*pi,4.238882972620759*pi) q[8];\nu3(3.482081451824646*pi,1.0117939740477009*pi,4.110283400634084*pi) q[9];\nu3(3.576180893354699*pi,0.7827830814481134*pi,2.48022183985658*pi) q[10];\nu3(1.1236017806803749*pi,0.16117673282697798*pi,1.2148301825718035*pi) q[12];\nu3(3.677353923237696*pi,2.879223694771212*pi,4.465458502282342*pi) q[13];\nmeasure q[13] -> c[0];\nmeasure q[12] -> c[1];\nmeasure q[6] -> c[2];\nmeasure q[4] -> c[4];\nmeasure q[7] -> c[5];\nmeasure q[8] -> c[6];\nmeasure q[5] -> c[7];\nmeasure q[2] -> c[9];\nmeasure q[10] -> c[10];\nmeasure q[0] -> c[11];\nmeasure q[9] -> c[13];\nmeasure q[1] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.83461154118132*pi,-0.1572995157246172*pi,2.052483579014968*pi) q[0];\nu3(3.3338460150766274*pi,3.3646620378804704*pi,2.839813325304638*pi) q[1];\nu3(3.3479252154592825*pi,-0.4497421591392199*pi,1.0286139509539027*pi) q[2];\nu3(3.608285265663195*pi,3.434489265042654*pi,0.5217170708410683*pi) q[3];\nu3(3.2321658254726158*pi,0.612404675243978*pi,3.964010751481734*pi) q[4];\nu3(3.7582822433075913*pi,0.009623959051162645*pi,3.505123662185926*pi) q[5];\nu3(3.4396241269743753*pi,-0.1671260931672065*pi,0.9369976121081056*pi) q[6];\nu3(3.358749874247872*pi,3.0386043856450584*pi,3.387766776995104*pi) q[7];\nu3(3.5138912790230203*pi,3.2863587997211354*pi,3.3168340604139197*pi) q[8];\nu3(3.4438673249188474*pi,2.2091933947182207*pi,3.3119792557353716*pi) q[9];\nu3(3.510068328980982*pi,3.4208020753663817*pi,1.363650968420969*pi) q[10];\nu3(3.6964315697705246*pi,-0.31174019108022716*pi,1.8405613681537234*pi) q[11];\nu3(3.666842121105906*pi,2.6530613589560192*pi,1.7635349175734816*pi) q[12];\nu3(3.195826517886581*pi,0.13927589023338438*pi,0.7401081222382169*pi) q[13];\nu3(3.222317457498321*pi,-0.19189586215103804*pi,0.8185676461592785*pi) q[14];\nRxxyyzz(0.38838635306044944*pi,0.2893690702871572*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.38448245572253015*pi,0.21913854943493713*pi,0.17600040653722163*pi) q[1],q[6];\nRxxyyzz(0.43304400964290973*pi,0.305931328744388*pi,3.89724305736381*pi) q[2],q[13];\nRxxyyzz(0.4179642267204594*pi,0.2541918030711554*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.3654177453730797*pi,0.15550498663424162*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.35103895325261814*pi,0.09215198952505166*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.45897480748438646*pi,0.25064395380928406*pi,0.0*pi) q[9],q[14];\nu3(3.4614484530035563*pi,-0.14492579553667495*pi,1.8264933265516006*pi) q[0];\nu3(3.157329585814919*pi,3.2515446245451907*pi,3.7099271303905157*pi) q[1];\nu3(3.7676526964001966*pi,0.046885802502489526*pi,1.74600552157891*pi) q[2];\nu3(3.4684890330156155*pi,0.7687895089012104*pi,1.5317412213443242*pi) q[3];\nu3(3.6577313009649832*pi,0.15442389379448895*pi,1.9951995463527743*pi) q[4];\nu3(3.9301672327097283*pi,3.3197534451186907*pi,3.750519339725623*pi) q[5];\nu3(3.2909659655577856*pi,3.1903691091185413*pi,1.6711547037641892*pi) q[6];\nu3(3.372915821055771*pi,0.8950282918890995*pi,2.0817235943112236*pi) q[8];\nu3(3.3051643889973357*pi,-0.4922985726157265*pi,1.0748116580581213*pi) q[9];\nu3(3.828361098948095*pi,2.934533077813917*pi,2.12295267180471*pi) q[10];\nu3(3.680971171761668*pi,0.028653650838210698*pi,1.4056160149516463*pi) q[11];\nu3(3.3309723182478277*pi,3.204881297083939*pi,4.47597166955991*pi) q[12];\nu3(3.2084470989279055*pi,0.7315344010969711*pi,2.0086505783900863*pi) q[13];\nu3(3.3980766489636096*pi,-0.4757633889867379*pi,0.6211405146424491*pi) q[14];\nRxxyyzz(0.3432852719574496*pi,0.23920373787562932*pi,0.0*pi) q[8],q[0];\nRxxyyzz(0.430253092633646*pi,0.318074353510327*pi,0.1190812647661016*pi) q[1],q[4];\nRxxyyzz(0.39957742622669956*pi,0.2834407069379028*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.4446400718404902*pi,0.17856921712775933*pi,3.8596436636509304*pi) q[3],q[14];\nRxxyyzz(0.3783241304022099*pi,0.31917947647824596*pi,3.81937327033968*pi) q[11],q[5];\nRxxyyzz(0.3894778290425577*pi,0.22792198248715956*pi,0.0*pi) q[12],q[7];\nRxxyyzz(0.38309542453577117*pi,0.2155828739569563*pi,0.0*pi) q[10],q[13];\nu3(3.4261374876155326*pi,2.5520958369692126*pi,2.1289150050719465*pi) q[0];\nu3(3.389681565889382*pi,3.4640901024024657*pi,3.6455023357340943*pi) q[1];\nu3(3.2073105882803237*pi,0.5245857227324886*pi,0.9139554093428565*pi) q[2];\nu3(3.7327272192252106*pi,2.028685035393485*pi,1.298647961932132*pi) q[3];\nu3(3.8502262623771975*pi,0.5794097636882753*pi,1.0939947519078315*pi) q[4];\nu3(3.365789283176672*pi,2.6486149758535875*pi,0.7336774692460684*pi) q[5];\nu3(3.606270040889307*pi,-0.48349701302474757*pi,3.5895778885568097*pi) q[6];\nu3(3.360583569640094*pi,1.7997438334999631*pi,1.7048920673888128*pi) q[7];\nu3(3.465400337820663*pi,3.0743720793037284*pi,1.3106817598025797*pi) q[8];\nu3(3.332005198730527*pi,0.7837502579768698*pi,1.0911064572038511*pi) q[10];\nu3(3.4690899087636806*pi,2.4053327140141105*pi,2.0122296790338154*pi) q[11];\nu3(3.616873178613615*pi,-0.06355126084861351*pi,1.2842979774207377*pi) q[12];\nu3(3.6901641496278*pi,-0.48167669715174055*pi,0.8152794247342658*pi) q[13];\nu3(3.2310802370929634*pi,0.5633171868826876*pi,0.8000729726307618*pi) q[14];\nRxxyyzz(0.41097993241036057*pi,0.09699694571208384*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.3124834692238694*pi,0.28072482047469993*pi,0.0*pi) q[11],q[3];\nRxxyyzz(0.3549655918963407*pi,0.22287549667032636*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.3860419284295*pi,0.26456282997317926*pi,3.9338433330104507*pi) q[6],q[13];\nRxxyyzz(0.3782338427424722*pi,0.17924252210411518*pi,0.0*pi) q[8],q[10];\nu3(3.6056436020034495*pi,-0.20950734067969656*pi,3.9649014428003797*pi) q[2];\nu3(3.1401882551744875*pi,2.498084808883479*pi,1.0345968836262658*pi) q[3];\nu3(3.9713521018501305*pi,2.078061998151636*pi,1.6033980544142663*pi) q[5];\nu3(3.3938410046832073*pi,-0.3845830232141334*pi,2.015573042811161*pi) q[6];\nu3(3.846124109060885*pi,3.097192242866898*pi,4.396336242669781*pi) q[8];\nu3(3.178971372163886*pi,-0.4572460299480713*pi,3.584175295998491*pi) q[9];\nu3(3.967388208571014*pi,0.29214734759051564*pi,4.459316502532178*pi) q[10];\nu3(3.229678439479727*pi,-0.33416825925509286*pi,2.6590586199960304*pi) q[11];\nu3(3.550668515085699*pi,-0.06681885779336622*pi,1.5485420301801704*pi) q[13];\nu3(3.546506154522237*pi,-0.020247523994315175*pi,2.4179140349498986*pi) q[14];\nRxxyyzz(0.37927262236954984*pi,0.23343636677899504*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.45380700092804027*pi,0.27570873317314526*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.41866195945050977*pi,0.18632445951932478*pi,0.10829936997047432*pi) q[3],q[13];\nRxxyyzz(0.4435896857832694*pi,0.07632981333102001*pi,3.9542168549565293*pi) q[5],q[4];\nRxxyyzz(0.35798667987758925*pi,0.146544578895629*pi,0.0*pi) q[12],q[6];\nRxxyyzz(0.41665582429076564*pi,0.3190612623189928*pi,3.7550165395676505*pi) q[11],q[14];\nu3(3.443979706438073*pi,2.7866263492977943*pi,4.384622802888483*pi) q[0];\nu3(3.4051008615643457*pi,1.2276139798462693*pi,1.4094039893701171*pi) q[1];\nu3(3.9187173912717346*pi,-0.4803490811268176*pi,1.9834921943400727*pi) q[2];\nu3(3.598961747835593*pi,0.5716069039881921*pi,3.8748926218502984*pi) q[3];\nu3(3.563055613321313*pi,2.938982878016068*pi,2.325142411887054*pi) q[4];\nu3(3.536286959094643*pi,-0.1585744666031773*pi,1.0929030517020162*pi) q[5];\nu3(3.411567612253377*pi,2.7887482164821344*pi,1.6062354977509263*pi) q[6];\nu3(3.2926736673361194*pi,0.2211871108193657*pi,4.278539688156944*pi) q[9];\nu3(3.330627819437776*pi,-0.1656161735498099*pi,1.3216258091903952*pi) q[11];\nu3(3.716848536339012*pi,0.11103934400474968*pi,1.6029656302019128*pi) q[12];\nu3(3.18014757881527*pi,3.4203572160064266*pi,1.4118882615684185*pi) q[13];\nu3(3.180233427752401*pi,2.9934400452309795*pi,1.6292827980890014*pi) q[14];\nRxxyyzz(0.40558508463581*pi,0.212143577888381*pi,0.0*pi) q[6],q[0];\nRxxyyzz(0.36873605300688006*pi,0.24447844720323353*pi,3.8957570055871695*pi) q[2],q[4];\nRxxyyzz(0.37096738709698995*pi,0.15208721117326474*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.4132056351327502*pi,0.1980565183249603*pi,0.0*pi) q[8],q[5];\nRxxyyzz(0.44875137979027985*pi,0.2553509587784439*pi,0.04127464095633307*pi) q[7],q[13];\nRxxyyzz(0.4794280514578151*pi,0.10968142411874926*pi,0.0*pi) q[12],q[10];\nu3(3.2656022202126382*pi,-0.38516156522326284*pi,1.260897251795524*pi) q[0];\nu3(3.4840527869112785*pi,2.53396321738897*pi,1.8255761985114516*pi) q[2];\nu3(3.1802298564900267*pi,3.2434138144725133*pi,3.847802213699407*pi) q[3];\nu3(3.405734473404278*pi,0.21642049452018974*pi,1.6262374354634401*pi) q[4];\nu3(3.4484672613211815*pi,3.355732418506336*pi,1.7534510496005447*pi) q[5];\nu3(3.8135898165971702*pi,2.302803018044349*pi,1.6705518626309934*pi) q[6];\nu3(3.4390796313791565*pi,0.31139287093189494*pi,3.9190933002338015*pi) q[7];\nu3(3.480738198261876*pi,3.234191195399123*pi,0.7949799563640013*pi) q[8];\nu3(3.689830864251288*pi,0.8445915268778532*pi,1.8314862690575588*pi) q[9];\nu3(3.378634309732709*pi,0.032368714687900035*pi,1.9531742023651835*pi) q[10];\nu3(3.8900410561604124*pi,2.717194644163752*pi,0.5002735011441327*pi) q[12];\nu3(3.451663200721887*pi,2.679729148461015*pi,4.375710350771645*pi) q[13];\nRxxyyzz(0.4257967286360126*pi,0.289947371708027*pi,0.0*pi) q[10],q[0];\nRxxyyzz(0.44247851385413994*pi,0.19300375964484562*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.3545109974176403*pi,0.31236061140766225*pi,0.20099219844595684*pi) q[2],q[9];\nRxxyyzz(0.40275230779901605*pi,0.3651343466086185*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.41980205110106017*pi,0.24593204254295792*pi,0.13030810506693766*pi) q[7],q[4];\nRxxyyzz(0.4228799354567201*pi,0.2607992085577661*pi,0.09166732471575302*pi) q[14],q[5];\nRxxyyzz(0.4315072863396999*pi,0.33488195806537385*pi,0.2043746753465487*pi) q[11],q[6];\nu3(3.5632926079861442*pi,-0.20384621130202946*pi,1.5554558192985748*pi) q[0];\nu3(3.4111077757508896*pi,1.3229093334613182*pi,1.5591024108681109*pi) q[1];\nu3(3.1123769248900848*pi,0.836717455911526*pi,1.1402691012944857*pi) q[2];\nu3(3.543882583938478*pi,2.755214256742797*pi,1.130078898519864*pi) q[3];\nu3(3.635521633345517*pi,3.060852185841052*pi,3.6822809713894884*pi) q[4];\nu3(3.057141918571009*pi,-0.4992952904557991*pi,1.5706085862166286*pi) q[5];\nu3(3.7068638847044735*pi,3.36399492155749*pi,1.65865552149045*pi) q[6];\nu3(3.747622355633442*pi,3.0765067282273817*pi,3.3311238817873696*pi) q[7];\nu3(3.62607582779906*pi,0.24565286935643593*pi,0.5467227098266519*pi) q[9];\nu3(3.634850367662064*pi,2.4527956655021836*pi,1.2212227907999638*pi) q[10];\nu3(3.39734039177919*pi,0.06302656687158759*pi,3.786436144077339*pi) q[11];\nu3(3.833473990150715*pi,2.8229961566690895*pi,2.118352989795209*pi) q[12];\nu3(3.652037489810973*pi,-0.34985185072407343*pi,4.150326156143542*pi) q[13];\nu3(3.437780526141533*pi,-0.20562948219903965*pi,3.922534020611998*pi) q[14];\nRxxyyzz(0.35006300098689025*pi,0.3120043870215753*pi,0.0*pi) q[8],q[0];\nRxxyyzz(0.4460621986648894*pi,0.21468750049139906*pi,3.94658564963607*pi) q[11],q[1];\nRxxyyzz(0.4381026951974198*pi,0.35312613200368226*pi,0.21349955693243228*pi) q[2],q[5];\nRxxyyzz(0.41376707529652*pi,0.29806515988934823*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.4557593670217495*pi,0.2798256869177417*pi,3.83483271437904*pi) q[6],q[7];\nRxxyyzz(0.4172737696561857*pi,0.29066252482028565*pi,0.0*pi) q[13],q[9];\nRxxyyzz(0.3851810657279807*pi,0.17455193588031315*pi,0.0*pi) q[14],q[10];\nu3(3.929838362913474*pi,0.18002023007344992*pi,0.5459990087656774*pi) q[0];\nu3(3.209755327787933*pi,-0.4284046852044596*pi,2.203014166269711*pi) q[1];\nu3(3.195541502103983*pi,0.23606113707855925*pi,4.339637652467932*pi) q[2];\nu3(3.383706509991577*pi,2.838862709294753*pi,2.364218689232077*pi) q[3];\nu3(3.5421549429823695*pi,0.20785295465983444*pi,2.091930947144413*pi) q[4];\nu3(3.462719089663485*pi,3.1764061764984204*pi,2.0044071167474025*pi) q[5];\nu3(3.411305839594209*pi,2.7873593766394213*pi,1.3356994120114831*pi) q[6];\nu3(3.678874183074765*pi,3.352002751926908*pi,0.5131360944308798*pi) q[7];\nu3(3.3515437976222557*pi,-0.18571795071832753*pi,3.9736999131070254*pi) q[8];\nu3(3.684722280489263*pi,0.7990650011927736*pi,0.9748572114634255*pi) q[9];\nu3(3.6532988941488522*pi,3.164009063501818*pi,1.874044344429529*pi) q[10];\nu3(3.672534766165209*pi,1.9177877205613227*pi,0.6212440803410182*pi) q[11];\nu3(3.602032135836688*pi,3.395506251947186*pi,0.5848057930409931*pi) q[13];\nu3(3.733334221260341*pi,-0.4659569182466885*pi,3.8169600938732917*pi) q[14];\nRxxyyzz(0.3365318608723946*pi,0.16933828142912255*pi,0.0*pi) q[9],q[0];\nRxxyyzz(0.3413046721986198*pi,0.314883212017925*pi,0.0869801964328949*pi) q[7],q[1];\nRxxyyzz(0.39936258325194013*pi,0.26873484443762996*pi,3.8918823738359603*pi) q[2],q[3];\nRxxyyzz(0.41839241984481*pi,0.06974370868203816*pi,0.0*pi) q[10],q[4];\nRxxyyzz(0.4235920031447693*pi,0.18505521368206002*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.38648008565517955*pi,0.2058789356937094*pi,0.0*pi) q[12],q[8];\nRxxyyzz(0.43893798293999986*pi,0.18400826868774317*pi,3.9327425163514502*pi) q[11],q[13];\nu3(3.496689152315367*pi,2.857781352271205*pi,1.338089449201687*pi) q[0];\nu3(3.2726048013812576*pi,2.9084323604431725*pi,4.249350463569174*pi) q[1];\nu3(3.444138885721899*pi,-0.2794676402584306*pi,1.2042125512569049*pi) q[2];\nu3(3.5060734535274864*pi,3.2603634491227305*pi,1.3995384945098208*pi) q[3];\nu3(3.0756522842148764*pi,-0.1273748503109811*pi,4.2372175145938655*pi) q[4];\nu3(3.5967908034178135*pi,2.5849922931052673*pi,1.5993128974808357*pi) q[5];\nu3(3.17411966849295*pi,1.576969877891647*pi,1.7305438596515836*pi) q[7];\nu3(3.721281704730306*pi,2.4388344091393526*pi,2.204863030043654*pi) q[8];\nu3(3.4174810439219794*pi,0.3294042092520817*pi,2.165015312806885*pi) q[9];\nu3(3.7071907212453734*pi,2.6198798547146724*pi,1.1321448021004885*pi) q[10];\nu3(3.6720185137951518*pi,3.311840719296786*pi,1.9331563786381407*pi) q[11];\nu3(3.585685338564331*pi,0.26501382178213817*pi,1.0123270668810203*pi) q[12];\nu3(3.8755193255481926*pi,2.4730268313531862*pi,2.332888918033754*pi) q[13];\nu3(3.639413499355503*pi,0.19756832660134205*pi,0.8699804576681732*pi) q[14];\nRxxyyzz(0.4050962018296901*pi,0.12468246412197459*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.4075524644780799*pi,0.10240409928173388*pi,0.0*pi) q[8],q[1];\nRxxyyzz(0.31012586129325465*pi,0.17291783469575783*pi,0.05669879121654997*pi) q[2],q[7];\nRxxyyzz(0.3835191191749826*pi,0.27209376996883217*pi,0.0*pi) q[5],q[4];\nRxxyyzz(0.4619762724661097*pi,0.26364594053570656*pi,0.0*pi) q[11],q[6];\nRxxyyzz(0.45857886670358006*pi,0.33676476199235506*pi,0.0*pi) q[9],q[10];\nRxxyyzz(0.4289896616750002*pi,0.24880199567977013*pi,0.0*pi) q[12],q[13];\nu3(3.844530078437297*pi,3.3053780100125696*pi,0.6523919529820752*pi) q[0];\nu3(3.5588661682623455*pi,0.9303101099600513*pi,1.3405591186939891*pi) q[1];\nu3(3.093958933293964*pi,1.8979278320268889*pi,0.8973833506599775*pi) q[2];\nu3(3.5352033371528577*pi,-0.36326922467161665*pi,2.1607285657829998*pi) q[3];\nu3(3.235026709461512*pi,3.4723971591700358*pi,1.5782025728405837*pi) q[4];\nu3(3.334301201950904*pi,-0.09751981131609977*pi,0.7662176079019631*pi) q[5];\nu3(3.2953694618082863*pi,1.9932207277475253*pi,1.9070700487073704*pi) q[6];\nu3(3.5020616720285145*pi,3.337264418497188*pi,1.619389515961863*pi) q[7];\nu3(3.783767964981813*pi,-0.4285401285766191*pi,1.877326700648603*pi) q[8];\nu3(3.944274043531601*pi,-0.28400373165880294*pi,2.2264870848690377*pi) q[9];\nu3(3.878872678288531*pi,0.05948899968752963*pi,0.6889462194355112*pi) q[10];\nu3(3.829193538143479*pi,0.533559808907704*pi,2.18116878232714*pi) q[11];\nu3(3.5733693967187414*pi,0.7969732118011708*pi,1.251590747857171*pi) q[12];\nu3(3.2556236956907636*pi,-0.0793593861474513*pi,1.0247445914490732*pi) q[13];\nRxxyyzz(0.35237117175289967*pi,0.2006744919365656*pi,0.0*pi) q[0],q[4];\nRxxyyzz(0.4766276184640401*pi,0.300872079322152*pi,0.0*pi) q[14],q[1];\nRxxyyzz(0.41104722440794017*pi,0.2922655284622832*pi,0.12433813957574126*pi) q[3],q[13];\nRxxyyzz(0.46542653087934893*pi,0.22884347560003526*pi,0.0*pi) q[9],q[5];\nRxxyyzz(0.4658158690511002*pi,0.1598006521961124*pi,0.0*pi) q[8],q[6];\nRxxyyzz(0.40275454138279576*pi,0.16778369075745486*pi,0.0498230673072002*pi) q[11],q[10];\nu3(3.775945506738621*pi,0.357165093235396*pi,2.39234076782929*pi) q[0];\nu3(3.692957837956601*pi,0.7729045149487701*pi,0.8314240421048469*pi) q[1];\nu3(3.780172248395391*pi,1.8504944852231477*pi,0.6162046591885437*pi) q[3];\nu3(3.5487334560548676*pi,3.046436048762133*pi,0.833503776255466*pi) q[4];\nu3(3.4242755225260666*pi,2.887362911303459*pi,0.8103233569111463*pi) q[5];\nu3(3.4731260083634945*pi,-0.03308226633092909*pi,0.938900732681959*pi) q[6];\nu3(3.292113438832608*pi,0.559177921734344*pi,1.079279923467722*pi) q[8];\nu3(3.6040081810201516*pi,3.36078154712818*pi,0.8256374463989113*pi) q[9];\nu3(3.5954001373776174*pi,0.7073046454784353*pi,0.6738984398567219*pi) q[10];\nu3(3.491120386888462*pi,-0.21888786347312472*pi,3.5494366559478445*pi) q[11];\nu3(3.8140071558363924*pi,0.007237241508834313*pi,0.673797915656749*pi) q[13];\nu3(3.412467279211164*pi,2.442744415665032*pi,1.9052303017918084*pi) q[14];\nRxxyyzz(0.33223769679612924*pi,0.22924757395117112*pi,0.0*pi) q[6],q[0];\nRxxyyzz(0.4094450183337006*pi,0.2500788656504258*pi,0.0*pi) q[2],q[1];\nRxxyyzz(0.48775833908078425*pi,0.3326347660229999*pi,0.0*pi) q[11],q[3];\nRxxyyzz(0.4598012277691601*pi,0.3625170093903025*pi,3.9164227349482204*pi) q[4],q[12];\nRxxyyzz(0.4138346259992447*pi,0.25810670081427234*pi,0.0*pi) q[8],q[7];\nRxxyyzz(0.3557358375335199*pi,0.30469446092505814*pi,0.0929169353935011*pi) q[14],q[13];\nu3(3.2014957057653914*pi,-0.32803674889776846*pi,0.7261946214527017*pi) q[0];\nu3(3.7486603724488075*pi,-0.1985860773795412*pi,0.8225627594333449*pi) q[1];\nu3(3.671369105291851*pi,3.0624671531245413*pi,0.5672825050155443*pi) q[2];\nu3(3.1882576034977483*pi,0.8404337361459164*pi,2.0149621871911485*pi) q[3];\nu3(3.3017438553439984*pi,3.2961048873640175*pi,4.454868658867611*pi) q[4];\nu3(3.515187736609373*pi,3.1514300216058637*pi,1.3223220942474478*pi) q[6];\nu3(3.4914396649718937*pi,3.0339319488915084*pi,1.4682131343208338*pi) q[7];\nu3(3.2164298537829623*pi,0.34978845218345955*pi,0.8871103329186072*pi) q[8];\nu3(3.955521911578855*pi,3.1453679088044693*pi,4.299487259734773*pi) q[11];\nu3(3.383279751883916*pi,-0.3936809817380016*pi,2.0669949012122855*pi) q[12];\nu3(3.6244997565131265*pi,0.28678446779738176*pi,1.1159236974699174*pi) q[13];\nu3(3.7389855446892466*pi,0.055440147833424325*pi,4.4883752604483735*pi) q[14];\nRxxyyzz(0.36278344806940954*pi,0.29341054610054257*pi,0.2063229384914837*pi) q[0],q[9];\nRxxyyzz(0.46221265133561085*pi,0.19393327309541086*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.45820904292313985*pi,0.15561223702131816*pi,3.9257247493604996*pi) q[4],q[2];\nRxxyyzz(0.4420319232841702*pi,0.1865982400829202*pi,0.10970749738481893*pi) q[5],q[13];\nRxxyyzz(0.30678489923872*pi,0.27603720768357*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.44811718365785985*pi,0.3385761936835758*pi,3.9450639621680406*pi) q[10],q[8];\nu3(3.3875282129993725*pi,-0.38988269301730133*pi,3.600613388892148*pi) q[0];\nu3(3.1598070444044417*pi,3.3393599941181082*pi,0.9080551132456725*pi) q[1];\nu3(3.2696876718941983*pi,-0.04615162888121693*pi,1.9832846149349852*pi) q[2];\nu3(3.8232828521730444*pi,2.4053496173003124*pi,2.1646900801542905*pi) q[4];\nu3(3.3092401027769878*pi,3.1266815190452903*pi,1.908108948350261*pi) q[5];\nu3(3.481869994557554*pi,2.5667923521348914*pi,1.063640972169747*pi) q[6];\nu3(3.1936848807526577*pi,0.7113617521067563*pi,4.1510269837222635*pi) q[7];\nu3(3.1403331792972162*pi,-0.20735420608058291*pi,0.7533277139126944*pi) q[8];\nu3(3.190105435673824*pi,3.0037726350862948*pi,4.084223877397587*pi) q[9];\nu3(3.751264452011787*pi,-0.3643594737125395*pi,1.9723621266329028*pi) q[10];\nu3(3.3304377790588857*pi,3.0342605225902965*pi,1.2451595341967479*pi) q[12];\nu3(3.3785140813809225*pi,0.061874656137940964*pi,3.188480855693415*pi) q[13];\nRxxyyzz(0.41833569318955016*pi,0.34519115808577944*pi,3.77403567934539*pi) q[0],q[3];\nRxxyyzz(0.36353898025334025*pi,0.2619670907578815*pi,0.2221485761893951*pi) q[14],q[1];\nRxxyyzz(0.28325911245608026*pi,0.22310924749355276*pi,0.05680406152219497*pi) q[4],q[12];\nRxxyyzz(0.45346814213943*pi,0.4166986627717253*pi,3.9206712255813607*pi) q[10],q[5];\nRxxyyzz(0.396248872145207*pi,0.24250605622223365*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.42319925232198063*pi,0.2527605927991934*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.41381780936619034*pi,0.30821614618017185*pi,0.0753889201246772*pi) q[9],q[13];\nu3(3.687964018913355*pi,0.49126233260808694*pi,0.6512106932870023*pi) q[0];\nu3(3.299366941427007*pi,-0.2204421544514149*pi,0.9563963045696476*pi) q[1];\nu3(3.244987637631495*pi,3.3829938067185825*pi,1.3648269727098508*pi) q[3];\nu3(3.3380852950100994*pi,3.321176412292779*pi,2.121946170809702*pi) q[4];\nu3(3.178174452832335*pi,0.038725817927370176*pi,1.2695581149201265*pi) q[5];\nu3(3.679767382258594*pi,3.1412903495025803*pi,1.689987293323113*pi) q[6];\nu3(3.778387848552019*pi,-0.47741048868725877*pi,1.823736560595153*pi) q[7];\nu3(3.834606569961604*pi,1.3482899662919354*pi,1.398424179305656*pi) q[8];\nu3(3.6580756245702486*pi,2.962931213272099*pi,3.858888289653499*pi) q[9];\nu3(3.309629066394508*pi,0.09589099837330839*pi,4.346750165759232*pi) q[10];\nu3(3.504840961536214*pi,1.1290653651142784*pi,2.0267136314037724*pi) q[11];\nu3(3.509874546744397*pi,2.452213867437595*pi,4.099807916872404*pi) q[12];\nu3(3.4594770568629167*pi,2.6634961252608624*pi,0.5607648534711964*pi) q[13];\nu3(3.21640253582451*pi,0.8442043953218705*pi,0.8915599940791636*pi) q[14];\nRxxyyzz(0.456487262209331*pi,0.19984406861642512*pi,0.0*pi) q[1],q[5];\nRxxyyzz(0.4206088737280994*pi,0.3134018675428385*pi,0.0*pi) q[4],q[2];\nRxxyyzz(0.25164338895449*pi,0.24399446292123017*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.45633404411587014*pi,0.2685726103553898*pi,3.9494891264846093*pi) q[14],q[8];\nRxxyyzz(0.42298408446835734*pi,0.32359101261924345*pi,3.9502056625666375*pi) q[10],q[13];\nRxxyyzz(0.228942094392096*pi,0.15258934643407152*pi,0.0*pi) q[12],q[11];\nu3(3.08983939967335*pi,0.7510400662193537*pi,1.6410854301673763*pi) q[1];\nu3(3.3346403392147788*pi,1.2214458450483452*pi,1.0872422133231567*pi) q[2];\nu3(0.9565468586527772*pi,0.1879524588367627*pi,0.7431208465130084*pi) q[3];\nu3(3.7517781159493926*pi,0.40663100869032553*pi,4.44597704504034*pi) q[4];\nu3(3.936799999858605*pi,-0.03252618500952564*pi,0.828032766919375*pi) q[5];\nu3(3.569434962069889*pi,0.8746469060823441*pi,1.1042427263291152*pi) q[8];\nu3(3.5447078523109203*pi,3.0207170101103404*pi,1.6571585213022368*pi) q[9];\nu3(3.4590022888220826*pi,2.673788691333523*pi,0.8242640455636407*pi) q[10];\nu3(3.7993127709043812*pi,1.4480514670685318*pi,1.5515951577696714*pi) q[11];\nu3(3.615265250283044*pi,0.15555623667741025*pi,2.008922047353037*pi) q[12];\nu3(3.7894092800401546*pi,2.3691974102353086*pi,0.7418597295114111*pi) q[13];\nu3(3.263197768187523*pi,2.612759292920546*pi,2.432519448311071*pi) q[14];\nmeasure q[10] -> c[6];\nmeasure q[3] -> c[8];\nmeasure q[13] -> c[14];\nRxxyyzz(0.3407744712927093*pi,0.13795804550509383*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.23570283587069973*pi,0.18216694706258973*pi,0.0*pi) q[8],q[1];\nRxxyyzz(0.3389420386044105*pi,0.17347959275155533*pi,0.0*pi) q[7],q[2];\nRxxyyzz(0.44567970600923973*pi,0.35420658722401344*pi,0.11105047539887788*pi) q[4],q[9];\nRxxyyzz(0.3668034252913801*pi,0.31557293321071467*pi,0.0*pi) q[14],q[5];\nRxxyyzz(0.47221339689234487*pi,0.3400309584760992*pi,0.0*pi) q[11],q[6];\nu3(0.33597544589432904*pi,-0.28165109619486767*pi,1.5538335101687224*pi) q[0];\nu3(3.3111503103690896*pi,3.3156930794364894*pi,2.187348030418982*pi) q[1];\nu3(1.82449220340393*pi,-0.10280470333888098*pi,0.7583654046087162*pi) q[2];\nu3(3.430287812623158*pi,-0.06920143859098893*pi,4.433365844266729*pi) q[4];\nu3(3.7778990802182477*pi,0.15520764080922578*pi,1.7245822301837568*pi) q[5];\nu3(3.6825245642995905*pi,0.4013729774689818*pi,0.789001009112761*pi) q[6];\nu3(0.12946391153680484*pi,0.018090820998080126*pi,0.8914447914763892*pi) q[7];\nu3(0.6261738035555829*pi,-0.46973348070722964*pi,1.9575490595711234*pi) q[8];\nu3(3.4067545391019154*pi,2.9813786253378076*pi,0.7112920989264515*pi) q[9];\nu3(3.5501578105511578*pi,0.37860280531423474*pi,1.0849005604916462*pi) q[11];\nu3(3.5688776848704875*pi,0.5893746974613476*pi,1.7995212386051034*pi) q[12];\nu3(3.6887722344133906*pi,2.4732468324319363*pi,0.7898217157931837*pi) q[14];\nmeasure q[4] -> c[0];\nmeasure q[6] -> c[1];\nmeasure q[11] -> c[2];\nmeasure q[12] -> c[3];\nmeasure q[9] -> c[4];\nmeasure q[7] -> c[5];\nmeasure q[0] -> c[7];\nmeasure q[5] -> c[9];\nmeasure q[8] -> c[10];\nmeasure q[14] -> c[11];\nmeasure q[1] -> c[12];\nmeasure q[2] -> c[13];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.022202919274422*pi,2.3636808889839855*pi,2.7029315516660777*pi) q[0];\nu3(3.3476642682724087*pi,3.3830183976136152*pi,4.291665112164438*pi) q[1];\nu3(3.566445566061518*pi,2.1462392827861265*pi,0.8244421049708466*pi) q[2];\nu3(3.030188384710818*pi,2.3633548229865537*pi,0.7157583633128994*pi) q[3];\nu3(3.6038295468495685*pi,-0.2496682769641939*pi,3.71039568913681*pi) q[4];\nu3(3.273125744448718*pi,-0.2687292848104187*pi,3.956533563028197*pi) q[5];\nu3(3.6977492192347907*pi,-0.020853850234172577*pi,1.3137567057732698*pi) q[6];\nu3(3.616295037304643*pi,3.493908826029526*pi,0.7188721703997727*pi) q[7];\nu3(3.5342495862180496*pi,2.6191804617430714*pi,4.448649804737348*pi) q[8];\nu3(3.510173500621799*pi,0.9277267742555395*pi,1.0221939957787187*pi) q[9];\nu3(3.8041247127129245*pi,-0.37039838618612114*pi,1.1996784820031903*pi) q[10];\nu3(3.288877674331383*pi,-0.10988519793600338*pi,1.2831032597123486*pi) q[11];\nu3(3.680985533717562*pi,0.5293364369100191*pi,3.753195301936086*pi) q[12];\nu3(3.4819521504310957*pi,2.4957870226599197*pi,1.0201595224576794*pi) q[13];\nu3(3.8156101225599417*pi,0.2599677594335731*pi,0.7205120710996095*pi) q[14];\nRxxyyzz(0.34765450293800004*pi,0.2769807217727722*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.4215014641504211*pi,0.30924977238865825*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.4417997436367913*pi,0.12399593238552697*pi,0.0*pi) q[2],q[3];\nRxxyyzz(0.33781579240632026*pi,0.15968785131866614*pi,0.06550801393322736*pi) q[4],q[13];\nRxxyyzz(0.39976092910382066*pi,0.1764758317319901*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.4281770266641801*pi,0.29254006079987693*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.40365754485360983*pi,0.33830169077060923*pi,3.80201873453802*pi) q[10],q[11];\nu3(3.6240445539507293*pi,2.117514713101822*pi,0.8331449784448659*pi) q[0];\nu3(3.3254253372968887*pi,0.8865982732051803*pi,4.079740420248575*pi) q[1];\nu3(3.315733558351448*pi,2.4210856125491205*pi,1.5651466546330846*pi) q[2];\nu3(3.621051760914596*pi,-0.06391372648736826*pi,1.3366669841138437*pi) q[3];\nu3(3.1373751822337668*pi,1.0900916106416814*pi,1.1470963633151632*pi) q[4];\nu3(3.5311812340156727*pi,-0.008404442019316782*pi,0.7143326154485832*pi) q[5];\nu3(3.668527754499756*pi,1.0555923965049585*pi,2.143337669874357*pi) q[6];\nu3(3.5919706486789043*pi,2.913796684316987*pi,2.413065103906032*pi) q[7];\nu3(3.1677072062355918*pi,-0.17806138728460352*pi,0.8312607636219225*pi) q[8];\nu3(3.937112915958431*pi,1.4804757924712995*pi,0.9072018286754759*pi) q[10];\nu3(3.632067248973078*pi,0.2617622784390985*pi,1.365272842380989*pi) q[11];\nu3(3.5790165141348522*pi,1.353983280976959*pi,1.5484985913951246*pi) q[12];\nu3(3.2339954126217982*pi,0.45776078886373894*pi,3.215616472748137*pi) q[13];\nu3(3.4590917461148893*pi,1.8018687605310886*pi,1.7678162302288403*pi) q[14];\nRxxyyzz(0.45400906652420947*pi,0.3377064695456325*pi,3.8573138894133194*pi) q[0],q[12];\nRxxyyzz(0.21418445065044*pi,0.100985465697086*pi,0.0*pi) q[9],q[1];\nRxxyyzz(0.2978071726519279*pi,0.09100422635304384*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.31625158242519014*pi,0.19625234722464446*pi,3.9321638600425697*pi) q[3],q[6];\nRxxyyzz(0.3433675663849894*pi,0.18222775543515413*pi,3.9422840754786304*pi) q[4],q[10];\nRxxyyzz(0.4729333567570899*pi,0.2576500050746908*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.35134825952795984*pi,0.21879613543223186*pi,0.1163882203321851*pi) q[7],q[13];\nu3(3.4618454919336763*pi,1.3050378376635394*pi,2.457653210949757*pi) q[0];\nu3(3.678453333738412*pi,-0.13660367069851648*pi,2.076773643641957*pi) q[1];\nu3(3.3811486232111867*pi,2.1309443463977535*pi,0.8202404614539978*pi) q[2];\nu3(3.6096418299140707*pi,-0.4836785082314228*pi,3.7579973277383*pi) q[3];\nu3(3.751765828295567*pi,0.10188849651160625*pi,1.230276512617138*pi) q[4];\nu3(3.3131444179920986*pi,0.2642437882671467*pi,1.201673452666874*pi) q[5];\nu3(3.4438769710904005*pi,-0.43878478454304104*pi,1.2516163857602152*pi) q[6];\nu3(3.3238103213313828*pi,2.3983826492345997*pi,1.3399553460224045*pi) q[7];\nu3(3.7448761450952204*pi,3.340166678332101*pi,2.268723430885457*pi) q[8];\nu3(3.623374993861758*pi,-0.08666384101733399*pi,1.1633669835381628*pi) q[9];\nu3(3.3290156767989907*pi,-0.05279767438412064*pi,4.360350152382869*pi) q[10];\nu3(3.7266987183379987*pi,1.0232339189960458*pi,1.437826592418146*pi) q[11];\nu3(3.7960823683640332*pi,-0.3154581661856402*pi,1.2886198302489333*pi) q[12];\nu3(3.495149803495901*pi,-0.2826470866668077*pi,4.222522187820133*pi) q[13];\nRxxyyzz(0.3915770381184095*pi,0.24528801888693075*pi,0.0*pi) q[0],q[1];\nRxxyyzz(0.42054039447451697*pi,0.2258566461368956*pi,0.0*pi) q[10],q[2];\nRxxyyzz(0.4490764021473295*pi,0.22310388850384208*pi,3.8522183898254596*pi) q[11],q[4];\nRxxyyzz(0.4456120442403102*pi,0.26027977391406965*pi,0.0*pi) q[6],q[5];\nRxxyyzz(0.41407025456963664*pi,0.3144695062357593*pi,0.0*pi) q[12],q[7];\nRxxyyzz(0.4134278211012399*pi,0.3672821877932637*pi,3.8840921917596707*pi) q[8],q[14];\nRxxyyzz(0.39666325719043993*pi,0.1378830192921875*pi,0.0*pi) q[9],q[13];\nu3(3.468830555513261*pi,0.6480520125367424*pi,1.449348371706283*pi) q[0];\nu3(3.9068369596740795*pi,-0.2191196168268536*pi,1.1790000028814898*pi) q[1];\nu3(3.617073804917126*pi,3.336725264369155*pi,2.2159490211425723*pi) q[2];\nu3(3.430371667266356*pi,1.9610121612391076*pi,0.8277113753753511*pi) q[4];\nu3(3.2140436012960163*pi,2.6789705107270856*pi,1.7410529787118336*pi) q[5];\nu3(3.3688015230417094*pi,-0.4836331272218798*pi,3.608641370038933*pi) q[6];\nu3(3.7050850574961203*pi,0.7892387106316243*pi,1.172348683930723*pi) q[7];\nu3(3.8542641883633317*pi,3.250167378985835*pi,3.9186201674135885*pi) q[8];\nu3(3.6731040238281434*pi,3.418475334425782*pi,2.1964665850789147*pi) q[9];\nu3(3.4364961671299414*pi,0.005098310381683846*pi,0.7231372791716106*pi) q[10];\nu3(3.1271119669918916*pi,2.4898090075967496*pi,1.523999320842968*pi) q[11];\nu3(3.4028438726843495*pi,-0.4743673697863695*pi,2.251388767163262*pi) q[12];\nu3(3.4662340685108592*pi,0.45239710528128585*pi,0.7068934819665984*pi) q[13];\nu3(3.548903031907352*pi,0.09513968897820135*pi,1.1643276075036062*pi) q[14];\nRxxyyzz(0.47027001624347353*pi,0.31335482676951176*pi,0.0*pi) q[2],q[0];\nRxxyyzz(0.33734240124263015*pi,0.23966903134596906*pi,0.1230691721537891*pi) q[3],q[11];\nRxxyyzz(0.32714102841586046*pi,0.24585282839080513*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.36107764722841973*pi,0.14598038792664358*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.4253838342650368*pi,0.14223642253896684*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.41292761476482953*pi,0.3384146621722038*pi,0.1995167699257457*pi) q[10],q[14];\nu3(3.502839662120218*pi,-0.01728821045397766*pi,0.7590760413325467*pi) q[0];\nu3(3.260257739023013*pi,-0.47711433054245933*pi,3.9534531000637854*pi) q[2];\nu3(3.709074137787846*pi,2.845436149036059*pi,2.247916317668123*pi) q[3];\nu3(3.687125473163375*pi,-0.17417153702323185*pi,3.496292456783199*pi) q[4];\nu3(3.4273085926352436*pi,-0.38194175486057647*pi,1.0224338837379903*pi) q[5];\nu3(3.661154901140095*pi,2.8111209521505334*pi,1.6521004579741772*pi) q[6];\nu3(3.1134213536255073*pi,0.6787598617424087*pi,1.8582041965783151*pi) q[8];\nu3(3.5632263445981707*pi,0.107256290564963*pi,0.8843129810455415*pi) q[9];\nu3(3.5676199600151652*pi,1.883092308570176*pi,0.8473938559661214*pi) q[10];\nu3(3.4804242781250716*pi,-0.17189614292621969*pi,3.3250987530815572*pi) q[11];\nu3(3.868279531886248*pi,2.4992055736237253*pi,0.6299692157476485*pi) q[13];\nu3(3.4269337802220097*pi,3.1739660792840505*pi,2.1226175753826446*pi) q[14];\nRxxyyzz(0.4063106850514985*pi,0.05858436742376094*pi,0.0*pi) q[3],q[0];\nRxxyyzz(0.4240142426667504*pi,0.32522504564587695*pi,0.29506854361254486*pi) q[1],q[11];\nRxxyyzz(0.44811277974540886*pi,0.3001847048722173*pi,0.0889891891900158*pi) q[9],q[2];\nRxxyyzz(0.3839870424572803*pi,0.27138304637716953*pi,3.9009249023360795*pi) q[4],q[6];\nRxxyyzz(0.45048057542947*pi,0.15596408993459818*pi,0.13829885628288882*pi) q[7],q[14];\nRxxyyzz(0.35334840005406015*pi,0.2583837865688432*pi,0.04988501510815224*pi) q[8],q[12];\nRxxyyzz(0.41555101746062995*pi,0.183479003196406*pi,0.13968975075568227*pi) q[10],q[13];\nu3(3.233361115606611*pi,3.10502567240174*pi,2.212374863943797*pi) q[0];\nu3(3.4007317246649524*pi,2.4031910957783906*pi,4.373899834091122*pi) q[1];\nu3(3.191085916291577*pi,-0.08055678600504812*pi,3.643257282746819*pi) q[2];\nu3(3.665883611303598*pi,3.4274314508496952*pi,1.2801848160786404*pi) q[3];\nu3(3.8700855086853134*pi,-0.3879680949224727*pi,2.1515528147138157*pi) q[4];\nu3(3.5208735523737897*pi,-0.4590834101267103*pi,2.181310836991976*pi) q[6];\nu3(3.38458700146585*pi,1.1056424437269547*pi,0.8824402345541923*pi) q[7];\nu3(3.5519067663395685*pi,0.6962007836233299*pi,1.253630524798976*pi) q[8];\nu3(3.3639748231675184*pi,1.949793940955841*pi,4.2929593639088175*pi) q[9];\nu3(3.1926492310086374*pi,2.604486622908452*pi,1.4920034599671965*pi) q[10];\nu3(3.3215123563454125*pi,-0.024296447609145067*pi,1.5553217162812802*pi) q[11];\nu3(3.2240767017586913*pi,0.10800126863674242*pi,1.530061402387172*pi) q[12];\nu3(3.536602273867955*pi,0.4531651863232804*pi,4.323149681039126*pi) q[13];\nu3(3.806656361192138*pi,3.229975830335023*pi,3.3668039934843286*pi) q[14];\nRxxyyzz(0.3790032954804903*pi,0.246281849812503*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.35616335561131995*pi,0.3007179299565572*pi,0.15843543194587806*pi) q[1],q[8];\nRxxyyzz(0.4210020775247697*pi,0.12213411790449971*pi,0.11553381886567243*pi) q[4],q[3];\nRxxyyzz(0.3633597127107602*pi,0.2604089780538673*pi,0.10114479017981895*pi) q[7],q[5];\nRxxyyzz(0.4910430313483395*pi,0.12661666184572917*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.39014453186767994*pi,0.19691355508825936*pi,0.0*pi) q[11],q[14];\nu3(3.6036194605207204*pi,-0.01329604752965119*pi,1.9309437567353378*pi) q[0];\nu3(3.464908744205955*pi,2.0635815054965105*pi,1.168170970623091*pi) q[1];\nu3(3.600988451703676*pi,1.3580988419578433*pi,0.8025249291853258*pi) q[3];\nu3(3.2656905103182026*pi,2.2463352883962164*pi,0.510679367388347*pi) q[4];\nu3(3.7263623487224766*pi,-0.30326003231132204*pi,0.9712291943655927*pi) q[5];\nu3(3.6283031238840655*pi,2.328884561775161*pi,1.0843372975320564*pi) q[6];\nu3(3.5261044179501506*pi,0.8380931900909547*pi,0.78999159096405*pi) q[7];\nu3(3.167601194419403*pi,-0.11795541998779119*pi,0.8814493561265655*pi) q[8];\nu3(3.551894911536531*pi,-0.3984777126193523*pi,4.3217694167622*pi) q[11];\nu3(3.7038792144498514*pi,2.13843894734448*pi,1.960108027737316*pi) q[12];\nu3(3.2707756823774794*pi,2.2555901595206564*pi,2.472183114696084*pi) q[13];\nu3(3.404403345167705*pi,0.6206793625057938*pi,1.3885938044758381*pi) q[14];\nRxxyyzz(0.36257111933990993*pi,0.2406925281239234*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.32015465374422986*pi,0.19997735958678797*pi,3.912207643317199*pi) q[1],q[5];\nRxxyyzz(0.43120308704209087*pi,0.20251845776092137*pi,0.0*pi) q[7],q[2];\nRxxyyzz(0.3549828807491898*pi,0.23936546423551341*pi,0.05635596667222664*pi) q[12],q[3];\nRxxyyzz(0.45665557818806096*pi,0.15611364875639616*pi,3.8879499884522706*pi) q[4],q[8];\nRxxyyzz(0.33489162603059*pi,0.22343298265239708*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.43055669943026*pi,0.3227656595541486*pi,0.2558611716930823*pi) q[11],q[9];\nu3(3.378795811057756*pi,2.3799907945423673*pi,2.007659180788499*pi) q[0];\nu3(3.396392487856277*pi,3.095739662273864*pi,1.9527122840115565*pi) q[1];\nu3(3.4245548872249394*pi,2.1370931850529415*pi,0.8718400368732018*pi) q[2];\nu3(3.5517238564423073*pi,0.3007474574490212*pi,0.5273479533593357*pi) q[3];\nu3(3.71737836804272*pi,-0.4525236125937485*pi,1.4382610557188795*pi) q[4];\nu3(3.668647370246016*pi,0.9913661947733612*pi,1.3545105593601687*pi) q[5];\nu3(3.6107588310426153*pi,3.340608942795243*pi,1.7541152493941339*pi) q[6];\nu3(3.158319885208026*pi,2.4561397500835582*pi,2.0888823929343223*pi) q[7];\nu3(3.1467527537674638*pi,-0.09713727520964976*pi,1.8204397886285646*pi) q[8];\nu3(3.760840834103785*pi,-0.4700877847758104*pi,2.003327524267245*pi) q[9];\nu3(3.4875219725108297*pi,-0.4852385461400991*pi,1.167465210714075*pi) q[10];\nu3(3.7039210729066236*pi,1.3720239029875234*pi,4.369262780557513*pi) q[11];\nu3(3.3847462268037276*pi,1.4472007265406632*pi,4.1566068705326025*pi) q[12];\nu3(3.717087086058137*pi,0.11476405647500265*pi,1.0700068598462629*pi) q[14];\nRxxyyzz(0.34508351143227955*pi,0.19397379179348617*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.3984753766205298*pi,0.361190894358315*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.3413272963127*pi,0.14489447063635907*pi,0.07902906917689201*pi) q[2],q[12];\nRxxyyzz(0.4407103618774105*pi,0.18688896019458986*pi,3.959631439132469*pi) q[8],q[3];\nRxxyyzz(0.42590412875280265*pi,0.1543288687581659*pi,3.8693732868974475*pi) q[5],q[6];\nRxxyyzz(0.4669149737193462*pi,0.2014199285926861*pi,0.0*pi) q[10],q[7];\nRxxyyzz(0.43696172441006004*pi,0.2732436429955554*pi,3.8201577573521295*pi) q[9],q[14];\nu3(3.264093172572216*pi,-0.07018654168219662*pi,2.8294119626768133*pi) q[0];\nu3(3.669979889499141*pi,3.467941098349274*pi,2.856574270728347*pi) q[1];\nu3(3.446820614176701*pi,0.2719302298318218*pi,0.9028262020226705*pi) q[2];\nu3(3.4265769020441783*pi,2.3551784752389517*pi,1.802861323578661*pi) q[3];\nu3(3.795235313890397*pi,1.878116187925316*pi,4.458336816479085*pi) q[4];\nu3(3.8674108016624174*pi,-0.3701698712824394*pi,1.8985355284904037*pi) q[5];\nu3(3.824229317594903*pi,2.198034300063523*pi,2.283798611808821*pi) q[6];\nu3(3.6549922774369525*pi,0.21104919377057696*pi,1.7826432143689788*pi) q[7];\nu3(3.7412392461332087*pi,-0.20966830629647082*pi,1.288357132464927*pi) q[8];\nu3(3.768717968461997*pi,3.1220844342876086*pi,1.9037553632432038*pi) q[9];\nu3(3.618556597021716*pi,2.8873734397941853*pi,0.9364668142402489*pi) q[10];\nu3(3.718787599260404*pi,-0.13209363586964945*pi,1.5764766061910307*pi) q[12];\nu3(3.7171470210703252*pi,-0.09027107906842002*pi,2.0380888053708404*pi) q[13];\nu3(3.5542353717123856*pi,3.3527310548106715*pi,2.259479997053644*pi) q[14];\nRxxyyzz(0.23836483756792015*pi,0.11284677455501146*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.4541249775994598*pi,0.26165325749011803*pi,3.7934776072510794*pi) q[1],q[9];\nRxxyyzz(0.3942971603867899*pi,0.30267538837546887*pi,3.8673855152371104*pi) q[2],q[4];\nRxxyyzz(0.44921285015194984*pi,0.35066664401502645*pi,0.13901892533779728*pi) q[14],q[7];\nRxxyyzz(0.44808246740756014*pi,0.1526723397758371*pi,0.039843717550305156*pi) q[12],q[13];\nu3(3.5132608589625227*pi,2.619074436654624*pi,0.669249343829228*pi) q[0];\nu3(3.62133190438806*pi,0.4957072527739387*pi,1.734412648451531*pi) q[1];\nu3(3.980260469048548*pi,0.0767456498729927*pi,0.5096652290284927*pi) q[2];\nu3(3.939476953717514*pi,0.36768045775785263*pi,1.4024028870105028*pi) q[4];\nu3(3.420421134683248*pi,-0.3917703221876194*pi,3.856553278999656*pi) q[7];\nu3(3.550627874872131*pi,0.6214223926535261*pi,1.7672639357162117*pi) q[9];\nu3(3.2995995911879796*pi,3.1930518017695024*pi,2.1797355797316103*pi) q[11];\nu3(3.278078367746173*pi,-0.48077395087223995*pi,1.5864500885603954*pi) q[12];\nu3(3.2911416076231332*pi,3.4635813740002117*pi,0.6359197980287395*pi) q[13];\nu3(3.544364746455213*pi,2.975543635898511*pi,0.9900285692852244*pi) q[14];\nRxxyyzz(0.3234904498915405*pi,0.31941368138867265*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.45891088683361014*pi,0.25788256532167786*pi,0.0*pi) q[1],q[5];\nRxxyyzz(0.3717923223005002*pi,0.1841957340665641*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.4025427233322901*pi,0.2764529214619334*pi,0.042708013794319516*pi) q[4],q[14];\nRxxyyzz(0.41157244885116034*pi,0.18878658352076613*pi,3.8977588375580794*pi) q[8],q[12];\nRxxyyzz(0.39355966307067947*pi,0.11423433318039433*pi,0.0*pi) q[11],q[9];\nRxxyyzz(0.3526870826190408*pi,0.15428290822432467*pi,0.0*pi) q[10],q[13];\nu3(3.821520531227687*pi,1.7658942526431134*pi,2.0083534248936123*pi) q[0];\nu3(3.347988167966173*pi,-0.49676154341210055*pi,4.396782197006649*pi) q[1];\nu3(3.7677976888080997*pi,0.6969133799276965*pi,1.068003277638438*pi) q[2];\nu3(3.3935428467338835*pi,3.358238364626035*pi,2.648669041156333*pi) q[4];\nu3(3.753945690835873*pi,1.7343728556004168*pi,1.686067039810192*pi) q[5];\nu3(3.362935214540328*pi,-0.008797371702393142*pi,4.20954403703565*pi) q[6];\nu3(3.534765925039837*pi,-0.34631052667183115*pi,1.0854154644485399*pi) q[7];\nu3(3.343790113946574*pi,3.2190967784532636*pi,2.1798798437371505*pi) q[8];\nu3(3.3654415760930103*pi,2.274953749598839*pi,1.7219733760370621*pi) q[9];\nu3(3.105229058728069*pi,3.3965798908306692*pi,2.135965850116569*pi) q[10];\nu3(3.7402310620209804*pi,-0.2391591794386651*pi,0.7489840520919875*pi) q[11];\nu3(3.6021093736781475*pi,3.219576134254352*pi,1.8939457450716568*pi) q[12];\nu3(3.7472416505650097*pi,0.9764492586253297*pi,1.052045047824017*pi) q[13];\nu3(3.3671062681025976*pi,0.5131438571747622*pi,1.2592948725554995*pi) q[14];\nRxxyyzz(0.3381010588698101*pi,0.2903760386779589*pi,0.0*pi) q[11],q[0];\nRxxyyzz(0.44119656174756006*pi,0.24263358037744626*pi,0.06753078497206742*pi) q[1],q[2];\nRxxyyzz(0.4524545776423795*pi,0.17158624536035016*pi,0.0*pi) q[14],q[3];\nRxxyyzz(0.43886535891792017*pi,0.13205807535454914*pi,0.1231414608788274*pi) q[9],q[4];\nRxxyyzz(0.40921145788119956*pi,0.285659360897125*pi,3.9206471234456703*pi) q[5],q[13];\nRxxyyzz(0.2603864953523606*pi,0.21108544360184234*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.38576529973514007*pi,0.30330132268298593*pi,0.0*pi) q[12],q[7];\nu3(3.2575998810760316*pi,1.2963490975241123*pi,1.701488515218886*pi) q[0];\nu3(3.49499541398511*pi,2.376384188526264*pi,0.9310149786712302*pi) q[1];\nu3(3.8098240937476757*pi,0.5565548570633672*pi,3.724125577808248*pi) q[2];\nu3(3.7115433884757008*pi,0.8787869440188647*pi,2.0795229224177874*pi) q[3];\nu3(3.614517052536331*pi,-0.4092309185951859*pi,1.2829804915812246*pi) q[4];\nu3(3.7490522651937495*pi,2.8762833884205117*pi,2.4041772410121305*pi) q[5];\nu3(3.8614280328626314*pi,2.82172101587651*pi,0.5544057101070896*pi) q[6];\nu3(3.6422777292038684*pi,1.482148978646069*pi,2.3191801184222145*pi) q[7];\nu3(3.224991351940811*pi,3.4314675500733074*pi,4.028779987493918*pi) q[8];\nu3(3.567566248528081*pi,0.7557822254255009*pi,0.9606838154127376*pi) q[9];\nu3(3.8769771070920536*pi,2.3074347555533343*pi,3.880220126616574*pi) q[11];\nu3(3.455349361718982*pi,1.0164582817953165*pi,1.9188464859239147*pi) q[12];\nu3(3.211315549523011*pi,0.3049782163506616*pi,2.3663994848943113*pi) q[13];\nu3(3.1977437313806103*pi,2.459160578985166*pi,4.1121333333585515*pi) q[14];\nRxxyyzz(0.41059048327529984*pi,0.2756886676186885*pi,3.9380858298091703*pi) q[1],q[3];\nRxxyyzz(0.3905595283600096*pi,0.19468415570763054*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.4685753242940741*pi,0.30858919270892415*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.2711278672172108*pi,0.11994068016285508*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.2770936183269498*pi,0.20619229371618197*pi,0.0*pi) q[9],q[7];\nRxxyyzz(0.34621590608257974*pi,0.22691914708230954*pi,3.888273191886979*pi) q[8],q[11];\nRxxyyzz(0.43826921949801095*pi,0.24690798735331804*pi,0.14159904061372774*pi) q[12],q[13];\nu3(3.810787832323184*pi,-0.14340274963185518*pi,1.0014685776518997*pi) q[1];\nu3(3.1526178259218987*pi,3.40465966936961*pi,1.0124083782689484*pi) q[2];\nu3(3.403893878410706*pi,-0.4120150113048453*pi,2.3969605002589747*pi) q[3];\nu3(3.4729115269589275*pi,0.5588788836738714*pi,2.396276391469506*pi) q[4];\nu3(3.4431766117128393*pi,0.9844392549101881*pi,0.8864616715627629*pi) q[5];\nu3(3.509829896324651*pi,0.15696159688538236*pi,1.1988511992289668*pi) q[6];\nu3(3.6614373581844903*pi,3.11903559995311*pi,1.1539531716403753*pi) q[7];\nu3(3.4547819919781464*pi,0.0214129905337479*pi,3.7362785270083805*pi) q[8];\nu3(3.2010125196826342*pi,0.5840595651429028*pi,1.3635481831538894*pi) q[9];\nu3(3.5049296144683844*pi,0.3741779193752004*pi,2.0316496645044833*pi) q[10];\nu3(3.619312143374976*pi,2.3445446079314864*pi,0.801201390767125*pi) q[11];\nu3(3.6047148922382726*pi,-0.18093928082118804*pi,2.0607640462541115*pi) q[12];\nu3(3.877744835877326*pi,1.2036959888338048*pi,0.7360690230564982*pi) q[13];\nu3(3.8157557549487837*pi,-0.3868020290951506*pi,0.9194511896917824*pi) q[14];\nRxxyyzz(0.3774756146882299*pi,0.2275111611751106*pi,0.0*pi) q[8],q[0];\nRxxyyzz(0.40240663957707*pi,0.36877843438234603*pi,0.16431779599137641*pi) q[1],q[9];\nRxxyyzz(0.3705069534641624*pi,0.23119350296867425*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.45070132082046005*pi,0.10833154888056526*pi,0.08837643114073214*pi) q[11],q[7];\nRxxyyzz(0.33633065415935415*pi,0.28133189783544865*pi,0.0*pi) q[10],q[14];\nu3(3.7492285260027334*pi,0.1871908955057522*pi,0.8236958944074351*pi) q[0];\nu3(3.0591101707819206*pi,3.461432597945853*pi,0.7458756788875656*pi) q[1];\nu3(3.259926774389341*pi,3.379113094380873*pi,3.708468821228595*pi) q[3];\nu3(3.5397971741484433*pi,-0.18569155843190988*pi,1.9503544805786237*pi) q[5];\nu3(3.5661994716989582*pi,0.05104869990532657*pi,4.148771757343507*pi) q[7];\nu3(3.4498932151162447*pi,3.418424644261672*pi,2.309578695919164*pi) q[8];\nu3(3.2450840375427985*pi,-0.46020400579238585*pi,2.44943537684942*pi) q[9];\nu3(3.534811797391673*pi,3.2838326431411407*pi,0.6718884853061822*pi) q[10];\nu3(3.7907260754919823*pi,0.4173202317194853*pi,1.0134879578358338*pi) q[11];\nu3(3.608883878978596*pi,2.3276087854579544*pi,0.8392933685714506*pi) q[14];\nRxxyyzz(0.35295651767272007*pi,0.15209412237872044*pi,0.04910181280131454*pi) q[11],q[0];\nRxxyyzz(0.40727970274870995*pi,0.22854606344116224*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.45384355136522003*pi,0.3439731321998372*pi,0.13291810925570854*pi) q[2],q[9];\nRxxyyzz(0.43559215438977006*pi,0.24194788340370413*pi,0.08205072312508128*pi) q[6],q[14];\nRxxyyzz(0.44406003070844946*pi,0.23245916177838163*pi,0.11619907706905167*pi) q[8],q[7];\nRxxyyzz(0.39449862541547465*pi,0.32598503998511874*pi,0.0*pi) q[10],q[12];\nu3(3.397935037676484*pi,0.2553346360347065*pi,1.3163457751862957*pi) q[0];\nu3(3.60224073189085*pi,3.3172268338488404*pi,4.446098644648488*pi) q[1];\nu3(3.8221630902521717*pi,3.0592091712745555*pi,1.263374518930731*pi) q[2];\nu3(3.590056684726352*pi,0.3522892649157512*pi,1.2794492592632845*pi) q[6];\nu3(3.5419026499972395*pi,0.30353707886280024*pi,4.28306187781226*pi) q[7];\nu3(3.3675433184579773*pi,3.03045299912619*pi,1.542701368282381*pi) q[8];\nu3(3.8198960141361082*pi,2.86137164152282*pi,1.4485305318037613*pi) q[9];\nu3(3.574132918563892*pi,3.0811724890826264*pi,2.046511679544474*pi) q[10];\nu3(3.7408203482829108*pi,3.2848276985857074*pi,0.7595588161625741*pi) q[11];\nu3(3.8371759868168067*pi,-0.3900644128944853*pi,0.5376233300661939*pi) q[12];\nu3(3.763066800531978*pi,3.2593828596279364*pi,2.0267314867338246*pi) q[13];\nu3(3.2307598857866044*pi,0.1679363312363248*pi,3.788741917804691*pi) q[14];\nmeasure q[2] -> c[1];\nRxxyyzz(0.3835167563573001*pi,0.15433537679411646*pi,3.88415514939782*pi) q[4],q[0];\nRxxyyzz(0.3991240835422001*pi,0.29360286207871955*pi,0.0*pi) q[7],q[1];\nRxxyyzz(0.4593780278928903*pi,0.17826221650687524*pi,0.0*pi) q[12],q[3];\nRxxyyzz(0.3097998423925602*pi,0.14946445069945102*pi,0.0*pi) q[10],q[5];\nRxxyyzz(0.36547441880391024*pi,0.20880950325982336*pi,3.9378050953582093*pi) q[13],q[6];\nRxxyyzz(0.48801924974526*pi,0.34506773130146073*pi,0.0*pi) q[9],q[8];\nRxxyyzz(0.39551562814903984*pi,0.10036776873889686*pi,0.0*pi) q[14],q[11];\nu3(3.5645124959507943*pi,0.06834952805663574*pi,1.144503145046813*pi) q[0];\nu3(3.7306404448735577*pi,3.2628352316521854*pi,0.8562163983304458*pi) q[1];\nu3(3.718369046766914*pi,-0.3061226538083056*pi,2.2556942361966614*pi) q[3];\nu3(3.078983030613486*pi,-0.16153480191914538*pi,2.3004156925018195*pi) q[4];\nu3(1.698573069674399*pi,-0.40269801940564015*pi,1.5025552676192298*pi) q[5];\nu3(3.7680854632091165*pi,2.725686745435966*pi,2.2246303159194953*pi) q[6];\nu3(3.3528622455088577*pi,0.8230210099656792*pi,4.0284455972496485*pi) q[7];\nu3(3.7794972460183387*pi,-0.30627108840472517*pi,2.4702409551420503*pi) q[8];\nu3(3.3168309846590125*pi,-0.36447138059638196*pi,1.4777357573358876*pi) q[9];\nu3(0.39510520400342347*pi,0.7394055594544047*pi,1.0210800371441486*pi) q[10];\nu3(3.786807788458427*pi,3.2185715649887348*pi,0.8821590158032508*pi) q[11];\nu3(3.658413070168379*pi,0.02470580404736822*pi,0.5880695297451013*pi) q[12];\nu3(3.3551932120779138*pi,2.332556557021904*pi,0.6407003206206405*pi) q[13];\nu3(3.1940968769506486*pi,0.7993859920421369*pi,4.027619088403503*pi) q[14];\nmeasure q[13] -> c[0];\nmeasure q[6] -> c[2];\nmeasure q[9] -> c[3];\nmeasure q[14] -> c[4];\nmeasure q[8] -> c[5];\nmeasure q[12] -> c[6];\nmeasure q[10] -> c[7];\nmeasure q[11] -> c[8];\nmeasure q[3] -> c[9];\nmeasure q[5] -> c[10];\nmeasure q[7] -> c[11];\nmeasure q[1] -> c[12];\nmeasure q[4] -> c[13];\nmeasure q[0] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.7651647215709607*pi,-0.2768630357925921*pi,4.0615600029273065*pi) q[0];\nu3(3.6109715982214956*pi,0.16675139652028692*pi,3.6480811938968425*pi) q[1];\nu3(3.277261616235483*pi,0.45557210093739453*pi,1.7685316624259475*pi) q[2];\nu3(3.340999742067192*pi,-0.09850478173334176*pi,3.4903908860671926*pi) q[3];\nu3(3.492965534548552*pi,-0.0652440180530508*pi,1.7650921098016785*pi) q[4];\nu3(3.283862271388481*pi,-0.016121029320760982*pi,3.185634693867706*pi) q[5];\nu3(3.84578398536631*pi,0.8585680835017893*pi,1.5032506481339953*pi) q[6];\nu3(3.527961279396082*pi,2.869662998690559*pi,2.0080806226185572*pi) q[7];\nu3(3.557446551407354*pi,3.491711424161531*pi,2.9401248372327884*pi) q[8];\nu3(3.516942228107909*pi,0.4498118624842673*pi,0.9957051873966414*pi) q[9];\nu3(3.2569200203865663*pi,2.9049347413317967*pi,1.577653705047085*pi) q[10];\nu3(3.1199981167742266*pi,3.219514138373739*pi,2.9839890026081073*pi) q[11];\nu3(3.5613887475089547*pi,-0.266416562705982*pi,1.2137188987794842*pi) q[12];\nu3(3.1732361928765562*pi,2.452835513185202*pi,3.702286769856557*pi) q[13];\nu3(3.453399652197385*pi,2.3386037189538387*pi,3.211914452986757*pi) q[14];\nRxxyyzz(0.45078328089791075*pi,0.20743148707645798*pi,0.0*pi) q[0],q[1];\nRxxyyzz(0.3598738149445545*pi,0.1756486124132658*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.4188278382428997*pi,0.07216078162519335*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.4057666145719599*pi,0.20701278672537415*pi,0.10275849909654758*pi) q[4],q[13];\nRxxyyzz(0.3864312675324698*pi,0.27352676686030003*pi,0.11061297557557905*pi) q[6],q[12];\nRxxyyzz(0.29014468944794025*pi,0.17122695996220672*pi,0.0*pi) q[7],q[14];\nRxxyyzz(0.35376555186695013*pi,0.24103734674887722*pi,0.0*pi) q[8],q[9];\nu3(3.432592726277385*pi,-0.3776074359178653*pi,1.1909020182553396*pi) q[0];\nu3(3.697079154480125*pi,3.2558873879411556*pi,1.216697338274698*pi) q[1];\nu3(3.4807668744095213*pi,3.4484452035095665*pi,1.484299505572338*pi) q[2];\nu3(3.5285607843017783*pi,3.1221915146738626*pi,0.6981793413555176*pi) q[3];\nu3(3.816166267288166*pi,-0.06022949536561106*pi,3.9312065200464765*pi) q[4];\nu3(3.6024131825303845*pi,0.2605125599768108*pi,1.0455260531463553*pi) q[5];\nu3(3.4410435769971532*pi,1.185607540084527*pi,4.339084645604984*pi) q[6];\nu3(3.5159502774957874*pi,3.12988321062365*pi,4.186097730092998*pi) q[7];\nu3(3.2728948793338923*pi,2.4147856535160246*pi,0.527015304674582*pi) q[8];\nu3(3.1577116047953044*pi,3.208256873278911*pi,2.0448379823323073*pi) q[9];\nu3(3.711736096502288*pi,2.658155095109013*pi,1.3945201187418563*pi) q[11];\nu3(3.848906832357102*pi,0.7796947912840098*pi,3.9512652504134875*pi) q[12];\nu3(3.7617143985410646*pi,3.291317453736651*pi,3.6867614591712012*pi) q[13];\nu3(3.1025745249255636*pi,0.08813380991053366*pi,1.2884304310625245*pi) q[14];\nRxxyyzz(0.4591503762599901*pi,0.12165208444061193*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.4018295192993094*pi,0.18492299565827905*pi,0.0703549439379146*pi) q[1],q[8];\nRxxyyzz(0.3902790692196798*pi,0.1911938710033071*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.4196109413525021*pi,0.10146262482622563*pi,0.09367721745349518*pi) q[4],q[6];\nRxxyyzz(0.4386290646892992*pi,0.3129277358637997*pi,3.8793258682597997*pi) q[7],q[12];\nRxxyyzz(0.19043362518561957*pi,0.12158325245297386*pi,0.0*pi) q[9],q[11];\nu3(3.5740921499892444*pi,-0.13625648578762906*pi,0.8553938243649614*pi) q[0];\nu3(3.7341822149293495*pi,2.6923145521960326*pi,3.9788647239908457*pi) q[1];\nu3(3.520504331802641*pi,1.194500909802266*pi,1.379674876369113*pi) q[3];\nu3(3.6320519799548143*pi,0.7548859325483352*pi,3.979488797797748*pi) q[4];\nu3(3.8137247988759415*pi,-0.4648242539461849*pi,2.420573601973649*pi) q[6];\nu3(3.363312005363528*pi,-0.3813763342464237*pi,1.9637945431334165*pi) q[7];\nu3(3.2526149946427134*pi,-0.487748224612476*pi,2.396176832032494*pi) q[8];\nu3(3.5867999960201664*pi,-0.19976771435079388*pi,4.1100930456883304*pi) q[9];\nu3(3.3196506168567543*pi,-0.2558286938031902*pi,1.2360601530964146*pi) q[10];\nu3(3.5252943852998*pi,3.327664754651659*pi,0.963670814403637*pi) q[11];\nu3(3.1651293681010033*pi,0.4908268731445167*pi,0.9791840248319241*pi) q[12];\nu3(3.641179604301361*pi,3.2122532676162505*pi,1.808324535098921*pi) q[13];\nRxxyyzz(0.38277248599669966*pi,0.20238180646160941*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.4082520925870999*pi,0.3091878643378263*pi,3.9113828929024006*pi) q[1],q[11];\nRxxyyzz(0.4080951593272708*pi,0.2291445044993925*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.37039296810156075*pi,0.3089203597156047*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.43395708901569086*pi,0.339977338630564*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.42474823780495974*pi,0.12542310463402095*pi,0.0*pi) q[8],q[14];\nu3(3.7071591773056007*pi,2.516592578119441*pi,3.7392306746181494*pi) q[0];\nu3(3.4853248784653625*pi,-0.08252067986658496*pi,1.5754245508343694*pi) q[1];\nu3(3.4201783257306984*pi,-0.40071222689393626*pi,1.3155084145807876*pi) q[2];\nu3(3.664505071421829*pi,3.2370669420426124*pi,1.3896480280581018*pi) q[3];\nu3(3.3603131008556035*pi,2.8732713399996554*pi,0.8799352058419524*pi) q[5];\nu3(3.771244895624588*pi,-0.48040233010850275*pi,1.4305398224170296*pi) q[7];\nu3(3.307527296884452*pi,0.526067159620875*pi,1.6128424017669758*pi) q[8];\nu3(3.8975815602251194*pi,0.8187453071381849*pi,1.4135949329493436*pi) q[10];\nu3(3.6992809883802114*pi,0.4866143634473953*pi,0.7307340712103199*pi) q[11];\nu3(3.356541128781641*pi,-0.42726326866531245*pi,2.0114478594658136*pi) q[12];\nu3(3.1985864532841264*pi,-0.2813639071345643*pi,1.2675968263956636*pi) q[13];\nu3(3.367814745151162*pi,2.853960022462374*pi,4.2659932468605275*pi) q[14];\nRxxyyzz(0.25776897758357986*pi,0.14885744662051548*pi,0.0*pi) q[5],q[0];\nRxxyyzz(0.45120338418849004*pi,0.19495677439993264*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.49317567708772936*pi,0.3084517364781014*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.4450813321567999*pi,0.38085952434825665*pi,3.91337568392908*pi) q[3],q[8];\nRxxyyzz(0.461575160282393*pi,0.1226853219480537*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.41651450463064055*pi,0.34077299106843484*pi,0.2221649839997833*pi) q[12],q[9];\nRxxyyzz(0.3248033404528601*pi,0.14238099264662107*pi,0.0*pi) q[14],q[11];\nu3(3.4606113228243784*pi,-0.1270994669233092*pi,0.9357488390744899*pi) q[0];\nu3(3.211303976691617*pi,2.6894744736102867*pi,0.5507873492861792*pi) q[1];\nu3(3.568707821582077*pi,0.018147420573414452*pi,0.8222252418438556*pi) q[2];\nu3(3.3640201187617174*pi,-0.2032995748101757*pi,0.9852883625929731*pi) q[3];\nu3(3.980296663187913*pi,2.2164339214266624*pi,1.2294651775865435*pi) q[4];\nu3(3.7368281052562877*pi,2.44122779298241*pi,0.6116010107259595*pi) q[5];\nu3(3.6171658371391984*pi,0.2143168374879697*pi,0.6427927419325122*pi) q[6];\nu3(3.7174550236297046*pi,0.11365732778143567*pi,1.736772726828055*pi) q[7];\nu3(3.589553599222298*pi,3.2646704011118235*pi,1.2470430910374315*pi) q[8];\nu3(3.886476768205128*pi,2.0788678880296274*pi,4.018433796061531*pi) q[9];\nu3(3.3642249533073962*pi,-0.2544600225851448*pi,0.8582170646451135*pi) q[11];\nu3(3.8369979051701613*pi,1.8824858318710427*pi,4.273517037573987*pi) q[12];\nu3(3.6429709539531445*pi,3.2993312247978115*pi,4.154423672210047*pi) q[13];\nu3(3.395471923867068*pi,2.9379998747902007*pi,0.9434487365450895*pi) q[14];\nRxxyyzz(0.42290069587476975*pi,0.3117600778870142*pi,0.0*pi) q[1],q[5];\nRxxyyzz(0.4530833547433098*pi,0.20562602446495193*pi,0.13539874502478083*pi) q[14],q[2];\nRxxyyzz(0.45370087930545017*pi,0.3209776940045918*pi,3.8333115308809607*pi) q[3],q[9];\nRxxyyzz(0.4531034954907901*pi,0.24949135011520918*pi,0.0736613232012023*pi) q[6],q[7];\nRxxyyzz(0.36665987639914993*pi,0.21912002754224036*pi,3.9421589209467296*pi) q[11],q[8];\nRxxyyzz(0.44153893388546983*pi,0.22488122560522417*pi,0.10056040652330023*pi) q[10],q[12];\nu3(3.774596736255321*pi,1.815070040011181*pi,1.6742383170672523*pi) q[1];\nu3(3.1183072688643003*pi,-0.30325454929042606*pi,3.5117192752287143*pi) q[2];\nu3(3.7622029796658376*pi,2.471970165502212*pi,1.4984897377791118*pi) q[3];\nu3(3.2915723113542423*pi,0.10709322441242997*pi,4.348910408739456*pi) q[5];\nu3(3.560460029075187*pi,1.4240845321211753*pi,0.5001492443002701*pi) q[6];\nu3(3.4971681824575276*pi,0.2757029693002824*pi,1.4529446803421449*pi) q[7];\nu3(3.405694528124733*pi,2.638386301121672*pi,1.2456920204733408*pi) q[8];\nu3(3.715723862234834*pi,2.330772147937415*pi,2.149926886995855*pi) q[9];\nu3(3.7284328851209896*pi,2.3784575556296517*pi,4.095458386221817*pi) q[10];\nu3(3.3391016224023256*pi,3.247209653604502*pi,1.4885655961339603*pi) q[11];\nu3(3.303237062901558*pi,0.5465897485873392*pi,3.7717900024650612*pi) q[12];\nu3(3.235645123572921*pi,-0.4082284073421073*pi,3.9980974655524277*pi) q[14];\nRxxyyzz(0.31596133618058175*pi,0.2804979941111263*pi,0.0*pi) q[9],q[0];\nRxxyyzz(0.3851093290230799*pi,0.25770876588977354*pi,3.9231194170467405*pi) q[1],q[13];\nRxxyyzz(0.3810793280968402*pi,0.09889602065043235*pi,0.0*pi) q[7],q[2];\nRxxyyzz(0.30237463835579004*pi,0.2669568978697541*pi,0.0*pi) q[10],q[3];\nRxxyyzz(0.42578209432881*pi,0.37244573141246606*pi,0.10527307134672625*pi) q[5],q[4];\nRxxyyzz(0.4485838756612798*pi,0.219490166965028*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.48556494453697874*pi,0.2821180863903803*pi,0.0*pi) q[12],q[8];\nu3(3.591956050548792*pi,2.362195620616635*pi,1.636454988909095*pi) q[0];\nu3(3.12104694828392*pi,2.7529128303625825*pi,1.3190281399503423*pi) q[1];\nu3(3.1129783160831805*pi,0.1736352757618136*pi,1.2216774125957295*pi) q[2];\nu3(3.6207287076821393*pi,-0.15526532977703*pi,2.1533146226917714*pi) q[3];\nu3(3.123693317161014*pi,0.5482437473341877*pi,3.9696458995391035*pi) q[4];\nu3(3.343879718182007*pi,3.465077453247975*pi,4.132253020487692*pi) q[5];\nu3(3.575987676507539*pi,3.485310817943231*pi,0.5726658668128151*pi) q[6];\nu3(3.408809680604949*pi,-0.022616562057582335*pi,1.0066999354502717*pi) q[7];\nu3(3.586685116779683*pi,-0.09996595905256656*pi,0.8098622353133045*pi) q[8];\nu3(3.1450610963104086*pi,-0.23459601562849763*pi,3.2304944670938984*pi) q[9];\nu3(3.5232170079361746*pi,2.3195453241625286*pi,0.5618214181536842*pi) q[10];\nu3(3.292397546765439*pi,3.0634068595300104*pi,0.7950441051979014*pi) q[12];\nu3(3.6147060885969786*pi,-0.35927400281140653*pi,0.9571098749182454*pi) q[13];\nu3(3.171418050814281*pi,0.14352532461734557*pi,0.9441959393163413*pi) q[14];\nRxxyyzz(0.3574055196743401*pi,0.32482830872849444*pi,0.16970749110515193*pi) q[1],q[0];\nRxxyyzz(0.4148749444310901*pi,0.2084176865323567*pi,0.0*pi) q[11],q[2];\nRxxyyzz(0.3827267867470301*pi,0.10841290892541278*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.4040385474574899*pi,0.29396533464251995*pi,3.891637143206001*pi) q[8],q[4];\nRxxyyzz(0.38142653637022095*pi,0.17586821913490436*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.35536768023093945*pi,0.16626679357924923*pi,3.91832431198294*pi) q[9],q[7];\nRxxyyzz(0.32888441798098655*pi,0.10948994151827429*pi,0.0*pi) q[10],q[13];\nu3(3.577432514162371*pi,3.051513272352717*pi,4.015922439356396*pi) q[0];\nu3(3.521525435016514*pi,3.146191877576924*pi,3.8807327779741643*pi) q[1];\nu3(3.3224070858826726*pi,2.4126720038844924*pi,1.130959784563483*pi) q[2];\nu3(3.501612407302531*pi,0.06952407658367665*pi,1.2392367575198344*pi) q[3];\nu3(3.5078007854124884*pi,-0.354235929057057*pi,1.536444145279471*pi) q[4];\nu3(3.639329852055913*pi,-0.09741638205902814*pi,0.7699147423827011*pi) q[6];\nu3(3.714244335338344*pi,-0.19005317398695587*pi,2.0752862060012394*pi) q[7];\nu3(3.45625988399138*pi,2.5218271868186215*pi,1.2468484770545434*pi) q[8];\nu3(3.2581253751040204*pi,-0.05736715336221865*pi,2.3134643383686075*pi) q[9];\nu3(3.5590318430166747*pi,-0.05956061489264508*pi,4.097837973532134*pi) q[10];\nu3(3.2291691173579125*pi,2.609651000764808*pi,2.37560644166726*pi) q[11];\nu3(3.7795883973861604*pi,3.2978421341019595*pi,3.9512215225221365*pi) q[12];\nu3(3.74616311591061*pi,2.231763245154957*pi,1.0362986717451457*pi) q[13];\nu3(3.2442016633178117*pi,1.2343332212557736*pi,1.6275125984937087*pi) q[14];\nRxxyyzz(0.4530663692889697*pi,0.3415065906554543*pi,3.7991535419626903*pi) q[1],q[14];\nRxxyyzz(0.33322281631446005*pi,0.09821468679208412*pi,0.0*pi) q[7],q[2];\nRxxyyzz(0.4256500595156902*pi,0.27436222801554033*pi,3.868951545950571*pi) q[3],q[6];\nRxxyyzz(0.4681257258220697*pi,0.39040702148013606*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.47381860933248043*pi,0.343115681347552*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.31204849335999274*pi,0.20524303108686415*pi,0.0*pi) q[8],q[13];\nRxxyyzz(0.40035323049136023*pi,0.28743762213348273*pi,0.12140748398592982*pi) q[10],q[12];\nu3(3.8307667083410637*pi,2.5921333755224105*pi,2.4795907062329263*pi) q[1];\nu3(3.785095157459942*pi,0.7954748624052554*pi,1.2368006909546663*pi) q[2];\nu3(3.131043937516006*pi,-0.020035829998167443*pi,1.2926870095766847*pi) q[3];\nu3(3.3943383357055774*pi,-0.4294462663006564*pi,1.5111131894458887*pi) q[4];\nu3(3.6127103703838994*pi,0.6459580747259746*pi,1.1070032739110294*pi) q[5];\nu3(3.1341971906058306*pi,2.7192675853451482*pi,0.6474977204318915*pi) q[6];\nu3(3.5621464012345134*pi,2.364119085625963*pi,2.3176111237293093*pi) q[7];\nu3(3.6851753673140575*pi,-0.3997169143846131*pi,4.41205629257154*pi) q[8];\nu3(3.4592947013214914*pi,3.0579604373607565*pi,2.3283111813927704*pi) q[9];\nu3(3.6635344112479045*pi,-0.4702667318330702*pi,1.2610564177853885*pi) q[10];\nu3(3.380615720700167*pi,3.308981412787491*pi,0.9935522713756052*pi) q[11];\nu3(3.5003573046486154*pi,-0.4700135507468921*pi,3.2948392845786825*pi) q[12];\nu3(3.4091814998766745*pi,2.6732922959740097*pi,1.2366343786826326*pi) q[13];\nu3(3.4673589798575724*pi,2.33022816027618*pi,1.969057726854315*pi) q[14];\nRxxyyzz(0.4653030665374309*pi,0.13122296201906813*pi,0.0*pi) q[12],q[0];\nRxxyyzz(0.43231939499020045*pi,0.3303363987057788*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.4367216843608991*pi,0.17383161379120993*pi,0.0*pi) q[5],q[2];\nRxxyyzz(0.3394259613784399*pi,0.22727236620451174*pi,3.8851043163018297*pi) q[3],q[8];\nRxxyyzz(0.417278501188191*pi,0.22486301181922763*pi,0.0*pi) q[9],q[4];\nRxxyyzz(0.3523846399170897*pi,0.21629404650952033*pi,0.0*pi) q[11],q[10];\nRxxyyzz(0.43546018827496985*pi,0.3366357305053071*pi,3.85402044087507*pi) q[13],q[14];\nu3(3.7757576444377055*pi,0.7886897314009744*pi,1.3447025791743796*pi) q[0];\nu3(3.4388574312027753*pi,0.23170864484946474*pi,1.3738026194391715*pi) q[1];\nu3(3.543138648932581*pi,0.24599483874656392*pi,1.9587934762300003*pi) q[2];\nu3(3.7752901981797398*pi,0.04856848675862535*pi,0.953514558033927*pi) q[3];\nu3(3.8463727457857626*pi,-0.2263425777216107*pi,1.0561137472954574*pi) q[4];\nu3(3.223652983729373*pi,0.0667576919553522*pi,0.6965677439263592*pi) q[5];\nu3(3.692275266412849*pi,-0.38447234163286925*pi,1.2165919726824805*pi) q[6];\nu3(3.4769971391180188*pi,2.7061948692281943*pi,2.390392085633192*pi) q[8];\nu3(3.7997613391492018*pi,2.7620639804591445*pi,1.6717155732578126*pi) q[9];\nu3(3.3877922696818232*pi,0.01238697541528333*pi,1.6933909982580138*pi) q[10];\nu3(3.509863398879551*pi,-0.3206491278126469*pi,4.035097553579456*pi) q[11];\nu3(3.5991164822827395*pi,2.2284605719133097*pi,0.7912921359520937*pi) q[12];\nu3(3.8767911317474892*pi,1.031333854606596*pi,0.8849589145399577*pi) q[13];\nu3(3.4869280398556586*pi,0.9559586892143783*pi,0.707111726560397*pi) q[14];\nRxxyyzz(0.4467116439653508*pi,0.1673417123022901*pi,0.0*pi) q[6],q[0];\nRxxyyzz(0.37555403431601997*pi,0.16670441393873148*pi,0.0*pi) q[14],q[1];\nRxxyyzz(0.38746031663531977*pi,0.19432380341785926*pi,0.0955671369563636*pi) q[3],q[2];\nRxxyyzz(0.4021397770567897*pi,0.24168961437026917*pi,3.9250390688018184*pi) q[4],q[10];\nRxxyyzz(0.3995633416839394*pi,0.30714764788401316*pi,0.17827813373297552*pi) q[11],q[5];\nRxxyyzz(0.4474734612066903*pi,0.2119294640365145*pi,0.10143595634131503*pi) q[8],q[9];\nRxxyyzz(0.41992634023389996*pi,0.35098261571525313*pi,0.0*pi) q[13],q[12];\nu3(3.4613493962266437*pi,2.424526441568745*pi,1.2350230955103645*pi) q[0];\nu3(3.2398226284093923*pi,2.322396270890237*pi,1.6696524576679495*pi) q[1];\nu3(3.7194716463523805*pi,2.4892404116820916*pi,2.3220257648103777*pi) q[2];\nu3(3.2731696940666826*pi,2.0322856246982406*pi,0.6991054936964043*pi) q[3];\nu3(3.199957307958072*pi,2.678297203283736*pi,2.2969332653121373*pi) q[4];\nu3(3.6242285118581488*pi,2.4850867618852046*pi,3.9418484296610816*pi) q[5];\nu3(3.3676297152347767*pi,0.8394198996488651*pi,1.0952918002165828*pi) q[6];\nu3(3.6305574578848088*pi,-0.058644009566448996*pi,1.9837080762338068*pi) q[8];\nu3(3.2670374821996133*pi,-0.4804783778683832*pi,2.449556600142057*pi) q[9];\nu3(3.9254973249541263*pi,-0.143704931887494*pi,2.3006729609954677*pi) q[10];\nu3(3.69362251835074*pi,2.6815661978444814*pi,1.3324703609312882*pi) q[11];\nu3(3.345471391242226*pi,0.3660148454487715*pi,2.286643160908044*pi) q[12];\nu3(3.611334765338648*pi,3.4510665814569754*pi,1.3632157760555819*pi) q[13];\nu3(3.3704825949014072*pi,0.08191158494297424*pi,1.7850251689814307*pi) q[14];\nRxxyyzz(0.46253479350585025*pi,0.322507899225721*pi,0.0*pi) q[0],q[4];\nRxxyyzz(0.4515890742749802*pi,0.21178942585829968*pi,3.85931655755082*pi) q[1],q[7];\nRxxyyzz(0.26495027137684*pi,0.20169070156685898*pi,0.0885028759418165*pi) q[11],q[2];\nRxxyyzz(0.4752992900570896*pi,0.08748446222942985*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.47563923021801013*pi,0.24507204668913918*pi,0.0*pi) q[9],q[5];\nRxxyyzz(0.48077975677326024*pi,0.20094379722260403*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.4051715733070803*pi,0.24408749853600398*pi,0.0*pi) q[13],q[8];\nu3(3.6273870535550916*pi,3.0773535375249828*pi,1.168951383576601*pi) q[0];\nu3(3.3005139227756675*pi,2.8764978830708876*pi,1.179426654192035*pi) q[1];\nu3(3.3856975207551026*pi,-0.43429989183713313*pi,3.8493486338922467*pi) q[2];\nu3(3.3311646897135083*pi,0.29233008360820034*pi,4.296565959229092*pi) q[3];\nu3(3.3135015504539265*pi,1.1307184099703966*pi,1.5683654474300002*pi) q[4];\nu3(3.906482260744538*pi,-0.16793894608483723*pi,1.6377612987074848*pi) q[5];\nu3(3.380318305677637*pi,0.17602163496334922*pi,0.7472524769366675*pi) q[6];\nu3(3.6556062925166777*pi,3.1268215050485875*pi,2.247990912751277*pi) q[7];\nu3(3.9166580807576574*pi,2.5429616133142257*pi,0.5320526220980707*pi) q[8];\nu3(3.3078786206230824*pi,-0.0831466937864942*pi,0.579955963013123*pi) q[9];\nu3(3.6045420552842637*pi,-0.44698380576972974*pi,0.531412962966554*pi) q[11];\nu3(3.170787261080235*pi,-0.15387084410553709*pi,1.501086854561131*pi) q[12];\nu3(3.7803466563441397*pi,2.937535188857015*pi,1.3542581429860894*pi) q[13];\nu3(3.8443137859061007*pi,3.354106730093089*pi,2.022461743771605*pi) q[14];\nRxxyyzz(0.3859677362142096*pi,0.2124915988261522*pi,3.8541752905630293*pi) q[1],q[14];\nRxxyyzz(0.3673945929142599*pi,0.2140700957855555*pi,0.0987047370522518*pi) q[3],q[6];\nRxxyyzz(0.4121246781250006*pi,0.3541138253564724*pi,0.12525737310413526*pi) q[12],q[5];\nRxxyyzz(0.45713312430194997*pi,0.28481429970078115*pi,3.9112928150019197*pi) q[8],q[7];\nRxxyyzz(0.36616792916862007*pi,0.3181008567367226*pi,3.88497931591494*pi) q[11],q[9];\nRxxyyzz(0.43743205471621954*pi,0.20561528087296468*pi,3.95664829774778*pi) q[13],q[10];\nu3(3.198244348212544*pi,-0.4628883659826518*pi,0.8377464886361148*pi) q[1];\nu3(3.7332614449820056*pi,-0.4347437249734517*pi,3.718227723853252*pi) q[3];\nu3(3.9200912363574005*pi,1.207883052513533*pi,4.33916727536304*pi) q[5];\nu3(3.1694880016989466*pi,0.7681524125443908*pi,1.830788837840017*pi) q[6];\nu3(3.4574405286529832*pi,0.5309804146648243*pi,2.4951729480363047*pi) q[7];\nu3(3.232948856441672*pi,3.1969675251698435*pi,2.374894539269325*pi) q[8];\nu3(3.120340936401969*pi,0.030854107575009282*pi,1.2565663015523634*pi) q[9];\nu3(3.577698338432506*pi,3.199195782266799*pi,1.7719570452443016*pi) q[10];\nu3(3.6833099623470984*pi,1.2805461931665383*pi,2.418714544287306*pi) q[11];\nu3(3.580937628519172*pi,0.270155417484768*pi,0.6704173712063162*pi) q[12];\nu3(3.4351849686054856*pi,-0.28553456886049433*pi,0.7332715557054241*pi) q[13];\nu3(3.4133297608494364*pi,0.05863789078915249*pi,0.5287671068112778*pi) q[14];\nRxxyyzz(0.31654311980059013*pi,0.24388523928204187*pi,3.8842972106422806*pi) q[0],q[14];\nRxxyyzz(0.41438629708302*pi,0.30556194479608245*pi,0.11287958314968627*pi) q[1],q[3];\nRxxyyzz(0.41744869057928996*pi,0.22072305665642616*pi,0.05562795702978411*pi) q[2],q[5];\nRxxyyzz(0.3240659252995499*pi,0.17924444957783614*pi,0.0*pi) q[7],q[6];\nRxxyyzz(0.44285154161184*pi,0.27086182165229294*pi,3.881923900404161*pi) q[8],q[10];\nRxxyyzz(0.3678205421252605*pi,0.3369857693453522*pi,0.0*pi) q[12],q[9];\nRxxyyzz(0.4618432339017402*pi,0.2656504470803549*pi,0.0*pi) q[13],q[11];\nu3(3.692925739584989*pi,3.372175782436037*pi,3.6919661216043087*pi) q[0];\nu3(3.235999560352239*pi,0.635233228265982*pi,2.262833027744291*pi) q[1];\nu3(3.621065592122196*pi,0.06340815539473144*pi,4.464256447917317*pi) q[2];\nu3(3.646188066326403*pi,0.387314558678041*pi,2.817068048953844*pi) q[3];\nu3(3.1010738383674927*pi,0.35550859980196825*pi,0.7203101347077647*pi) q[5];\nu3(3.3952766796332106*pi,3.325068777104172*pi,0.9869713789619095*pi) q[6];\nu3(3.469568173585544*pi,2.6170957342763383*pi,1.948740284727735*pi) q[7];\nu3(3.2197268540684982*pi,-0.4809476212752029*pi,1.5387164568491762*pi) q[8];\nu3(3.4078034756124094*pi,3.177714240465116*pi,1.350748719897131*pi) q[9];\nu3(3.7349472406890882*pi,3.426830957368666*pi,0.826991238112798*pi) q[10];\nu3(3.2893684624635235*pi,0.6663093840872272*pi,2.2970734288813737*pi) q[11];\nu3(3.399375359765915*pi,-0.4593422418844736*pi,3.5427291894925883*pi) q[12];\nu3(3.5911186479419075*pi,-0.4367095933968762*pi,1.6434960120840043*pi) q[13];\nu3(3.296778160096563*pi,3.4334632895692403*pi,2.0653879212467245*pi) q[14];\nRxxyyzz(0.29514497231305953*pi,0.1831152519755208*pi,3.95428488202462*pi) q[0],q[3];\nRxxyyzz(0.3424648073394413*pi,0.20267745652417224*pi,0.0*pi) q[13],q[1];\nRxxyyzz(0.2783671107407134*pi,0.14766398148521198*pi,0.0*pi) q[11],q[2];\nRxxyyzz(0.35465863275992016*pi,0.21399668307488717*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.4138711495692097*pi,0.2916551916978305*pi,0.0*pi) q[8],q[6];\nRxxyyzz(0.4630263665839698*pi,0.24610428213179936*pi,0.0*pi) q[9],q[10];\nRxxyyzz(0.4409089545986298*pi,0.4024027402523466*pi,0.0*pi) q[14],q[12];\nu3(3.780075886851117*pi,0.3869602693310896*pi,1.1958432470371871*pi) q[0];\nu3(3.5557895286798917*pi,0.35101379907679675*pi,1.404116750773162*pi) q[1];\nu3(3.5243004165701532*pi,-0.14017756204904475*pi,2.4116130135813325*pi) q[2];\nu3(3.635058250065399*pi,2.6582658337330836*pi,2.4699410686290513*pi) q[3];\nu3(3.480528441474919*pi,-0.49780440507540513*pi,2.45695140685134*pi) q[4];\nu3(3.252455439826888*pi,2.2218350060841274*pi,2.1858293002091607*pi) q[5];\nu3(3.8327985445107093*pi,0.28233565300156327*pi,1.7786955774557556*pi) q[6];\nu3(3.9748205357370177*pi,2.7237210859765426*pi,1.3689400154784508*pi) q[8];\nu3(3.5086633192482872*pi,0.728859272249486*pi,0.7381486041770988*pi) q[9];\nu3(3.518980673252215*pi,0.6978588335759295*pi,2.0821071857628484*pi) q[10];\nu3(0.2512467495304407*pi,2.7782189045446386*pi,0.5700073179266942*pi) q[11];\nu3(3.379765479465407*pi,0.1277254397524188*pi,3.964680518195862*pi) q[12];\nu3(3.440540409182171*pi,3.3735430568204787*pi,0.6374373278574983*pi) q[13];\nu3(3.541261290611842*pi,2.1157025360843265*pi,1.2794824824873476*pi) q[14];\nmeasure q[2] -> c[4];\nmeasure q[11] -> c[10];\nmeasure q[6] -> c[14];\nRxxyyzz(0.4459553514594799*pi,0.22787756344992047*pi,3.93970413792249*pi) q[0],q[10];\nRxxyyzz(0.3464549826489397*pi,0.1975591972244476*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.3769521595356302*pi,0.1222127109677712*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.3000765069431601*pi,0.1665709323575908*pi,3.8819178850019203*pi) q[4],q[14];\nRxxyyzz(0.4097013473196899*pi,0.11337335849454644*pi,0.0*pi) q[9],q[5];\nRxxyyzz(0.40103908829564944*pi,0.29880526557353193*pi,0.06432346169203745*pi) q[8],q[13];\nu3(3.631966072200242*pi,-0.2594803748416714*pi,2.320331976034467*pi) q[0];\nu3(0.5490573219100314*pi,3.162336336003072*pi,0.5777687489547181*pi) q[1];\nu3(3.523315279648533*pi,1.0823243992521947*pi,4.065489387179976*pi) q[3];\nu3(1.9460676620479362*pi,0.5221163388612959*pi,4.103165258013037*pi) q[4];\nu3(3.493903322632675*pi,1.422148990067764*pi,1.8943991880874043*pi) q[5];\nu3(3.720998955074434*pi,1.2980752970352314*pi,1.8403844246907148*pi) q[7];\nu3(3.6434028660643216*pi,2.947715896686115*pi,4.488995591457975*pi) q[8];\nu3(3.172576535409324*pi,1.9059678014562826*pi,1.6017138188333702*pi) q[9];\nu3(3.381673378181058*pi,0.8660133218472561*pi,1.498652723675259*pi) q[10];\nu3(3.636380256355783*pi,-0.30086781601767904*pi,2.209413891717071*pi) q[12];\nu3(3.3091650572371383*pi,-0.32184959161960913*pi,3.448123501068158*pi) q[13];\nu3(0.8168073477216206*pi,0.6325958557531977*pi,1.3273775596332795*pi) q[14];\nmeasure q[5] -> c[0];\nmeasure q[4] -> c[1];\nmeasure q[1] -> c[2];\nmeasure q[0] -> c[3];\nmeasure q[8] -> c[5];\nmeasure q[13] -> c[6];\nmeasure q[10] -> c[7];\nmeasure q[12] -> c[8];\nmeasure q[3] -> c[9];\nmeasure q[14] -> c[11];\nmeasure q[7] -> c[12];\nmeasure q[9] -> c[13];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.502304262964326*pi,2.2701225343727756*pi,3.4351422827784246*pi) q[0];\nu3(3.5482520034257723*pi,-0.43813337945107955*pi,1.7296098388344499*pi) q[1];\nu3(3.294676607966475*pi,2.1460091848729794*pi,1.8256625164899072*pi) q[2];\nu3(3.3719156976355418*pi,0.6761132851001437*pi,1.5251866204445093*pi) q[3];\nu3(3.210212581690927*pi,2.5112797025404037*pi,3.927163614466429*pi) q[4];\nu3(3.6627362979749356*pi,-0.3412428031828957*pi,1.9854279549840488*pi) q[5];\nu3(3.2625505951459095*pi,2.2205112037777917*pi,1.142590270920753*pi) q[6];\nu3(3.5157365516880326*pi,3.038026510592421*pi,4.481599095442468*pi) q[7];\nu3(3.3886120800367507*pi,2.0432804521039207*pi,3.41479195411855*pi) q[8];\nu3(3.523715316624529*pi,-0.26583286507278325*pi,3.8015426941253896*pi) q[9];\nu3(3.494097507124163*pi,-0.3753265669314821*pi,0.9045138225397635*pi) q[10];\nu3(3.763974383220111*pi,0.5146327752319404*pi,0.7056555701276941*pi) q[11];\nu3(3.1440056813361816*pi,-0.07681853857614118*pi,2.2738308030991976*pi) q[12];\nu3(3.687945351669394*pi,1.5327059387234114*pi,2.1955675373900885*pi) q[13];\nu3(3.438716651951604*pi,3.4628794295222853*pi,0.8839625427595807*pi) q[14];\nRxxyyzz(0.3709425191950736*pi,0.24379083457997375*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.25099253584836*pi,0.1400899206103725*pi,3.9119532476621597*pi) q[1],q[13];\nRxxyyzz(0.3966479035853402*pi,0.25079126155723075*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.4375631392843822*pi,0.21093008677097114*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.2913111068658801*pi,0.1741989361783154*pi,3.9569884693605797*pi) q[8],q[9];\nRxxyyzz(0.4516365359161697*pi,0.2658052396461464*pi,0.09025110670915222*pi) q[10],q[12];\nRxxyyzz(0.4366849188841298*pi,0.15055356280603152*pi,0.08008065630725121*pi) q[11],q[14];\nu3(3.522591080695661*pi,0.6008912553469457*pi,1.519093725319054*pi) q[0];\nu3(3.271413362503826*pi,0.6027035381017716*pi,0.7049334137818857*pi) q[1];\nu3(3.5497830896568185*pi,3.4555601436998087*pi,1.028443653485676*pi) q[2];\nu3(3.408993962901415*pi,-0.21975327287591384*pi,1.894248645453671*pi) q[3];\nu3(3.6429733740645758*pi,3.4247539056547454*pi,0.5867775656616757*pi) q[5];\nu3(3.523034695864548*pi,2.1511905158533855*pi,1.7837356450011894*pi) q[6];\nu3(3.215673166059375*pi,0.4044638261803791*pi,2.484885384541037*pi) q[7];\nu3(3.447740613643176*pi,3.2929931249424587*pi,0.7445105690153464*pi) q[8];\nu3(3.748822956618067*pi,-0.14228191531837237*pi,1.7024266430811537*pi) q[9];\nu3(3.4772695453984266*pi,1.929352594001263*pi,4.243032588587577*pi) q[10];\nu3(3.220413531963887*pi,-0.3400627781666088*pi,4.125386856398235*pi) q[11];\nu3(3.390529405430383*pi,-0.2297668547222425*pi,3.7702980371362678*pi) q[12];\nu3(3.502993165273852*pi,2.0057530603355627*pi,1.685940398127002*pi) q[13];\nu3(3.510452838403227*pi,3.058060377114007*pi,3.839556397800506*pi) q[14];\nRxxyyzz(0.45488888991543974*pi,0.27099712046672264*pi,0.13463442312257098*pi) q[0],q[4];\nRxxyyzz(0.4071721865483599*pi,0.25039525092540643*pi,0.14690682103461505*pi) q[2],q[5];\nRxxyyzz(0.4017225810344307*pi,0.27466584683901907*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.42778931108072*pi,0.18959239379912285*pi,3.9159890613365502*pi) q[6],q[9];\nRxxyyzz(0.4584927933065204*pi,0.24325762182259858*pi,0.0*pi) q[7],q[11];\nRxxyyzz(0.42709246080272983*pi,0.3584129148592213*pi,0.061552325581704447*pi) q[10],q[13];\nRxxyyzz(0.41936419029801053*pi,0.26259151138305303*pi,0.0*pi) q[12],q[14];\nu3(3.8328281786742355*pi,2.618761901913338*pi,0.5438807998154489*pi) q[0];\nu3(3.432904318951607*pi,2.5007754186303273*pi,0.628021989851129*pi) q[2];\nu3(3.5939474642505447*pi,0.9455562794281116*pi,1.0887000383422385*pi) q[3];\nu3(3.481473281338353*pi,2.9699231828721278*pi,1.0993124985751026*pi) q[4];\nu3(3.6490893145187653*pi,2.734902027390488*pi,3.274817939247913*pi) q[5];\nu3(3.4764257313453326*pi,0.005769565933324561*pi,1.1040837500816731*pi) q[6];\nu3(3.3072794940334407*pi,3.0026506611092407*pi,0.6371153790928292*pi) q[7];\nu3(3.542616702926317*pi,0.8874967489440464*pi,1.3254428327430454*pi) q[8];\nu3(3.418850115112059*pi,0.43057100706315543*pi,1.7482403421682196*pi) q[9];\nu3(3.621636206835224*pi,0.841350209982914*pi,0.9781175422742798*pi) q[10];\nu3(3.8035332272936455*pi,0.04720736872459674*pi,1.6490640016301257*pi) q[11];\nu3(3.5256520209817905*pi,0.36815630536153554*pi,1.8976937004211103*pi) q[12];\nu3(3.309774386372229*pi,0.7878997329269697*pi,4.12579274645365*pi) q[13];\nu3(3.4636327459970415*pi,3.1680543955686784*pi,0.8624637837536313*pi) q[14];\nRxxyyzz(0.29996228669954*pi,0.18587634563010402*pi,0.08166469717588054*pi) q[0],q[3];\nRxxyyzz(0.45722794814906287*pi,0.22704913649943315*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.4788551736691391*pi,0.32921916792567507*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.34803676227664987*pi,0.3067375371441208*pi,3.9166904226904404*pi) q[4],q[12];\nRxxyyzz(0.29144083340769*pi,0.25984838816793443*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.4527273637970898*pi,0.2093015746888132*pi,3.8750406289258206*pi) q[7],q[14];\nRxxyyzz(0.48875475803306945*pi,0.05833577782825128*pi,0.0*pi) q[10],q[11];\nu3(3.4799894832944362*pi,2.6286042090057817*pi,1.7073095668422444*pi) q[0];\nu3(3.8013576734152794*pi,0.28409757527373936*pi,0.6599241548580586*pi) q[1];\nu3(3.6398090437924138*pi,2.720015585104267*pi,1.9046440692171567*pi) q[2];\nu3(3.796317249627289*pi,1.775973202428632*pi,0.6972854039761535*pi) q[3];\nu3(3.5049029017303273*pi,0.29146036289170374*pi,1.902695176677542*pi) q[4];\nu3(3.1595267127268833*pi,2.5213550102104665*pi,2.2787956817824977*pi) q[6];\nu3(3.6060292901803774*pi,3.1791868520603295*pi,1.6764170319870706*pi) q[7];\nu3(3.286254591441681*pi,-0.3126897136204333*pi,2.442208630276504*pi) q[8];\nu3(3.1496593766857655*pi,-0.29801634868064025*pi,1.2462343730670271*pi) q[9];\nu3(3.5837212024698055*pi,2.0836468329400426*pi,1.4210487586906084*pi) q[10];\nu3(3.5600522041470852*pi,-0.08859595599834297*pi,2.0726166366022065*pi) q[11];\nu3(3.4320372698676183*pi,1.99419044244189*pi,1.2134968939993271*pi) q[12];\nu3(3.271116549563304*pi,3.389574855601157*pi,2.3844740285160673*pi) q[13];\nu3(3.5438843500339585*pi,-0.028563853226492242*pi,1.20916861999084*pi) q[14];\nRxxyyzz(0.46090692139456857*pi,0.22088537736249336*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.27873024824156034*pi,0.23475823979523902*pi,3.9146861222855005*pi) q[1],q[12];\nRxxyyzz(0.37886486502578987*pi,0.27607461289382196*pi,0.17559192038756424*pi) q[2],q[14];\nRxxyyzz(0.47502473098754017*pi,0.379980011284417*pi,0.0*pi) q[8],q[3];\nRxxyyzz(0.4563614440592005*pi,0.1968639502739399*pi,0.05233842163062938*pi) q[4],q[11];\nRxxyyzz(0.3055647074933594*pi,0.23841763345999745*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.45354031145950957*pi,0.37192197510644043*pi,3.8367558532586807*pi) q[13],q[6];\nu3(3.771015484784699*pi,3.2976658690111726*pi,0.6861915200468758*pi) q[0];\nu3(3.6015478338885045*pi,0.06347667071743779*pi,1.2293616989889395*pi) q[1];\nu3(3.7090147079008506*pi,1.7387943210815795*pi,0.5580886284780601*pi) q[2];\nu3(3.3242094512430884*pi,2.645419472817623*pi,1.1333422059122196*pi) q[3];\nu3(3.7154927586801905*pi,3.397675678527267*pi,3.893650368521289*pi) q[4];\nu3(3.259972326343545*pi,-0.16587548925326268*pi,2.0136138272427724*pi) q[5];\nu3(3.280066242395863*pi,0.04436899557959517*pi,0.6738613458450671*pi) q[6];\nu3(3.0750113700128714*pi,3.2956787845966447*pi,0.6447016557809278*pi) q[7];\nu3(3.2393008577112385*pi,-0.08322196524870007*pi,2.082134294338689*pi) q[8];\nu3(3.5913227826970777*pi,0.7231252468344329*pi,1.6662616304499034*pi) q[10];\nu3(3.6987061412143554*pi,2.9471726737619037*pi,3.2912195323292686*pi) q[11];\nu3(3.5079231692982935*pi,3.289947476920781*pi,1.593972049985796*pi) q[12];\nu3(3.546999145791918*pi,0.18259211187308289*pi,0.5263407093121404*pi) q[13];\nu3(3.8426428842565032*pi,0.6189339600374506*pi,2.030001808858344*pi) q[14];\nRxxyyzz(0.36878004258823*pi,0.2707901409264562*pi,3.9581012231596606*pi) q[4],q[0];\nRxxyyzz(0.3958324746773544*pi,0.14939728568174893*pi,0.0*pi) q[5],q[1];\nRxxyyzz(0.4259215490954329*pi,0.27741668881709225*pi,3.925990313173539*pi) q[11],q[2];\nRxxyyzz(0.4321696664304894*pi,0.2059316281457005*pi,3.90872427952403*pi) q[13],q[3];\nRxxyyzz(0.39501085626390975*pi,0.21539259222353557*pi,0.0*pi) q[7],q[6];\nRxxyyzz(0.39113531495844067*pi,0.3114069730204343*pi,0.0*pi) q[9],q[10];\nRxxyyzz(0.27725030271707995*pi,0.16512501660490253*pi,3.90422101299717*pi) q[12],q[14];\nu3(3.266908659586977*pi,2.9314400450624998*pi,1.1430757783355867*pi) q[0];\nu3(3.3716726796967746*pi,2.829016058747024*pi,1.0330340827567137*pi) q[1];\nu3(3.4880384593559493*pi,0.0680766352254576*pi,2.402871932436577*pi) q[2];\nu3(3.3587999024371173*pi,-0.3669972491119185*pi,1.185554743841922*pi) q[3];\nu3(3.5693984375449466*pi,2.5636493716823074*pi,2.0198661249906307*pi) q[4];\nu3(3.4295131951618405*pi,3.132250438430733*pi,4.001185572582369*pi) q[5];\nu3(3.2889838946730166*pi,-0.06791450865937498*pi,0.6060260703660477*pi) q[6];\nu3(3.0639533858359775*pi,3.325424195735606*pi,0.6661276486502725*pi) q[7];\nu3(3.4317566009523808*pi,3.4035165572108683*pi,0.7481069406187504*pi) q[9];\nu3(3.443380755331837*pi,1.1730308651840746*pi,1.226925229074406*pi) q[10];\nu3(3.276386568253209*pi,2.81827174404791*pi,1.6590650261086228*pi) q[11];\nu3(3.6392383828489145*pi,3.3040339916126005*pi,3.4062957710686548*pi) q[12];\nu3(3.671281427000867*pi,0.027129218666117616*pi,1.84821816614325*pi) q[13];\nu3(3.2109227623906076*pi,3.309928971554549*pi,4.256024833500777*pi) q[14];\nRxxyyzz(0.46096832112607006*pi,0.2797940310302161*pi,3.91984075614525*pi) q[6],q[0];\nRxxyyzz(0.43486565293138235*pi,0.3379074235023811*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.45006421930853957*pi,0.3669816010408621*pi,3.90827675388192*pi) q[7],q[3];\nRxxyyzz(0.44136626216338826*pi,0.29978642561580604*pi,0.0*pi) q[13],q[4];\nRxxyyzz(0.43382161672007935*pi,0.18913557773751585*pi,3.9473642667971998*pi) q[9],q[5];\nRxxyyzz(0.42549211559139*pi,0.2387052806775511*pi,0.10722683688524902*pi) q[10],q[8];\nu3(3.5299918781807733*pi,0.4301051775933169*pi,0.7912912558348735*pi) q[0];\nu3(3.786136079638036*pi,-0.2526540237352197*pi,4.230387356319891*pi) q[1];\nu3(3.668358461430346*pi,1.5847103794329405*pi,1.4871048813415186*pi) q[3];\nu3(3.1633460403088023*pi,-0.4559722668164478*pi,2.4259978771417816*pi) q[4];\nu3(3.4480385473722164*pi,2.731187485207967*pi,1.9577401595968416*pi) q[5];\nu3(3.8194273833599524*pi,2.8253304102283914*pi,1.7305203349252718*pi) q[6];\nu3(3.424694459617042*pi,1.9356386321842676*pi,1.8533146356762855*pi) q[7];\nu3(3.0792322780674857*pi,3.4489357389854156*pi,2.9104688442576974*pi) q[8];\nu3(3.776949855070369*pi,2.645083959538052*pi,2.13426907597317*pi) q[9];\nu3(3.9310151297033924*pi,0.26429557939523907*pi,0.6292681788346609*pi) q[10];\nu3(3.809602264864018*pi,3.4985801480220298*pi,4.324526197338829*pi) q[13];\nu3(3.701779110943695*pi,-0.38849460573321015*pi,0.5409548026782822*pi) q[14];\nRxxyyzz(0.4052164827344598*pi,0.29297332437684404*pi,3.8852640773819402*pi) q[5],q[0];\nRxxyyzz(0.4082809502087701*pi,0.26414107500388445*pi,0.1899272078082841*pi) q[8],q[1];\nRxxyyzz(0.35012909542953174*pi,0.09551820833563607*pi,0.0*pi) q[14],q[2];\nRxxyyzz(0.3746323876596597*pi,0.1952417453486561*pi,3.8982559870547853*pi) q[13],q[3];\nRxxyyzz(0.45565494123207984*pi,0.4265943239584069*pi,0.06489099661595077*pi) q[9],q[6];\nRxxyyzz(0.43794059927379225*pi,0.1566545738827686*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.46184333651209986*pi,0.17668620363066634*pi,0.0*pi) q[10],q[11];\nu3(3.749922436116955*pi,2.063737124944496*pi,2.427606336095869*pi) q[0];\nu3(3.3454614533230793*pi,3.4461838449886146*pi,2.708601494991433*pi) q[1];\nu3(3.3323712034588144*pi,0.2265875831731915*pi,1.3738856873670184*pi) q[2];\nu3(3.2688064920934368*pi,3.2115785379350417*pi,1.5692384328189046*pi) q[3];\nu3(3.138799762547234*pi,3.333580456348712*pi,0.8963022186143821*pi) q[5];\nu3(3.5697883335938503*pi,3.23389913088734*pi,4.187077931220156*pi) q[6];\nu3(3.5369214912608564*pi,0.40666080938577875*pi,1.1916324764720008*pi) q[7];\nu3(3.5885135409283526*pi,2.7679802885320197*pi,1.7008641380161378*pi) q[8];\nu3(3.464739100693187*pi,3.2818373105914103*pi,0.8012272091028699*pi) q[9];\nu3(3.418534542101275*pi,2.87794403149318*pi,4.394550373830436*pi) q[10];\nu3(3.6520821153365133*pi,0.7433750660343166*pi,0.8376403244845965*pi) q[11];\nu3(3.2930876220724885*pi,0.20084102539007676*pi,1.0288224208611625*pi) q[12];\nu3(3.1740657983566867*pi,-0.3615133584410726*pi,1.8868973859357985*pi) q[13];\nu3(3.667575414162223*pi,3.315110118058151*pi,1.4203342757507844*pi) q[14];\nRxxyyzz(0.4085857190510406*pi,0.1259835176497553*pi,3.9216580027749703*pi) q[11],q[0];\nRxxyyzz(0.47159008663488056*pi,0.248575810786683*pi,0.0*pi) q[7],q[1];\nRxxyyzz(0.4403456687283912*pi,0.3496572114053559*pi,0.0*pi) q[4],q[2];\nRxxyyzz(0.39682873345457026*pi,0.31708179497938294*pi,0.0*pi) q[9],q[5];\nRxxyyzz(0.39233159194860967*pi,0.3851050286687572*pi,3.92235614060003*pi) q[6],q[14];\nRxxyyzz(0.45426489720738605*pi,0.1923725947099888*pi,0.0*pi) q[12],q[8];\nu3(3.7185902241968662*pi,0.14455333039935225*pi,1.5676869158251323*pi) q[0];\nu3(3.459915992991446*pi,0.7755869132674686*pi,4.195839166942096*pi) q[1];\nu3(3.440371010272342*pi,3.1996196407995603*pi,4.362469040459767*pi) q[2];\nu3(3.7578855652676206*pi,0.0824892843665932*pi,1.7755049443445985*pi) q[4];\nu3(3.7198509755171396*pi,0.23745907501671148*pi,0.9567013762487194*pi) q[5];\nu3(3.3655810233423313*pi,0.12735621674898678*pi,0.5524773984670865*pi) q[6];\nu3(3.661202870624425*pi,0.6481413425228693*pi,1.8043600909927406*pi) q[7];\nu3(3.029567417559875*pi,2.472686698162523*pi,1.026510746109936*pi) q[8];\nu3(3.952546817184195*pi,-0.42195699310613366*pi,4.381829118033757*pi) q[9];\nu3(3.4438973825476205*pi,1.9349143503520212*pi,0.8972725766066167*pi) q[11];\nu3(3.606610466761358*pi,0.10818312374059735*pi,2.053360835031781*pi) q[12];\nu3(3.348197888022783*pi,-0.34926235055737664*pi,1.0056221085127557*pi) q[14];\nRxxyyzz(0.3176281295879001*pi,0.18977251228837666*pi,3.95071837050438*pi) q[2],q[1];\nRxxyyzz(0.4661213286842809*pi,0.37975551003540886*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.35459006486904004*pi,0.2904930429215047*pi,0.12404467414546438*pi) q[8],q[4];\nRxxyyzz(0.4622383239121901*pi,0.1901660963382371*pi,0.0*pi) q[12],q[5];\nRxxyyzz(0.4595668219910394*pi,0.16827302682953893*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.3557751607827627*pi,0.09702538292116891*pi,0.0*pi) q[9],q[13];\nRxxyyzz(0.46162546918968317*pi,0.21430783553491572*pi,0.0*pi) q[10],q[14];\nu3(3.6837976522273124*pi,2.479465104549093*pi,1.5812546518315587*pi) q[1];\nu3(3.626160816139673*pi,3.285378397451425*pi,0.7589507132437436*pi) q[2];\nu3(3.2830142913424503*pi,1.1043993901951632*pi,0.7900591658956313*pi) q[3];\nu3(3.204139228956874*pi,2.849091153877536*pi,1.0899242724992804*pi) q[4];\nu3(3.4148783361403434*pi,2.330212030962846*pi,1.9562795908155288*pi) q[5];\nu3(3.6504760084458896*pi,3.200216051182854*pi,0.7086563025207194*pi) q[6];\nu3(3.449308272618349*pi,3.1209440295225894*pi,3.1519087324803836*pi) q[7];\nu3(3.842257490811355*pi,3.0056233487877737*pi,1.9838430790585138*pi) q[8];\nu3(3.5329552962771777*pi,-0.09916829134188054*pi,0.9094572029591834*pi) q[9];\nu3(3.3881631817578906*pi,0.19909572168072986*pi,0.7296697188929051*pi) q[10];\nu3(3.161283666262303*pi,2.804902906380589*pi,2.3559842847557713*pi) q[11];\nu3(3.0878546182069693*pi,2.193050419809126*pi,2.0610270044644845*pi) q[12];\nu3(3.1515929834973453*pi,0.5241877293965873*pi,2.1488303401951785*pi) q[13];\nu3(3.504214728472725*pi,3.1744902655415728*pi,0.7796762577768934*pi) q[14];\nRxxyyzz(0.3453180373003705*pi,0.2749751137940124*pi,0.08623237981441711*pi) q[5],q[0];\nRxxyyzz(0.46386027278795183*pi,0.20746258014265795*pi,0.0*pi) q[10],q[1];\nRxxyyzz(0.4328339379695054*pi,0.17572814611145726*pi,0.0*pi) q[11],q[3];\nRxxyyzz(0.36812489942483007*pi,0.15891159725191795*pi,0.0*pi) q[4],q[6];\nRxxyyzz(0.47714304383673034*pi,0.190260942027612*pi,0.0*pi) q[14],q[7];\nRxxyyzz(0.43298193206634006*pi,0.20861197275259868*pi,0.0*pi) q[8],q[12];\nu3(3.2979459518007253*pi,0.5507728895667043*pi,4.266728807438895*pi) q[0];\nu3(3.4190660537219992*pi,1.1336183700336013*pi,1.544873469659438*pi) q[1];\nu3(3.128147172769131*pi,-0.0625653205066879*pi,0.5211163879768352*pi) q[3];\nu3(3.559265779045031*pi,0.25340314165584377*pi,1.2921686211694023*pi) q[4];\nu3(3.727252811269462*pi,0.3902149305397584*pi,0.6244536454421374*pi) q[5];\nu3(3.4800524683491267*pi,2.2299000758432572*pi,0.8305280143542653*pi) q[6];\nu3(3.6130366705012653*pi,0.46309851464585516*pi,1.98990680236039*pi) q[7];\nu3(3.26414475291637*pi,0.7840786607847114*pi,2.013252990047322*pi) q[8];\nu3(3.594063867182321*pi,0.40932030994227664*pi,2.42492815524702*pi) q[10];\nu3(3.4725857032710685*pi,2.883906290407852*pi,1.984980916879568*pi) q[11];\nu3(3.2861796175946845*pi,0.3583867956650706*pi,1.5308445982948409*pi) q[12];\nu3(3.3932519077894843*pi,3.1940733050853884*pi,4.091883350939916*pi) q[14];\nRxxyyzz(0.37561703112134015*pi,0.20847595725474388*pi,0.09620238283593179*pi) q[0],q[10];\nRxxyyzz(0.3702101281263702*pi,0.13313096894863674*pi,0.0*pi) q[4],q[1];\nRxxyyzz(0.44284863846323014*pi,0.10490894502378541*pi,0.07499138428674715*pi) q[2],q[6];\nRxxyyzz(0.3762799685915601*pi,0.31658597524880294*pi,0.10750829906369229*pi) q[14],q[3];\nRxxyyzz(0.37557867278183993*pi,0.25725696232626155*pi,3.9168327428964105*pi) q[7],q[5];\nRxxyyzz(0.4507776589084599*pi,0.29218621259393496*pi,0.12712667014615334*pi) q[9],q[11];\nu3(3.6031314351978776*pi,2.011355786251118*pi,3.0641740856758384*pi) q[0];\nu3(3.355888642067437*pi,2.7965860491499424*pi,1.9772920679805424*pi) q[1];\nu3(3.0975796222048575*pi,-0.3783246692410265*pi,0.722904518221947*pi) q[2];\nu3(3.333576395370982*pi,0.07257840658720349*pi,4.453396092369044*pi) q[3];\nu3(3.6003149262676937*pi,0.7447281150821752*pi,0.8204003085832131*pi) q[4];\nu3(3.4817563856385454*pi,-0.2706123780513203*pi,1.537323667162974*pi) q[5];\nu3(3.4364601099885173*pi,-0.2448039242508835*pi,3.0295680395186175*pi) q[6];\nu3(3.3000562532445867*pi,2.9503215648061394*pi,1.245795324074224*pi) q[7];\nu3(3.2142947965440323*pi,-0.3412538657291427*pi,3.6907379970576946*pi) q[9];\nu3(3.089838702131922*pi,2.5099955715920057*pi,0.551699984419171*pi) q[10];\nu3(3.666370933956046*pi,2.1493682525280646*pi,4.196385591194552*pi) q[11];\nu3(3.1159749175302522*pi,0.8979058665962873*pi,4.157251548199757*pi) q[14];\nRxxyyzz(0.2874243785888103*pi,0.14520580982632336*pi,0.0*pi) q[12],q[0];\nRxxyyzz(0.3989586647445501*pi,0.23541150080176534*pi,3.9260113268078602*pi) q[1],q[10];\nRxxyyzz(0.4923116039096098*pi,0.10072810855542613*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.47051557413165*pi,0.2379142747092573*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.3954972478064608*pi,0.22699027331069932*pi,0.0*pi) q[4],q[6];\nRxxyyzz(0.45215000295426044*pi,0.14063040336012744*pi,0.0*pi) q[9],q[5];\nRxxyyzz(0.42477780956823*pi,0.16773848012545953*pi,0.10181270088023908*pi) q[13],q[11];\nu3(3.4839222742619547*pi,1.5050412566558125*pi,1.2521181791175444*pi) q[0];\nu3(3.473286636243931*pi,2.270399669943595*pi,0.5555216594919332*pi) q[1];\nu3(3.4166556815701026*pi,1.7092104404597115*pi,1.3045381992596052*pi) q[2];\nu3(3.3644581972825462*pi,-0.013448432786363207*pi,4.129437587521791*pi) q[3];\nu3(3.4273256656213995*pi,0.6848910343286108*pi,1.598364780748023*pi) q[4];\nu3(3.5113048758630763*pi,0.28469766271372576*pi,0.5189542484357234*pi) q[5];\nu3(3.2693870783120023*pi,-0.27957693664133654*pi,0.9571937911820569*pi) q[6];\nu3(3.558470333341165*pi,-0.09457007807060014*pi,2.4076428078209373*pi) q[7];\nu3(3.7207997890210796*pi,-0.027692523655409307*pi,2.3093773016590555*pi) q[8];\nu3(3.631106806678216*pi,3.393356237851047*pi,1.3022234275555777*pi) q[9];\nu3(3.3136469907670625*pi,1.7693005337679626*pi,0.5991178881297108*pi) q[10];\nu3(3.412546136330513*pi,2.8561273365416655*pi,0.5863499557276646*pi) q[11];\nu3(3.818683517595784*pi,0.8205499436676642*pi,0.9078494960668426*pi) q[12];\nu3(3.2505890559109227*pi,3.109519888171545*pi,3.289806045089753*pi) q[13];\nRxxyyzz(0.11308171125487043*pi,0.045648536293730224*pi,0.0*pi) q[13],q[0];\nRxxyyzz(0.41487487069381956*pi,0.20696715244330266*pi,0.0*pi) q[11],q[1];\nRxxyyzz(0.44497465393045005*pi,0.16826029966858652*pi,0.053788981924954696*pi) q[2],q[4];\nRxxyyzz(0.48476023011208036*pi,0.30257443075350143*pi,0.0*pi) q[7],q[3];\nRxxyyzz(0.4648371641432695*pi,0.2246539633828153*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.4576337308241647*pi,0.39664846889247585*pi,0.16792516995569107*pi) q[6],q[10];\nRxxyyzz(0.4244911426194302*pi,0.21422552470736617*pi,3.95576067723472*pi) q[14],q[9];\nu3(3.6850448122726274*pi,3.3389348040962505*pi,1.1157742671293045*pi) q[0];\nu3(3.5458975504695935*pi,0.6478434718453883*pi,1.9521347442866637*pi) q[1];\nu3(3.8025876223508743*pi,-0.3973128452834708*pi,2.368742891866508*pi) q[2];\nu3(3.4833077984081497*pi,3.0483044374698545*pi,4.376366207210058*pi) q[3];\nu3(3.5840166180708533*pi,2.1935193389977012*pi,1.0898157798064336*pi) q[4];\nu3(3.681413078906197*pi,1.1670556453023977*pi,0.9186058978289076*pi) q[5];\nu3(3.4632603082282882*pi,2.3536407964046893*pi,3.58212166944375*pi) q[6];\nu3(3.707425322735808*pi,0.38490767093866496*pi,0.8932197431599764*pi) q[7];\nu3(3.8875574340192887*pi,3.192486910882798*pi,2.27532235674151*pi) q[8];\nu3(3.239289041191689*pi,1.6571389579238858*pi,2.373215517307232*pi) q[9];\nu3(3.3806068949971193*pi,-0.3870511346128416*pi,3.6740680567882706*pi) q[10];\nu3(3.77472037291004*pi,3.395123862805011*pi,4.3702894138362485*pi) q[11];\nu3(3.895171279971127*pi,-0.06100295324834626*pi,1.8182021136667528*pi) q[13];\nu3(3.716332338862445*pi,0.8606995704111493*pi,0.7415776758447299*pi) q[14];\nRxxyyzz(0.4707619438372337*pi,0.20505176204957576*pi,0.0*pi) q[7],q[0];\nRxxyyzz(0.4935698900969898*pi,0.3912184455843254*pi,0.0*pi) q[2],q[1];\nRxxyyzz(0.4478970225011199*pi,0.2726896246234034*pi,0.19590865466705765*pi) q[3],q[11];\nRxxyyzz(0.3060898517400198*pi,0.273810568842058*pi,0.06349940730398762*pi) q[9],q[4];\nRxxyyzz(0.25673576741831994*pi,0.18888270971031795*pi,0.0*pi) q[14],q[5];\nRxxyyzz(0.45318625083691*pi,0.20089066308761006*pi,0.0*pi) q[12],q[8];\nRxxyyzz(0.4454641741492602*pi,0.3624166957612136*pi,0.08657659347937141*pi) q[13],q[10];\nu3(3.7476960349408976*pi,0.3515270324566465*pi,2.367369560441971*pi) q[0];\nu3(3.1193972137953567*pi,2.28237934305615*pi,0.5508138488117845*pi) q[1];\nu3(3.06064602364179*pi,2.3520945693408204*pi,1.324250449222303*pi) q[2];\nu3(3.452342238017328*pi,0.5844994924425271*pi,0.9214073919742489*pi) q[3];\nu3(3.3762749320140606*pi,2.957161413884719*pi,3.9621801957024445*pi) q[4];\nu3(3.443235467885485*pi,3.318611675147158*pi,2.1647780541207484*pi) q[5];\nu3(3.485217638035464*pi,2.8019184197550233*pi,1.5059259248795447*pi) q[7];\nu3(3.6708418539891214*pi,0.3012915290000441*pi,0.7957655855956487*pi) q[8];\nu3(3.513382573492542*pi,0.0011658043763376202*pi,1.2248177506545497*pi) q[9];\nu3(3.141053513631226*pi,0.8768285206948883*pi,3.4703940727634928*pi) q[10];\nu3(3.332628970802216*pi,3.3614292043412477*pi,3.6216569298985184*pi) q[11];\nu3(3.718814844455097*pi,-0.40290738486416233*pi,4.229750929481623*pi) q[12];\nu3(3.1539071842619393*pi,0.4933747693356799*pi,0.8285759057999984*pi) q[13];\nu3(3.170525105392315*pi,3.3586417881878403*pi,4.157868210189076*pi) q[14];\nmeasure q[8] -> c[3];\nmeasure q[13] -> c[4];\nmeasure q[10] -> c[14];\nRxxyyzz(0.4141243547584099*pi,0.32441980657211716*pi,3.9406731153304904*pi) q[14],q[0];\nRxxyyzz(0.39820910074697036*pi,0.3877975317112772*pi,0.1122152181605598*pi) q[6],q[1];\nRxxyyzz(0.47931966941845017*pi,0.06509665661515829*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.31999000927920995*pi,0.2184666241274522*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.42435122770375*pi,0.0973344938948939*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.4589442333743262*pi,0.22706206770746018*pi,0.0*pi) q[5],q[7];\nu3(3.578560138886979*pi,0.07472215556269679*pi,1.3873986241977052*pi) q[0];\nu3(3.596540392834865*pi,0.44249527199219063*pi,4.4146990728156785*pi) q[1];\nu3(3.1355911993361314*pi,2.829258041519671*pi,1.741171243927036*pi) q[2];\nu3(0.8588277555804344*pi,-0.10458870029764006*pi,1.8423502649971029*pi) q[3];\nu3(3.1883649520557884*pi,-0.02999121281568129*pi,0.5350692522017297*pi) q[4];\nu3(3.9372559158478686*pi,3.392942606782004*pi,0.5728499572499648*pi) q[5];\nu3(3.6867388583901217*pi,2.975543010777887*pi,4.32465642546237*pi) q[6];\nu3(3.5443649857793065*pi,-0.10867499927674595*pi,0.7399895370278413*pi) q[7];\nu3(3.535230053127438*pi,3.4250066461994604*pi,2.1608340912492903*pi) q[9];\nu3(3.3013822587345234*pi,0.4540990129390683*pi,2.116299477364188*pi) q[11];\nu3(3.632101538867569*pi,0.0523984084888276*pi,1.6174110133087753*pi) q[12];\nu3(3.8036619468422916*pi,1.1145576615884591*pi,0.7892352161579157*pi) q[14];\nmeasure q[2] -> c[0];\nmeasure q[7] -> c[1];\nmeasure q[14] -> c[2];\nmeasure q[0] -> c[5];\nmeasure q[6] -> c[6];\nmeasure q[3] -> c[7];\nmeasure q[12] -> c[8];\nmeasure q[9] -> c[9];\nmeasure q[11] -> c[10];\nmeasure q[5] -> c[11];\nmeasure q[4] -> c[12];\nmeasure q[1] -> c[13];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.4949415841288394*pi,0.34357120338677916*pi,3.4495519654764397*pi) q[0];\nu3(3.06891603609162*pi,-0.26986827630003296*pi,1.2497287588869725*pi) q[1];\nu3(3.1656884244190007*pi,-0.07296966675941763*pi,1.573911743916248*pi) q[2];\nu3(3.7550163392284546*pi,3.2719298564797934*pi,3.4238651220046004*pi) q[3];\nu3(3.3831892495710494*pi,3.3750550227239713*pi,1.5560049308399773*pi) q[4];\nu3(3.7603205552818686*pi,-0.20242371885409371*pi,1.8824501732147292*pi) q[5];\nu3(3.7493022892582255*pi,2.9283727902636114*pi,2.75205210646249*pi) q[6];\nu3(3.6650673342201476*pi,3.130893854595455*pi,1.4144249358321592*pi) q[7];\nu3(3.486170737411838*pi,2.0670785467795945*pi,1.5679734042077675*pi) q[8];\nu3(3.5699191053770147*pi,0.09921730042079935*pi,3.195088022786182*pi) q[9];\nu3(3.746317094826837*pi,0.7486064724404873*pi,4.145263931258311*pi) q[10];\nu3(3.488673030426674*pi,-0.06437664961018219*pi,0.9991279974465783*pi) q[11];\nu3(3.2070660788552474*pi,2.885932239281753*pi,4.128741208138242*pi) q[12];\nu3(3.818382017650069*pi,1.3861725667123146*pi,3.7054828796870005*pi) q[13];\nu3(3.231772852368551*pi,3.2074025809918476*pi,1.247278736721476*pi) q[14];\nRxxyyzz(0.32380092215464995*pi,0.18393198741166794*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.4233686814533903*pi,0.24958988303183108*pi,3.918441919482019*pi) q[2],q[12];\nRxxyyzz(0.4380062333936291*pi,0.24816073186962395*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.3262622973378302*pi,0.23015235890195207*pi,0.12358539180462103*pi) q[4],q[13];\nRxxyyzz(0.345965263736*pi,0.17984066383732156*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.30588187045306914*pi,0.2674715827603782*pi,0.0*pi) q[7],q[8];\nRxxyyzz(0.44064973979094024*pi,0.1859248097826358*pi,0.0*pi) q[10],q[11];\nu3(3.440410140512619*pi,2.3569371898721903*pi,0.5244205471883829*pi) q[1];\nu3(3.2959776461477155*pi,0.17902029118002516*pi,2.4383681079879964*pi) q[2];\nu3(3.84075275563609*pi,0.47070855603502126*pi,0.6286858009022607*pi) q[3];\nu3(3.4835218294704418*pi,3.1055183988517916*pi,1.8671216210245563*pi) q[4];\nu3(3.5049572876246935*pi,0.2754587857625622*pi,1.6827902947560465*pi) q[5];\nu3(3.794923117504486*pi,2.0879386677563954*pi,1.8138171920362347*pi) q[6];\nu3(3.6755140714910732*pi,-0.43547635976003796*pi,4.3367168319777365*pi) q[7];\nu3(3.5490095679101348*pi,1.817849493336848*pi,2.0913022160939065*pi) q[8];\nu3(3.562006538084466*pi,-0.4081876854108989*pi,0.6038100769442243*pi) q[9];\nu3(3.6600416970897567*pi,3.0959383644499714*pi,1.7397839363404923*pi) q[10];\nu3(3.240162326682686*pi,-0.119325087019309*pi,1.1678871221144833*pi) q[11];\nu3(3.428023521554693*pi,3.1905687017514324*pi,2.1028670136988827*pi) q[12];\nu3(3.4421322813142092*pi,0.6317479050418222*pi,0.6493070456384786*pi) q[13];\nu3(3.5316934479354427*pi,0.5449897044314109*pi,1.586070362934488*pi) q[14];\nRxxyyzz(0.3530353541004398*pi,0.15520444069017048*pi,0.06884800889964904*pi) q[0],q[11];\nRxxyyzz(0.31062261190886975*pi,0.13410522434639116*pi,3.934398485768769*pi) q[1],q[10];\nRxxyyzz(0.3949462044412002*pi,0.10713473348099001*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.39419170071749465*pi,0.05888898338622561*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.3833240878131501*pi,0.3276501667735353*pi,3.9380172682177097*pi) q[6],q[12];\nRxxyyzz(0.3910350778816799*pi,0.1872943137687617*pi,0.0*pi) q[9],q[13];\nu3(3.8240057560306275*pi,3.148163720358153*pi,3.550482868680307*pi) q[0];\nu3(3.1739990679848544*pi,1.8706075917653666*pi,1.0995905702503772*pi) q[1];\nu3(3.8121036204746828*pi,0.2015995475603597*pi,2.057805865975507*pi) q[2];\nu3(3.1783045251880293*pi,2.643755536990324*pi,2.3575679522173756*pi) q[4];\nu3(3.335328884742983*pi,0.04004340150070185*pi,0.8720201599630997*pi) q[5];\nu3(3.6297313011597727*pi,3.195381351646015*pi,1.4275058093278328*pi) q[6];\nu3(3.6212603328000883*pi,0.4336945328091273*pi,1.6261472296068256*pi) q[7];\nu3(3.3812446689357394*pi,2.4109437900681048*pi,1.3599811485101958*pi) q[9];\nu3(3.3131844227534337*pi,0.29558174123288283*pi,1.603426673480212*pi) q[10];\nu3(3.399137915501863*pi,3.356358357089163*pi,4.474611767857656*pi) q[11];\nu3(3.287383311827399*pi,0.10871661566756396*pi,2.398383374012109*pi) q[12];\nu3(3.7200211621569306*pi,2.613041736305809*pi,2.215991076173479*pi) q[13];\nRxxyyzz(0.4562736288077204*pi,0.30081575309779574*pi,0.0*pi) q[0],q[1];\nRxxyyzz(0.48617790271633077*pi,0.2636328365681495*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.4353348562252802*pi,0.18361143887380746*pi,3.9320401953857296*pi) q[3],q[11];\nRxxyyzz(0.38958271338146006*pi,0.29277657619525194*pi,0.10890076118830543*pi) q[4],q[7];\nRxxyyzz(0.326054937012102*pi,0.1969637697942761*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.39868076908609024*pi,0.305340807983554*pi,0.15289594106044818*pi) q[9],q[10];\nRxxyyzz(0.4414324675635498*pi,0.21518169329385117*pi,0.0*pi) q[13],q[14];\nu3(3.686667851805663*pi,2.184898103777139*pi,1.7142975634215576*pi) q[0];\nu3(3.766772335300901*pi,3.359138087903098*pi,0.8937113527574327*pi) q[1];\nu3(3.424130251121239*pi,-0.013448778733971045*pi,0.6843052234256866*pi) q[2];\nu3(3.4876775712234847*pi,-0.35441432708480763*pi,2.3677475016006913*pi) q[3];\nu3(3.247051612533738*pi,-0.4905984928656667*pi,3.3387256466509676*pi) q[4];\nu3(3.3941610967741953*pi,-0.11311961109951629*pi,4.07432816903581*pi) q[6];\nu3(3.34829166622509*pi,3.2381221736205434*pi,4.0528144738667855*pi) q[7];\nu3(3.4516292088712452*pi,0.3586183425008902*pi,2.169632086120206*pi) q[8];\nu3(3.83932484632929*pi,2.3767072524825297*pi,3.711959935400356*pi) q[9];\nu3(3.220118252736837*pi,2.807158398365551*pi,1.7716529370591794*pi) q[10];\nu3(3.5342127393499307*pi,2.34753436910544*pi,1.7487691229876123*pi) q[11];\nu3(3.878453751458085*pi,2.608699281810047*pi,1.2648377669712074*pi) q[12];\nu3(3.0709832205029963*pi,1.871198445632495*pi,4.228874875276885*pi) q[13];\nu3(3.7500744597948805*pi,1.447526558021384*pi,1.6084143448995567*pi) q[14];\nRxxyyzz(0.4566070695610299*pi,0.26029545640817653*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.35348051315664*pi,0.07261727423558995*pi,0.042088291352450735*pi) q[1],q[14];\nRxxyyzz(0.36884542129176023*pi,0.26328772852650584*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.314815346622937*pi,0.1421099243551487*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.40583938331233005*pi,0.2518661730652418*pi,0.10915615575475222*pi) q[6],q[11];\nRxxyyzz(0.4290405329725303*pi,0.26664640772536824*pi,3.87717520507929*pi) q[9],q[8];\nu3(3.435516624110421*pi,-0.2953500040785122*pi,3.7318810310699453*pi) q[0];\nu3(3.222434441977466*pi,3.2733539923420296*pi,0.616238127190158*pi) q[1];\nu3(3.7814657467626156*pi,2.2067272548715104*pi,1.6662204161775227*pi) q[2];\nu3(3.3370860868506123*pi,2.8805565678926204*pi,0.5619318029371971*pi) q[3];\nu3(3.407033548422384*pi,2.198449989232635*pi,0.9869717821062853*pi) q[5];\nu3(3.660159032403458*pi,2.9915889149015387*pi,3.0741199795528646*pi) q[6];\nu3(3.2611523480037845*pi,0.997420577980761*pi,0.8041242242015509*pi) q[8];\nu3(3.6543391427721374*pi,-0.3928510944936805*pi,1.8903240002984614*pi) q[9];\nu3(3.231910403886026*pi,0.7093358823296145*pi,0.7199130190369791*pi) q[10];\nu3(3.368051777451018*pi,0.3215046652494382*pi,0.5891721051619652*pi) q[11];\nu3(3.6421262326364614*pi,0.8372691675288007*pi,1.354625607281104*pi) q[13];\nu3(3.508739280366831*pi,2.906602441086709*pi,0.8946637260016992*pi) q[14];\nRxxyyzz(0.40886174942766*pi,0.22550310557762823*pi,3.9180853861698908*pi) q[8],q[0];\nRxxyyzz(0.29563192855900033*pi,0.09783878551007952*pi,0.050220871800196853*pi) q[1],q[2];\nRxxyyzz(0.4147802867987803*pi,0.18497175484356643*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.26767518094038034*pi,0.06414286950353099*pi,0.0*pi) q[4],q[6];\nRxxyyzz(0.38299734819484954*pi,0.10540963425830534*pi,3.9216385643906584*pi) q[7],q[14];\nRxxyyzz(0.4689247508932002*pi,0.2547301546678189*pi,0.0*pi) q[9],q[10];\nRxxyyzz(0.40930561302523016*pi,0.27631246736059945*pi,0.0*pi) q[12],q[11];\nu3(3.504705047559575*pi,2.0698609603773552*pi,2.4901072107917503*pi) q[0];\nu3(3.39612316508023*pi,3.212344157111021*pi,2.472964028386611*pi) q[1];\nu3(3.7098484982518354*pi,2.1418676204221896*pi,3.8849244499875177*pi) q[2];\nu3(3.4666064572031123*pi,2.099013100730078*pi,1.22481142443574*pi) q[3];\nu3(3.9237798435048052*pi,-0.45680234233533173*pi,2.085326237869241*pi) q[4];\nu3(3.754414682972261*pi,0.008986470259726875*pi,1.4821472683741725*pi) q[5];\nu3(3.538566017008853*pi,0.06801490465226911*pi,1.7228303476607483*pi) q[6];\nu3(3.5177440303278247*pi,0.7645498565265794*pi,0.5403653544215725*pi) q[7];\nu3(3.680974927640722*pi,3.466442008547002*pi,0.7364481111336323*pi) q[8];\nu3(3.828145390315213*pi,0.18631479213554125*pi,0.5657024264418806*pi) q[9];\nu3(3.117374216528397*pi,3.342200735127889*pi,2.191010112797291*pi) q[10];\nu3(3.1033419634220873*pi,0.5971556888168505*pi,1.0495796132295765*pi) q[11];\nu3(3.4219940638867867*pi,3.3824478236918463*pi,2.1919185628134055*pi) q[12];\nu3(3.4106003562960794*pi,0.3210509024556354*pi,1.7087745321765113*pi) q[14];\nRxxyyzz(0.33493593670374994*pi,0.25019609992566716*pi,3.9470971934202996*pi) q[0],q[5];\nRxxyyzz(0.3751241321305794*pi,0.28413364808540154*pi,3.957984513401151*pi) q[1],q[4];\nRxxyyzz(0.4298740870739497*pi,0.34386139508858693*pi,3.76890611044786*pi) q[10],q[2];\nRxxyyzz(0.44378850257353003*pi,0.12077175360864428*pi,0.05182726924181944*pi) q[9],q[6];\nRxxyyzz(0.38930564371018983*pi,0.3491143858668772*pi,0.0641813439354144*pi) q[8],q[11];\nRxxyyzz(0.25997818229979996*pi,0.13558390697529699*pi,0.0*pi) q[12],q[13];\nu3(3.1043773153084016*pi,0.9630847275583085*pi,0.7110954134623667*pi) q[0];\nu3(3.7353554314077995*pi,1.7661434905728415*pi,0.5198466736908194*pi) q[1];\nu3(3.6342856233242*pi,0.6544143719144382*pi,0.8703212620920819*pi) q[2];\nu3(3.403560574043007*pi,0.20921765561801298*pi,1.5557311719790645*pi) q[4];\nu3(3.7258097538672126*pi,1.8249942677908453*pi,1.3577029217734249*pi) q[5];\nu3(3.417432482648648*pi,-0.3230009373794683*pi,1.4913046851967453*pi) q[6];\nu3(3.41585436932793*pi,-0.377311585519236*pi,3.7610013404783618*pi) q[8];\nu3(3.443885747470306*pi,2.7788813304601394*pi,0.6666114433406778*pi) q[9];\nu3(3.2898197290576623*pi,0.6410900490963474*pi,1.392290614538843*pi) q[10];\nu3(3.666325531775001*pi,0.737376159949316*pi,2.9913298456640076*pi) q[11];\nu3(3.5919680944338714*pi,2.5567715230472334*pi,2.333914473643974*pi) q[12];\nu3(3.372198049075204*pi,2.1386068683959416*pi,0.8135582148945746*pi) q[13];\nRxxyyzz(0.33223654541653*pi,0.13439881558471978*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.3375646318275365*pi,0.1975495067090316*pi,0.0*pi) q[4],q[2];\nRxxyyzz(0.3205509655331001*pi,0.26495523413536093*pi,3.9261227906048806*pi) q[9],q[3];\nRxxyyzz(0.4839613486306803*pi,0.21788558078897502*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.3206128951163797*pi,0.2505752015175854*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.44930084679947013*pi,0.3833915310839051*pi,0.12778171855786002*pi) q[8],q[10];\nRxxyyzz(0.38274549265622004*pi,0.35796331098953044*pi,0.06000607945993846*pi) q[12],q[14];\nu3(3.4052117393060017*pi,0.24151727766803044*pi,1.665494145873108*pi) q[1];\nu3(3.5394971153358687*pi,0.2057733008582211*pi,1.3731806145026952*pi) q[2];\nu3(3.654317202773101*pi,3.37107257786941*pi,3.92816297669645*pi) q[3];\nu3(3.723362165895765*pi,3.1198954832559873*pi,0.9073805816427367*pi) q[4];\nu3(3.4074995952363705*pi,0.40486412894186485*pi,0.6427323886958975*pi) q[5];\nu3(3.576146357283184*pi,-0.09733660946116174*pi,2.8256310484332587*pi) q[6];\nu3(3.626592651951217*pi,2.7960736322875523*pi,1.316294643390429*pi) q[7];\nu3(3.0604835633059677*pi,3.003839895063306*pi,0.6210779827989751*pi) q[8];\nu3(3.304747525173074*pi,0.4781228168337939*pi,1.091189680651551*pi) q[9];\nu3(3.7483831140634165*pi,0.88320598382492*pi,4.023007748887084*pi) q[10];\nu3(3.2098816771114898*pi,0.6386267544207807*pi,1.223398298095512*pi) q[11];\nu3(3.5230902512820674*pi,-0.2619472555600499*pi,3.8401397216174096*pi) q[12];\nu3(3.7379829798751034*pi,3.4423062944021896*pi,4.480706373763461*pi) q[13];\nu3(3.040567146651528*pi,2.847231322136926*pi,1.8245993346553422*pi) q[14];\nRxxyyzz(0.3610223540284001*pi,0.16117669432249482*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.37006694596061973*pi,0.3092289848419274*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.4282128032759397*pi,0.25230612703325594*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.40990827492468007*pi,0.37274547911114286*pi,0.13697384056750028*pi) q[11],q[5];\nRxxyyzz(0.38162551592233995*pi,0.2676156376813963*pi,0.04081697162603515*pi) q[9],q[6];\nRxxyyzz(0.42526305618131005*pi,0.17632779571468807*pi,0.11322141227589243*pi) q[12],q[8];\nRxxyyzz(0.437683108592633*pi,0.3069705403272036*pi,3.8228068938024666*pi) q[13],q[10];\nu3(3.4814643736872344*pi,3.0594790686653823*pi,3.947914518774848*pi) q[0];\nu3(3.2975149723563115*pi,3.3293701325083154*pi,1.8865170246789722*pi) q[1];\nu3(3.403613569102142*pi,-0.3218311022958241*pi,1.4496074542190296*pi) q[2];\nu3(3.6703382048555824*pi,3.499478493409446*pi,4.178305685294624*pi) q[3];\nu3(3.7276810991387324*pi,-0.20386430015946566*pi,1.2254870646999079*pi) q[5];\nu3(3.094460588515984*pi,0.30736396161452983*pi,1.0151901649222*pi) q[6];\nu3(3.415214440245624*pi,0.006989521367151363*pi,1.0729649184342527*pi) q[7];\nu3(3.931514647214784*pi,3.3072582203187855*pi,3.0151807214838025*pi) q[8];\nu3(3.7966490641095714*pi,0.1840227602518416*pi,4.113624591427218*pi) q[9];\nu3(3.52438237859589*pi,2.8311909072723647*pi,1.220318194943912*pi) q[10];\nu3(3.1632115803395138*pi,0.009646069345580432*pi,1.621801948122187*pi) q[11];\nu3(3.4583235492665727*pi,0.29896359106465076*pi,1.6746720410020055*pi) q[12];\nu3(3.2216486814800396*pi,0.5246254313584142*pi,2.233983840142436*pi) q[13];\nu3(3.683969970599995*pi,-0.4976878965725582*pi,3.8699640641934745*pi) q[14];\nRxxyyzz(0.40970002702913044*pi,0.3267668464919924*pi,0.0*pi) q[7],q[0];\nRxxyyzz(0.33231026206168046*pi,0.235063114149912*pi,0.0*pi) q[12],q[1];\nRxxyyzz(0.36726636330864015*pi,0.11781574292235986*pi,0.0*pi) q[9],q[3];\nRxxyyzz(0.4838497367891996*pi,0.1505736614321631*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.4566112633292301*pi,0.3219883526574912*pi,0.21135706329881981*pi) q[8],q[5];\nRxxyyzz(0.34611041229100004*pi,0.20529511052936833*pi,0.055513963297556757*pi) q[11],q[6];\nu3(3.781319211744816*pi,-0.10445769324048126*pi,4.338440056833985*pi) q[0];\nu3(3.600907581512475*pi,0.31351359257210176*pi,1.8614440692049348*pi) q[1];\nu3(3.581806309483987*pi,2.8016357883856187*pi,2.334014067859347*pi) q[3];\nu3(3.4301377407817077*pi,-0.0812632188614133*pi,2.112521018702978*pi) q[4];\nu3(3.0479533558384757*pi,0.47924282921633954*pi,4.313688123811136*pi) q[5];\nu3(3.2458434947990944*pi,0.170541552238051*pi,1.7260038278657661*pi) q[6];\nu3(3.328137341670442*pi,-0.10391997054555185*pi,0.9281339062141583*pi) q[7];\nu3(3.404486407700138*pi,2.068327895685359*pi,4.080058867355348*pi) q[8];\nu3(3.4311411993081258*pi,1.0081992443820929*pi,1.4987592367566978*pi) q[9];\nu3(3.710207355862683*pi,3.1107851143694774*pi,4.073493972104325*pi) q[11];\nu3(3.731200604708751*pi,3.466479511009235*pi,1.0086101598091486*pi) q[12];\nu3(3.566381132758932*pi,-0.48286968649981027*pi,2.495694956051598*pi) q[14];\nRxxyyzz(0.2821316609142102*pi,0.18978637806936716*pi,3.8703334021324594*pi) q[11],q[0];\nRxxyyzz(0.40503941908604923*pi,0.25791823494703614*pi,0.08084332613437088*pi) q[2],q[6];\nRxxyyzz(0.43270622452345*pi,0.18901027258019099*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.3038722545670076*pi,0.0500953926257407*pi,0.0*pi) q[9],q[5];\nRxxyyzz(0.4876680305693708*pi,0.1782288893533277*pi,0.0*pi) q[7],q[14];\nRxxyyzz(0.43646059577617985*pi,0.25344013321431597*pi,3.885084967630741*pi) q[13],q[8];\nu3(3.402120622642444*pi,0.02235146204484062*pi,0.7883417015404399*pi) q[0];\nu3(3.702173934030632*pi,0.6907047694426423*pi,0.7381485076763633*pi) q[2];\nu3(3.176637900514992*pi,2.649309468628989*pi,2.2477684083183314*pi) q[3];\nu3(3.93534544152149*pi,0.2782644453601807*pi,4.285007852718828*pi) q[5];\nu3(3.400387976341994*pi,0.5829635611942043*pi,4.148680063758999*pi) q[6];\nu3(3.207528757669719*pi,3.337948479840116*pi,0.5360565980045686*pi) q[7];\nu3(3.7191628357268915*pi,-0.23063031088637187*pi,0.8245658249427414*pi) q[8];\nu3(3.0981353746487033*pi,3.102060417378512*pi,1.0314692859373071*pi) q[9];\nu3(3.5107006771924945*pi,1.4214662798782323*pi,2.20096283869055*pi) q[10];\nu3(3.359567480333859*pi,2.8717146456424922*pi,0.8298552396765703*pi) q[11];\nu3(3.3231859974493387*pi,1.9208492320451338*pi,0.8682927632891184*pi) q[13];\nu3(3.3091671754804692*pi,-0.2535054828934566*pi,0.6874066862593675*pi) q[14];\nRxxyyzz(0.35076870056630943*pi,0.272824583355435*pi,3.928462208916839*pi) q[0],q[4];\nRxxyyzz(0.44765416102662003*pi,0.2272874574204244*pi,0.06797867016101347*pi) q[1],q[14];\nRxxyyzz(0.39244601482611985*pi,0.1983589121903402*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.3389726957354402*pi,0.3154255893108522*pi,0.0*pi) q[12],q[3];\nRxxyyzz(0.33630479954249004*pi,0.1027681625448923*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.37533293825771885*pi,0.06375523799561*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.4582701515113099*pi,0.4161839294694716*pi,3.84604748278518*pi) q[8],q[9];\nu3(3.5576971850679673*pi,0.10081693164960526*pi,3.7284029634326314*pi) q[0];\nu3(3.7202842097212105*pi,-0.309281137987377*pi,3.3717994525202615*pi) q[1];\nu3(3.9179468769579966*pi,0.37460055830128325*pi,2.1543888654772996*pi) q[2];\nu3(3.651271772113456*pi,3.151817463775477*pi,4.289011889713302*pi) q[3];\nu3(3.589550784930235*pi,0.4191311533604608*pi,2.39842518334406*pi) q[4];\nu3(3.6436182189582014*pi,0.22982471343820654*pi,1.180534133440092*pi) q[5];\nu3(3.703292219973473*pi,-0.3247150539748107*pi,0.8097521484344267*pi) q[6];\nu3(3.7170272098702304*pi,1.7954477724070874*pi,1.4268003043328839*pi) q[7];\nu3(3.5981929400395978*pi,0.017608685465349216*pi,1.2564469258679427*pi) q[8];\nu3(3.560851978590334*pi,2.9203122285809107*pi,1.0208981295577195*pi) q[9];\nu3(3.1813141311773347*pi,0.3808954296487843*pi,0.752370973437652*pi) q[10];\nu3(3.099463880826577*pi,0.9733642452545979*pi,1.0291083616583838*pi) q[12];\nu3(3.8230291085126193*pi,0.6598488381992877*pi,0.8649009495234388*pi) q[13];\nu3(3.2648095192080695*pi,1.1285080528366707*pi,4.165113533609661*pi) q[14];\nRxxyyzz(0.4623055343597202*pi,0.24753536923782027*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.4413933789397896*pi,0.20120323417674024*pi,0.0*pi) q[10],q[1];\nRxxyyzz(0.44305573294689016*pi,0.13687574955699333*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.36055582471460007*pi,0.2579590097456457*pi,3.8868358189157406*pi) q[3],q[7];\nRxxyyzz(0.4253360491472702*pi,0.26116677676783473*pi,0.0*pi) q[8],q[14];\nRxxyyzz(0.4462493650969802*pi,0.32294603452039006*pi,3.8047978509047398*pi) q[12],q[9];\nRxxyyzz(0.43615510682985986*pi,0.3373126087778169*pi,3.8874208763455105*pi) q[13],q[11];\nu3(3.680741282678921*pi,3.499558779899632*pi,0.6447992075216475*pi) q[0];\nu3(3.262559069458297*pi,-0.20574662193087584*pi,2.0421673851178497*pi) q[1];\nu3(3.447148612916028*pi,2.776065566850255*pi,2.481418064200544*pi) q[2];\nu3(3.7808574895281706*pi,3.3874414375335125*pi,0.8432970775164219*pi) q[3];\nu3(3.9003468419172793*pi,0.22658952452115055*pi,1.8986938956596653*pi) q[4];\nu3(3.62613668979344*pi,2.9028867420935938*pi,2.0228907660522806*pi) q[6];\nu3(3.1788785346178035*pi,0.33398651126495904*pi,1.1775064826757782*pi) q[7];\nu3(3.923754844866542*pi,1.9037637787554287*pi,1.2569466612728193*pi) q[8];\nu3(3.4174230936657377*pi,0.8709370965788543*pi,0.9332700636636835*pi) q[9];\nu3(3.5337308488830232*pi,0.9281427492370775*pi,1.2469734031955486*pi) q[10];\nu3(3.4525083764281774*pi,1.9384838886686429*pi,2.0874001231043944*pi) q[11];\nu3(3.6973548822038036*pi,3.1516606153412496*pi,1.4164992003040249*pi) q[12];\nu3(3.4089264030956126*pi,0.4003657846899147*pi,1.8914463515349507*pi) q[13];\nu3(3.874028870214222*pi,0.9029165644557009*pi,0.9502478888367198*pi) q[14];\nRxxyyzz(0.46685461948542706*pi,0.3481365957609057*pi,0.0*pi) q[13],q[0];\nRxxyyzz(0.42718621294299997*pi,0.38075688391090357*pi,0.07798665338507504*pi) q[2],q[8];\nRxxyyzz(0.42943517045302*pi,0.10171688193885506*pi,0.08865208261810247*pi) q[3],q[4];\nRxxyyzz(0.42860723530752043*pi,0.217984259524463*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.46431009478100105*pi,0.2318132687267942*pi,0.0*pi) q[10],q[6];\nRxxyyzz(0.35425153864838993*pi,0.32085622832517924*pi,3.877491251983299*pi) q[7],q[9];\nRxxyyzz(0.4656598659803127*pi,0.35329954023422183*pi,0.0*pi) q[12],q[11];\nu3(3.7107600961703575*pi,3.127049942854399*pi,1.1218776072490213*pi) q[0];\nu3(3.2591331025503214*pi,-0.04019028612393849*pi,4.348478775286803*pi) q[2];\nu3(3.1318917157041137*pi,3.1128585821196397*pi,0.64230539697884*pi) q[3];\nu3(3.7885327782518*pi,3.0044862036065254*pi,0.9946533969871112*pi) q[4];\nu3(3.3779303062526886*pi,1.3291168371323394*pi,1.355196769474007*pi) q[5];\nu3(3.8199439025112776*pi,2.945637039069182*pi,2.0088120587503795*pi) q[6];\nu3(3.443945039189385*pi,-0.3865224746399728*pi,3.175760420006435*pi) q[7];\nu3(3.4178517841115106*pi,2.476307602449304*pi,1.1542764933390206*pi) q[8];\nu3(3.3594382251726906*pi,-0.2864918727740636*pi,0.9721226628013238*pi) q[9];\nu3(3.2107585635087954*pi,3.1283145687865312*pi,2.207864887259192*pi) q[10];\nu3(3.4128624972705124*pi,2.6526109280808527*pi,2.134772703773854*pi) q[11];\nu3(3.7746637079738528*pi,3.4446550965993508*pi,4.401395275433248*pi) q[12];\nu3(3.8705909320857566*pi,3.0422110635971618*pi,0.6808586246970202*pi) q[13];\nu3(3.3470733745445416*pi,-0.19538451140825253*pi,4.027935904472896*pi) q[14];\nRxxyyzz(0.44011437246575946*pi,0.4130893653847904*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.37484001107795*pi,0.32163526501027895*pi,3.9248740976681606*pi) q[2],q[3];\nRxxyyzz(0.45522607324586994*pi,0.35834830271034823*pi,0.0*pi) q[14],q[4];\nRxxyyzz(0.4301620875223202*pi,0.3843507846178156*pi,0.2761788952366746*pi) q[5],q[7];\nRxxyyzz(0.46972933062632205*pi,0.20169530797510404*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.43872893088048515*pi,0.2319939507036889*pi,0.0*pi) q[11],q[10];\nu3(3.388094425814007*pi,3.2473878046139903*pi,0.5130085400254851*pi) q[1];\nu3(3.717552041821266*pi,2.507581834044655*pi,2.03661332512711*pi) q[2];\nu3(3.473609824611787*pi,2.3972467598562637*pi,0.5434013473654313*pi) q[3];\nu3(3.555349832222346*pi,1.1783998261377489*pi,0.7377135146173437*pi) q[4];\nu3(3.6923486521467033*pi,2.8140117337361277*pi,3.6535851889116184*pi) q[5];\nu3(3.549250098438916*pi,0.37906490843633345*pi,1.299525302519396*pi) q[6];\nu3(3.6150317740740867*pi,1.4115343587676223*pi,3.7901535239179855*pi) q[7];\nu3(3.8996757554560673*pi,0.6277433098536092*pi,0.9797205540894863*pi) q[9];\nu3(3.21406070172568*pi,0.4934412386032969*pi,1.3954050225931072*pi) q[10];\nu3(3.5319639629766444*pi,3.3857840729000395*pi,0.715036492070876*pi) q[11];\nu3(3.9435182039858683*pi,2.4014226494341973*pi,0.723852274212744*pi) q[12];\nu3(3.5980173619397307*pi,0.026879202205978503*pi,4.102564188808373*pi) q[14];\nmeasure q[1] -> c[14];\nRxxyyzz(0.26845709432231024*pi,0.21204414729634158*pi,0.0*pi) q[3],q[0];\nRxxyyzz(0.43627567784451987*pi,0.21879469504253948*pi,0.10714805481653568*pi) q[2],q[11];\nRxxyyzz(0.3418829765636098*pi,0.31488469145895337*pi,3.93160798597126*pi) q[13],q[4];\nRxxyyzz(0.4147424404968898*pi,0.09686590105763859*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.22211463122683997*pi,0.20415375175337447*pi,3.9361839669575005*pi) q[9],q[6];\nRxxyyzz(0.22412301225345954*pi,0.08206405252846805*pi,0.0*pi) q[8],q[7];\nRxxyyzz(0.32298512415057357*pi,0.25351011865582784*pi,0.0*pi) q[10],q[12];\nu3(1.1176010000348255*pi,3.3717482076248557*pi,0.5757835867009734*pi) q[0];\nu3(3.6895546911496786*pi,-0.4637527778016235*pi,4.050217327878061*pi) q[2];\nu3(0.7739703749670572*pi,3.41470784640277*pi,4.326014326828353*pi) q[3];\nu3(2.5693636070588584*pi,-0.015854458108050695*pi,1.9464462521407282*pi) q[4];\nu3(3.5795087504033685*pi,-0.06767429995508717*pi,2.4786726434732467*pi) q[5];\nu3(0.3473037763730698*pi,0.2841099818947821*pi,0.6106438190098185*pi) q[6];\nu3(1.4612560479565004*pi,-0.0025901438419624334*pi,1.2076998618142558*pi) q[7];\nu3(0.39681818145022907*pi,-0.10466710284775416*pi,0.8246731446045227*pi) q[8];\nu3(3.314485378180039*pi,3.4543885560506498*pi,1.57869721818268*pi) q[9];\nu3(0.446805750980588*pi,0.6453894056106033*pi,1.2132657806086926*pi) q[10];\nu3(3.609310944812506*pi,-0.29652565782884244*pi,1.3008438154308057*pi) q[11];\nu3(3.427603031227483*pi,0.23120798399746478*pi,2.0925691502004726*pi) q[12];\nu3(1.34895611966*pi,3.0787618489668915*pi,0.5468839199063418*pi) q[13];\nu3(3.4218169750807452*pi,0.8291976161296635*pi,1.2296285275994343*pi) q[14];\nmeasure q[2] -> c[0];\nmeasure q[14] -> c[1];\nmeasure q[12] -> c[2];\nmeasure q[10] -> c[3];\nmeasure q[9] -> c[4];\nmeasure q[13] -> c[5];\nmeasure q[7] -> c[6];\nmeasure q[6] -> c[7];\nmeasure q[11] -> c[8];\nmeasure q[5] -> c[9];\nmeasure q[0] -> c[10];\nmeasure q[8] -> c[11];\nmeasure q[3] -> c[12];\nmeasure q[4] -> c[13];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.7065475889915716*pi,2.5652476550504613*pi,1.2083726784096434*pi) q[0];\nu3(3.723463347090451*pi,2.6661664269848*pi,3.5405768986847574*pi) q[1];\nu3(3.8477036358473558*pi,2.945752821703394*pi,0.8143458794715652*pi) q[2];\nu3(3.2432530154795742*pi,2.389499136789015*pi,1.2878554592308766*pi) q[3];\nu3(3.3134108741073875*pi,-0.43955739532841054*pi,2.531710799881575*pi) q[4];\nu3(3.4885160698186786*pi,2.092029090843927*pi,1.6206348404644095*pi) q[5];\nu3(3.8282228039337696*pi,2.0084602862135466*pi,2.659401019166051*pi) q[6];\nu3(3.6658546045418854*pi,0.29422809153854856*pi,3.6747778405059264*pi) q[7];\nu3(3.403260185939951*pi,-0.04628986540940261*pi,1.1262395051772929*pi) q[8];\nu3(3.536352564470606*pi,-0.2104644622991883*pi,1.3721663135430435*pi) q[9];\nu3(3.5332126511524446*pi,2.8581143194083096*pi,4.082621153348439*pi) q[10];\nu3(3.3485411007164974*pi,2.822501607371527*pi,1.386909034318971*pi) q[11];\nu3(3.397948298610225*pi,2.0708881775942682*pi,3.214221294627899*pi) q[12];\nu3(3.186724130870857*pi,3.2864233462921995*pi,3.191052761755437*pi) q[13];\nu3(3.694288359312324*pi,2.7105506829337696*pi,1.8044745305043535*pi) q[14];\nRxxyyzz(0.41675986937779996*pi,0.08910965760325773*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.43080113425455*pi,0.276286967150416*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.4923268717821001*pi,0.1557843455991882*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.28414374468037007*pi,0.1641400144006383*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.3075594870028598*pi,0.13489049679036036*pi,3.90186463965596*pi) q[5],q[11];\nRxxyyzz(0.4427098219537453*pi,0.3103573138423254*pi,3.85929176890795*pi) q[6],q[8];\nRxxyyzz(0.42371926227593004*pi,0.2471256225590217*pi,0.0*pi) q[10],q[14];\nu3(3.0360618084056004*pi,0.5161050191294829*pi,0.5283414319124189*pi) q[0];\nu3(3.485906211651994*pi,-0.29355182897703624*pi,4.03199490540994*pi) q[1];\nu3(3.374777038472873*pi,3.1235988588749075*pi,0.6365115029287358*pi) q[2];\nu3(3.285570010757296*pi,3.1589966077037754*pi,1.3257703079724346*pi) q[4];\nu3(3.3465065357097052*pi,0.9354184852195515*pi,2.0153548995133175*pi) q[5];\nu3(3.5362793941671677*pi,1.2864138756753158*pi,2.4728550340131847*pi) q[6];\nu3(3.6777107051257873*pi,3.0685508715440486*pi,1.820126531246732*pi) q[7];\nu3(3.404525381635274*pi,-0.39589118399597945*pi,0.7261133962478059*pi) q[8];\nu3(3.4419361373805657*pi,3.406836562356525*pi,0.5126357151858167*pi) q[9];\nu3(3.4633075387027588*pi,3.4361636326515583*pi,0.580595908454871*pi) q[10];\nu3(3.757049454569319*pi,3.2752152829821526*pi,0.7646804439835642*pi) q[11];\nu3(3.316961946919767*pi,3.3867669775491254*pi,1.1545100049393673*pi) q[12];\nu3(3.2730046229940557*pi,3.1173981077339534*pi,1.3630300111590037*pi) q[13];\nu3(3.292962627589438*pi,3.473675202310963*pi,1.4656577274768663*pi) q[14];\nRxxyyzz(0.45750583073014006*pi,0.34680486254165027*pi,0.1259813863467584*pi) q[1],q[12];\nRxxyyzz(0.30570818981229364*pi,0.2551115796945673*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.4302732824226201*pi,0.284433295958877*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.4883148267133701*pi,0.4177369952467291*pi,0.0*pi) q[7],q[14];\nRxxyyzz(0.44183205310528373*pi,0.36055131463943213*pi,0.0*pi) q[9],q[11];\nRxxyyzz(0.2950415735279299*pi,0.15047438955936343*pi,0.0*pi) q[10],q[13];\nu3(3.5438535844614982*pi,0.5914832951955653*pi,3.9989950909191228*pi) q[1];\nu3(3.1789586100138947*pi,-0.41112759138002886*pi,3.7662360409152793*pi) q[2];\nu3(3.1852132962277775*pi,-0.02371021098336301*pi,2.0399046369118987*pi) q[3];\nu3(3.512310382459731*pi,2.411459861587457*pi,2.070465565602829*pi) q[4];\nu3(3.484085343826577*pi,0.2621067465782696*pi,0.7612636518870679*pi) q[5];\nu3(3.5794366089984218*pi,-0.23738337272354715*pi,2.993420620919088*pi) q[7];\nu3(3.439536565616688*pi,0.5838060898132564*pi,0.8754141463998029*pi) q[9];\nu3(3.694133173077879*pi,-0.0060437222502846*pi,4.294224099375295*pi) q[10];\nu3(3.3883009689362895*pi,2.276795130544096*pi,1.6604893846127535*pi) q[11];\nu3(3.4215836142154847*pi,3.213456412304611*pi,1.1911848937744935*pi) q[12];\nu3(3.6330403634926465*pi,-0.09572748429777639*pi,2.4357497185707713*pi) q[13];\nu3(3.684556326741148*pi,3.4763994730250745*pi,0.7391130296230966*pi) q[14];\nRxxyyzz(0.34740797103848*pi,0.2704894795445778*pi,0.0*pi) q[7],q[0];\nRxxyyzz(0.36942537594864033*pi,0.2285047546232818*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.4566078610986902*pi,0.28425237951636056*pi,3.8575348471241413*pi) q[4],q[9];\nRxxyyzz(0.22043263134969016*pi,0.10772554235563803*pi,0.05054909764701421*pi) q[11],q[6];\nRxxyyzz(0.3586489548749201*pi,0.149379228640377*pi,0.0*pi) q[10],q[14];\nRxxyyzz(0.3780728562430201*pi,0.253095750568456*pi,0.0*pi) q[12],q[13];\nu3(3.246431601362903*pi,2.2367620844781877*pi,1.9921899232404645*pi) q[0];\nu3(3.191487480417444*pi,-0.1320446190818539*pi,1.1036467584528926*pi) q[1];\nu3(3.5214822648152166*pi,2.478123567935146*pi,2.0128257423822937*pi) q[4];\nu3(3.474341950917554*pi,3.2541714919361517*pi,3.4960018806548496*pi) q[6];\nu3(3.050566451286917*pi,3.232207407801182*pi,3.504880088527177*pi) q[7];\nu3(3.359713556965501*pi,-0.06527091184378553*pi,4.106907263230097*pi) q[8];\nu3(3.461136829972654*pi,3.081534306427531*pi,1.6221244283403424*pi) q[9];\nu3(3.5939623953417916*pi,3.441165784277506*pi,2.1308438329827175*pi) q[10];\nu3(3.99146874453546*pi,-0.26791521750137237*pi,3.235466502663056*pi) q[11];\nu3(3.176985029553029*pi,3.1794915664280134*pi,4.477702453650084*pi) q[12];\nu3(3.45862260140844*pi,3.4966278637778037*pi,3.9792376007225956*pi) q[13];\nu3(3.2132759769868566*pi,1.0998898573768776*pi,1.145591882338926*pi) q[14];\nRxxyyzz(0.4359365031526199*pi,0.2882605132934889*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.48278168048512327*pi,0.1938951010643405*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.31288785990611*pi,0.1919541059948371*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.4332777240055701*pi,0.19352910684562197*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.43606456536818516*pi,0.36979949707281756*pi,3.898140560952806*pi) q[5],q[6];\nRxxyyzz(0.4527906458585197*pi,0.28075315686589075*pi,0.0*pi) q[7],q[8];\nRxxyyzz(0.41988299221210973*pi,0.11656761462659716*pi,0.08507328053671785*pi) q[9],q[10];\nu3(3.3654078013450603*pi,0.05269949585049849*pi,4.318297617834637*pi) q[0];\nu3(3.2385367104251945*pi,2.8766009939777035*pi,1.5338859181454352*pi) q[1];\nu3(3.3356713115172436*pi,-0.04109706876530189*pi,1.8912276349607398*pi) q[2];\nu3(3.2706941753064362*pi,3.308800789591706*pi,0.6988048735989705*pi) q[3];\nu3(3.093345964004583*pi,-0.17247130931076093*pi,0.7515379172058098*pi) q[4];\nu3(3.8012847244397636*pi,1.8191518887049627*pi,1.5643854098388839*pi) q[5];\nu3(3.3091576122854414*pi,3.33459256196774*pi,3.916971739934014*pi) q[6];\nu3(3.418807154046133*pi,0.24360544308995435*pi,1.4170902506822884*pi) q[7];\nu3(3.6256615911023253*pi,3.073734397063814*pi,0.6119415965361723*pi) q[8];\nu3(3.5251831604367148*pi,2.4890829527859273*pi,4.325349339222104*pi) q[9];\nu3(3.607715782876936*pi,0.8822335223242921*pi,0.5535183505832214*pi) q[10];\nu3(3.772943007592062*pi,3.144134860417633*pi,1.526878269118738*pi) q[12];\nu3(3.2103358861461566*pi,-0.44203583221460535*pi,2.1731625494825555*pi) q[13];\nu3(3.7874509127319698*pi,2.5278388906622657*pi,1.8243895180914065*pi) q[14];\nRxxyyzz(0.40715396759888944*pi,0.12006568115816496*pi,0.0*pi) q[7],q[0];\nRxxyyzz(0.37280592393866996*pi,0.08525702434123783*pi,0.0*pi) q[11],q[1];\nRxxyyzz(0.44101625868119987*pi,0.39043034482110484*pi,0.05921280209378743*pi) q[2],q[3];\nRxxyyzz(0.4029506903562199*pi,0.21263355206551415*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.4346915662730702*pi,0.2583470666102672*pi,0.16006828068104625*pi) q[14],q[10];\nRxxyyzz(0.46324087246681*pi,0.2580927351342448*pi,0.0*pi) q[13],q[12];\nu3(3.3903021822837642*pi,-0.4597683061688429*pi,1.9393844762728092*pi) q[0];\nu3(3.4428184839148503*pi,1.6061912877747524*pi,2.1556715165562785*pi) q[1];\nu3(3.7275984552937844*pi,-0.3521892444355069*pi,1.0656249975657417*pi) q[2];\nu3(3.9083212947615706*pi,-0.1673098988118591*pi,4.28967124744748*pi) q[3];\nu3(3.696166889545548*pi,2.269462543533966*pi,1.885996858572526*pi) q[4];\nu3(3.185465819558303*pi,0.9828787072021625*pi,1.7046737861081165*pi) q[7];\nu3(3.6416018803286763*pi,3.355183230491762*pi,3.783063714931596*pi) q[9];\nu3(3.207535451923449*pi,3.0391677253963887*pi,3.150717406999807*pi) q[10];\nu3(3.189386327698931*pi,2.7086273278817927*pi,0.6539433250011157*pi) q[11];\nu3(3.6539580126816*pi,-0.25395791963761566*pi,1.307082194868244*pi) q[12];\nu3(3.5287852275142497*pi,2.761681535643017*pi,1.2790171709236315*pi) q[13];\nu3(3.5236672790905543*pi,1.9938415738502324*pi,0.8692285556456711*pi) q[14];\nRxxyyzz(0.44837010213282036*pi,0.15178810939520337*pi,3.9501123170843595*pi) q[8],q[0];\nRxxyyzz(0.29832407255292026*pi,0.17873694076614088*pi,0.0*pi) q[7],q[1];\nRxxyyzz(0.4515799869638909*pi,0.2644843113164894*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.43398017196855976*pi,0.1339240853033984*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.30455109617515996*pi,0.14694840405636445*pi,0.1280120334472854*pi) q[5],q[10];\nRxxyyzz(0.36423254294*pi,0.18506919052667836*pi,0.12006703721847063*pi) q[6],q[9];\nRxxyyzz(0.45804223055124027*pi,0.2504739587810031*pi,3.7978875939456795*pi) q[13],q[14];\nu3(3.417584830710073*pi,2.841511091265765*pi,1.6969269688427202*pi) q[0];\nu3(3.667715311349998*pi,2.437742077514346*pi,0.9313819903172995*pi) q[1];\nu3(3.439592206432637*pi,1.082084850750229*pi,1.388902330079551*pi) q[2];\nu3(3.3406413035838667*pi,2.8670899960049763*pi,4.161969716343394*pi) q[3];\nu3(3.6429931050823336*pi,0.04968082194818757*pi,1.6427637233297658*pi) q[4];\nu3(3.4349989246437374*pi,0.01298509810384707*pi,1.506723307690946*pi) q[5];\nu3(3.546229503765098*pi,2.4849975105197037*pi,1.004768687962235*pi) q[6];\nu3(3.6923621289662627*pi,3.033364551274355*pi,4.293459252674955*pi) q[7];\nu3(3.6975038810766376*pi,3.2453646559344578*pi,0.9653688202972397*pi) q[8];\nu3(3.2993848692431493*pi,2.1688225073612823*pi,4.280973040066115*pi) q[9];\nu3(3.6377205201567877*pi,0.32988363096133966*pi,4.494728920808418*pi) q[10];\nu3(3.8288062319759377*pi,0.681372372104798*pi,1.6072572434567978*pi) q[12];\nu3(3.2797052823588104*pi,-0.11472111685685282*pi,1.3335415566283095*pi) q[13];\nu3(3.365580795769464*pi,-0.10454343825549828*pi,1.27762676294491*pi) q[14];\nRxxyyzz(0.42282214675547003*pi,0.18690836131106459*pi,3.902592341194259*pi) q[13],q[0];\nRxxyyzz(0.43417009471730944*pi,0.2815941095825823*pi,3.9477813226188005*pi) q[3],q[1];\nRxxyyzz(0.33853328840545427*pi,0.09136870939777375*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.42032885868061026*pi,0.2943962138776144*pi,0.24292410895114816*pi) q[4],q[10];\nRxxyyzz(0.4326841126485199*pi,0.402477108315777*pi,0.24394861917783428*pi) q[6],q[8];\nRxxyyzz(0.37326035828178006*pi,0.24943889724154672*pi,0.0426702420329712*pi) q[7],q[9];\nRxxyyzz(0.44188381862237003*pi,0.22246722153156653*pi,3.8133471489553195*pi) q[14],q[12];\nu3(3.8007963080678184*pi,2.3961189735140587*pi,0.8525872210619894*pi) q[0];\nu3(3.6900499126063684*pi,2.3228621689817275*pi,1.2943487077664289*pi) q[1];\nu3(3.027299121830605*pi,0.017077885046732466*pi,2.3393589164782487*pi) q[2];\nu3(3.942543078393301*pi,0.23834879790218944*pi,2.3837154047387745*pi) q[3];\nu3(3.1359215815722905*pi,0.26077494763959275*pi,1.24379639505245*pi) q[4];\nu3(3.5716949443213877*pi,0.21555481522272013*pi,4.296644750051021*pi) q[5];\nu3(3.2298471580588193*pi,0.656468718976629*pi,0.5912624836789886*pi) q[6];\nu3(3.7325073427480264*pi,3.4675591697718184*pi,3.7778658065086415*pi) q[7];\nu3(3.3490259704886793*pi,2.9804956397372604*pi,0.9338265146907858*pi) q[8];\nu3(3.5471699563176915*pi,0.7344324681168639*pi,0.8496374955888273*pi) q[9];\nu3(3.8469784071941135*pi,-0.29777595789556144*pi,0.7812304111767803*pi) q[10];\nu3(3.968078343403041*pi,3.3618313029459364*pi,0.6925968972644132*pi) q[12];\nu3(3.320296794285185*pi,0.08076931350678018*pi,1.6251619958010555*pi) q[13];\nu3(3.5270746558337347*pi,-0.4327563244518612*pi,0.8852525463682483*pi) q[14];\nRxxyyzz(0.3793160560216795*pi,0.11447209139778206*pi,0.04661915864932988*pi) q[11],q[0];\nRxxyyzz(0.3574803771368498*pi,0.263882344666174*pi,0.11971000922015396*pi) q[1],q[10];\nRxxyyzz(0.2693313184777806*pi,0.13684244339309504*pi,0.0*pi) q[4],q[2];\nRxxyyzz(0.47744180263276814*pi,0.16275207338645714*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.43123842720226047*pi,0.1931086214862009*pi,0.0*pi) q[13],q[5];\nRxxyyzz(0.4196225528952101*pi,0.34707395383089334*pi,0.0*pi) q[7],q[14];\nRxxyyzz(0.4177019948922899*pi,0.22799271961688383*pi,0.0*pi) q[9],q[12];\nu3(3.463860637708637*pi,3.320450748911747*pi,1.2888979636397344*pi) q[0];\nu3(3.338288550186686*pi,0.36374412513933896*pi,1.050379909713452*pi) q[1];\nu3(3.4535222314894236*pi,-0.2620346196371977*pi,2.4176851297750948*pi) q[2];\nu3(3.426691653348037*pi,-0.13616529331829086*pi,1.6407307765441161*pi) q[3];\nu3(3.7863736806032993*pi,0.7008576898551484*pi,1.0963193924737715*pi) q[4];\nu3(3.3872918695509653*pi,0.2955915249319697*pi,2.3975353840826505*pi) q[5];\nu3(3.3869683894438354*pi,2.6481714467783455*pi,2.2848586128224944*pi) q[6];\nu3(3.4632883851223926*pi,0.7572381734129174*pi,1.649240637164682*pi) q[7];\nu3(3.5635101519014105*pi,0.7101442650741578*pi,1.6120508510061136*pi) q[9];\nu3(3.170571964003159*pi,3.2453192711521144*pi,0.7808374490728189*pi) q[10];\nu3(3.4846662424452526*pi,3.2160514987320115*pi,1.7903932705236754*pi) q[11];\nu3(3.4676485098376064*pi,3.10135919467916*pi,1.3245300598337517*pi) q[12];\nu3(3.544956455463645*pi,0.245736501612548*pi,1.743669828153776*pi) q[13];\nu3(3.2875035783185336*pi,2.7296398470876158*pi,2.2093563877935463*pi) q[14];\nRxxyyzz(0.3727509739250102*pi,0.16450369641200568*pi,0.0*pi) q[11],q[1];\nRxxyyzz(0.41911165624058017*pi,0.2938232522631923*pi,3.7154423873506404*pi) q[2],q[10];\nRxxyyzz(0.4541217874797705*pi,0.19780835398382424*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.3787680029521583*pi,0.22737343677136912*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.4476155651613406*pi,0.19367509027881402*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.3394041785366105*pi,0.17220456536065898*pi,3.9103595575255703*pi) q[13],q[9];\nRxxyyzz(0.3949931296755401*pi,0.20907546034233837*pi,3.879367890636141*pi) q[14],q[12];\nu3(3.4471451825326915*pi,-0.25015200985227315*pi,0.724231540238603*pi) q[1];\nu3(3.215202140033694*pi,0.7690535777169187*pi,2.378838559380465*pi) q[2];\nu3(3.4424430864009974*pi,-0.3797425998981204*pi,0.9615475526652242*pi) q[3];\nu3(3.392934259574157*pi,3.0010975122848045*pi,0.967044422201589*pi) q[4];\nu3(3.6260799428466526*pi,2.4168201550287463*pi,2.1921241814588046*pi) q[5];\nu3(3.3130491469980887*pi,1.387210524861156*pi,2.3615572158877085*pi) q[6];\nu3(3.6265369910466534*pi,0.04057544561612314*pi,2.0584980624153495*pi) q[7];\nu3(3.4370727034149047*pi,2.584444527148694*pi,0.8395259131935351*pi) q[8];\nu3(3.3815014278259246*pi,0.05443934541137918*pi,0.6854619432167597*pi) q[9];\nu3(3.487578528320596*pi,2.8093597773086443*pi,1.5271416054545095*pi) q[10];\nu3(3.2779349785147343*pi,2.5137724272228064*pi,0.7792251604996078*pi) q[11];\nu3(3.2386133244964066*pi,2.1231529715301054*pi,2.010322397952903*pi) q[12];\nu3(3.582449463010764*pi,-0.30700327790661214*pi,1.787363269473701*pi) q[13];\nu3(3.2639784520619743*pi,1.7290502502618543*pi,2.4953632557021788*pi) q[14];\nRxxyyzz(0.43766062060463096*pi,0.38949399984510086*pi,0.0*pi) q[13],q[0];\nRxxyyzz(0.4024381060084997*pi,0.19112385515761598*pi,0.0*pi) q[2],q[1];\nRxxyyzz(0.46035397456972005*pi,0.3940765703747128*pi,3.8345310476791603*pi) q[8],q[3];\nRxxyyzz(0.3711442031144303*pi,0.30923753455644*pi,3.892955311611491*pi) q[4],q[7];\nRxxyyzz(0.3759642979777952*pi,0.32614038209807733*pi,3.8063496690218117*pi) q[5],q[12];\nRxxyyzz(0.3530618623883498*pi,0.2059089391124822*pi,0.0*pi) q[11],q[6];\nRxxyyzz(0.42836341798129995*pi,0.15739441684318223*pi,0.0*pi) q[14],q[9];\nu3(3.3473375304885087*pi,0.1711905900519448*pi,3.575739719348052*pi) q[0];\nu3(3.5150356809838867*pi,2.87700959577532*pi,2.1870639638064873*pi) q[1];\nu3(3.3031081438791055*pi,3.1209364134163686*pi,4.242164430556145*pi) q[2];\nu3(3.343625124704557*pi,2.724657826147496*pi,0.512945066921608*pi) q[3];\nu3(3.696390994544157*pi,-0.023946794049200304*pi,0.7009696361784754*pi) q[4];\nu3(3.6091170524274827*pi,-0.06270812122060421*pi,2.284025833462059*pi) q[5];\nu3(3.5861841061871997*pi,3.425651596880233*pi,0.9120154658944708*pi) q[6];\nu3(3.204338144417627*pi,3.155305480151182*pi,1.6915356395840102*pi) q[7];\nu3(3.384407440905778*pi,2.761118626996716*pi,1.7070587087417621*pi) q[8];\nu3(3.803911277168076*pi,0.06369301435630659*pi,1.915703913139577*pi) q[9];\nu3(3.4177745646226283*pi,-0.44759036978112093*pi,0.6201846104375685*pi) q[11];\nu3(3.1333809495239886*pi,2.7475520405127005*pi,2.379350653496155*pi) q[12];\nu3(3.266350402046964*pi,2.796249786159435*pi,1.6052580496190134*pi) q[13];\nu3(3.651427606364358*pi,3.247557529608594*pi,0.6841919839355652*pi) q[14];\nRxxyyzz(0.3708260044332203*pi,0.2251809143436195*pi,3.84234996217704*pi) q[0],q[4];\nRxxyyzz(0.4530483745986098*pi,0.18984186037804465*pi,3.84545034178569*pi) q[8],q[1];\nRxxyyzz(0.3352686290506295*pi,0.18126418850929227*pi,3.9519225718638094*pi) q[3],q[9];\nRxxyyzz(0.36056875395108*pi,0.3160518036562757*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.4406684769692698*pi,0.0931134086378524*pi,3.95715522342274*pi) q[11],q[10];\nRxxyyzz(0.3828781061148101*pi,0.12610455343885774*pi,0.0*pi) q[13],q[14];\nu3(3.6877685232648174*pi,2.690548791021458*pi,0.747634307305185*pi) q[0];\nu3(3.694637937342069*pi,1.565328768874041*pi,0.6389617468439353*pi) q[1];\nu3(3.915686627902735*pi,2.8616280186566128*pi,2.2257825481208977*pi) q[3];\nu3(3.31117351814832*pi,0.13374733609324918*pi,1.4375468801359301*pi) q[4];\nu3(3.293213673373841*pi,2.606033791830712*pi,4.27482030086723*pi) q[6];\nu3(3.258203175138488*pi,0.5159655835970085*pi,1.7249080252985083*pi) q[7];\nu3(3.4430720743638683*pi,1.3117008546966527*pi,0.6239101867786587*pi) q[8];\nu3(3.6116056172746074*pi,2.609661780492832*pi,4.450345877423073*pi) q[9];\nu3(3.605113013100866*pi,0.8728384153577129*pi,0.8589767968842574*pi) q[10];\nu3(3.4816237557289447*pi,1.101377992560006*pi,2.48967464021454*pi) q[11];\nu3(3.268255701599992*pi,1.0131974999585776*pi,1.1228480782625678*pi) q[13];\nu3(3.8019507347652985*pi,0.15196856914081747*pi,2.0702395489354597*pi) q[14];\nRxxyyzz(0.45536017500129*pi,0.19595332657179165*pi,3.892495731970691*pi) q[0],q[12];\nRxxyyzz(0.39252560667407976*pi,0.20374159409728954*pi,3.8899899805608005*pi) q[2],q[13];\nRxxyyzz(0.3242552729398602*pi,0.14254408750423408*pi,3.9014050520034296*pi) q[7],q[3];\nRxxyyzz(0.4044998396373597*pi,0.21362054931512242*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.36085617460091957*pi,0.23060023452143774*pi,3.8871135163334998*pi) q[5],q[10];\nRxxyyzz(0.42859156687315925*pi,0.219449988017818*pi,0.0*pi) q[14],q[6];\nRxxyyzz(0.37435778902666617*pi,0.21805470216675604*pi,0.0*pi) q[11],q[8];\nu3(3.411747312489963*pi,-0.3334064829228409*pi,1.1571504214797272*pi) q[0];\nu3(3.680517899773896*pi,-0.14829596737283068*pi,1.0278210436663469*pi) q[2];\nu3(3.2432625168734273*pi,-0.22149168398749686*pi,4.0545270344896425*pi) q[3];\nu3(3.406884584777643*pi,2.3008021035921824*pi,2.299128282586713*pi) q[4];\nu3(3.087955981089164*pi,2.1954899508617904*pi,1.2632782318671043*pi) q[5];\nu3(3.7707768669531934*pi,-0.22235211863902338*pi,0.8996261513628881*pi) q[6];\nu3(3.4474284057053843*pi,3.0111426072549703*pi,1.3815307876753722*pi) q[7];\nu3(3.788184309492848*pi,0.051184137528009876*pi,4.320105686787427*pi) q[8];\nu3(3.7978452671499556*pi,2.4263585220359376*pi,0.8583306721844834*pi) q[9];\nu3(3.8366720484861134*pi,2.2848779425330914*pi,1.7255808280294793*pi) q[10];\nu3(3.2738688419637563*pi,-0.17480054775595433*pi,0.9384184808740139*pi) q[11];\nu3(3.2443618239711*pi,3.4898583671122374*pi,1.0209602059709868*pi) q[12];\nu3(3.7043795775777912*pi,-0.08035902647247017*pi,2.032250244197882*pi) q[13];\nu3(3.402265324985983*pi,0.4990267216571811*pi,0.8070990768043462*pi) q[14];\nRxxyyzz(0.46382614756153995*pi,0.3709856154597465*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.26274212721581025*pi,0.20085952621442305*pi,0.11325489529182198*pi) q[8],q[1];\nRxxyyzz(0.4611928712619954*pi,0.25271375162080656*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.49223044488856327*pi,0.19526458062035612*pi,0.0*pi) q[11],q[3];\nRxxyyzz(0.4004694941651402*pi,0.22016882029996152*pi,0.0969503497474821*pi) q[4],q[13];\nRxxyyzz(0.42180484133006957*pi,0.12291006062678089*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.10985941585144987*pi,0.05072255470473819*pi,0.0*pi) q[7],q[6];\nu3(3.4488841423549634*pi,0.8193434548964056*pi,4.017971152617051*pi) q[0];\nu3(3.8436387675671444*pi,-0.26170690784409834*pi,3.3879532504418775*pi) q[1];\nu3(3.226891255326154*pi,2.396346130017485*pi,1.2455125682065793*pi) q[2];\nu3(3.4214965424432147*pi,3.3821535217755136*pi,1.1487713601012017*pi) q[3];\nu3(3.751341607871133*pi,3.377997338750916*pi,2.728873286032392*pi) q[4];\nu3(3.644250514146743*pi,-0.41634006473839436*pi,1.2165251962095032*pi) q[5];\nu3(3.4811587516231706*pi,-0.33923032256824615*pi,1.8205895323286299*pi) q[6];\nu3(3.254143156328197*pi,2.0386154623331487*pi,2.43982083167416*pi) q[7];\nu3(3.742306678584959*pi,1.0261662098672244*pi,0.5834729591261612*pi) q[8];\nu3(3.5848314697439125*pi,2.716143872960573*pi,0.508382820818658*pi) q[9];\nu3(3.6052208138428727*pi,3.2944576687010096*pi,4.05568948021692*pi) q[10];\nu3(3.236186594928314*pi,2.6514741366271712*pi,2.449254605315789*pi) q[11];\nu3(3.287253377248768*pi,2.859037643452357*pi,1.5427157365255093*pi) q[13];\nu3(3.6673563079021543*pi,0.5133910343052943*pi,1.2301883506305211*pi) q[14];\nRxxyyzz(0.3678482493812104*pi,0.10910253001041514*pi,0.0*pi) q[0],q[4];\nRxxyyzz(0.43529766325301983*pi,0.3239097311219989*pi,3.9006070615849904*pi) q[7],q[1];\nRxxyyzz(0.2996779347632601*pi,0.24550750951286227*pi,0.0*pi) q[8],q[2];\nRxxyyzz(0.4309388337531201*pi,0.33927340132160616*pi,0.05673058310167255*pi) q[3],q[10];\nRxxyyzz(0.4365237008431701*pi,0.3204447830339329*pi,3.8762435565543996*pi) q[5],q[12];\nRxxyyzz(0.45702406030271964*pi,0.34130345749682656*pi,3.925370112308571*pi) q[6],q[13];\nRxxyyzz(0.3505186898845301*pi,0.1441067327054717*pi,0.10294331815431335*pi) q[11],q[14];\nu3(3.35835521257926*pi,0.21471370351223706*pi,1.47116300184072*pi) q[0];\nu3(3.1411851877242514*pi,0.6989461394628742*pi,0.6491239267553315*pi) q[1];\nu3(3.3229490431792765*pi,3.4178652101869282*pi,2.341139552581315*pi) q[2];\nu3(3.1734514799154434*pi,2.8311302554656077*pi,0.9952642617535341*pi) q[3];\nu3(3.5924380133219262*pi,3.3375438506419286*pi,1.2001463406997377*pi) q[4];\nu3(3.3944069525555047*pi,3.031402466345683*pi,2.0286902860964666*pi) q[5];\nu3(3.0589186643475714*pi,2.753200621773961*pi,1.8288333333321507*pi) q[6];\nu3(3.6867799407800117*pi,-0.06198764017336145*pi,0.630281627356327*pi) q[7];\nu3(3.3567575940891095*pi,2.833210785639293*pi,2.231960571461406*pi) q[8];\nu3(3.435994552352784*pi,1.8916791629299503*pi,0.6148298357503316*pi) q[10];\nu3(3.6412650633269537*pi,0.3174918548162029*pi,0.656754985966449*pi) q[11];\nu3(3.622898254359027*pi,1.9295452816746872*pi,2.411047759189459*pi) q[12];\nu3(3.7094553406127404*pi,-0.01509733619370568*pi,0.874584241213952*pi) q[13];\nu3(3.8166086442369807*pi,3.0372710745122724*pi,3.4069591100717456*pi) q[14];\nmeasure q[10] -> c[14];\nRxxyyzz(0.410308175375776*pi,0.2508146551731*pi,0.0*pi) q[0],q[1];\nRxxyyzz(0.49176025222347386*pi,0.401762817885068*pi,0.0*pi) q[9],q[2];\nRxxyyzz(0.47771132825048035*pi,0.3631090648116004*pi,0.0*pi) q[5],q[3];\nRxxyyzz(0.4390392793171004*pi,0.26409492179997607*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.4159663966133102*pi,0.31877603876122157*pi,0.1030784331754049*pi) q[6],q[14];\nRxxyyzz(0.44283568869752*pi,0.2227685748099363*pi,0.05965267303456473*pi) q[8],q[7];\nRxxyyzz(0.35982105178233015*pi,0.2721524133823179*pi,3.8708779957663406*pi) q[11],q[13];\nu3(3.656227562133062*pi,-0.1268880307088076*pi,2.049642997573737*pi) q[0];\nu3(3.5735158900985593*pi,1.416205371342878*pi,1.6370300833599667*pi) q[1];\nu3(3.5531374370682762*pi,-0.38175152488062736*pi,0.9403810015346685*pi) q[2];\nu3(3.5042804417432913*pi,0.9811153534512411*pi,1.6171502578819534*pi) q[3];\nu3(3.4142690660529027*pi,1.5243276961159493*pi,1.8583266472099493*pi) q[4];\nu3(3.492066320050615*pi,2.7555130312752985*pi,4.035221240940579*pi) q[5];\nu3(3.5250631490768987*pi,-0.4376104425907994*pi,4.23373689015222*pi) q[6];\nu3(3.1995552013083035*pi,1.1326110386470534*pi,4.011409906624808*pi) q[7];\nu3(3.88287711112591*pi,1.7258910661917595*pi,4.425739448291329*pi) q[8];\nu3(3.3464201418729504*pi,0.4200972063612438*pi,1.321405443311003*pi) q[9];\nu3(1.3210882888030493*pi,3.03512575087671*pi,0.5273032763591097*pi) q[11];\nu3(3.3721596215866545*pi,1.3246470086923599*pi,1.7240669729973777*pi) q[12];\nu3(0.9512223450503104*pi,0.6236289662072791*pi,1.2044291936799398*pi) q[13];\nu3(3.7307996533051058*pi,1.7632719176961533*pi,0.7504382668246*pi) q[14];\nmeasure q[8] -> c[0];\nmeasure q[7] -> c[1];\nmeasure q[2] -> c[2];\nmeasure q[5] -> c[3];\nmeasure q[12] -> c[4];\nmeasure q[3] -> c[5];\nmeasure q[11] -> c[6];\nmeasure q[1] -> c[7];\nmeasure q[6] -> c[8];\nmeasure q[14] -> c[9];\nmeasure q[13] -> c[10];\nmeasure q[9] -> c[11];\nmeasure q[4] -> c[12];\nmeasure q[0] -> c[13];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.418344274758339*pi,0.22817352907519295*pi,3.761279270045459*pi) q[0];\nu3(3.5595425150356474*pi,-0.3799636151488526*pi,1.3639201089909823*pi) q[1];\nu3(3.3252300174528626*pi,2.8671956342693132*pi,0.7381623711306522*pi) q[2];\nu3(3.245012508150603*pi,3.0314982893217746*pi,0.6358563807548141*pi) q[3];\nu3(3.394047910417906*pi,-0.4386922821700996*pi,1.748981356734983*pi) q[4];\nu3(3.234627722477066*pi,0.4266065406557831*pi,1.1356993625817802*pi) q[5];\nu3(3.3499784275821693*pi,-0.1628559714490342*pi,1.0192746936031902*pi) q[6];\nu3(3.233782379125265*pi,0.6422666941343362*pi,1.8453417179413787*pi) q[7];\nu3(3.314534231258527*pi,0.4281025108262577*pi,3.9432300110286485*pi) q[8];\nu3(3.161851082108538*pi,2.896039704060127*pi,3.692205980102627*pi) q[9];\nu3(3.2433361614397764*pi,2.9710773706891915*pi,4.274632939110365*pi) q[10];\nu3(3.3719271771741726*pi,3.020118378868177*pi,3.9152649004662683*pi) q[11];\nu3(3.7328488432552964*pi,3.246490810142782*pi,4.242347952574726*pi) q[12];\nu3(3.193938540300502*pi,1.3844278382970625*pi,2.1936722734034397*pi) q[13];\nu3(3.2987815854179474*pi,2.356444589971825*pi,1.5426808147642292*pi) q[14];\nRxxyyzz(0.294536015716897*pi,0.134543361916732*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.4157300820472397*pi,0.3492785353907734*pi,3.9288832589811005*pi) q[1],q[2];\nRxxyyzz(0.42072072484952033*pi,0.275481412903606*pi,0.1508266547820974*pi) q[3],q[12];\nRxxyyzz(0.4119252882911635*pi,0.26518974739254286*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.36026995062594047*pi,0.22012862287651558*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.2937036875883702*pi,0.19824121206103618*pi,3.84337469194972*pi) q[6],q[8];\nRxxyyzz(0.39825706699646024*pi,0.21134189385351354*pi,0.0*pi) q[7],q[11];\nu3(3.493962254136251*pi,0.8461750435630782*pi,0.9882979771073426*pi) q[0];\nu3(3.6796968713858664*pi,2.753585848015516*pi,1.8002382403148394*pi) q[1];\nu3(3.3796164198779453*pi,3.046108103522425*pi,2.17450444465895*pi) q[2];\nu3(3.3659497825492317*pi,2.071424545183774*pi,0.6030939359827601*pi) q[3];\nu3(3.5220767083505726*pi,2.05978498268679*pi,1.3027066529821325*pi) q[4];\nu3(3.20679231032415*pi,3.310512345107951*pi,1.4030688952142567*pi) q[5];\nu3(3.7362712291754754*pi,0.45265552641312135*pi,1.1984116390841597*pi) q[6];\nu3(3.515241616607738*pi,-0.16854487945913804*pi,0.7434801129351416*pi) q[7];\nu3(3.7410561023395577*pi,2.752130556965242*pi,0.716732505108415*pi) q[8];\nu3(3.663611594117026*pi,0.12625923562923924*pi,2.3391749327061855*pi) q[10];\nu3(3.2314774738558074*pi,3.0852983979326587*pi,4.200636801004956*pi) q[11];\nu3(3.114029396573482*pi,3.417093955004292*pi,4.3599654506593595*pi) q[12];\nu3(3.608525620550291*pi,-0.18270661758342238*pi,2.1691590014196542*pi) q[13];\nu3(3.5004895293368277*pi,2.6535187850705158*pi,1.0024327393438845*pi) q[14];\nRxxyyzz(0.38320689977466005*pi,0.34387883303815786*pi,0.16589216354673414*pi) q[1],q[5];\nRxxyyzz(0.3783859835362198*pi,0.31178529454453596*pi,3.846910794551271*pi) q[2],q[13];\nRxxyyzz(0.40476681848410945*pi,0.33846367424549934*pi,3.8505242877776795*pi) q[3],q[4];\nRxxyyzz(0.4461262985856229*pi,0.10971080770213093*pi,0.0*pi) q[14],q[6];\nRxxyyzz(0.3254241526734708*pi,0.20402059905681402*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.37212803215324997*pi,0.21372974547661994*pi,0.043543108092572204*pi) q[9],q[11];\nu3(3.1961747313040085*pi,3.4320097715209257*pi,2.7616105545050935*pi) q[1];\nu3(3.831872296116439*pi,3.442121541685714*pi,1.0598979720177972*pi) q[2];\nu3(3.3414198302327454*pi,3.4719666703430523*pi,1.0876876424540844*pi) q[3];\nu3(3.7576233965887167*pi,3.4853816355459393*pi,0.619532224073069*pi) q[4];\nu3(3.515152347334388*pi,1.2015129683697008*pi,4.488524569437004*pi) q[5];\nu3(3.065377768035965*pi,-0.0290430955486376*pi,1.0229091991971324*pi) q[6];\nu3(3.315153556236199*pi,2.2585981747908668*pi,2.2309362438857514*pi) q[7];\nu3(3.9438193646749586*pi,0.07979350246834072*pi,3.1305263413912727*pi) q[9];\nu3(3.298316732914688*pi,2.6046831587815316*pi,0.5974644263851712*pi) q[11];\nu3(3.4288379938728237*pi,-0.09078513527920168*pi,2.18598535610131*pi) q[12];\nu3(3.6306044496226115*pi,-0.2916420961275764*pi,1.846547929827417*pi) q[13];\nu3(3.7010433309295485*pi,3.350630021863632*pi,3.913397040270887*pi) q[14];\nRxxyyzz(0.3946338781745301*pi,0.23690374006861448*pi,0.0*pi) q[0],q[4];\nRxxyyzz(0.41626370192346984*pi,0.16061234391325022*pi,3.9240625354385394*pi) q[1],q[8];\nRxxyyzz(0.4976962042156501*pi,0.21122767256808206*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.4156541662057799*pi,0.21301427324689215*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.4447910515854492*pi,0.17087965793961069*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.4661421645291802*pi,0.1955522295563683*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.4181687501119602*pi,0.4084141369709526*pi,0.0*pi) q[10],q[11];\nu3(3.4917092383690935*pi,3.0604323967944107*pi,1.019887311465519*pi) q[0];\nu3(3.576973050910063*pi,-0.3050991830625819*pi,1.257784045235899*pi) q[1];\nu3(3.346315917716015*pi,0.6396379647469441*pi,0.7360112880833791*pi) q[2];\nu3(3.1580768653062234*pi,0.61248786989387*pi,1.0385164618462488*pi) q[3];\nu3(3.2089229763668183*pi,-0.006101599367048016*pi,0.9505572786096493*pi) q[4];\nu3(3.3903516811158756*pi,-0.30812675447801197*pi,1.024418344523621*pi) q[5];\nu3(3.298912949833487*pi,0.38194209465035844*pi,0.7525750303920162*pi) q[6];\nu3(3.5153355816949645*pi,2.6326008962734457*pi,1.9870420889207625*pi) q[7];\nu3(3.3864839158833733*pi,2.996442648987545*pi,1.747754846210027*pi) q[8];\nu3(3.5025399410326203*pi,2.3377758444185077*pi,1.2683312792742893*pi) q[10];\nu3(3.5859611569023127*pi,-0.24868595863743814*pi,2.234661417646117*pi) q[11];\nu3(3.8303206617219585*pi,0.5175303956441264*pi,1.0160107095832478*pi) q[12];\nu3(3.412152365372788*pi,2.8012639296192376*pi,1.6014207062821242*pi) q[13];\nu3(3.9166967833370867*pi,3.158900547327164*pi,1.0381607727399222*pi) q[14];\nRxxyyzz(0.4438926599227102*pi,0.1773198700873604*pi,0.0*pi) q[2],q[0];\nRxxyyzz(0.23026068853301068*pi,0.1633504766457139*pi,0.10068787965665749*pi) q[1],q[9];\nRxxyyzz(0.42006577064197026*pi,0.2395039314706242*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.4384887127511198*pi,0.28052470636604676*pi,3.9390821643379006*pi) q[6],q[4];\nRxxyyzz(0.45014869518075007*pi,0.3285613722580473*pi,3.9578719857393296*pi) q[11],q[5];\nRxxyyzz(0.4087760993549797*pi,0.2028101811799599*pi,0.10326552579364548*pi) q[10],q[8];\nRxxyyzz(0.43184498736231014*pi,0.11366781070996804*pi,3.93812059898295*pi) q[12],q[14];\nu3(3.3744236645700147*pi,-0.4681827493297971*pi,2.0424067949179374*pi) q[0];\nu3(3.3861912144626927*pi,2.789691318755645*pi,3.724020788643454*pi) q[1];\nu3(3.0987383209577777*pi,3.062902909547785*pi,1.4285751609586075*pi) q[2];\nu3(3.1705411764128972*pi,3.4517089757013544*pi,1.0519577229969959*pi) q[3];\nu3(3.4587463828209124*pi,1.0280912260041553*pi,2.449784393994168*pi) q[4];\nu3(3.4211222057723365*pi,3.257334230167504*pi,0.9208649440078194*pi) q[5];\nu3(3.6653520099225636*pi,-0.27633206715660175*pi,1.2623081014595994*pi) q[6];\nu3(3.191381312894062*pi,0.47216845002933994*pi,2.4461501596455992*pi) q[7];\nu3(3.2278042117175954*pi,0.19775027984538562*pi,4.377975465094328*pi) q[8];\nu3(3.19496107256823*pi,0.2797256123719438*pi,4.093089500963571*pi) q[9];\nu3(3.51972089448849*pi,2.8863460999032577*pi,1.7839314944239102*pi) q[10];\nu3(3.3179546395036184*pi,-0.4931300039270201*pi,2.0506556380578207*pi) q[11];\nu3(3.567834764904627*pi,-0.11532531789938227*pi,1.0106706756855182*pi) q[12];\nu3(3.8095997688741927*pi,0.7603693371565203*pi,1.9585687093830453*pi) q[14];\nRxxyyzz(0.21316235487733093*pi,0.04463602673697609*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.3965801203217596*pi,0.12083667800362725*pi,0.039199585445857256*pi) q[1],q[3];\nRxxyyzz(0.4571634294711303*pi,0.1374685519442775*pi,3.8961361148456*pi) q[2],q[11];\nRxxyyzz(0.43613960571786026*pi,0.3153131097885975*pi,0.0*pi) q[13],q[4];\nRxxyyzz(0.4235990397936194*pi,0.17064695958932902*pi,3.94491288916218*pi) q[10],q[6];\nRxxyyzz(0.4417050523685707*pi,0.18243343347001204*pi,3.914352409691359*pi) q[12],q[7];\nRxxyyzz(0.2894397845948927*pi,0.06820424057969987*pi,0.0*pi) q[14],q[9];\nu3(3.224144543209032*pi,0.34617815630491233*pi,2.4852844286467883*pi) q[0];\nu3(3.3984038174149953*pi,2.1837893304815816*pi,4.008887528637447*pi) q[1];\nu3(3.6214823769685447*pi,-0.4947449341110581*pi,1.4256707400614328*pi) q[2];\nu3(3.2413290042842133*pi,0.6942895509240248*pi,3.912965223757118*pi) q[3];\nu3(3.553446916413916*pi,1.6390195268306162*pi,1.5189016864989444*pi) q[4];\nu3(3.434851801799766*pi,0.7278379729994069*pi,1.3503783685446116*pi) q[5];\nu3(3.8253461836487097*pi,0.6402589648545962*pi,1.2726315691879755*pi) q[6];\nu3(3.4121057702717814*pi,2.754721900308953*pi,1.6946730105620316*pi) q[7];\nu3(3.5025556163819354*pi,0.23171835939532304*pi,1.67654872724714*pi) q[9];\nu3(3.5978949292337536*pi,1.7582466604470062*pi,0.6502754123694898*pi) q[10];\nu3(3.4720509586651147*pi,0.6971432416810321*pi,1.9299718999657833*pi) q[11];\nu3(3.860827380902818*pi,3.0283387831852187*pi,1.666116297810801*pi) q[12];\nu3(3.5530466277411907*pi,3.4794786737852323*pi,0.6424216182287477*pi) q[13];\nu3(3.2455581279800874*pi,1.66223400009308*pi,4.4024253994273375*pi) q[14];\nRxxyyzz(0.31734237878228055*pi,0.053319703607729085*pi,0.0*pi) q[1],q[0];\nRxxyyzz(0.3343756467734095*pi,0.15641958960158286*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.4032751690809691*pi,0.1658937986566708*pi,3.9520252484027396*pi) q[10],q[4];\nRxxyyzz(0.4544697796334308*pi,0.20544757203885444*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.4279430153833004*pi,0.2969761850774303*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.44927229473071995*pi,0.4249533505288634*pi,3.93334324884447*pi) q[13],q[11];\nRxxyyzz(0.3585192521104998*pi,0.2113455765147556*pi,3.8764143906954396*pi) q[12],q[14];\nu3(3.667269794667121*pi,-0.07654032718585052*pi,0.7265422626467903*pi) q[0];\nu3(3.479230322324055*pi,2.787065647991473*pi,1.3674672372542247*pi) q[1];\nu3(3.738888932870265*pi,0.036444209267293304*pi,1.9436585953336944*pi) q[2];\nu3(3.2124213196910754*pi,-0.35645463872765865*pi,1.5996540445548253*pi) q[4];\nu3(3.838647862496132*pi,0.5781722863960899*pi,4.269999141368952*pi) q[5];\nu3(3.477414268904637*pi,1.99148775686598*pi,1.5871537534202091*pi) q[6];\nu3(3.7691675961380673*pi,2.4857932247329773*pi,1.5904480381952952*pi) q[7];\nu3(3.1151863372432835*pi,3.2464788369049558*pi,1.1398334049616625*pi) q[8];\nu3(3.183016556814226*pi,2.94566610029164*pi,2.092158523315433*pi) q[9];\nu3(3.5695819075509747*pi,2.954731294181864*pi,1.6502192264863154*pi) q[10];\nu3(3.145633587135511*pi,3.3372855828862535*pi,0.9157352331764135*pi) q[11];\nu3(3.76647760814312*pi,2.5607383801571526*pi,1.9778720014384734*pi) q[12];\nu3(3.4092684800594446*pi,0.36799737228362084*pi,0.5787293075188747*pi) q[13];\nu3(3.6815665424171975*pi,-0.12905175263604574*pi,0.5825378214657237*pi) q[14];\nRxxyyzz(0.46152463525432996*pi,0.09775039639510841*pi,0.0*pi) q[2],q[0];\nRxxyyzz(0.3501289355635092*pi,0.30309289712843934*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.4628457667285999*pi,0.20134435059089917*pi,0.0*pi) q[14],q[3];\nRxxyyzz(0.4099777543261298*pi,0.11049717445377372*pi,0.0*pi) q[13],q[4];\nRxxyyzz(0.31612713089272*pi,0.18642124764273538*pi,0.05394132541947627*pi) q[6],q[5];\nRxxyyzz(0.36649109653158*pi,0.12531943809817309*pi,3.925411628797701*pi) q[12],q[8];\nRxxyyzz(0.2667833967638802*pi,0.12772279011195042*pi,0.0*pi) q[10],q[11];\nu3(3.38702249195025*pi,3.325846035922937*pi,3.8871313712898647*pi) q[0];\nu3(3.85197703291506*pi,2.4905593596977824*pi,4.44966808351859*pi) q[1];\nu3(3.403109673095676*pi,3.230706005864448*pi,2.4722257291126546*pi) q[2];\nu3(3.6740348812908175*pi,2.866057119418319*pi,4.236934511781423*pi) q[3];\nu3(3.315266525985828*pi,3.185332715458231*pi,0.8915104257486984*pi) q[4];\nu3(3.427403516349296*pi,3.013758597276233*pi,3.656739378844301*pi) q[5];\nu3(3.570033101054154*pi,3.4408675047021715*pi,2.3492077363441464*pi) q[6];\nu3(3.4468905004160235*pi,-0.3902052638869571*pi,1.9308487224213138*pi) q[8];\nu3(3.213269954181423*pi,3.4271673602520556*pi,1.604080636259851*pi) q[9];\nu3(3.6480255191023536*pi,0.5333409823979651*pi,0.726338416625147*pi) q[10];\nu3(3.134551203525316*pi,1.9563977661154177*pi,1.2953302566658176*pi) q[11];\nu3(3.15197096155921*pi,-0.17810284590031034*pi,1.0562737979458685*pi) q[12];\nu3(3.478379667597836*pi,3.3417516390931987*pi,1.2597937426912869*pi) q[13];\nu3(3.4781274540947686*pi,2.764551982439314*pi,1.3564521913777932*pi) q[14];\nRxxyyzz(0.35106593743764913*pi,0.20525281158793796*pi,0.09896886823017326*pi) q[0],q[11];\nRxxyyzz(0.28138034510542564*pi,0.23094984131874352*pi,0.0*pi) q[9],q[2];\nRxxyyzz(0.3802341679435698*pi,0.23448830759843062*pi,0.18798300817803867*pi) q[13],q[3];\nRxxyyzz(0.28683416998684985*pi,0.13862434929207712*pi,0.09331325901230159*pi) q[14],q[4];\nRxxyyzz(0.29602204484118944*pi,0.14982774598724813*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.4787966317416038*pi,0.29761516564059076*pi,0.0*pi) q[10],q[6];\nRxxyyzz(0.38210526411192*pi,0.2905077321705982*pi,0.12206592035101403*pi) q[12],q[7];\nu3(3.509398469221708*pi,2.9261395342449803*pi,1.4027650407450358*pi) q[0];\nu3(3.758042530587196*pi,1.9974955627982438*pi,1.5145277790619405*pi) q[2];\nu3(3.4157540158269057*pi,-0.3907778571845937*pi,4.050244137821253*pi) q[3];\nu3(3.4615812161759196*pi,-0.0020881124392532757*pi,1.891284738123803*pi) q[4];\nu3(3.5549932537939797*pi,0.7018149938929485*pi,0.8099737004696186*pi) q[5];\nu3(3.3543917241999144*pi,-0.17972135292629343*pi,1.000005720891163*pi) q[6];\nu3(3.644093970925482*pi,0.7081923482073491*pi,1.2200354838133278*pi) q[7];\nu3(3.303754957130974*pi,0.9802677528571129*pi,1.1163809574498418*pi) q[8];\nu3(3.3068184430073937*pi,3.040910919906771*pi,0.7526220203816592*pi) q[9];\nu3(3.141468464516984*pi,-0.41367042931392983*pi,0.7984246445896446*pi) q[10];\nu3(3.6117097013914212*pi,-0.15326681949210108*pi,1.8969265406377063*pi) q[11];\nu3(3.3361539012541153*pi,3.4617545645951155*pi,1.4788599529992188*pi) q[12];\nu3(3.8010086328227812*pi,3.456704603202622*pi,1.5417135103048816*pi) q[13];\nu3(3.4024413271955947*pi,-0.19306751489265284*pi,0.5320733785727869*pi) q[14];\nRxxyyzz(0.3510399541318502*pi,0.23375687615377005*pi,3.8176954531033296*pi) q[0],q[5];\nRxxyyzz(0.3852543060741499*pi,0.27787702322413943*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.3343275773581298*pi,0.17203482537913484*pi,0.050996422473914116*pi) q[2],q[3];\nRxxyyzz(0.4532723837529198*pi,0.1605400292411706*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.2730388042174403*pi,0.14589762804789796*pi,0.0*pi) q[10],q[7];\nRxxyyzz(0.26810896606862333*pi,0.11965328120366714*pi,0.0*pi) q[13],q[8];\nRxxyyzz(0.4526766842370602*pi,0.4331346174002003*pi,0.07149373651002122*pi) q[12],q[14];\nu3(3.631261081333959*pi,2.929211443027081*pi,1.459356962299898*pi) q[0];\nu3(3.7702518851460765*pi,-0.025001827269837185*pi,0.5525329959513856*pi) q[1];\nu3(3.6298929011849723*pi,0.17717130295180405*pi,1.940931456281961*pi) q[2];\nu3(3.4550103462978585*pi,0.634978515691214*pi,4.44755554617737*pi) q[3];\nu3(3.6814856774980433*pi,0.7042151527830018*pi,0.7709657116199968*pi) q[5];\nu3(3.365115040516014*pi,-0.01717070098261636*pi,0.8027425656787864*pi) q[6];\nu3(3.4469739773724077*pi,2.9048035306653386*pi,0.5050413000280589*pi) q[7];\nu3(3.518311867862135*pi,0.6732030888546818*pi,1.7781151303160103*pi) q[8];\nu3(3.2290962266433016*pi,0.9960912767512065*pi,1.1058349114960409*pi) q[9];\nu3(3.3136396626571556*pi,2.2439064688332726*pi,1.6936542146455453*pi) q[10];\nu3(3.5146152129652926*pi,2.369645174524935*pi,0.7219198014465115*pi) q[11];\nu3(3.314735067397102*pi,0.9916803030065426*pi,1.121589965306811*pi) q[12];\nu3(3.798624592784506*pi,3.4585274833308004*pi,3.7761180500115685*pi) q[13];\nu3(3.7611459458050014*pi,3.134075335994617*pi,4.248101864357241*pi) q[14];\nRxxyyzz(0.31158311442781944*pi,0.27094249843571383*pi,3.94027331417438*pi) q[1],q[3];\nRxxyyzz(0.4391251511927396*pi,0.2768042145796786*pi,3.86535378511865*pi) q[2],q[9];\nRxxyyzz(0.42748886758815996*pi,0.269742686883451*pi,3.8837596314290495*pi) q[10],q[4];\nRxxyyzz(0.45744096665129025*pi,0.3486970957992074*pi,3.944650439978711*pi) q[6],q[5];\nRxxyyzz(0.33466642386684065*pi,0.15400866725181306*pi,0.0*pi) q[7],q[14];\nRxxyyzz(0.3997001290526757*pi,0.21700083995315556*pi,0.0*pi) q[12],q[8];\nRxxyyzz(0.3640737467600998*pi,0.1755903169092772*pi,3.8535657938885706*pi) q[13],q[11];\nu3(3.2220173262508327*pi,0.6858670122988124*pi,1.7815022788965307*pi) q[1];\nu3(3.744582274704452*pi,0.3764324637762684*pi,2.1857584463690825*pi) q[2];\nu3(3.781352154014678*pi,2.468285113165432*pi,0.6998579383549624*pi) q[3];\nu3(3.1322860405047552*pi,0.2658141170461473*pi,1.6517044123182232*pi) q[4];\nu3(3.1590186696416818*pi,-0.13396160140031066*pi,2.4165312901373994*pi) q[5];\nu3(3.7913969812054815*pi,2.7792142680277925*pi,1.5120870871304353*pi) q[6];\nu3(3.470424412971457*pi,0.034359336089977544*pi,0.6033111613771913*pi) q[7];\nu3(3.3814596744914*pi,-0.49949043977815855*pi,0.7940965288474855*pi) q[8];\nu3(3.2365044284535482*pi,2.953296577547876*pi,1.8868486250355367*pi) q[9];\nu3(3.512633960203989*pi,3.4094986621362113*pi,2.2860114274965184*pi) q[10];\nu3(3.630500449234332*pi,0.940908270356136*pi,2.064454641424946*pi) q[11];\nu3(3.688665542361204*pi,1.8727774432506*pi,0.6030701974130035*pi) q[12];\nu3(3.915879345148784*pi,-0.3632262429232365*pi,1.4581452704384699*pi) q[13];\nu3(3.6786086786045464*pi,-0.34168458003393387*pi,1.6276284524842157*pi) q[14];\nRxxyyzz(0.38643829479593017*pi,0.31409305464964477*pi,0.03944776702924779*pi) q[0],q[4];\nRxxyyzz(0.41612583936504954*pi,0.17654466331274002*pi,0.08216307253753988*pi) q[6],q[1];\nRxxyyzz(0.45882906753254016*pi,0.2137720982390609*pi,0.06749649969621169*pi) q[2],q[13];\nRxxyyzz(0.33066786869432907*pi,0.18467535910991506*pi,0.0*pi) q[11],q[3];\nRxxyyzz(0.4302642729464595*pi,0.18736763630699527*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.40785204372898987*pi,0.36241310340108424*pi,0.21738215907814418*pi) q[14],q[10];\nu3(3.3007208913764785*pi,2.776371210768763*pi,4.254809954752414*pi) q[0];\nu3(3.827093491640745*pi,3.3213779974432125*pi,1.4014427555506932*pi) q[1];\nu3(3.4570229367526384*pi,2.6278636623570244*pi,0.6494941956260998*pi) q[2];\nu3(3.1863171720963206*pi,0.5676560162985123*pi,0.9299520893082397*pi) q[3];\nu3(3.270759858093269*pi,-0.3223659758766232*pi,2.8503215930050403*pi) q[4];\nu3(3.2417818974951595*pi,2.8319293003546893*pi,2.2475714936768836*pi) q[5];\nu3(3.653513291506256*pi,0.26725641803278855*pi,4.267148788306389*pi) q[6];\nu3(3.744438537537643*pi,0.11582190542381021*pi,2.4892574270159287*pi) q[9];\nu3(3.5547309738336224*pi,0.6531950424753243*pi,0.8013834310240536*pi) q[10];\nu3(3.4528411367990177*pi,2.614685061342753*pi,1.8002299731400926*pi) q[11];\nu3(3.545957097866108*pi,3.3718647739997416*pi,2.630982459567137*pi) q[13];\nu3(3.3262080783595196*pi,-0.3476445077571162*pi,3.812678955102087*pi) q[14];\nRxxyyzz(0.37219888399956974*pi,0.29252514500469745*pi,3.86862750871912*pi) q[0],q[13];\nRxxyyzz(0.3340900802365301*pi,0.23390629608971847*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.3092134586082897*pi,0.2145631212843333*pi,3.936827068718891*pi) q[2],q[12];\nRxxyyzz(0.4592788983196501*pi,0.33921256303887365*pi,3.89494510324335*pi) q[3],q[5];\nRxxyyzz(0.40316267903033953*pi,0.0650362292058102*pi,0.0*pi) q[6],q[4];\nRxxyyzz(0.46024153512264*pi,0.22365063284805786*pi,0.0*pi) q[8],q[10];\nRxxyyzz(0.44526311548330355*pi,0.29528274422429*pi,0.0*pi) q[14],q[11];\nu3(3.0486624793165724*pi,-0.13245170922586647*pi,1.0360256647185504*pi) q[0];\nu3(3.5548090218580723*pi,3.447898489924749*pi,4.385749287981662*pi) q[1];\nu3(3.6567654228272715*pi,-0.26541600165872714*pi,4.14668229917657*pi) q[2];\nu3(3.7674595583128085*pi,0.8876150718540583*pi,2.0961956659547463*pi) q[3];\nu3(3.143451192370635*pi,-0.36292994072220974*pi,0.8228655131566822*pi) q[4];\nu3(3.46076342578449*pi,3.3187733521694223*pi,1.4513024122731104*pi) q[5];\nu3(3.1993886814045664*pi,-0.00958690804569079*pi,0.6078803302100808*pi) q[6];\nu3(3.085190171423324*pi,-0.12007920773991959*pi,1.1430424509089443*pi) q[7];\nu3(3.5480757731564907*pi,-0.4559480721740801*pi,0.8117343862610036*pi) q[8];\nu3(3.7792786934091933*pi,0.5027043203857398*pi,0.7116890209916121*pi) q[10];\nu3(3.907749061758194*pi,2.848812645584839*pi,0.817331943230355*pi) q[11];\nu3(3.3971972350172677*pi,-0.30947817872765093*pi,3.85644393636149*pi) q[12];\nu3(3.371314653419874*pi,3.332536047559368*pi,1.2784771723192128*pi) q[13];\nu3(3.766224839980216*pi,3.4242511657227928*pi,3.781571053871653*pi) q[14];\nRxxyyzz(0.43468292992294*pi,0.37736567362208184*pi,0.10239468605107582*pi) q[0],q[3];\nRxxyyzz(0.4453981936535501*pi,0.19738727574266962*pi,3.9219967591140303*pi) q[1],q[14];\nRxxyyzz(0.40126293703088*pi,0.28152895399041494*pi,0.06636090052694041*pi) q[2],q[5];\nRxxyyzz(0.4517702531565201*pi,0.14619621466896726*pi,0.10027924805283003*pi) q[9],q[6];\nRxxyyzz(0.43648534272326955*pi,0.2302867976880556*pi,0.0*pi) q[7],q[10];\nRxxyyzz(0.4566053784624504*pi,0.08087240340207102*pi,0.0*pi) q[8],q[13];\nRxxyyzz(0.4407255459724999*pi,0.3581963236764756*pi,0.0*pi) q[12],q[11];\nu3(3.3953988746239574*pi,0.29558814354595975*pi,1.1415410771167693*pi) q[0];\nu3(3.331092283313908*pi,-0.2531759461221067*pi,2.249533450340654*pi) q[1];\nu3(3.6076707847231764*pi,1.0545648651382606*pi,4.133630194507035*pi) q[2];\nu3(3.5611244438100336*pi,3.0219637293532715*pi,1.7745900270339516*pi) q[3];\nu3(3.5161684916749163*pi,1.1596562015895049*pi,4.463420188401118*pi) q[5];\nu3(3.71648140170607*pi,0.2518201933280346*pi,0.711113048373353*pi) q[6];\nu3(3.365518482646916*pi,-0.3736494777940995*pi,1.3701367267597773*pi) q[7];\nu3(3.408594933100805*pi,1.8631104767025723*pi,1.1850246932412074*pi) q[8];\nu3(3.663990851591632*pi,2.1904995607740414*pi,1.682857100943632*pi) q[9];\nu3(3.5367564623761574*pi,3.423826884037199*pi,3.875736389221295*pi) q[10];\nu3(3.0996816458158083*pi,0.9002960796504524*pi,1.0770538708700816*pi) q[11];\nu3(3.032555141051599*pi,3.09377932969498*pi,1.5030767440285016*pi) q[12];\nu3(3.6878570824411296*pi,0.3959619276147023*pi,2.219592308427841*pi) q[13];\nu3(3.7414936361173705*pi,2.7236070413970332*pi,1.4558648171608455*pi) q[14];\nmeasure q[9] -> c[8];\nRxxyyzz(0.38811103831951*pi,0.32595853850333495*pi,0.1541329087819609*pi) q[0],q[14];\nRxxyyzz(0.37419090994647997*pi,0.12888373147562415*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.22670964248054*pi,0.16179309489127203*pi,3.9597733497275094*pi) q[4],q[2];\nRxxyyzz(0.41454590033105976*pi,0.31977761688628337*pi,0.07010951805073501*pi) q[10],q[3];\nRxxyyzz(0.38081550971543987*pi,0.19149700052940943*pi,0.0*pi) q[13],q[5];\nRxxyyzz(0.47466322202252254*pi,0.30110817321352745*pi,0.0*pi) q[12],q[8];\nu3(3.3353066799776174*pi,2.9084397845668724*pi,1.7159411976802907*pi) q[0];\nu3(3.4220185698025696*pi,-0.35700660088104536*pi,0.5814393721285345*pi) q[1];\nu3(3.5477284372657785*pi,3.4987486185652155*pi,2.465027067181365*pi) q[2];\nu3(3.8707394706947498*pi,2.380302410810367*pi,4.273877444955529*pi) q[3];\nu3(3.627104948820681*pi,0.5103549324822023*pi,0.6479425606284033*pi) q[4];\nu3(3.529590789992573*pi,0.855554249098124*pi,2.0495330223338266*pi) q[5];\nu3(3.2896110763340083*pi,-0.26785445017659293*pi,2.1253601386845755*pi) q[8];\nu3(3.7005655421340244*pi,0.685339551665483*pi,4.498044637797626*pi) q[10];\nu3(3.349416872304643*pi,-0.00879924856053882*pi,0.707267938191632*pi) q[11];\nu3(3.307279389044118*pi,3.274509683560222*pi,0.6247846665817702*pi) q[12];\nu3(3.535633591161948*pi,0.16779051629911657*pi,4.1810697078629*pi) q[13];\nu3(3.3120553203244683*pi,-0.3288300925662654*pi,3.2821465804603975*pi) q[14];\nRxxyyzz(0.40338690120023996*pi,0.19392169224962438*pi,0.15431385879157636*pi) q[12],q[0];\nRxxyyzz(0.43795122639177997*pi,0.36628246543274434*pi,0.20858417244194905*pi) q[1],q[3];\nRxxyyzz(0.3867462867498502*pi,0.237118170510636*pi,3.9209893488038308*pi) q[2],q[13];\nRxxyyzz(0.36142231687716025*pi,0.17057108600916898*pi,0.10434414832035967*pi) q[4],q[11];\nRxxyyzz(0.35071803112725997*pi,0.13081798005869016*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.39649988617332355*pi,0.12722451845039073*pi,0.0*pi) q[8],q[6];\nRxxyyzz(0.46982104915189415*pi,0.19490660601968035*pi,0.0*pi) q[10],q[14];\nu3(3.484884797373172*pi,0.30051447050598346*pi,3.3890426295771343*pi) q[0];\nu3(3.6706346403726697*pi,3.281928617991967*pi,3.8414997038849665*pi) q[1];\nu3(3.4830306480579636*pi,2.7396457185326817*pi,1.8600885611196434*pi) q[2];\nu3(3.1601390231897923*pi,-0.05583883559124858*pi,4.116403474425471*pi) q[3];\nu3(3.1953232029761582*pi,3.39970654222394*pi,1.8823075627469033*pi) q[4];\nu3(1.2178580951633227*pi,-0.24256319232283835*pi,0.5874730739237223*pi) q[5];\nu3(3.448563756135804*pi,0.8665621617120614*pi,1.6182357578733093*pi) q[6];\nu3(0.43251634890082397*pi,-0.22306647429150994*pi,1.3334980173099904*pi) q[7];\nu3(3.415317433885571*pi,3.2158299600515265*pi,1.9863531310394391*pi) q[8];\nu3(3.437661149617901*pi,-0.2987852474512378*pi,1.1066742772520168*pi) q[10];\nu3(3.384856712896596*pi,-0.18881653591539038*pi,1.2764011597081177*pi) q[11];\nu3(3.1286184481273707*pi,0.2452683044490973*pi,4.228806531579326*pi) q[12];\nu3(3.5302159301535534*pi,0.06255972546159816*pi,1.3288412652817667*pi) q[13];\nu3(3.3635353258807603*pi,3.3512778101681135*pi,0.914126535585075*pi) q[14];\nmeasure q[4] -> c[0];\nmeasure q[2] -> c[1];\nmeasure q[11] -> c[2];\nmeasure q[6] -> c[3];\nmeasure q[1] -> c[4];\nmeasure q[12] -> c[5];\nmeasure q[0] -> c[6];\nmeasure q[13] -> c[7];\nmeasure q[14] -> c[9];\nmeasure q[7] -> c[10];\nmeasure q[3] -> c[11];\nmeasure q[10] -> c[12];\nmeasure q[5] -> c[13];\nmeasure q[8] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.3946508401377784*pi,0.6244154242989317*pi,4.030351255299566*pi) q[0];\nu3(3.5812521086005007*pi,2.518982604581745*pi,3.5361985023359894*pi) q[1];\nu3(3.59635362666454*pi,-0.013534577413574111*pi,4.217853400321474*pi) q[2];\nu3(3.670632591353844*pi,2.531189666486521*pi,3.9694485230566583*pi) q[3];\nu3(3.634533397753166*pi,-0.17617866304466157*pi,2.3947821120697586*pi) q[4];\nu3(3.489390235018011*pi,-0.35642066080977275*pi,1.136715972184175*pi) q[5];\nu3(3.737531996016248*pi,3.1413093716374596*pi,2.7867467668287365*pi) q[6];\nu3(3.315106440200699*pi,2.390395442957117*pi,4.268264887052043*pi) q[7];\nu3(3.460631265091707*pi,3.0610821734693388*pi,4.267911294834577*pi) q[8];\nu3(3.3096349392619073*pi,2.3495575289570056*pi,1.9741624113512142*pi) q[9];\nu3(3.717054484039984*pi,-0.31830375123416*pi,1.839710829338311*pi) q[10];\nu3(3.433233333374698*pi,3.223588224123061*pi,3.6239108607872543*pi) q[11];\nu3(3.7051854404154456*pi,3.0293634392719166*pi,1.852168984991847*pi) q[12];\nu3(3.8114070618732887*pi,-0.4573118853703172*pi,2.233765139279908*pi) q[13];\nu3(3.427854483732355*pi,3.044343589905945*pi,0.5516280242237113*pi) q[14];\nRxxyyzz(0.42697443595533047*pi,0.3552381780344929*pi,3.8924654035127393*pi) q[0],q[14];\nRxxyyzz(0.45080833615147986*pi,0.3943993800494201*pi,0.13644131990021435*pi) q[1],q[3];\nRxxyyzz(0.19601393245424126*pi,0.08754254359870561*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.4244309764591898*pi,0.17879892035431522*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.4498421563422199*pi,0.26419637979828225*pi,0.14082926246772057*pi) q[6],q[11];\nRxxyyzz(0.4552525990884587*pi,0.26203965353503134*pi,0.0*pi) q[7],q[9];\nRxxyyzz(0.42365556909410007*pi,0.26721744940903364*pi,0.17053261708537182*pi) q[12],q[13];\nu3(3.335996949661801*pi,0.16929136188565397*pi,1.4864226564012366*pi) q[0];\nu3(3.114328137535555*pi,0.4190787885609759*pi,1.6794042730902843*pi) q[1];\nu3(3.223732551342683*pi,2.5696807177292813*pi,1.700935598400794*pi) q[2];\nu3(3.562214275809001*pi,0.4004243141564344*pi,3.692665367620295*pi) q[3];\nu3(3.1340514712730414*pi,0.7926044240205585*pi,1.675451350009379*pi) q[4];\nu3(3.665353131025131*pi,0.9616176440270321*pi,1.3382055411777598*pi) q[5];\nu3(3.159989701324544*pi,3.3493873095151128*pi,4.485967912790051*pi) q[6];\nu3(3.424622508845043*pi,3.3870739286916107*pi,4.470443533000743*pi) q[7];\nu3(3.6854791008430765*pi,0.9642950824955125*pi,1.2520915342338408*pi) q[8];\nu3(3.393871963950247*pi,2.288256258970878*pi,1.66942157979088*pi) q[9];\nu3(3.6800033555251064*pi,1.1793934191150428*pi,4.394244688382394*pi) q[11];\nu3(3.300270645102237*pi,-0.18313036779733372*pi,3.316058991650787*pi) q[12];\nu3(3.0562024926822096*pi,3.054390549645561*pi,1.1539682324447598*pi) q[13];\nu3(3.871485972641396*pi,-0.3769905800279191*pi,2.1335402575582423*pi) q[14];\nRxxyyzz(0.4287688692770014*pi,0.3622048471240843*pi,3.708608147988665*pi) q[0],q[9];\nRxxyyzz(0.37866014653539026*pi,0.28764496886835733*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.41027418632215573*pi,0.26014500433831245*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.4384788285162331*pi,0.05952562338670886*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.44036766238989344*pi,0.3010116391976414*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.3877366919688644*pi,0.22988513234239782*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.47523181714081986*pi,0.1142520604379611*pi,0.0*pi) q[7],q[12];\nu3(3.3958496255168438*pi,0.3829526337417436*pi,0.6995658662115645*pi) q[0];\nu3(3.302722846752705*pi,1.6021636935100516*pi,1.589084640299919*pi) q[1];\nu3(3.8134422774510597*pi,1.1474605321621176*pi,1.8145997889871657*pi) q[2];\nu3(3.3635146165784144*pi,3.031094740611129*pi,1.9446310918294114*pi) q[3];\nu3(3.0532801859927963*pi,2.069668262835629*pi,1.3985103817475806*pi) q[4];\nu3(3.726959309045011*pi,0.6709437031771701*pi,0.6015790162211938*pi) q[5];\nu3(3.5135946799626705*pi,2.069984963367891*pi,1.711537182848419*pi) q[7];\nu3(3.5024876940719345*pi,0.8463461386715978*pi,1.906940649623019*pi) q[8];\nu3(3.2071888259290517*pi,2.9595145715878743*pi,1.3905760804195346*pi) q[9];\nu3(3.216481868671727*pi,3.4219544092548464*pi,3.9545693387837035*pi) q[10];\nu3(3.1827352351586358*pi,2.7312620069955247*pi,2.1490054274939037*pi) q[11];\nu3(3.4083370865569753*pi,0.6325800841747842*pi,1.3038002012689895*pi) q[12];\nu3(3.753634490970459*pi,2.8005721522273577*pi,0.6434736183264266*pi) q[13];\nu3(3.7273868818188034*pi,3.128581761559845*pi,1.066730480950469*pi) q[14];\nRxxyyzz(0.34652693909667975*pi,0.20365501013664677*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.3542369858854927*pi,0.32828489027775476*pi,0.0*pi) q[4],q[2];\nRxxyyzz(0.2766395282478*pi,0.18408249740511629*pi,0.0*pi) q[8],q[3];\nRxxyyzz(0.44048074735219*pi,0.32909537368625996*pi,3.958232748529399*pi) q[6],q[7];\nRxxyyzz(0.3131359549979802*pi,0.23753715016588295*pi,0.12829130610940087*pi) q[10],q[12];\nRxxyyzz(0.36479855439786935*pi,0.16756880385367734*pi,3.9270822099525695*pi) q[11],q[13];\nu3(3.0520105769606762*pi,0.9276894386026686*pi,1.4612522727595403*pi) q[0];\nu3(3.3572928115859684*pi,-0.36137529782209166*pi,0.9007414813954409*pi) q[2];\nu3(3.599676958102742*pi,0.7380046276602188*pi,4.156695328838115*pi) q[3];\nu3(3.2983769478004286*pi,-0.006186442743389531*pi,0.9108122210491372*pi) q[4];\nu3(3.203955319083712*pi,2.0413098525063598*pi,1.6449066405110169*pi) q[5];\nu3(3.1660750507995052*pi,3.4380894167949094*pi,1.2582094860814212*pi) q[6];\nu3(3.481189313766749*pi,-0.03298918503825499*pi,0.5769574434787121*pi) q[7];\nu3(3.3336812023366718*pi,-0.40609348472188006*pi,1.0283903003928494*pi) q[8];\nu3(3.576174935599828*pi,0.09417480785470045*pi,1.0421080721854397*pi) q[10];\nu3(3.433788526314536*pi,1.9203727791394654*pi,2.4958687168950635*pi) q[11];\nu3(3.1083910125481298*pi,1.0763103908499043*pi,0.7459642735119979*pi) q[12];\nu3(3.610098314389468*pi,-0.3462638055943581*pi,1.7230314670260807*pi) q[13];\nRxxyyzz(0.4587125854465*pi,0.2481731765182515*pi,3.90862760138066*pi) q[1],q[8];\nRxxyyzz(0.3289993021613604*pi,0.262483681521156*pi,0.0*pi) q[6],q[3];\nRxxyyzz(0.29729541508887014*pi,0.19102279389501486*pi,3.9065316543611694*pi) q[9],q[5];\nRxxyyzz(0.3862749595879497*pi,0.14790209728453532*pi,0.04084053161397736*pi) q[14],q[7];\nRxxyyzz(0.4382984702870997*pi,0.3237185007253493*pi,3.9011355943254604*pi) q[10],q[11];\nRxxyyzz(0.30832911612028024*pi,0.09937592433599818*pi,0.0*pi) q[12],q[13];\nu3(3.406272852825146*pi,3.0237056575189745*pi,1.5007049135269255*pi) q[1];\nu3(3.361687815030174*pi,3.291350417861248*pi,1.9128164571995858*pi) q[3];\nu3(3.5512112866847905*pi,3.465884502816934*pi,1.023494242184026*pi) q[5];\nu3(3.374913621308049*pi,2.0109433205618026*pi,1.4777470314277585*pi) q[6];\nu3(3.418992835999984*pi,1.0667002182897507*pi,4.313056671337685*pi) q[7];\nu3(3.1595375677575994*pi,0.16780464814207408*pi,1.8738910597069947*pi) q[8];\nu3(3.184258395815064*pi,0.6655713611316199*pi,1.0426207101780531*pi) q[9];\nu3(3.695671434953578*pi,2.0431761388007645*pi,1.9663437334612286*pi) q[10];\nu3(3.69069633156077*pi,-0.3650549573177293*pi,0.6488764827794349*pi) q[11];\nu3(3.6109907069829417*pi,2.4276534093610316*pi,4.302583638001375*pi) q[12];\nu3(3.6811353277507073*pi,3.327942539222133*pi,3.95614458507046*pi) q[13];\nu3(3.7661565170880427*pi,0.19658712017264512*pi,1.09743664606565*pi) q[14];\nRxxyyzz(0.3128394234456101*pi,0.2261249719108518*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.4042086342988997*pi,0.341437291859922*pi,3.9243086021823608*pi) q[10],q[2];\nRxxyyzz(0.42886274829391446*pi,0.3256877843335737*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.41423423105635976*pi,0.33950070614182626*pi,0.18305944668840962*pi) q[11],q[4];\nRxxyyzz(0.45226764193959046*pi,0.30729534257712243*pi,0.0*pi) q[14],q[6];\nRxxyyzz(0.4384606518820001*pi,0.35091603205569233*pi,0.0*pi) q[8],q[13];\nu3(3.612297855456881*pi,1.4409654244834416*pi,1.962639296283553*pi) q[1];\nu3(3.510588500091493*pi,1.578880667877541*pi,0.5539877624771994*pi) q[2];\nu3(3.8162370825478704*pi,3.249602234500403*pi,2.462708862041266*pi) q[3];\nu3(3.786134959156385*pi,-0.4152051794276842*pi,4.4914140243565495*pi) q[4];\nu3(3.0434581549246316*pi,2.3700758283230687*pi,1.7298015382671643*pi) q[6];\nu3(3.3552790887667405*pi,0.05415515528536918*pi,1.3093847557086014*pi) q[7];\nu3(3.39647776819932*pi,-0.4111744606341876*pi,0.8580283396451396*pi) q[8];\nu3(3.2418546849745424*pi,0.07819601219582395*pi,1.5148774906173714*pi) q[10];\nu3(3.6907115817361005*pi,2.5169951256420475*pi,1.3241157021788306*pi) q[11];\nu3(3.6207735039221465*pi,3.4554567714207454*pi,3.579707171873389*pi) q[12];\nu3(3.425278634848679*pi,-0.34694323981479025*pi,1.3179013219987668*pi) q[13];\nu3(3.557784872947951*pi,2.9201201727675477*pi,2.3311111274661744*pi) q[14];\nRxxyyzz(0.26121387758860987*pi,0.14289395688881212*pi,0.06861951698843782*pi) q[0],q[1];\nRxxyyzz(0.43793844781352*pi,0.16973195971055027*pi,0.04123759169933029*pi) q[2],q[5];\nRxxyyzz(0.37432536686391993*pi,0.3478067312309827*pi,0.053372851845698184*pi) q[14],q[4];\nRxxyyzz(0.36574402766755026*pi,0.3014583508976681*pi,0.10352699280136124*pi) q[8],q[12];\nRxxyyzz(0.4192148018414201*pi,0.21925337047242355*pi,0.0*pi) q[10],q[9];\nRxxyyzz(0.46091938493229984*pi,0.31462600251118916*pi,0.16198602822403954*pi) q[11],q[13];\nu3(3.2065627566770494*pi,2.9465232787244524*pi,2.174807368717561*pi) q[0];\nu3(3.3633283220629484*pi,-0.43472102223579867*pi,3.6683071203679667*pi) q[1];\nu3(3.732345398081724*pi,-0.19593500335291225*pi,3.6323306992451587*pi) q[2];\nu3(3.6133602994988827*pi,2.0852542062553727*pi,4.335403585915431*pi) q[4];\nu3(3.5017178871377435*pi,2.776578485015236*pi,2.0940939792321034*pi) q[5];\nu3(3.6824290058150613*pi,3.1225536730027508*pi,1.3437006553593398*pi) q[8];\nu3(3.50275363447587*pi,1.2939292141045367*pi,1.3527629960112422*pi) q[9];\nu3(3.1257069169701506*pi,3.0852092592904414*pi,1.8195382763153511*pi) q[10];\nu3(3.7536684871717267*pi,2.9004918785555716*pi,4.434881270374001*pi) q[11];\nu3(3.4927427114023537*pi,-0.428185271766476*pi,0.519303575802499*pi) q[12];\nu3(3.474664239815307*pi,2.3169803732398027*pi,3.7534895627991904*pi) q[13];\nu3(3.403045007482431*pi,2.274005191834461*pi,3.6509734988324576*pi) q[14];\nRxxyyzz(0.26926180477351*pi,0.16466920354551684*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.3959857385403903*pi,0.11503551152525948*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.4426530469219001*pi,0.3516429472632417*pi,3.79154581280097*pi) q[8],q[3];\nRxxyyzz(0.37450885651849*pi,0.2330334092877507*pi,0.058499648919609036*pi) q[11],q[4];\nRxxyyzz(0.4529025350543861*pi,0.2827270217142621*pi,3.802674269520569*pi) q[6],q[13];\nRxxyyzz(0.30624695462464013*pi,0.11807332785201474*pi,0.04566272044497577*pi) q[9],q[14];\nRxxyyzz(0.29726560087427994*pi,0.2009975299808553*pi,0.13952442691231548*pi) q[10],q[12];\nu3(3.8179695898234014*pi,3.0929174241259014*pi,1.8425922118241214*pi) q[0];\nu3(3.5865849284838345*pi,0.6935558806252393*pi,1.1179945685515214*pi) q[2];\nu3(3.490947562084779*pi,0.8663130111603623*pi,1.1096717516411583*pi) q[3];\nu3(3.722247083904072*pi,1.9696104462072248*pi,4.136778030510605*pi) q[4];\nu3(3.4858049515961076*pi,3.1303565678665892*pi,1.301421814010376*pi) q[5];\nu3(3.4867894439956073*pi,3.0855389965403988*pi,1.985395219512828*pi) q[6];\nu3(3.8607958706625203*pi,3.3194088763262695*pi,1.2981549813458744*pi) q[7];\nu3(3.6222089161897277*pi,3.3837386180858555*pi,4.085584665089373*pi) q[8];\nu3(3.5277708960041445*pi,3.066511847954474*pi,4.3733411429348745*pi) q[9];\nu3(3.317343883215386*pi,3.1711928376119536*pi,1.5922780541865078*pi) q[10];\nu3(3.8251065903448946*pi,0.08826110374017437*pi,4.189623638638682*pi) q[11];\nu3(3.344685016562667*pi,3.0845856829668885*pi,3.0778851828096303*pi) q[12];\nu3(3.7593105254085346*pi,2.033330255731475*pi,1.7504746548634071*pi) q[13];\nu3(3.6615086310538345*pi,0.21507729338234982*pi,3.444465554095579*pi) q[14];\nRxxyyzz(0.45696446556667014*pi,0.3122272579321923*pi,0.0*pi) q[0],q[1];\nRxxyyzz(0.2711688556962*pi,0.1885522456198745*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.42774662431741994*pi,0.3885618673597726*pi,0.15730023017317052*pi) q[3],q[4];\nRxxyyzz(0.32472832157858744*pi,0.29067216094355275*pi,0.0*pi) q[11],q[7];\nRxxyyzz(0.33218484879723176*pi,0.2839829836957515*pi,0.08092248791879131*pi) q[8],q[10];\nRxxyyzz(0.4278271993741899*pi,0.2969288724216929*pi,0.16878645588322372*pi) q[9],q[12];\nu3(3.372623584799569*pi,3.211194053136724*pi,0.5140242886096991*pi) q[0];\nu3(3.819591445435739*pi,3.457595819073895*pi,0.546691055646571*pi) q[1];\nu3(3.3485465983222684*pi,2.818403938017896*pi,1.2919782007831113*pi) q[2];\nu3(3.777957621632444*pi,-0.2960024363751571*pi,2.1412851048289334*pi) q[3];\nu3(3.8333328007041927*pi,3.3315969010315047*pi,3.041825382445904*pi) q[4];\nu3(3.466085783620338*pi,2.2603846310228715*pi,1.7543228691917172*pi) q[7];\nu3(3.7090551951517923*pi,0.18965211292800133*pi,0.9292063168543226*pi) q[8];\nu3(3.49647438679674*pi,2.803960969721373*pi,1.0871367472489601*pi) q[9];\nu3(3.6969979579271603*pi,3.37845163778546*pi,2.9415147845204728*pi) q[10];\nu3(3.5472362145097422*pi,2.4402774891865104*pi,1.3577572946180374*pi) q[11];\nu3(3.321795301301356*pi,2.527847735177551*pi,1.3749930990721233*pi) q[12];\nu3(3.0593627185518977*pi,0.32363886867159974*pi,1.9907272697623637*pi) q[14];\nRxxyyzz(0.44644578176331995*pi,0.21724137315175818*pi,0.0654805887242826*pi) q[0],q[14];\nRxxyyzz(0.45718131855022026*pi,0.21253260268943763*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.40447324273939456*pi,0.22162072039820624*pi,0.0*pi) q[7],q[2];\nRxxyyzz(0.2292687525130096*pi,0.17961375405717073*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.4146763572933099*pi,0.23156020318780438*pi,3.9553634819873995*pi) q[12],q[5];\nRxxyyzz(0.3720854312982095*pi,0.2761886929507593*pi,0.0*pi) q[11],q[9];\nu3(3.62779408930778*pi,-0.4991166991697368*pi,3.9624530405549567*pi) q[0];\nu3(3.158895266266977*pi,-0.2656033683596241*pi,1.9344566046863636*pi) q[1];\nu3(3.7619765950280364*pi,-0.23016291882189444*pi,0.7381721398780204*pi) q[2];\nu3(3.1534938721221835*pi,0.8731782274716147*pi,1.6007524401691184*pi) q[3];\nu3(3.780189239693311*pi,1.0158157931929501*pi,0.84254722372635*pi) q[4];\nu3(3.510002997394851*pi,2.530280244367319*pi,2.4576652036575357*pi) q[5];\nu3(3.1027281824025534*pi,3.37080331136374*pi,1.5062423351929808*pi) q[7];\nu3(3.2874075871429644*pi,2.5856876265573674*pi,1.6018922002646225*pi) q[9];\nu3(3.4503379783741175*pi,3.4532195536523815*pi,1.3039106109018004*pi) q[11];\nu3(3.5208742771072234*pi,3.07425314948956*pi,2.494269896025353*pi) q[12];\nu3(3.4185413274338643*pi,0.5613208555105065*pi,1.4153560007211272*pi) q[13];\nu3(3.769341022191531*pi,3.2245668518966806*pi,3.1571474264283603*pi) q[14];\nRxxyyzz(0.4437283286631702*pi,0.31617841397500673*pi,0.1297592702107108*pi) q[0],q[7];\nRxxyyzz(0.33008537983313235*pi,0.14675887322535697*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.4605816943965602*pi,0.18546904529127023*pi,0.06482342998911154*pi) q[2],q[11];\nRxxyyzz(0.40831398160789995*pi,0.276505428996865*pi,0.2607990031855782*pi) q[6],q[3];\nRxxyyzz(0.4809650599013898*pi,0.34311258985508364*pi,0.0*pi) q[10],q[5];\nRxxyyzz(0.4650660206634095*pi,0.32671942487677796*pi,0.0*pi) q[8],q[14];\nRxxyyzz(0.45695357156927996*pi,0.3054270723454704*pi,0.0*pi) q[9],q[12];\nu3(3.618020627491432*pi,0.37551047673805815*pi,4.04926520583353*pi) q[0];\nu3(3.560251294180346*pi,3.1057263518501577*pi,2.3066562545067817*pi) q[1];\nu3(3.3017884953346233*pi,0.28707748727118243*pi,3.7961905526283455*pi) q[2];\nu3(3.4865483270952287*pi,-0.4236003772220521*pi,1.0566980443011813*pi) q[3];\nu3(3.491748866426376*pi,3.259971593655826*pi,2.1371622504601966*pi) q[4];\nu3(3.636179709021066*pi,3.333526465605445*pi,3.9480349697176105*pi) q[5];\nu3(3.6848793646267657*pi,3.0097173950784866*pi,3.5813415448388546*pi) q[6];\nu3(3.514990998013784*pi,2.5573183337758794*pi,0.7554987124934908*pi) q[7];\nu3(3.590699970626776*pi,-0.23244733074866386*pi,0.880301150998087*pi) q[8];\nu3(3.1462141633303*pi,2.172985579728701*pi,1.5334392547986164*pi) q[9];\nu3(3.8171275503811772*pi,2.9907422009264217*pi,2.1689084131594893*pi) q[10];\nu3(3.9141905094577365*pi,2.868133658551099*pi,3.792899114192552*pi) q[11];\nu3(3.491201083588667*pi,0.731153726277801*pi,1.2064637048195515*pi) q[12];\nu3(3.8404102798873287*pi,3.052042586342714*pi,0.9346569352817675*pi) q[14];\nRxxyyzz(0.43008060411473975*pi,0.2340512399649399*pi,0.08021012557057615*pi) q[0],q[9];\nRxxyyzz(0.40709968655686*pi,0.27140916292754547*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.4514268389963002*pi,0.22218204738999447*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.4589564520776195*pi,0.36520017219972756*pi,3.94903855726489*pi) q[14],q[5];\nRxxyyzz(0.41192746672077*pi,0.24432535103944106*pi,0.08889369159081363*pi) q[7],q[12];\nRxxyyzz(0.43075537587776047*pi,0.28480004041506746*pi,0.0*pi) q[10],q[11];\nu3(3.521339305563064*pi,3.3725398243864695*pi,0.9487685832205024*pi) q[0];\nu3(3.330570107855286*pi,2.29936396238515*pi,2.1199559325899706*pi) q[2];\nu3(3.240526350718396*pi,0.15739085694483523*pi,1.9583307573455417*pi) q[3];\nu3(3.6349954069206403*pi,-0.02726897224964675*pi,0.584317411542376*pi) q[5];\nu3(3.464955712530512*pi,-0.001829599514449054*pi,1.2649289848008252*pi) q[6];\nu3(3.428760216780499*pi,2.111395452033206*pi,4.180605945242231*pi) q[7];\nu3(3.870768277039439*pi,3.2223551289772665*pi,3.1283218527119505*pi) q[9];\nu3(3.4089584062215104*pi,-0.10041134555149311*pi,0.7266519444210315*pi) q[10];\nu3(3.0269134016614396*pi,2.8503047154254304*pi,1.2321260088107997*pi) q[11];\nu3(3.8285601684332775*pi,-0.45125557774045655*pi,4.2965941315163345*pi) q[12];\nu3(3.569295367151783*pi,3.0413023265223207*pi,4.107233189906634*pi) q[13];\nu3(3.3718834214436297*pi,0.43261280660689316*pi,0.5018852247567144*pi) q[14];\nRxxyyzz(0.32724470568032626*pi,0.20581799039741533*pi,0.0*pi) q[1],q[5];\nRxxyyzz(0.44291078389739985*pi,0.2887043745339982*pi,3.8993594993294405*pi) q[14],q[2];\nRxxyyzz(0.31212546175575007*pi,0.19430505983541302*pi,0.0*pi) q[8],q[3];\nRxxyyzz(0.3485381665448602*pi,0.29693022728282337*pi,3.9233708677680106*pi) q[13],q[4];\nRxxyyzz(0.3607875690515798*pi,0.19248283904129526*pi,0.0*pi) q[7],q[6];\nRxxyyzz(0.46011261904950496*pi,0.08950526793467195*pi,0.0*pi) q[11],q[9];\nRxxyyzz(0.30405574403373026*pi,0.22049727496341687*pi,0.06516029885525398*pi) q[10],q[12];\nu3(3.3448574995529246*pi,2.4219585038756235*pi,1.7782936889998027*pi) q[1];\nu3(3.675924395391988*pi,2.31816839261778*pi,0.6445260279937077*pi) q[2];\nu3(3.7065373909902046*pi,3.397304100005811*pi,3.6149492622641852*pi) q[3];\nu3(3.3605661270134153*pi,0.6797803715741195*pi,1.5579671584906116*pi) q[4];\nu3(3.4639383137153184*pi,2.2419594809504613*pi,1.6619706961427863*pi) q[5];\nu3(3.3329207587820293*pi,-0.058622835010995966*pi,1.6812667243728836*pi) q[6];\nu3(3.5208695286350626*pi,3.1813484430214527*pi,4.008003126472892*pi) q[7];\nu3(3.647987788467161*pi,2.612463899625436*pi,1.6779808561356195*pi) q[8];\nu3(3.750257472964676*pi,0.7199249170638293*pi,1.1440158173070383*pi) q[9];\nu3(3.566487903609266*pi,3.453613670043025*pi,1.5027648642419207*pi) q[10];\nu3(3.6580419816880703*pi,2.8042732331484372*pi,0.612124812134486*pi) q[11];\nu3(3.6698024829747555*pi,2.2524318589102665*pi,0.8628366702159169*pi) q[12];\nu3(3.947423531403075*pi,0.9049486674008063*pi,1.3321042250993775*pi) q[13];\nu3(3.5095694193277005*pi,0.8181406623515954*pi,0.8235947426731531*pi) q[14];\nRxxyyzz(0.3592260394951*pi,0.301633966157544*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.4432886721821499*pi,0.24699682780708632*pi,3.95166832559821*pi) q[8],q[1];\nRxxyyzz(0.4474176799318301*pi,0.27742914462934387*pi,3.932706186157761*pi) q[2],q[10];\nRxxyyzz(0.41365528540707963*pi,0.32301487966504006*pi,0.0*pi) q[7],q[3];\nRxxyyzz(0.38558083493379014*pi,0.19065621941379085*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.41393262517008017*pi,0.31396545091365063*pi,3.92516200500593*pi) q[9],q[6];\nRxxyyzz(0.46786034674267984*pi,0.4109206341249929*pi,0.0*pi) q[11],q[12];\nu3(3.2656389339859624*pi,2.4888743109354663*pi,1.976234583490265*pi) q[0];\nu3(3.0928772286334616*pi,2.8194199513296754*pi,0.7857740550786527*pi) q[1];\nu3(3.1481231674189223*pi,2.6737200919015995*pi,1.673311639787113*pi) q[2];\nu3(3.1648191544385216*pi,-0.08709491422811522*pi,2.4823703788012597*pi) q[3];\nu3(3.6060503284894385*pi,3.410795161918562*pi,0.7752728601394998*pi) q[5];\nu3(3.0887986859571193*pi,0.12588830404672202*pi,1.1738967539251581*pi) q[6];\nu3(3.512340305694493*pi,1.7416629571620548*pi,1.5305732265146612*pi) q[7];\nu3(3.3789158896947624*pi,3.0945282676290415*pi,0.9472634856418094*pi) q[8];\nu3(3.691653223866125*pi,2.280477887281441*pi,2.218292565424854*pi) q[9];\nu3(3.5480713312671686*pi,2.3388484667413736*pi,2.214043537972484*pi) q[10];\nu3(3.11590276430243*pi,2.7499888539325634*pi,1.2408281242873485*pi) q[11];\nu3(3.2257446152257243*pi,0.6868496450003196*pi,1.167143043617232*pi) q[12];\nu3(3.3917023729466673*pi,3.4853734192925407*pi,4.3917672804619485*pi) q[13];\nu3(3.587906895267652*pi,3.367294219702296*pi,4.279067236605707*pi) q[14];\nRxxyyzz(0.36559294981569973*pi,0.21219990715275117*pi,0.08060359166033478*pi) q[0],q[1];\nRxxyyzz(0.4592062846182694*pi,0.3143261613930961*pi,3.8810298843726603*pi) q[2],q[13];\nRxxyyzz(0.39047676345409954*pi,0.2910344577368993*pi,0.0*pi) q[12],q[3];\nRxxyyzz(0.2810790165372096*pi,0.24314850104848595*pi,0.09880600082760349*pi) q[9],q[4];\nRxxyyzz(0.44383151709263297*pi,0.3114070333731744*pi,0.12396765370501134*pi) q[14],q[6];\nRxxyyzz(0.36368342427034006*pi,0.17295957184348196*pi,0.08055932282146297*pi) q[7],q[10];\nRxxyyzz(0.3849596598144195*pi,0.2040655532559543*pi,3.86102157651051*pi) q[8],q[11];\nu3(3.4307331843275675*pi,2.945083110460383*pi,3.3490752683652536*pi) q[0];\nu3(3.359586588408542*pi,-0.15966020446895562*pi,3.2790710504874756*pi) q[1];\nu3(3.5028581538184986*pi,0.769045011362111*pi,1.860270804339715*pi) q[2];\nu3(3.3923641987426802*pi,0.36710813449091395*pi,1.8096978574236022*pi) q[3];\nu3(3.950371631731825*pi,0.15437378295271298*pi,0.6014910960584625*pi) q[4];\nu3(3.4800012481331937*pi,-0.483361924209035*pi,3.3768499619111347*pi) q[6];\nu3(3.811996654573178*pi,-0.33586713882766644*pi,3.7786169571036514*pi) q[7];\nu3(3.154280408880889*pi,-0.17817676289174256*pi,1.0131788905747814*pi) q[8];\nu3(1.1461710332514694*pi,0.4377378312769703*pi,0.7999074134904429*pi) q[9];\nu3(3.378004076650017*pi,-0.3877247835452065*pi,3.46485346951314*pi) q[10];\nu3(3.1764208686209736*pi,3.3329295784101736*pi,2.2845245595573616*pi) q[11];\nu3(3.2677582017610045*pi,0.2973327334569602*pi,0.6945194697270072*pi) q[12];\nu3(3.3854833889784066*pi,2.4735942988349935*pi,1.2939136334839758*pi) q[13];\nu3(3.2852558264808445*pi,2.887158439145752*pi,1.534037247983573*pi) q[14];\nmeasure q[14] -> c[2];\nmeasure q[9] -> c[3];\nmeasure q[6] -> c[8];\nRxxyyzz(0.42630719270623996*pi,0.2204137676006925*pi,0.12770921854811448*pi) q[0],q[5];\nRxxyyzz(0.46257193830392973*pi,0.1515993784206885*pi,0.0*pi) q[12],q[1];\nRxxyyzz(0.37407896573449984*pi,0.14085511915733684*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.4252597939440622*pi,0.2928769720025315*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.4577854464751999*pi,0.2644424040993332*pi,0.05836773212753601*pi) q[7],q[8];\nRxxyyzz(0.38316012364091023*pi,0.24631949541955858*pi,0.06231073558376032*pi) q[10],q[13];\nu3(3.6710005249844286*pi,2.491655415186817*pi,4.301856823738134*pi) q[0];\nu3(3.338302958412851*pi,0.4903187614148492*pi,1.3245615200643917*pi) q[1];\nu3(3.709599901741502*pi,3.4464989788642324*pi,0.5540271258438878*pi) q[2];\nu3(3.306238406671766*pi,-0.04264200229567994*pi,4.051073995088883*pi) q[3];\nu3(3.434261800345606*pi,-0.3824021253280505*pi,1.1914425096648467*pi) q[4];\nu3(3.1958129197575795*pi,-0.4041448295267951*pi,1.7560947108799967*pi) q[5];\nu3(3.644487473042471*pi,2.695922926913666*pi,0.6475224626811278*pi) q[7];\nu3(3.170322257431667*pi,1.3250705387348476*pi,4.433725974134103*pi) q[8];\nu3(3.7352154673014857*pi,2.64624481969662*pi,4.415934894429464*pi) q[10];\nu3(3.5852265691464824*pi,0.24291155481208415*pi,1.4034832972409643*pi) q[11];\nu3(3.1486602957413914*pi,-0.24369658773059388*pi,4.347462370980127*pi) q[12];\nu3(3.5506550859029904*pi,-0.1332307217053872*pi,4.10307359979255*pi) q[13];\nmeasure q[0] -> c[0];\nmeasure q[5] -> c[1];\nmeasure q[2] -> c[4];\nmeasure q[7] -> c[5];\nmeasure q[10] -> c[6];\nmeasure q[1] -> c[7];\nmeasure q[13] -> c[9];\nmeasure q[4] -> c[10];\nmeasure q[8] -> c[11];\nmeasure q[11] -> c[12];\nmeasure q[3] -> c[13];\nmeasure q[12] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.2577474543198477*pi,0.3834979221513415*pi,1.0032524155961742*pi) q[0];\nu3(3.8948430500204108*pi,2.5528026239116617*pi,1.5662898484022878*pi) q[1];\nu3(3.4074970179703934*pi,3.484242758896632*pi,3.239516366192234*pi) q[2];\nu3(3.5188859426286108*pi,3.068313818470017*pi,3.9907159612833185*pi) q[3];\nu3(3.6407967626935007*pi,2.697725265373641*pi,3.879954393871601*pi) q[4];\nu3(3.839504156175776*pi,3.0867676273808415*pi,3.1898675745303358*pi) q[5];\nu3(3.2471276319424853*pi,-0.010535677287269951*pi,1.4278474425640328*pi) q[6];\nu3(3.37632327820291*pi,3.197756537918317*pi,3.166085878506146*pi) q[7];\nu3(3.8978653188208727*pi,3.1124112956833296*pi,4.380452553618232*pi) q[8];\nu3(3.370102220659318*pi,2.3784499041207794*pi,1.2565506427103488*pi) q[9];\nu3(3.3352027778178104*pi,-0.2414922881843511*pi,0.7281485989439046*pi) q[10];\nu3(3.8057966063421023*pi,-0.43289834762500146*pi,1.6977814400948024*pi) q[11];\nu3(3.4859591026062198*pi,-0.08212954512759474*pi,1.310362718434666*pi) q[12];\nu3(3.3468630965411803*pi,3.2383445681806884*pi,2.8841164148881244*pi) q[13];\nu3(3.513626446604766*pi,0.48509097267763557*pi,3.8915556806111926*pi) q[14];\nRxxyyzz(0.42287004777731996*pi,0.2308592868350713*pi,0.0*pi) q[0],q[1];\nRxxyyzz(0.4134590163286802*pi,0.1677475008284084*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.37497787509510605*pi,0.07817663456206503*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.36068557229621*pi,0.2621391638557302*pi,0.1918999498146592*pi) q[4],q[11];\nRxxyyzz(0.3977359959334894*pi,0.1530991309776426*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.3253475749053639*pi,0.1902053068488585*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.3319847882787901*pi,0.2894513841452029*pi,3.94962053318803*pi) q[9],q[10];\nu3(3.2839972231329524*pi,-0.16488692248781966*pi,2.1293293326359026*pi) q[0];\nu3(3.466375787210438*pi,0.34324094416435125*pi,0.9137386019854449*pi) q[1];\nu3(3.509187448008103*pi,2.581871132642829*pi,1.0582305713860345*pi) q[2];\nu3(3.017458572618317*pi,1.016799798346879*pi,1.2776006381886993*pi) q[3];\nu3(3.5638111066044313*pi,2.696779553626425*pi,1.8059677595469847*pi) q[4];\nu3(3.4006398740320636*pi,-0.3824300597457152*pi,3.7632360737381307*pi) q[5];\nu3(3.549184961946686*pi,2.443274385801564*pi,0.8823421784071921*pi) q[6];\nu3(3.4655253610022805*pi,2.586008715401799*pi,2.069452196764722*pi) q[8];\nu3(3.26899228507695*pi,2.970618991181036*pi,2.0696493388956814*pi) q[9];\nu3(3.6172007171828096*pi,-0.40108450749457486*pi,0.6595109831712163*pi) q[10];\nu3(3.5318427563039743*pi,0.25125919567896526*pi,3.884078804454982*pi) q[11];\nu3(3.6118276721681535*pi,0.43547535527921055*pi,1.0406241555222313*pi) q[12];\nu3(3.3259882729441284*pi,-0.01505387270458558*pi,1.0139151792731367*pi) q[13];\nu3(3.311203639017084*pi,0.5603051395921825*pi,1.2323651399158222*pi) q[14];\nRxxyyzz(0.28379520477335*pi,0.1584343866882918*pi,3.89955016128944*pi) q[0],q[11];\nRxxyyzz(0.45669097079566*pi,0.29461330000592695*pi,3.9427011708698907*pi) q[1],q[9];\nRxxyyzz(0.41559151434229036*pi,0.05713506451766481*pi,0.0*pi) q[14],q[2];\nRxxyyzz(0.3737697643784305*pi,0.24116592404633028*pi,3.953292728600891*pi) q[5],q[3];\nRxxyyzz(0.4442543172033999*pi,0.38839383028809904*pi,3.9512167475126003*pi) q[4],q[10];\nRxxyyzz(0.4528266591496857*pi,0.06900040724983492*pi,0.0*pi) q[12],q[6];\nRxxyyzz(0.47640422583401065*pi,0.22833974117504507*pi,0.0*pi) q[13],q[8];\nu3(3.508584684594049*pi,-0.4507813764641764*pi,1.9465679646193301*pi) q[0];\nu3(3.381999940640438*pi,3.064157000000921*pi,1.658064428100782*pi) q[1];\nu3(3.3702001471331733*pi,-0.07461944595944059*pi,1.0917535886787535*pi) q[2];\nu3(3.3806176954585188*pi,2.255222664234888*pi,1.0384842365332627*pi) q[3];\nu3(3.770125995340145*pi,-0.07327757369009613*pi,1.4946888925665376*pi) q[4];\nu3(3.7447217227554708*pi,0.1877972230094307*pi,1.3003929665701885*pi) q[5];\nu3(3.734629793321558*pi,1.0484806370940927*pi,1.3664858887897493*pi) q[6];\nu3(3.5039162579283443*pi,1.163518341594421*pi,1.59131727541055*pi) q[8];\nu3(3.744123247428972*pi,-0.21325217207325597*pi,1.0939246305887798*pi) q[9];\nu3(3.5299963294378944*pi,2.5208355290792617*pi,1.4985783418436625*pi) q[10];\nu3(3.7945510890512444*pi,-0.45229326454910185*pi,1.3825019855004144*pi) q[11];\nu3(3.229332828092059*pi,3.319832869623493*pi,1.6957652787455426*pi) q[12];\nu3(3.5792220166382633*pi,-0.05244608633801978*pi,4.352406077003528*pi) q[13];\nu3(3.464904965150788*pi,3.1633229091019706*pi,0.8588782066304846*pi) q[14];\nRxxyyzz(0.4457235161608395*pi,0.3678669839413313*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.41837189963453014*pi,0.14939231598356884*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.45385051697495005*pi,0.20103448140842992*pi,3.83421772724902*pi) q[5],q[2];\nRxxyyzz(0.4682969976222202*pi,0.3005700798640487*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.43573688392425*pi,0.3180107179545453*pi,3.78956831335859*pi) q[6],q[10];\nRxxyyzz(0.4576736944800436*pi,0.2665705028874893*pi,0.0*pi) q[13],q[7];\nRxxyyzz(0.45680876800871995*pi,0.36881539875976266*pi,3.81586274794976*pi) q[8],q[11];\nu3(3.6130451429227888*pi,0.35916697539012454*pi,4.276340966485184*pi) q[0];\nu3(3.3490232481965996*pi,3.483674024047802*pi,3.5353847913833807*pi) q[1];\nu3(3.790608095088186*pi,3.09073750675546*pi,1.6078642692924952*pi) q[2];\nu3(3.720616308840147*pi,-0.21054581432451291*pi,0.8517187804053048*pi) q[3];\nu3(3.9139704115188976*pi,3.0898344936745836*pi,2.0416374337188725*pi) q[4];\nu3(3.3594508076486242*pi,0.4411158695319902*pi,1.7317373172928474*pi) q[5];\nu3(3.594194822870328*pi,0.4751933471560299*pi,1.6574856242410119*pi) q[6];\nu3(3.352503336213216*pi,2.714176415759742*pi,1.9220842378209555*pi) q[7];\nu3(3.662652942686122*pi,0.9694447677138993*pi,0.8622557086334495*pi) q[8];\nu3(3.2981239264756037*pi,2.785799213755003*pi,1.3486539379163138*pi) q[9];\nu3(3.4096569153945397*pi,3.2795608809811556*pi,2.0639274731056574*pi) q[10];\nu3(3.8725214448581906*pi,3.321293807028819*pi,1.608929638858951*pi) q[11];\nu3(3.031685387955098*pi,0.6025607743784498*pi,0.8869814346716318*pi) q[13];\nu3(3.2019468573832626*pi,2.5774750065614267*pi,4.141472152377554*pi) q[14];\nRxxyyzz(0.25033407723299594*pi,0.12479071298947031*pi,0.0*pi) q[6],q[0];\nRxxyyzz(0.37933175553316995*pi,0.28491237335099373*pi,3.89131279716508*pi) q[1],q[2];\nRxxyyzz(0.4686192475414803*pi,0.284225034898663*pi,0.0*pi) q[9],q[3];\nRxxyyzz(0.3193167944036349*pi,0.14491691100407067*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.44368892896188883*pi,0.1686944294866477*pi,0.0*pi) q[14],q[5];\nRxxyyzz(0.35273912765382026*pi,0.2587330809497179*pi,0.15823454183487895*pi) q[10],q[12];\nu3(3.5450377940405757*pi,-0.27088277104256464*pi,0.5716218078156289*pi) q[0];\nu3(3.2140119503623774*pi,1.5564637755986563*pi,0.526447397585486*pi) q[1];\nu3(3.4703385220193774*pi,0.2832242670819014*pi,2.4026433947458754*pi) q[2];\nu3(3.343949754871594*pi,0.8259823722658333*pi,1.0982429399127216*pi) q[3];\nu3(3.5139058796104554*pi,0.5650428729565746*pi,0.5882335622642453*pi) q[4];\nu3(3.7457826356537045*pi,0.46833651238249696*pi,1.6938739443196165*pi) q[5];\nu3(3.621245905582107*pi,0.9220730918497733*pi,2.412912012972267*pi) q[6];\nu3(3.6100655878921466*pi,0.34524686845158903*pi,1.921286305194331*pi) q[8];\nu3(3.448056713126608*pi,-0.0514854654001633*pi,1.2650649438783472*pi) q[9];\nu3(3.3509260959749234*pi,-0.24200000541055205*pi,3.908760726672023*pi) q[10];\nu3(3.2252358596369866*pi,1.9970089352964537*pi,4.115318399808563*pi) q[12];\nu3(3.6503553486129694*pi,0.6957167806774196*pi,0.7293353721117279*pi) q[14];\nRxxyyzz(0.4251796387489556*pi,0.23678883852085308*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.24597462560079286*pi,0.12992799356930818*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.45521747747264396*pi,0.21630592541699933*pi,0.0*pi) q[6],q[2];\nRxxyyzz(0.4420046453492499*pi,0.24656894200673227*pi,3.9023602841291805*pi) q[11],q[3];\nRxxyyzz(0.4594486920772801*pi,0.2496737999465407*pi,0.0*pi) q[4],q[13];\nu3(3.334365026922893*pi,0.9958020962320173*pi,1.2237764040318955*pi) q[0];\nu3(3.6135108651762295*pi,-0.43705641319838584*pi,0.5477389966758297*pi) q[1];\nu3(3.6808824470267547*pi,0.9373691271798252*pi,1.270662983870261*pi) q[2];\nu3(3.4350498637481492*pi,2.192158143789899*pi,1.0428499840126189*pi) q[3];\nu3(3.409126938502549*pi,2.595344842147613*pi,1.61345920437215*pi) q[4];\nu3(3.4116368724968993*pi,0.14585682168658443*pi,1.287780545692029*pi) q[6];\nu3(3.415525331625888*pi,2.899425423906771*pi,0.860094673766409*pi) q[9];\nu3(3.211921945647271*pi,1.8889074459634605*pi,1.667934562097783*pi) q[10];\nu3(3.7204084109947884*pi,3.02339994336434*pi,0.8478044034153145*pi) q[11];\nu3(3.074688238297641*pi,3.496102588490692*pi,1.1338687586868914*pi) q[13];\nRxxyyzz(0.3863270503602202*pi,0.15747213450755032*pi,0.03927599022149955*pi) q[7],q[0];\nRxxyyzz(0.4597463834989901*pi,0.1353282131976341*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.4277615781410402*pi,0.3215546615405592*pi,0.1426539577683836*pi) q[9],q[8];\nRxxyyzz(0.4532167743836202*pi,0.3945482225101744*pi,0.0*pi) q[14],q[10];\nRxxyyzz(0.4146560962533299*pi,0.15861480970766584*pi,0.0*pi) q[11],q[12];\nu3(3.5032242394798367*pi,1.933558026897372*pi,4.406046221291797*pi) q[0];\nu3(3.1342789560289632*pi,1.9114135909013923*pi,1.5170921635981682*pi) q[1];\nu3(3.4988409441357575*pi,3.070263165776616*pi,4.103465967273015*pi) q[3];\nu3(3.1371590082448817*pi,2.6633640866493056*pi,1.5448248623057268*pi) q[7];\nu3(3.343823608335165*pi,3.4399140970576867*pi,2.122570106459613*pi) q[8];\nu3(3.1842986747443325*pi,2.7217959908421188*pi,3.6237971237405597*pi) q[9];\nu3(3.577804200984227*pi,3.1639785347515295*pi,1.8519094129968279*pi) q[10];\nu3(3.685725432501787*pi,0.7422218392817319*pi,1.8925604196608337*pi) q[11];\nu3(3.665684654551386*pi,2.006487381227413*pi,1.8460905611556604*pi) q[12];\nu3(3.3336621468341754*pi,-0.42934167651395716*pi,2.2194066226389997*pi) q[14];\nRxxyyzz(0.38381077229015*pi,0.20160898871305666*pi,3.9098035969948697*pi) q[6],q[0];\nRxxyyzz(0.33024985520451955*pi,0.23370209880242854*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.42381273077521*pi,0.28436149090299007*pi,0.0903282972473248*pi) q[9],q[3];\nRxxyyzz(0.41089847494053633*pi,0.26151790149781373*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.4618875267249898*pi,0.22774738499293168*pi,0.0*pi) q[10],q[5];\nRxxyyzz(0.45635363772148*pi,0.26801869849033305*pi,0.06583909089874627*pi) q[14],q[7];\nRxxyyzz(0.38006603548636886*pi,0.16539059575912618*pi,0.0*pi) q[13],q[11];\nu3(3.837109731564133*pi,3.0366386107671746*pi,2.0414622368000317*pi) q[0];\nu3(3.5748319075070523*pi,0.17223469472284347*pi,0.7920273552989259*pi) q[1];\nu3(3.7964551956519625*pi,1.9180288948330402*pi,1.3101051443748126*pi) q[2];\nu3(3.19790068989348*pi,0.4655458438346002*pi,4.418908830016073*pi) q[3];\nu3(3.3079445103541834*pi,1.8502776115270558*pi,1.4633011745803866*pi) q[4];\nu3(3.17025827705356*pi,3.480646031788857*pi,1.1747427371944763*pi) q[5];\nu3(3.7617381168345574*pi,0.5837756684449096*pi,0.7700230709528344*pi) q[6];\nu3(3.2927777631215567*pi,3.359936057393356*pi,3.3481671032695055*pi) q[7];\nu3(3.426784592302976*pi,-0.3770948032696164*pi,1.6334610997415455*pi) q[9];\nu3(3.418395390962068*pi,3.4478578522284433*pi,0.5043321321405266*pi) q[10];\nu3(3.7693035346084187*pi,0.21420664542329138*pi,1.6225452125561393*pi) q[11];\nu3(3.586672452721228*pi,0.06315984141077247*pi,4.283591150622012*pi) q[12];\nu3(3.60130805147974*pi,1.0165204953833544*pi,1.7766140924924212*pi) q[13];\nu3(3.4425458460476523*pi,0.23101942695658817*pi,1.1130600602043041*pi) q[14];\nRxxyyzz(0.3961649956807298*pi,0.311048091275381*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.43302210786746015*pi,0.2590642786299409*pi,0.05804266462084416*pi) q[12],q[1];\nRxxyyzz(0.4465172466413998*pi,0.21319717306375874*pi,0.0*pi) q[7],q[3];\nRxxyyzz(0.44007221161465004*pi,0.2262426501518*pi,0.0*pi) q[11],q[4];\nRxxyyzz(0.4619417290807345*pi,0.2703246895948477*pi,0.0*pi) q[9],q[5];\nRxxyyzz(0.4675251527779296*pi,0.24595851158983018*pi,0.0*pi) q[14],q[8];\nRxxyyzz(0.45626726495041015*pi,0.14902761403632717*pi,3.93344799230985*pi) q[10],q[13];\nu3(3.53322963958931*pi,1.6766468331134052*pi,1.3277104727085645*pi) q[0];\nu3(3.665008820085042*pi,-0.01358626296172094*pi,1.3609298386774515*pi) q[1];\nu3(3.292195080374015*pi,3.089837472210826*pi,1.3269763980174156*pi) q[2];\nu3(3.237426829604149*pi,3.4234838157239036*pi,2.4044610726276563*pi) q[3];\nu3(3.422895143340241*pi,0.9343087269485784*pi,1.6836590907409232*pi) q[4];\nu3(3.3270600398289445*pi,0.25812691127097076*pi,2.418012805114768*pi) q[5];\nu3(3.404380855186032*pi,0.4932254028152767*pi,1.7630078671048408*pi) q[7];\nu3(3.3849435401560055*pi,3.355717859282161*pi,1.174836344806757*pi) q[8];\nu3(3.285833996375427*pi,0.0347246320653497*pi,0.5371964370126565*pi) q[9];\nu3(3.397488584953785*pi,0.07928135897229138*pi,1.3833452870807048*pi) q[10];\nu3(3.692667960710843*pi,2.009914555074846*pi,1.949909079046555*pi) q[11];\nu3(3.3065583418579765*pi,-0.25306840208026604*pi,3.284034627591672*pi) q[12];\nu3(3.7817119122651315*pi,0.7996063657562604*pi,0.80602916983739*pi) q[13];\nu3(3.5561049261242483*pi,0.076397828628194*pi,4.219150744941503*pi) q[14];\nRxxyyzz(0.4105365401053601*pi,0.18919288277780855*pi,0.0*pi) q[12],q[0];\nRxxyyzz(0.43836085202281977*pi,0.10785661364130912*pi,0.07183470319808373*pi) q[11],q[1];\nRxxyyzz(0.35491357336673*pi,0.2174595848828772*pi,0.0*pi) q[9],q[2];\nRxxyyzz(0.3803258417063997*pi,0.2090277139520925*pi,0.07309176768099358*pi) q[3],q[4];\nRxxyyzz(0.39300500029370744*pi,0.20483776397578812*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.4511158460298397*pi,0.21517008290031125*pi,0.0*pi) q[7],q[14];\nRxxyyzz(0.45974480702761*pi,0.11568098389160486*pi,0.0*pi) q[8],q[13];\nu3(3.7179073915896828*pi,1.6223701815953118*pi,1.4359302767052458*pi) q[0];\nu3(3.721838131180442*pi,2.963860216588504*pi,1.6350227049158166*pi) q[1];\nu3(3.5611977587853003*pi,0.2102383706144918*pi,1.787260504798447*pi) q[2];\nu3(3.1800256778817433*pi,3.4262244100905033*pi,0.7959736528064916*pi) q[3];\nu3(3.4109063881488884*pi,1.153746733494165*pi,3.82716148596803*pi) q[4];\nu3(3.6125808741792627*pi,0.007348701099178179*pi,0.842786279481007*pi) q[5];\nu3(3.1509781438602213*pi,2.870383053932169*pi,2.440969834927884*pi) q[6];\nu3(3.3179171388102198*pi,0.13945051548791398*pi,4.232664591318846*pi) q[7];\nu3(3.156838220723012*pi,3.47822579928805*pi,1.3749486615338302*pi) q[8];\nu3(3.639686923018627*pi,2.556359200668867*pi,2.083382063847031*pi) q[9];\nu3(3.769603227625272*pi,0.6361082539468319*pi,0.869928258216935*pi) q[11];\nu3(3.457307215386635*pi,-0.4087653295291757*pi,0.680797528781014*pi) q[12];\nu3(3.5372681279116924*pi,2.9636205356598473*pi,1.6294940115395349*pi) q[13];\nu3(3.56277483799083*pi,2.9726429455500574*pi,0.578731806066807*pi) q[14];\nRxxyyzz(0.4497132404682599*pi,0.12573528633516506*pi,0.0*pi) q[6],q[0];\nRxxyyzz(0.47140110737549*pi,0.3944763486432549*pi,0.0*pi) q[12],q[1];\nRxxyyzz(0.44369842623902933*pi,0.4033211724093507*pi,0.0*pi) q[14],q[2];\nRxxyyzz(0.3016846750281901*pi,0.19926574951468123*pi,0.0*pi) q[13],q[3];\nRxxyyzz(0.34515476311732757*pi,0.2786182678380573*pi,3.909809907091537*pi) q[8],q[4];\nRxxyyzz(0.47570798282498084*pi,0.34262955756405156*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.44789090641334983*pi,0.33477080657087466*pi,0.0*pi) q[10],q[9];\nu3(3.3305500243838875*pi,3.2936826348197363*pi,4.29814405538422*pi) q[0];\nu3(3.3159942745888165*pi,2.9459761639523325*pi,1.684993117080244*pi) q[1];\nu3(3.342459589604701*pi,3.1172584943791497*pi,4.44729073698106*pi) q[2];\nu3(3.262278323329779*pi,3.4037079244607202*pi,1.474614908758961*pi) q[3];\nu3(3.766141474786245*pi,3.3907088971242443*pi,0.920526443101108*pi) q[4];\nu3(3.5924518812602524*pi,1.038012521574946*pi,1.81388148267356*pi) q[5];\nu3(3.093595879294389*pi,0.08431052731597743*pi,4.412556557706038*pi) q[6];\nu3(3.8116783490475714*pi,2.6667415977781594*pi,2.122844219411868*pi) q[8];\nu3(3.275422300983415*pi,0.07878515053796509*pi,1.7421209876047028*pi) q[9];\nu3(3.223226710888861*pi,-0.2562145309098627*pi,0.9519781827192286*pi) q[10];\nu3(3.419398424196797*pi,2.739189532965437*pi,1.9126590183998513*pi) q[11];\nu3(3.448646208833069*pi,1.023074981336307*pi,0.7640395353308034*pi) q[12];\nu3(3.7268193009382666*pi,2.090515651162661*pi,0.8237142081635791*pi) q[13];\nu3(3.616172388727355*pi,3.1074184683240054*pi,1.7818142788219302*pi) q[14];\nRxxyyzz(0.4473304679587197*pi,0.2702734536358036*pi,3.90779532121327*pi) q[0],q[7];\nRxxyyzz(0.29944017150211016*pi,0.24642441862670017*pi,3.95814467658104*pi) q[3],q[1];\nRxxyyzz(0.48983018738482054*pi,0.41584899997502767*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.4690061836946602*pi,0.37953959159472744*pi,0.0*pi) q[9],q[5];\nRxxyyzz(0.4656266498170297*pi,0.33140978904069884*pi,0.0*pi) q[11],q[6];\nRxxyyzz(0.41341445879843997*pi,0.286652867553324*pi,0.0*pi) q[14],q[12];\nu3(3.5763969711142263*pi,0.05233528127591036*pi,1.2546608893864184*pi) q[0];\nu3(3.4833867752038628*pi,2.180229615374337*pi,0.941188883579616*pi) q[1];\nu3(3.840349066990797*pi,1.0152872490965534*pi,0.6683496270417832*pi) q[2];\nu3(3.570917351718415*pi,-0.40309569509976034*pi,4.005948028610108*pi) q[3];\nu3(3.5512475406755213*pi,3.278706223980378*pi,1.543031439110394*pi) q[5];\nu3(3.398342522198682*pi,1.3648269166830973*pi,1.5808028346007197*pi) q[6];\nu3(3.5887511529059664*pi,-0.21328942465172251*pi,1.489291327245195*pi) q[7];\nu3(3.1648439782335682*pi,2.9321814365254353*pi,3.761686159970356*pi) q[9];\nu3(3.4511365016058795*pi,0.40949971540371854*pi,0.8027058837636676*pi) q[10];\nu3(3.364935287657822*pi,1.238447768765273*pi,0.7435139613184533*pi) q[11];\nu3(3.7033586888874526*pi,0.4156448429551355*pi,2.1028528044857224*pi) q[12];\nu3(3.769168636968045*pi,-0.42107116007797174*pi,3.6678891284541866*pi) q[14];\nRxxyyzz(0.3449077701298101*pi,0.10181715812254555*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.34330023863223313*pi,0.3056696646462749*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.4669368701002893*pi,0.3342123293015302*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.42862076559334006*pi,0.2056669774019554*pi,0.0*pi) q[14],q[4];\nRxxyyzz(0.45538540445246023*pi,0.24976271847806963*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.4847657630580505*pi,0.30080305987586464*pi,0.0*pi) q[8],q[12];\nRxxyyzz(0.4164442673503403*pi,0.2962343169167603*pi,0.22175925166163957*pi) q[10],q[13];\nu3(3.739981307251683*pi,-0.16231782314822812*pi,1.2715795099265468*pi) q[0];\nu3(3.4624991796215694*pi,0.32034216760094636*pi,2.0041903249721473*pi) q[1];\nu3(3.3365026886218185*pi,2.137125903212926*pi,1.8744100395327503*pi) q[2];\nu3(3.529998469006618*pi,0.3760882670883413*pi,2.376282281718294*pi) q[3];\nu3(3.277606614049115*pi,-0.39875954355578597*pi,0.5499670509754908*pi) q[4];\nu3(3.6342673707851048*pi,0.5963587207585201*pi,1.0477826426128931*pi) q[5];\nu3(3.4872227325701832*pi,-0.022623251588183235*pi,2.3032815503941544*pi) q[7];\nu3(3.1070644504566483*pi,2.478866214880119*pi,1.5350977698893367*pi) q[8];\nu3(3.3338595559632944*pi,0.24918974341812417*pi,1.536385611800147*pi) q[9];\nu3(3.5124048657446942*pi,2.1675170796783556*pi,0.5814387190442388*pi) q[10];\nu3(3.3520858065515795*pi,2.100923327031028*pi,1.6699038017515295*pi) q[11];\nu3(3.8368562485451454*pi,2.5056513195558923*pi,1.2708789165761933*pi) q[12];\nu3(3.215861113398904*pi,0.4219793088945083*pi,4.052075938141765*pi) q[13];\nu3(3.426819832803936*pi,3.011207770984355*pi,0.6317832928048581*pi) q[14];\nRxxyyzz(0.2521792795544704*pi,0.09228600718123137*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.4612771455817287*pi,0.2515228571142425*pi,0.0*pi) q[10],q[2];\nRxxyyzz(0.45394535235599*pi,0.08519913717355021*pi,0.0*pi) q[11],q[4];\nRxxyyzz(0.32831601618995976*pi,0.19148156559634888*pi,3.95645772052187*pi) q[5],q[6];\nRxxyyzz(0.48580006482192994*pi,0.2135370617934409*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.43420525562215984*pi,0.3535509715067797*pi,0.11125377119061625*pi) q[13],q[8];\nRxxyyzz(0.3706034489764602*pi,0.24633251071475934*pi,0.06726609933958871*pi) q[9],q[14];\nu3(3.561830932885056*pi,0.8041579731979565*pi,1.4183316313048135*pi) q[1];\nu3(3.1285858178980996*pi,2.8583327498532283*pi,1.9489232221569033*pi) q[2];\nu3(3.094405312658773*pi,0.43874747986482954*pi,1.0293385621667697*pi) q[3];\nu3(3.5974888918982204*pi,0.575335797497917*pi,1.0203277405347484*pi) q[4];\nu3(3.2363417982747498*pi,1.5642213736489152*pi,1.0505958143685816*pi) q[5];\nu3(3.5673756597709088*pi,3.4952466677457537*pi,1.1449289312436335*pi) q[6];\nu3(3.2129977431938634*pi,-0.3696706805944114*pi,2.317744109211032*pi) q[7];\nu3(3.262871082626272*pi,2.080211015895026*pi,0.6140274929647771*pi) q[8];\nu3(3.809088967112747*pi,-0.4899605401481707*pi,1.90413636644299*pi) q[9];\nu3(3.7592530044698553*pi,0.4209427811982417*pi,4.497234588990931*pi) q[10];\nu3(3.574144496453642*pi,-0.4784027781494367*pi,1.5949124171413573*pi) q[11];\nu3(3.656801807716619*pi,0.1464588386062633*pi,1.3857790579702214*pi) q[12];\nu3(3.7795447594098177*pi,1.1599036535593767*pi,0.7076931131743586*pi) q[13];\nu3(3.3705369022722613*pi,1.7138546190943105*pi,3.5327671351660674*pi) q[14];\nRxxyyzz(0.3719945883840098*pi,0.10094035761371611*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.32389958662481577*pi,0.2163154616196482*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.41468924299780985*pi,0.2825043103677949*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.35518703527106976*pi,0.1844142560535602*pi,0.0*pi) q[7],q[3];\nRxxyyzz(0.38521673229001996*pi,0.20473608834771007*pi,0.0*pi) q[13],q[4];\nRxxyyzz(0.44152239452356945*pi,0.22662310172139533*pi,0.0*pi) q[9],q[5];\nRxxyyzz(0.3972002747679696*pi,0.3552923846072833*pi,0.0*pi) q[10],q[8];\nu3(3.281370085957806*pi,2.9652285746868534*pi,4.42426682007091*pi) q[0];\nu3(3.884781721494364*pi,3.0262901512068767*pi,0.5649256184551165*pi) q[1];\nu3(3.4505633021694244*pi,3.307847380150476*pi,0.8592351542876089*pi) q[2];\nu3(3.108996211196783*pi,2.8561057657298026*pi,1.5283868879061797*pi) q[3];\nu3(3.5483946072271735*pi,3.0965262131895948*pi,0.5063756561925647*pi) q[4];\nu3(3.48441498165291*pi,0.1481255936732473*pi,0.850958403314364*pi) q[5];\nu3(3.535197970795512*pi,0.48848612596216134*pi,2.4987711855919876*pi) q[6];\nu3(3.963248747341764*pi,-0.13264306995932829*pi,1.042716095779474*pi) q[7];\nu3(3.5558525714617724*pi,3.3049184394724973*pi,3.727136551362856*pi) q[8];\nu3(3.839846944417053*pi,0.37849759296860475*pi,1.8308830957949669*pi) q[9];\nu3(3.4357782098457355*pi,2.052632746119391*pi,1.6817235764040543*pi) q[10];\nu3(3.519275476269397*pi,0.11730872269832637*pi,1.4995902634367*pi) q[12];\nu3(3.629278861435214*pi,-0.2723887568577608*pi,4.422815652611707*pi) q[13];\nu3(3.56516830000381*pi,3.2779621571401214*pi,2.2906958425062354*pi) q[14];\nmeasure q[14] -> c[6];\nRxxyyzz(0.38553956151278035*pi,0.12480148994812368*pi,0.0*pi) q[0],q[1];\nRxxyyzz(0.24266124324476968*pi,0.11437642549951033*pi,0.0*pi) q[3],q[2];\nRxxyyzz(0.30314066276111995*pi,0.14154632652811427*pi,0.0*pi) q[8],q[4];\nRxxyyzz(0.45667542389107*pi,0.11839097775516214*pi,0.06423672515795292*pi) q[11],q[5];\nRxxyyzz(0.41244387585345976*pi,0.310012941788767*pi,0.08348810268493703*pi) q[9],q[6];\nRxxyyzz(0.4259660446388697*pi,0.33913115279849676*pi,3.878495583877621*pi) q[7],q[10];\nRxxyyzz(0.43169083126268026*pi,0.3164192744963703*pi,0.22793635883893154*pi) q[13],q[12];\nu3(3.565046263998358*pi,-0.1316839785054828*pi,0.7429760815013271*pi) q[0];\nu3(3.4047616355832213*pi,1.446141850680485*pi,1.013910200517485*pi) q[1];\nu3(1.883549992412911*pi,0.21130791276310434*pi,0.8323870610603163*pi) q[2];\nu3(0.7389463143918068*pi,0.7219031436512464*pi,1.8428873161754828*pi) q[3];\nu3(1.7326545669353426*pi,-0.3786841546621792*pi,0.7218436695935296*pi) q[4];\nu3(3.8432685974633514*pi,3.1963793905098825*pi,1.4278155149864349*pi) q[5];\nu3(3.3935941976444886*pi,-0.14719976830467485*pi,1.2630845479188475*pi) q[6];\nu3(3.8421967183692027*pi,-0.30470592046819966*pi,2.0693259263265102*pi) q[7];\nu3(0.203284630634877*pi,0.7697823818304508*pi,1.5766820344339927*pi) q[8];\nu3(3.3983327809751076*pi,2.170260077166162*pi,0.94634145474974*pi) q[9];\nu3(3.799246909612393*pi,1.9386338946146435*pi,2.39889209028012*pi) q[10];\nu3(3.715567792003715*pi,0.6939158734293789*pi,3.0524316737915385*pi) q[11];\nu3(3.711889363111464*pi,0.23205417832899977*pi,3.0127677241578117*pi) q[12];\nu3(3.1847156075607956*pi,3.222139078653776*pi,1.972368136217389*pi) q[13];\nmeasure q[1] -> c[0];\nmeasure q[9] -> c[1];\nmeasure q[7] -> c[2];\nmeasure q[2] -> c[3];\nmeasure q[11] -> c[4];\nmeasure q[3] -> c[5];\nmeasure q[5] -> c[7];\nmeasure q[10] -> c[8];\nmeasure q[13] -> c[9];\nmeasure q[0] -> c[10];\nmeasure q[12] -> c[11];\nmeasure q[6] -> c[12];\nmeasure q[4] -> c[13];\nmeasure q[8] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.6737764787177833*pi,2.953750787480127*pi,2.7723975750023317*pi) q[0];\nu3(3.530858265265281*pi,2.3385539493623506*pi,4.152821723914268*pi) q[1];\nu3(3.6307149012476962*pi,-0.021939909607292363*pi,4.283087476810058*pi) q[2];\nu3(3.8452988554784655*pi,2.537596473120823*pi,3.4573425184551967*pi) q[3];\nu3(3.3508909876185005*pi,-0.495978248026132*pi,2.1846134143681843*pi) q[4];\nu3(3.8767536189648486*pi,3.3914351883647784*pi,3.251310660390551*pi) q[5];\nu3(3.596315804271766*pi,2.65174211975977*pi,0.98263276522776*pi) q[6];\nu3(3.5901509820407274*pi,0.5140089471327485*pi,2.0547061102878668*pi) q[7];\nu3(3.551501646301941*pi,2.408953419361227*pi,3.3287538657269393*pi) q[8];\nu3(3.503394717486489*pi,3.090732496168348*pi,0.6758400877214621*pi) q[9];\nu3(3.410445499076924*pi,-0.35054348490710907*pi,4.125032197434481*pi) q[10];\nu3(3.6466091576873176*pi,3.337608198848434*pi,1.9409349208343856*pi) q[11];\nu3(3.825790016664175*pi,-0.4448911457492855*pi,0.5879532615662828*pi) q[12];\nu3(3.6275347350198186*pi,3.105330857624536*pi,3.5199623728917135*pi) q[13];\nu3(3.6527011951309842*pi,0.20393783637269103*pi,1.4430546997044695*pi) q[14];\nRxxyyzz(0.4388939514960305*pi,0.16930780610439733*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.4125471243724906*pi,0.27478900504593234*pi,3.8145273190286595*pi) q[1],q[6];\nRxxyyzz(0.42532318568803973*pi,0.21914214816775157*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.41759907315995015*pi,0.24565104062758458*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.4004103195945802*pi,0.35234419962844915*pi,3.9315105125316094*pi) q[7],q[14];\nRxxyyzz(0.44720690378661*pi,0.26246721690837477*pi,0.09856862044716234*pi) q[8],q[12];\nRxxyyzz(0.3898562712818915*pi,0.2987597470060539*pi,0.0*pi) q[10],q[11];\nu3(3.455289710906372*pi,2.400415646853539*pi,1.1606870630208337*pi) q[0];\nu3(3.919965893855982*pi,-0.031501604455878685*pi,2.1759131057942174*pi) q[1];\nu3(3.555942572040641*pi,2.9558614133062644*pi,0.741743071233816*pi) q[2];\nu3(3.119349321134929*pi,3.022977462489651*pi,0.9204127551711319*pi) q[3];\nu3(3.8619136585068454*pi,1.0229944013646803*pi,0.5294800560859776*pi) q[4];\nu3(3.652867946165843*pi,1.9982742401683433*pi,0.8253928398634862*pi) q[6];\nu3(3.9376115784838457*pi,1.2353329527682493*pi,0.7112622787617231*pi) q[7];\nu3(3.6580383246515122*pi,-0.39189725842019607*pi,1.8961798216187122*pi) q[8];\nu3(3.2940628963364933*pi,3.479534192168498*pi,0.5468787726664416*pi) q[9];\nu3(3.8071329724238216*pi,0.15829171264477293*pi,0.8446833355693897*pi) q[10];\nu3(3.7284263528948065*pi,0.45527393379069725*pi,1.4854180057028503*pi) q[11];\nu3(3.413265793543403*pi,0.837197583497117*pi,0.5529607033317127*pi) q[12];\nu3(3.517205527926765*pi,1.8442423033088815*pi,1.692366310941695*pi) q[13];\nu3(3.739538589779916*pi,1.7298613434333228*pi,1.6827372561265725*pi) q[14];\nRxxyyzz(0.3497173884442*pi,0.08419047772179855*pi,0.0*pi) q[0],q[4];\nRxxyyzz(0.3383820161032106*pi,0.0989885250489877*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.4477576440037598*pi,0.08815479499548622*pi,3.9569567773840593*pi) q[3],q[7];\nRxxyyzz(0.3130812279542501*pi,0.19451021452995298*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.45316785789995956*pi,0.326809036554288*pi,3.8350961665276504*pi) q[6],q[13];\nRxxyyzz(0.30618282504531014*pi,0.15489093921187025*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.26950288849853055*pi,0.17193446792879308*pi,0.0*pi) q[10],q[14];\nu3(3.285977327514302*pi,3.1985007601669926*pi,0.9922347535809244*pi) q[0];\nu3(3.4124267852322263*pi,2.241823599920593*pi,1.4075305604561643*pi) q[2];\nu3(3.0886381355837886*pi,0.394214191342962*pi,2.471354391661148*pi) q[3];\nu3(3.143777364630312*pi,0.25814161703547145*pi,0.5198375321235577*pi) q[4];\nu3(3.5739610801812707*pi,2.470298636372513*pi,2.1255559872143404*pi) q[5];\nu3(3.6027292326404923*pi,1.9793771329095007*pi,2.4751197250500034*pi) q[6];\nu3(3.5290884548859927*pi,0.26544960442836496*pi,1.430812557520385*pi) q[7];\nu3(3.6938963427037605*pi,2.519578791616498*pi,1.196280192179136*pi) q[8];\nu3(3.2635325954833325*pi,0.9394406905506318*pi,0.8381264022672423*pi) q[9];\nu3(3.50369662625054*pi,2.9304657598732398*pi,1.8103084148981572*pi) q[10];\nu3(3.4631727695135*pi,2.391765818187166*pi,1.7241690029712176*pi) q[11];\nu3(3.313092381700147*pi,3.383917936905152*pi,1.8388832777552009*pi) q[12];\nu3(3.6492954035963083*pi,-0.16019866737444965*pi,0.8062622381142428*pi) q[13];\nu3(3.6080755373975864*pi,-0.47777354391471694*pi,1.5087504292341423*pi) q[14];\nRxxyyzz(0.48220572920416094*pi,0.12611633280630308*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.4395319309881801*pi,0.2330633824850571*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.45052106062984043*pi,0.10365015393780408*pi,0.0*pi) q[14],q[2];\nRxxyyzz(0.37014279068827005*pi,0.21353750266026064*pi,0.08237052590003566*pi) q[3],q[6];\nRxxyyzz(0.33119166782158976*pi,0.1824752983520712*pi,0.10713060095776417*pi) q[4],q[9];\nRxxyyzz(0.42181739067462987*pi,0.3492222218501973*pi,0.15291776484779504*pi) q[5],q[7];\nRxxyyzz(0.4028960673552403*pi,0.21300639713303327*pi,0.0*pi) q[13],q[10];\nu3(3.360691126425251*pi,0.4373857452063832*pi,1.671156071311697*pi) q[0];\nu3(3.579709414544566*pi,0.6604692084231545*pi,1.1948768725385193*pi) q[1];\nu3(3.0818404082880777*pi,0.16263911511388662*pi,4.215341189284075*pi) q[2];\nu3(3.161803272489908*pi,1.8466482250422978*pi,0.6271832896304927*pi) q[3];\nu3(3.3322999494490366*pi,-0.4759729745573022*pi,0.8669133551996827*pi) q[4];\nu3(3.103436280737199*pi,2.845026588514531*pi,3.7761395871058925*pi) q[5];\nu3(3.7904537373478253*pi,0.8092215561212748*pi,1.1870586659871192*pi) q[6];\nu3(3.5964215439277485*pi,-0.21123992207047448*pi,3.044654544624906*pi) q[7];\nu3(3.6440027172814395*pi,0.19495416613180117*pi,1.9678099439703618*pi) q[8];\nu3(3.5672001195453067*pi,-0.1492479954084187*pi,4.458988184745098*pi) q[9];\nu3(3.6006263367527143*pi,2.918633738122575*pi,4.050934793695549*pi) q[10];\nu3(3.8671078915331507*pi,-0.11742990938798215*pi,1.7698876307859566*pi) q[12];\nu3(3.490490427999754*pi,-0.0195001334364735*pi,4.164720775188877*pi) q[13];\nu3(3.0528198951140806*pi,0.47562622046555747*pi,2.0714945794504676*pi) q[14];\nRxxyyzz(0.3560934714130002*pi,0.29549261742810906*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.4067450556822346*pi,0.2965055133939112*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.3872265582886363*pi,0.23905806043062006*pi,0.0*pi) q[11],q[2];\nRxxyyzz(0.31165068109551985*pi,0.2807719589508775*pi,3.8880532480374796*pi) q[3],q[10];\nRxxyyzz(0.36601954874323006*pi,0.22968212038869193*pi,3.88403512111028*pi) q[5],q[13];\nRxxyyzz(0.43313868617835954*pi,0.22211798085458273*pi,0.05690913416689902*pi) q[7],q[8];\nRxxyyzz(0.31982983042881097*pi,0.19928082579495698*pi,0.0*pi) q[12],q[9];\nu3(3.756748276569304*pi,2.121974401809596*pi,1.4267510989992356*pi) q[0];\nu3(3.203879080155019*pi,3.461509991076379*pi,4.061292605127435*pi) q[1];\nu3(3.7582284042701137*pi,0.9556705815944695*pi,1.3704176499626302*pi) q[2];\nu3(3.605245705683881*pi,0.7594828361514816*pi,1.6248144459349376*pi) q[3];\nu3(3.0944766886066395*pi,-0.3802762921635191*pi,1.1860249962776823*pi) q[5];\nu3(3.7300948485833962*pi,0.21590546655867904*pi,1.3669230810417545*pi) q[6];\nu3(3.0794402490751374*pi,-0.4122031148016253*pi,3.0705554383060703*pi) q[7];\nu3(3.896662217427634*pi,-0.27651522001486006*pi,3.418836975087525*pi) q[8];\nu3(3.693748468425431*pi,3.112023007675309*pi,0.7466050630834173*pi) q[9];\nu3(3.2267279647582*pi,-0.12448254217500287*pi,1.903061256182659*pi) q[10];\nu3(3.1075663108429534*pi,2.5792339991833373*pi,1.9462734512939002*pi) q[11];\nu3(3.7104114355690676*pi,-0.10768833818086382*pi,2.0482358955938476*pi) q[12];\nu3(3.9559509490614158*pi,1.3478841359326594*pi,2.384620024335135*pi) q[13];\nu3(3.2324708864523375*pi,3.293257951634678*pi,1.992840972173492*pi) q[14];\nRxxyyzz(0.39281960701015*pi,0.25366065634388146*pi,0.0750106648940005*pi) q[0],q[3];\nRxxyyzz(0.4032293568496411*pi,0.2564206359674357*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.4510160790959299*pi,0.3084984198450221*pi,3.9178215969620003*pi) q[7],q[12];\nRxxyyzz(0.4486356004682301*pi,0.34632014265936006*pi,0.04498526139902573*pi) q[8],q[11];\nRxxyyzz(0.42270802195535007*pi,0.3235793383980315*pi,0.23023050365960732*pi) q[9],q[10];\nRxxyyzz(0.47265378646073986*pi,0.2791869221523462*pi,0.0*pi) q[14],q[13];\nu3(3.4694288015982426*pi,0.7983571709292012*pi,3.9934282016122986*pi) q[0];\nu3(3.7404661620882513*pi,-0.3980947551866719*pi,3.8817842320395277*pi) q[3];\nu3(3.5206372524063423*pi,0.471453946227824*pi,1.650704448558371*pi) q[4];\nu3(3.967583468479821*pi,2.8160356427506614*pi,1.5422170600936367*pi) q[5];\nu3(3.491727646600272*pi,3.421978844971963*pi,1.2802512479592334*pi) q[7];\nu3(3.754714654335101*pi,2.384941523824565*pi,2.705112197398167*pi) q[8];\nu3(3.5918954146712663*pi,-0.005591690032594077*pi,3.936995628460065*pi) q[9];\nu3(3.2430305057045574*pi,-0.1499178686483426*pi,1.6593644417906463*pi) q[10];\nu3(3.4073845796201345*pi,3.3376060121759736*pi,3.092952626424133*pi) q[11];\nu3(3.0892420661869537*pi,0.9518202704703096*pi,2.2843150619337154*pi) q[12];\nu3(3.116893196249517*pi,3.022675603009181*pi,0.9781132905043304*pi) q[13];\nu3(3.8187909670838858*pi,0.3233688901821228*pi,2.2135694917321254*pi) q[14];\nRxxyyzz(0.4036746688923294*pi,0.3810952756454835*pi,3.7159718939520805*pi) q[0],q[2];\nRxxyyzz(0.3817964294580199*pi,0.2702332696347703*pi,3.9593580983742105*pi) q[1],q[14];\nRxxyyzz(0.3811982720625395*pi,0.3586316787058155*pi,0.0594132604554482*pi) q[3],q[4];\nRxxyyzz(0.3419936703126697*pi,0.221359151647595*pi,3.8193105047884295*pi) q[5],q[8];\nRxxyyzz(0.3903934269196299*pi,0.206841693568574*pi,3.9487442181805505*pi) q[6],q[11];\nRxxyyzz(0.4341196254169707*pi,0.11833678343942877*pi,0.0*pi) q[9],q[7];\nRxxyyzz(0.4528672908054654*pi,0.3925924360727112*pi,0.0*pi) q[12],q[13];\nu3(3.1796084774408717*pi,2.394482066821161*pi,0.9850921262333792*pi) q[0];\nu3(3.752845487113111*pi,2.0955413140712373*pi,1.0580531923654375*pi) q[1];\nu3(3.6430932242804444*pi,3.421877368853261*pi,1.2820785375285013*pi) q[2];\nu3(3.5573142369731765*pi,2.1584544738396314*pi,0.6937317042351361*pi) q[3];\nu3(3.1712419568065036*pi,2.4145643244080564*pi,1.0432952657097359*pi) q[4];\nu3(3.5407727615830336*pi,3.4099641510117786*pi,0.8626229686887958*pi) q[5];\nu3(3.7324616701487523*pi,-0.07779058337860173*pi,1.4314487963183413*pi) q[6];\nu3(3.521617074010784*pi,0.6094773491019176*pi,2.0209493749210483*pi) q[7];\nu3(3.3500667408687277*pi,2.8935576302452595*pi,0.6512181651463811*pi) q[8];\nu3(3.7887082613803083*pi,3.467360342471752*pi,1.2128065124784706*pi) q[9];\nu3(3.1786759203646233*pi,3.3840580903811297*pi,0.9069000476467828*pi) q[11];\nu3(3.137691285933056*pi,-0.15638664413595255*pi,1.545967817538533*pi) q[12];\nu3(3.2263011690779217*pi,3.1849221213443357*pi,0.6189026059238604*pi) q[13];\nu3(3.4351036618969317*pi,-0.34446450362992104*pi,1.9961180366117879*pi) q[14];\nRxxyyzz(0.43186289890571944*pi,0.29387779431304933*pi,3.92034891803579*pi) q[0],q[1];\nRxxyyzz(0.45984303519635994*pi,0.2669134569038262*pi,0.18227498592687771*pi) q[2],q[11];\nRxxyyzz(0.47176788130567027*pi,0.2464987009365065*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.4185685512311399*pi,0.08232638121666103*pi,0.0*pi) q[9],q[4];\nRxxyyzz(0.4270315029504102*pi,0.20903433650018685*pi,0.12027359270466488*pi) q[5],q[12];\nRxxyyzz(0.45965258544242993*pi,0.3255293294207995*pi,3.8913624588502107*pi) q[6],q[13];\nRxxyyzz(0.4087843683509097*pi,0.2200895930327288*pi,0.0*pi) q[14],q[10];\nu3(3.700333328438779*pi,2.172845602777721*pi,2.073148404978543*pi) q[0];\nu3(3.6943580539170973*pi,3.1919979896102726*pi,1.884502341038607*pi) q[1];\nu3(3.595905701033565*pi,0.4050844580013535*pi,4.448627071938034*pi) q[2];\nu3(3.8417769527245564*pi,0.38995831202127074*pi,0.9833230808105834*pi) q[3];\nu3(3.5431113189774988*pi,0.5701046291823784*pi,2.242651942018958*pi) q[4];\nu3(3.184390099581443*pi,0.6814489995616275*pi,0.6855137349885945*pi) q[5];\nu3(3.36919770315297*pi,3.273412105672891*pi,0.7237021643314616*pi) q[6];\nu3(3.4960806649351728*pi,0.4442260155741323*pi,1.4824925244860103*pi) q[8];\nu3(3.5873835024622323*pi,0.5136853674265156*pi,2.421594345017054*pi) q[9];\nu3(3.2196389121984965*pi,-0.21534389786533903*pi,1.422295385522795*pi) q[10];\nu3(3.573355490185813*pi,0.5952085042125972*pi,0.7673920664721581*pi) q[11];\nu3(3.6734810391747326*pi,2.4689119154431856*pi,0.6367629193950378*pi) q[12];\nu3(3.7792468415152936*pi,-0.39404249416659626*pi,1.8692427726441345*pi) q[13];\nu3(3.4808885973753756*pi,3.118378350722994*pi,4.342189088078468*pi) q[14];\nRxxyyzz(0.38508892004194023*pi,0.2949949405384122*pi,3.918044201960699*pi) q[9],q[0];\nRxxyyzz(0.4636150566176398*pi,0.3902123397483932*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.4554296258169004*pi,0.3948351243692131*pi,3.78483010405321*pi) q[6],q[2];\nRxxyyzz(0.4204721187486603*pi,0.13823171923391864*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.31990990281714016*pi,0.08369330812013942*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.3279764172600893*pi,0.21227204990551973*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.42177938721729064*pi,0.24063098468302743*pi,0.06044171966000649*pi) q[8],q[11];\nu3(3.2196736732509685*pi,2.224043287313425*pi,1.8687574056740415*pi) q[0];\nu3(3.8163075574059473*pi,3.0601599169087157*pi,1.5454549283364727*pi) q[1];\nu3(3.591800288313039*pi,0.16009140643051523*pi,4.335148541582194*pi) q[2];\nu3(3.611588168046784*pi,3.1066360592473172*pi,0.9287033255099728*pi) q[3];\nu3(3.750183268409788*pi,-0.4552164577932306*pi,1.6113121939504462*pi) q[4];\nu3(3.3926820702131155*pi,-0.47430659861952296*pi,3.348472981779606*pi) q[5];\nu3(3.8689710825008747*pi,3.0438373602742925*pi,2.238338335482826*pi) q[6];\nu3(3.834674075682737*pi,2.8890888361298095*pi,3.194935087771898*pi) q[7];\nu3(3.603728930710322*pi,2.9061494850153906*pi,3.978500165911181*pi) q[8];\nu3(3.2564511771855367*pi,3.4148864261555323*pi,1.7749419975441967*pi) q[9];\nu3(3.5700506469232556*pi,2.782020435193921*pi,4.229016631543566*pi) q[10];\nu3(3.782759346416102*pi,3.1336208804248225*pi,3.321186007271303*pi) q[11];\nu3(3.6127793818718246*pi,1.6207631434921996*pi,1.5636825276080735*pi) q[12];\nu3(3.6068565393974854*pi,3.1375684641484685*pi,2.3882825262442973*pi) q[14];\nRxxyyzz(0.45334533972169033*pi,0.3385970872035884*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.4729451180613746*pi,0.12445816118809383*pi,0.0*pi) q[4],q[2];\nRxxyyzz(0.36704705860325954*pi,0.3360796063222154*pi,0.06370530571460858*pi) q[9],q[5];\nRxxyyzz(0.45823720082423997*pi,0.2478667828313093*pi,0.08353282812418251*pi) q[6],q[12];\nRxxyyzz(0.43556923824623*pi,0.3007615227241463*pi,0.06417145512038049*pi) q[7],q[10];\nRxxyyzz(0.3306660991340903*pi,0.09609761216717772*pi,0.0*pi) q[14],q[8];\nRxxyyzz(0.44539596839419016*pi,0.33480655197362763*pi,0.0*pi) q[13],q[11];\nu3(3.1749348383651244*pi,1.0940958720414269*pi,0.8243522927835878*pi) q[1];\nu3(3.502731113345059*pi,-0.40286215268632686*pi,4.0720414231415845*pi) q[2];\nu3(3.1926854151167063*pi,3.3027854472067855*pi,4.4953303632950306*pi) q[3];\nu3(3.59008582905331*pi,-0.25607667430276265*pi,0.6129515186179719*pi) q[4];\nu3(3.5529873928161164*pi,2.870100094837074*pi,3.383918933875706*pi) q[5];\nu3(3.4937036159283705*pi,2.7587311854815386*pi,0.5049672857045283*pi) q[6];\nu3(3.4638328248827532*pi,0.26614812842264124*pi,3.923174673569099*pi) q[7];\nu3(3.4771724266775013*pi,2.9768473719212225*pi,1.8665296643873541*pi) q[8];\nu3(3.2688351602864936*pi,2.0901341520235195*pi,4.011541509891882*pi) q[9];\nu3(3.233430687963388*pi,0.727433354829075*pi,3.8331061562654174*pi) q[10];\nu3(3.458807148658701*pi,3.0068730909658425*pi,2.164215663024439*pi) q[11];\nu3(3.2435865434538904*pi,1.727224694252754*pi,4.481653897542294*pi) q[12];\nu3(3.3462189035853194*pi,-0.17417178612413242*pi,1.0132914556902528*pi) q[13];\nu3(3.8363841505221172*pi,2.5509383123695604*pi,1.6632979880381407*pi) q[14];\nRxxyyzz(0.2520494452554898*pi,0.11972115375093395*pi,0.0*pi) q[0],q[1];\nRxxyyzz(0.39711781664625445*pi,0.20143073751903806*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.39746445981445977*pi,0.30422946587966815*pi,3.8831864978894903*pi) q[11],q[5];\nRxxyyzz(0.4331585046229697*pi,0.18081370981862*pi,0.0*pi) q[8],q[7];\nRxxyyzz(0.3823423758589905*pi,0.23505943878832417*pi,3.862373607260201*pi) q[9],q[12];\nRxxyyzz(0.36937459804978984*pi,0.24804248538857895*pi,3.9583814185240396*pi) q[14],q[10];\nu3(3.8801388188130344*pi,-0.06713643995667562*pi,3.473996279136772*pi) q[0];\nu3(3.3633486352672977*pi,1.680949027298393*pi,1.6776946409769105*pi) q[1];\nu3(3.7040324758001333*pi,3.3992686614706558*pi,1.8377166153785331*pi) q[3];\nu3(3.4734601688685434*pi,2.6317423512303852*pi,1.9436951153924693*pi) q[5];\nu3(3.461397834211323*pi,-0.03330054770365576*pi,4.033097177889976*pi) q[7];\nu3(3.6066559455449525*pi,0.5522196584489574*pi,0.595526579265434*pi) q[8];\nu3(3.1638630388445192*pi,3.322984592804011*pi,1.4559085924453823*pi) q[9];\nu3(3.349856800905288*pi,0.1268399947643899*pi,1.867711661327947*pi) q[10];\nu3(3.8301649577054073*pi,-0.28844262484883443*pi,2.201976507330758*pi) q[11];\nu3(3.6228153970013413*pi,1.9572258756151397*pi,0.7110897327502839*pi) q[12];\nu3(3.150800706660262*pi,-0.1649863794880902*pi,1.1876628710260446*pi) q[13];\nu3(3.7829325996975647*pi,3.153356767683921*pi,0.7462017553148534*pi) q[14];\nRxxyyzz(0.3623734027877501*pi,0.33900439001378635*pi,0.10443419380060343*pi) q[0],q[11];\nRxxyyzz(0.4396292758631758*pi,0.3500128261199529*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.2602385717465574*pi,0.21569362642466983*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.47266442449991286*pi,0.24832596669271656*pi,0.0*pi) q[8],q[4];\nRxxyyzz(0.44085409529948777*pi,0.22416597469829116*pi,0.0642162396762144*pi) q[9],q[6];\nRxxyyzz(0.4511890320542902*pi,0.4035983953770752*pi,3.8767547307697807*pi) q[14],q[12];\nu3(3.680916047569658*pi,2.538905313662408*pi,0.919643202451335*pi) q[0];\nu3(3.7480491656462576*pi,-0.434899255175694*pi,1.72456659458852*pi) q[1];\nu3(3.75464836307395*pi,2.6593766857751495*pi,0.6148927321623106*pi) q[2];\nu3(3.9615074382118225*pi,1.1727939567616263*pi,1.3206677114795722*pi) q[4];\nu3(3.300151453623136*pi,1.7946871100088524*pi,1.0415510806291444*pi) q[5];\nu3(3.3564683740412753*pi,0.2620943679373571*pi,0.6547431697793797*pi) q[6];\nu3(3.4389010655693237*pi,0.37630455704290877*pi,0.5031000170301816*pi) q[7];\nu3(3.1508511134034283*pi,2.4705690586264213*pi,1.4798786755341629*pi) q[8];\nu3(3.3917503619658187*pi,2.4541032402486476*pi,4.31057732867633*pi) q[9];\nu3(3.2365884441080652*pi,-0.49225872806437443*pi,3.336477109770777*pi) q[11];\nu3(3.287619126360933*pi,-0.3081012878046153*pi,0.786530047441159*pi) q[12];\nu3(3.4689518502693506*pi,-0.43252978514461365*pi,1.0505634938912143*pi) q[14];\nRxxyyzz(0.4023275629248893*pi,0.25655006001126435*pi,3.7930513173346903*pi) q[0],q[8];\nRxxyyzz(0.4100527589477916*pi,0.10063353452494539*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.3959652284488002*pi,0.3288509347727837*pi,0.0*pi) q[6],q[2];\nRxxyyzz(0.36308248336777016*pi,0.193579534629691*pi,0.050590556730378794*pi) q[4],q[10];\nRxxyyzz(0.4421975425622096*pi,0.26593030689063296*pi,3.948747427601481*pi) q[7],q[13];\nRxxyyzz(0.3665064643989202*pi,0.3229306980443507*pi,0.0*pi) q[14],q[11];\nu3(3.6402940321236414*pi,2.998211412717354*pi,2.030671238079956*pi) q[0];\nu3(3.2097851464083416*pi,3.150328668718997*pi,0.5508521476501338*pi) q[1];\nu3(3.3686618177963377*pi,0.6884400323182258*pi,1.2453544788497521*pi) q[2];\nu3(3.3278959535607675*pi,0.7667704364998567*pi,3.774500473280909*pi) q[4];\nu3(3.5157009793048815*pi,2.9259752798643426*pi,0.9097971554883234*pi) q[6];\nu3(3.097332142608223*pi,3.480073152612496*pi,1.9545150567453173*pi) q[7];\nu3(3.445285187622173*pi,2.95009895458062*pi,2.174250294301695*pi) q[8];\nu3(3.338414672497974*pi,0.80048872593025*pi,0.8203465277788546*pi) q[10];\nu3(3.4508503877478445*pi,0.6723872294220674*pi,0.7989623455682193*pi) q[11];\nu3(3.5177488091589604*pi,1.1525284572315284*pi,2.242680402042214*pi) q[12];\nu3(3.427475217677641*pi,0.20197230657912457*pi,1.2490591314486714*pi) q[13];\nu3(3.2804491230489607*pi,-0.24031806256059995*pi,4.1559507145321755*pi) q[14];\nRxxyyzz(0.44418971315765005*pi,0.3390660721804761*pi,0.18408007063762988*pi) q[9],q[0];\nRxxyyzz(0.36471005994983946*pi,0.18732215003960917*pi,0.17469859851604216*pi) q[6],q[1];\nRxxyyzz(0.3028533517301199*pi,0.1909419413107667*pi,0.06809015799226081*pi) q[3],q[8];\nRxxyyzz(0.2795774195643502*pi,0.19547241692537498*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.3102938639143603*pi,0.2623300831728894*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.4476329842011899*pi,0.20448231056412564*pi,0.1070584836146029*pi) q[11],q[10];\nu3(3.5833133133784076*pi,2.4237987011420454*pi,3.766715785531568*pi) q[0];\nu3(3.4449500088657743*pi,0.692419581337163*pi,1.6773837975375527*pi) q[1];\nu3(3.3422614132862427*pi,0.5540789883743571*pi,1.89605860775099*pi) q[3];\nu3(3.6115239250665705*pi,2.4614246767921806*pi,1.2645008276036238*pi) q[4];\nu3(3.181945449297035*pi,0.38843463002408174*pi,1.695933059306062*pi) q[5];\nu3(3.3170121841319995*pi,-0.48963453172262306*pi,3.4485299621230774*pi) q[6];\nu3(3.2940161981383675*pi,-0.09145045968932575*pi,1.6221840786126518*pi) q[7];\nu3(3.5618539725361074*pi,-0.32073545304969225*pi,4.242627825880833*pi) q[8];\nu3(3.582947401409962*pi,-0.2848770632620603*pi,4.107394281629962*pi) q[9];\nu3(3.287549062731433*pi,3.3917814084712887*pi,2.6354075634715546*pi) q[10];\nu3(3.5165692827634594*pi,0.6224098452682918*pi,1.3551732486681147*pi) q[11];\nu3(3.648208924469991*pi,2.692878401621967*pi,2.3001179710161583*pi) q[13];\nRxxyyzz(0.40443104591391954*pi,0.26869912349626734*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.3590606039989698*pi,0.13039620738143742*pi,0.0*pi) q[11],q[2];\nRxxyyzz(0.4003435613354806*pi,0.3157685280539218*pi,3.85606109458697*pi) q[13],q[3];\nRxxyyzz(0.30939862211549024*pi,0.2376765322414891*pi,3.905888256531691*pi) q[4],q[12];\nRxxyyzz(0.3993422251122793*pi,0.20780836064450905*pi,3.9602940418032997*pi) q[5],q[14];\nRxxyyzz(0.4360979521581013*pi,0.15714185335609*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.44614286922555957*pi,0.32869669860924955*pi,0.0*pi) q[9],q[8];\nu3(3.1556066984659945*pi,-0.19323470548863758*pi,2.1318500351783864*pi) q[0];\nu3(1.5891600749919732*pi,-0.38109836811799136*pi,1.4489358702095472*pi) q[2];\nu3(3.5630796479881846*pi,0.18141361392704036*pi,1.5925175664184121*pi) q[3];\nu3(3.399821358069401*pi,1.1890078830259165*pi,1.2434326674531748*pi) q[4];\nu3(3.4433203044456553*pi,-0.4525733665394922*pi,1.1531863717365236*pi) q[5];\nu3(3.196636456024634*pi,0.8720068842064386*pi,1.286410037929479*pi) q[6];\nu3(3.395423631100475*pi,0.27843853698311727*pi,1.3075208254649513*pi) q[7];\nu3(3.4866630293617655*pi,0.8532600990973012*pi,2.027829281776647*pi) q[8];\nu3(3.1686173704492404*pi,0.4086428282237018*pi,1.672839859200597*pi) q[9];\nu3(3.703006895127166*pi,-0.26317125447803047*pi,1.415905785561554*pi) q[10];\nu3(3.260134788426642*pi,3.1983397548033503*pi,0.8661266251673125*pi) q[11];\nu3(3.194983300508707*pi,0.7761526303111448*pi,1.2455386438541316*pi) q[12];\nu3(3.8648217004329894*pi,0.7979841885913617*pi,2.1027978805852454*pi) q[13];\nu3(3.931500220043349*pi,2.195103623078612*pi,2.0760490784263035*pi) q[14];\nmeasure q[10] -> c[1];\nmeasure q[2] -> c[11];\nmeasure q[6] -> c[12];\nRxxyyzz(0.4632226730705842*pi,0.25708371327199064*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.3457966933973*pi,0.21645610113518465*pi,0.048730601529613615*pi) q[8],q[1];\nRxxyyzz(0.43216255142355997*pi,0.13659179876990368*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.42897589103281003*pi,0.34057968013258894*pi,0.10216277714859003*pi) q[4],q[13];\nRxxyyzz(0.41650995063697016*pi,0.27421285795274786*pi,0.0*pi) q[7],q[14];\nRxxyyzz(0.45055396544173*pi,0.3120279771513872*pi,0.0*pi) q[12],q[11];\nu3(3.481294449733417*pi,3.3342811629173736*pi,0.7470772420529705*pi) q[0];\nu3(2.4412642205628354*pi,-0.24302963639609187*pi,3.9916080730283*pi) q[1];\nu3(3.757395811511791*pi,1.4566080366906764*pi,1.7928917354053067*pi) q[3];\nu3(3.9395096381287615*pi,1.6467287237923816*pi,0.8363191775868234*pi) q[4];\nu3(3.087129496259643*pi,1.4717793831488737*pi,1.0637845528373386*pi) q[5];\nu3(3.622981807007007*pi,2.914678951307792*pi,1.9590804109823217*pi) q[7];\nu3(1.7050867411350643*pi,-0.1742624841624708*pi,4.137262797982371*pi) q[8];\nu3(3.8490129452001383*pi,0.6229887325296837*pi,2.0019798700610734*pi) q[9];\nu3(3.4161614901684945*pi,0.7613023869961462*pi,2.380228401169709*pi) q[11];\nu3(3.7096738295740455*pi,2.3133331625249425*pi,1.2722421268825777*pi) q[12];\nu3(3.4985588483299956*pi,0.09968398916187926*pi,4.195551651810369*pi) q[13];\nu3(3.583611577718218*pi,-0.4725300360203737*pi,1.592784342526453*pi) q[14];\nmeasure q[8] -> c[0];\nmeasure q[5] -> c[2];\nmeasure q[7] -> c[3];\nmeasure q[4] -> c[4];\nmeasure q[0] -> c[5];\nmeasure q[13] -> c[6];\nmeasure q[12] -> c[7];\nmeasure q[3] -> c[8];\nmeasure q[14] -> c[9];\nmeasure q[9] -> c[10];\nmeasure q[1] -> c[13];\nmeasure q[11] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.539848143874032*pi,2.506740221438144*pi,3.119315124182897*pi) q[0];\nu3(3.269874600313854*pi,3.256763529525476*pi,2.0321844012759662*pi) q[1];\nu3(3.225133757076767*pi,2.240950008837528*pi,1.182018328708787*pi) q[2];\nu3(3.5202142019953464*pi,3.3925313591342316*pi,1.0054820051635738*pi) q[3];\nu3(3.2561078755247213*pi,2.019845589315315*pi,0.5958496474188983*pi) q[4];\nu3(3.886204379689823*pi,2.7014487524085924*pi,1.8215138963604622*pi) q[5];\nu3(3.3054364975785386*pi,2.9003308939927264*pi,1.7173637256745042*pi) q[6];\nu3(3.5620726840767043*pi,2.676793193227278*pi,0.7140603521147506*pi) q[7];\nu3(3.1100646716600484*pi,3.266711753991534*pi,0.6022026862447234*pi) q[8];\nu3(3.866679420465754*pi,0.646133634267889*pi,1.2594395842030555*pi) q[9];\nu3(3.09345423431223*pi,3.4849064512287233*pi,0.5267952367195142*pi) q[10];\nu3(3.4771197914207628*pi,3.025864163839014*pi,2.346468483286583*pi) q[11];\nu3(3.3180536366625244*pi,0.006133843562965202*pi,3.79763255293262*pi) q[12];\nu3(3.515312151417032*pi,3.1462388841862294*pi,4.027210752872851*pi) q[13];\nu3(3.7264135483794885*pi,3.1405904539732594*pi,1.7718449185985652*pi) q[14];\nRxxyyzz(0.4287859595486201*pi,0.3865932818175599*pi,0.14301848466169176*pi) q[0],q[6];\nRxxyyzz(0.4425781571987204*pi,0.4254603362118381*pi,0.21541653359125235*pi) q[1],q[12];\nRxxyyzz(0.37957360173064014*pi,0.304819284320748*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.41141800989908006*pi,0.2506991038169365*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.45457415620631997*pi,0.340882942512484*pi,0.06556986851768368*pi) q[4],q[8];\nRxxyyzz(0.4786335857866898*pi,0.2576909227472993*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.45942258528403995*pi,0.20048279239137495*pi,0.04537813806918753*pi) q[7],q[14];\nu3(3.737124195839312*pi,3.0851462719046796*pi,2.3118902151802287*pi) q[0];\nu3(3.589127942188794*pi,0.15477124435525025*pi,3.010626338378425*pi) q[1];\nu3(3.619137121781244*pi,2.344711568702123*pi,1.1110885296538027*pi) q[2];\nu3(3.5297142962923025*pi,-0.22543661328270626*pi,1.0359394441980223*pi) q[3];\nu3(3.4626681644968444*pi,3.14995748558938*pi,1.7566631728000748*pi) q[4];\nu3(3.4387441942195087*pi,1.1702375161138368*pi,1.6017109333459567*pi) q[5];\nu3(3.4107154193953964*pi,2.3517357001913*pi,0.6976232371097442*pi) q[6];\nu3(3.290164992186233*pi,-0.19730099947275237*pi,4.068128380173085*pi) q[7];\nu3(3.4703914375879403*pi,-0.46637753852643127*pi,2.7891575190981714*pi) q[8];\nu3(3.930912639903883*pi,0.6678047375328933*pi,0.7022825316177214*pi) q[9];\nu3(3.237951974462316*pi,0.45670254312885417*pi,2.1560341956866966*pi) q[10];\nu3(3.132792029977088*pi,0.11477164238724269*pi,3.3735541403732445*pi) q[12];\nu3(3.8362728748886727*pi,0.20768539687833154*pi,1.476856947696263*pi) q[13];\nu3(3.7976115656802825*pi,3.4478198879734006*pi,2.2771026176823055*pi) q[14];\nRxxyyzz(0.3913650518337902*pi,0.10386567350549836*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.33362478611581015*pi,0.2278925398960232*pi,0.04430900228777368*pi) q[1],q[5];\nRxxyyzz(0.3974082745715801*pi,0.3474472902241774*pi,0.053389529988604786*pi) q[2],q[6];\nRxxyyzz(0.4232455131470162*pi,0.1831342224261281*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.39122536550081*pi,0.19618103374206086*pi,0.0*pi) q[7],q[9];\nRxxyyzz(0.40069744430896*pi,0.20985922055954292*pi,3.8372750227945502*pi) q[8],q[11];\nRxxyyzz(0.4529497472532703*pi,0.10834465164050278*pi,0.0*pi) q[10],q[14];\nu3(3.411932017447212*pi,0.42460121531985673*pi,2.0989103798923865*pi) q[0];\nu3(3.7492387156597915*pi,0.9781513424008881*pi,0.6522433772722075*pi) q[1];\nu3(3.304276038828017*pi,0.42597056026045144*pi,4.358545527901899*pi) q[2];\nu3(3.539780557090187*pi,3.089484422151637*pi,0.8710529881329494*pi) q[3];\nu3(3.2624143021024596*pi,3.351655587734049*pi,0.7644264131726075*pi) q[4];\nu3(3.261338106294003*pi,0.9450371525047623*pi,3.656925480552126*pi) q[5];\nu3(3.893526683349693*pi,-0.2749668363435164*pi,1.762648348774817*pi) q[6];\nu3(3.400143007234226*pi,-0.21033723907429713*pi,1.2731414426698393*pi) q[7];\nu3(3.2117962656697174*pi,2.2747582420924757*pi,0.8067740226894711*pi) q[8];\nu3(3.5919650105338414*pi,0.24063441324440293*pi,2.3073021129769833*pi) q[9];\nu3(3.6750483525559203*pi,2.6303685143415407*pi,4.402453107465477*pi) q[10];\nu3(3.714427171656731*pi,0.9533292151200041*pi,2.2635183988078005*pi) q[11];\nu3(3.570835667259279*pi,2.7280158783249826*pi,0.7117650233459933*pi) q[13];\nu3(3.238388832526745*pi,3.4619507692735754*pi,0.7844028094295983*pi) q[14];\nRxxyyzz(0.3513392042582195*pi,0.07360517427800106*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.3492163371822698*pi,0.23035275270214095*pi,0.046803865346326745*pi) q[1],q[11];\nRxxyyzz(0.4017542304119699*pi,0.1749511605680234*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.3777009477287*pi,0.1341468464203813*pi,0.043264426951035335*pi) q[3],q[14];\nRxxyyzz(0.46534777057568033*pi,0.2843002760027239*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.42856008438779514*pi,0.25085157753108916*pi,3.89950959815814*pi) q[7],q[12];\nRxxyyzz(0.4546421929317202*pi,0.198310863072087*pi,3.8097493522293693*pi) q[10],q[13];\nu3(3.3032461433068177*pi,2.8923738984214618*pi,2.1290694854373786*pi) q[0];\nu3(3.270967478876528*pi,3.1206775648655496*pi,3.4241939987370897*pi) q[1];\nu3(3.535204299280765*pi,-0.19330302173401948*pi,1.926577256706656*pi) q[2];\nu3(3.382090400216003*pi,2.991477848973312*pi,3.47931739216745*pi) q[3];\nu3(3.5537295194768523*pi,-0.3195819225321357*pi,0.8822558651886321*pi) q[4];\nu3(3.1132546966516954*pi,2.050594712033668*pi,0.9951594619468578*pi) q[5];\nu3(3.1605747743540262*pi,0.31951486595446843*pi,1.3841911421165645*pi) q[6];\nu3(3.5220429557654804*pi,-0.04531419960167504*pi,1.636898380088259*pi) q[7];\nu3(3.1898165576203743*pi,0.10431592967533976*pi,1.1119185223385983*pi) q[9];\nu3(3.5043263375007716*pi,-0.2563731442989585*pi,1.0439732166904334*pi) q[10];\nu3(3.382894024841651*pi,2.1575944610555178*pi,4.265300125722276*pi) q[11];\nu3(3.14141721552566*pi,3.119070864972575*pi,0.6841456433243942*pi) q[12];\nu3(3.131584931365028*pi,-0.07808095665742526*pi,1.592997482404424*pi) q[13];\nu3(3.193895575289553*pi,1.1271683229331355*pi,4.201563325453213*pi) q[14];\nRxxyyzz(0.41135536246980003*pi,0.3112768383883442*pi,3.9196078737075*pi) q[0],q[4];\nRxxyyzz(0.34449798927327974*pi,0.24006757790521993*pi,3.9012446789337805*pi) q[1],q[2];\nRxxyyzz(0.3727664519406102*pi,0.22172548925431976*pi,3.8458582573043305*pi) q[3],q[10];\nRxxyyzz(0.29158153188991964*pi,0.08524146771800611*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.47117746261013027*pi,0.17685056968939528*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.3958666651278282*pi,0.11880748847422506*pi,0.0*pi) q[11],q[14];\nu3(3.843693554147187*pi,-0.20898080677760933*pi,0.8933035742257363*pi) q[0];\nu3(3.646188912768094*pi,0.004672051334694727*pi,3.7632378533497315*pi) q[1];\nu3(3.6928156762438293*pi,2.450387200094658*pi,1.3727690817622882*pi) q[2];\nu3(3.569101154129247*pi,1.396709533789032*pi,0.7137993620282046*pi) q[3];\nu3(3.3561324891458475*pi,0.19134525581409323*pi,1.889824147179425*pi) q[4];\nu3(3.2594021761193317*pi,-0.4725411040334079*pi,0.6164855247551259*pi) q[5];\nu3(3.221734122619714*pi,0.7769659754962075*pi,1.160119261889724*pi) q[6];\nu3(3.531949547228438*pi,2.2795798532203153*pi,2.0730225810663354*pi) q[9];\nu3(3.6467393528602186*pi,2.9698190555080806*pi,2.370372372519834*pi) q[10];\nu3(3.1180810814925533*pi,3.047295836067935*pi,0.9352656759784672*pi) q[11];\nu3(3.7143533653592895*pi,2.9993474345857125*pi,1.6628897516354941*pi) q[13];\nu3(3.3716293321598343*pi,2.661232298694296*pi,0.5038813119065446*pi) q[14];\nRxxyyzz(0.3878263193181896*pi,0.2690492233072102*pi,0.040789546905654936*pi) q[0],q[2];\nRxxyyzz(0.3529534269471296*pi,0.2473250260777098*pi,3.7976396912264097*pi) q[1],q[3];\nRxxyyzz(0.4378967310439601*pi,0.3337476327180626*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.40576643471321006*pi,0.22611693557349588*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.43838201462527016*pi,0.3072210219399545*pi,3.9577167099023804*pi) q[6],q[10];\nRxxyyzz(0.36638459732359985*pi,0.29252840857715956*pi,0.0*pi) q[9],q[8];\nu3(3.2049143551791235*pi,-0.23026277847612264*pi,3.3874060881136225*pi) q[0];\nu3(3.495800935205424*pi,0.016996168147444535*pi,1.8586320466059503*pi) q[1];\nu3(3.4687162229184487*pi,1.1283127528495185*pi,4.2983308178520065*pi) q[2];\nu3(3.552100919241044*pi,-0.27663636360585064*pi,4.060220935047676*pi) q[3];\nu3(3.743670418222252*pi,-0.19483370981997317*pi,4.444940436701416*pi) q[4];\nu3(3.196526066851283*pi,0.40095750672221864*pi,1.4286096463726818*pi) q[5];\nu3(3.6420905358397295*pi,3.0058692156749687*pi,1.568643871978699*pi) q[6];\nu3(3.1799302881641114*pi,2.646298232839888*pi,1.2684697974846109*pi) q[8];\nu3(3.952064042201322*pi,-0.11369990467338531*pi,1.0913269557381335*pi) q[9];\nu3(3.5426790709068894*pi,1.9840121291007233*pi,0.5421640559221048*pi) q[10];\nu3(3.823866473746498*pi,1.838247380461572*pi,1.2890155451324319*pi) q[11];\nu3(3.553559978294466*pi,-0.25293836755024773*pi,0.8655280983463236*pi) q[13];\nRxxyyzz(0.3610659888712102*pi,0.23439212595910822*pi,0.04298674015433694*pi) q[0],q[11];\nRxxyyzz(0.4466800732675602*pi,0.2540299304958845*pi,3.931887801838251*pi) q[1],q[7];\nRxxyyzz(0.43152809528728003*pi,0.25521600463199173*pi,3.831538458525019*pi) q[2],q[10];\nRxxyyzz(0.3657529803527898*pi,0.09413313847521643*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.3171846006200961*pi,0.23567978518457466*pi,0.0*pi) q[13],q[4];\nRxxyyzz(0.40929072279188006*pi,0.2349085451866083*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.4285593539273802*pi,0.29165075578936783*pi,0.0*pi) q[8],q[12];\nu3(3.105465263165212*pi,-0.40589291486155415*pi,3.641937173417225*pi) q[0];\nu3(3.648458915559979*pi,3.0991295423048424*pi,1.0842863018266358*pi) q[1];\nu3(3.9087349051454603*pi,3.275880560305522*pi,2.4788113366581257*pi) q[2];\nu3(3.699958159284272*pi,0.043408793277241675*pi,2.129411980094634*pi) q[3];\nu3(3.1838524413036153*pi,0.7114222143685167*pi,2.008158698484066*pi) q[4];\nu3(3.5115594692375813*pi,2.4195396086438663*pi,2.212817782659597*pi) q[5];\nu3(3.505002339530785*pi,-0.12457458722091796*pi,2.1460619368902556*pi) q[6];\nu3(3.2777096954606377*pi,2.683856884946205*pi,2.0752325489854146*pi) q[7];\nu3(3.7255272866540485*pi,3.3435277848744294*pi,3.675132245712297*pi) q[8];\nu3(3.4559046508740194*pi,3.4837708389819095*pi,0.6503225559481294*pi) q[9];\nu3(3.6414736246114807*pi,-0.40267050859114106*pi,1.674861028917288*pi) q[10];\nu3(3.8683261732610026*pi,0.6073169803338403*pi,1.2931953867007624*pi) q[11];\nu3(3.6809498838222363*pi,-0.0767967960602694*pi,1.833645989302595*pi) q[12];\nu3(3.545496713794746*pi,2.595236041856732*pi,1.1293119942233791*pi) q[13];\nRxxyyzz(0.4117512739943462*pi,0.21962224522094442*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.30228122408536007*pi,0.19123508465885353*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.42349325194549003*pi,0.18746400952336995*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.44038098123249014*pi,0.11914868263410094*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.42035924394668*pi,0.19475244886948317*pi,0.0*pi) q[14],q[4];\nRxxyyzz(0.4253362753470462*pi,0.14702234210800402*pi,0.0*pi) q[11],q[5];\nRxxyyzz(0.2720953745802799*pi,0.1255834191302858*pi,3.9043059455796794*pi) q[7],q[10];\nu3(3.6027534943101007*pi,2.301446314437358*pi,0.8177912605031789*pi) q[0];\nu3(3.2640160701524152*pi,3.19202484770347*pi,4.271164245763266*pi) q[1];\nu3(3.3321651757860984*pi,3.409191905511668*pi,1.2392565641751947*pi) q[2];\nu3(3.5392885031053654*pi,3.3943093470388077*pi,1.0360336694044179*pi) q[3];\nu3(3.464739298428639*pi,1.2613815726568713*pi,2.3548062980223348*pi) q[4];\nu3(3.6694387742897248*pi,2.7543104052876397*pi,2.1492931948044802*pi) q[5];\nu3(3.3937692949352236*pi,2.1065163344104714*pi,1.0981067217580975*pi) q[6];\nu3(3.4943439231464843*pi,2.156241098503422*pi,1.5728100516000252*pi) q[7];\nu3(3.789092648503655*pi,-0.02749510913481218*pi,0.8867339784566398*pi) q[9];\nu3(3.156486896576263*pi,0.9521976627931104*pi,1.0293142398481852*pi) q[10];\nu3(3.456348017757299*pi,2.8197466547431436*pi,0.7649294970194895*pi) q[11];\nu3(3.7275542453559085*pi,-0.4724783601041726*pi,2.33907771209787*pi) q[12];\nu3(3.4922829756140716*pi,-0.15908831661231987*pi,2.3509116633719733*pi) q[13];\nu3(3.5796927462196404*pi,3.3341836330350514*pi,0.7949273291365171*pi) q[14];\nRxxyyzz(0.46198036981194057*pi,0.13558589826966483*pi,0.0*pi) q[7],q[0];\nRxxyyzz(0.44347951258639057*pi,0.31939840508845135*pi,0.05124874481917442*pi) q[1],q[12];\nRxxyyzz(0.4313871642627101*pi,0.08985454327074939*pi,0.07477188734201863*pi) q[2],q[11];\nRxxyyzz(0.45057905359391537*pi,0.12101115163227849*pi,0.0*pi) q[9],q[3];\nRxxyyzz(0.3466313211168436*pi,0.15697719913521269*pi,0.0*pi) q[10],q[4];\nRxxyyzz(0.41267238024906006*pi,0.2180763376069259*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.42372954366227067*pi,0.17104651460681064*pi,0.0*pi) q[13],q[14];\nu3(3.562227497664228*pi,0.3901266745901113*pi,0.5391075021942004*pi) q[0];\nu3(3.178801069663918*pi,2.448326000325365*pi,4.03540027916719*pi) q[1];\nu3(3.850065836879532*pi,-0.19277919007564992*pi,3.9892234835466205*pi) q[2];\nu3(3.4619385479141607*pi,2.033753104812414*pi,1.3988702788989549*pi) q[3];\nu3(3.6784499626748373*pi,2.8197861341478725*pi,2.1584760022015486*pi) q[4];\nu3(3.8221948668052166*pi,2.7644465960388125*pi,0.9794114519915497*pi) q[6];\nu3(3.6233695197518117*pi,0.4037526536045055*pi,4.412482808147748*pi) q[7];\nu3(3.434346559406255*pi,0.43630427480228695*pi,1.6078865419690103*pi) q[8];\nu3(3.5261429222415828*pi,3.4800641269556443*pi,1.8323629097266716*pi) q[9];\nu3(3.1283772020494567*pi,0.9374872080877348*pi,1.9186343160570016*pi) q[10];\nu3(3.7325873833969876*pi,-0.2277736756233486*pi,2.15200528861623*pi) q[11];\nu3(3.624995252089078*pi,2.054546390276196*pi,4.292670516793041*pi) q[12];\nu3(3.4937223192755584*pi,-0.4194956658211009*pi,2.228673648095837*pi) q[13];\nu3(3.5964021226999217*pi,3.379040912837693*pi,1.765823730860831*pi) q[14];\nRxxyyzz(0.36207275723477056*pi,0.26773830519224356*pi,3.899178468534929*pi) q[6],q[0];\nRxxyyzz(0.3865406327327197*pi,0.32158510963179415*pi,3.8682845266129093*pi) q[1],q[3];\nRxxyyzz(0.4505086423010002*pi,0.17725905071716916*pi,3.8987388191044894*pi) q[4],q[8];\nRxxyyzz(0.4090878201618498*pi,0.3112921883631393*pi,3.9181801613406204*pi) q[5],q[13];\nRxxyyzz(0.43833422506498954*pi,0.2383891406435752*pi,3.80496571520146*pi) q[11],q[7];\nRxxyyzz(0.36965337868205916*pi,0.19887926657871713*pi,0.0*pi) q[9],q[10];\nRxxyyzz(0.4570780205016699*pi,0.20682289304564705*pi,0.0*pi) q[14],q[12];\nu3(3.459772864142684*pi,2.69120804586432*pi,2.158665181152894*pi) q[0];\nu3(3.447643575364467*pi,3.1393942800448986*pi,1.6565730400797687*pi) q[1];\nu3(3.775527190555724*pi,-0.001457571218431153*pi,2.0995418594682262*pi) q[3];\nu3(3.806073462479009*pi,2.8606016024980896*pi,2.0223106299350038*pi) q[4];\nu3(3.443564489419352*pi,0.9827311318440013*pi,0.6463277327542865*pi) q[5];\nu3(3.5731781077770903*pi,0.21889637619774038*pi,2.2554257990514164*pi) q[6];\nu3(3.269980009993485*pi,-0.06290511109862873*pi,0.9041317699238411*pi) q[7];\nu3(3.565145696503437*pi,2.890947585802035*pi,1.473397369046649*pi) q[8];\nu3(3.7399186825193693*pi,-0.37407956560607203*pi,3.865268861463172*pi) q[9];\nu3(3.801333707317005*pi,0.1672562638313766*pi,1.4521584274487123*pi) q[10];\nu3(3.6903185792676982*pi,2.716854718599114*pi,1.2936402837881231*pi) q[11];\nu3(3.2966242242620374*pi,-0.06260308844951856*pi,1.9602048997592205*pi) q[12];\nu3(3.433861022377284*pi,1.1643645532684093*pi,0.7307606640955631*pi) q[13];\nu3(3.6131924079743003*pi,-0.4343054570594256*pi,1.119670484050185*pi) q[14];\nRxxyyzz(0.28242130357354966*pi,0.17866920542272546*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.4663811212287201*pi,0.2788820348390063*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.3764022700182378*pi,0.25394262286641234*pi,0.0*pi) q[12],q[5];\nRxxyyzz(0.3060591415157502*pi,0.24713828449686326*pi,0.0*pi) q[14],q[7];\nRxxyyzz(0.4102569163305393*pi,0.1822216985178582*pi,0.0*pi) q[11],q[8];\nRxxyyzz(0.42920025643618015*pi,0.3171914172271668*pi,0.11678955154212016*pi) q[9],q[13];\nu3(3.0714314569697043*pi,-0.01488801713099841*pi,1.3558653746718636*pi) q[1];\nu3(3.7058886800062134*pi,-0.4800963098969056*pi,2.007835489069798*pi) q[2];\nu3(3.317120130793143*pi,2.8637431866555634*pi,0.5868734986746559*pi) q[3];\nu3(3.4817696220168832*pi,3.451259876289882*pi,0.5877768717581491*pi) q[5];\nu3(3.4246941734576763*pi,0.24948974494970733*pi,1.7868530555941469*pi) q[7];\nu3(3.362064678323307*pi,2.285977703520262*pi,1.2652269353575305*pi) q[8];\nu3(3.5529318966759567*pi,2.8693739129951776*pi,4.09501552044833*pi) q[9];\nu3(3.6198659933624295*pi,3.0103771579024414*pi,2.148309155746961*pi) q[10];\nu3(3.7946674591451135*pi,1.2042733175346285*pi,2.035933547967033*pi) q[11];\nu3(3.5478396956643308*pi,3.113750303798259*pi,0.7345755982876003*pi) q[12];\nu3(3.7629129301619693*pi,2.697364228548845*pi,0.5434400851978478*pi) q[13];\nu3(3.5401354057023515*pi,0.7043314027193195*pi,1.1319773075709119*pi) q[14];\nRxxyyzz(0.40643128927866984*pi,0.21276617651842186*pi,3.8398626299007006*pi) q[0],q[14];\nRxxyyzz(0.4522743720507709*pi,0.185053338677161*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.3291509587254603*pi,0.22882235970928821*pi,3.87102862778604*pi) q[2],q[11];\nRxxyyzz(0.4238383686509568*pi,0.2713396381442437*pi,3.858782979137926*pi) q[3],q[7];\nRxxyyzz(0.3860904451693904*pi,0.3201666160786375*pi,0.0*pi) q[9],q[4];\nRxxyyzz(0.4291860323898501*pi,0.1492272591078232*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.40171441345549996*pi,0.2822653730074549*pi,0.0*pi) q[12],q[10];\nu3(3.5772810739129857*pi,2.1129892846741973*pi,1.6193609210178117*pi) q[0];\nu3(3.8417091074016887*pi,2.053963662515064*pi,1.6976377989048994*pi) q[1];\nu3(3.1947971476612187*pi,0.9754132921091896*pi,1.3557100382076435*pi) q[2];\nu3(3.3982336416290813*pi,3.018389357941542*pi,1.2166208965519445*pi) q[3];\nu3(3.7023070856941382*pi,-0.33680465878876314*pi,2.4346783301749992*pi) q[4];\nu3(3.748734915479156*pi,0.11185966033284311*pi,1.825683284422709*pi) q[5];\nu3(3.586950795577408*pi,0.8300432247312974*pi,1.7602797681700655*pi) q[6];\nu3(3.6909926608650214*pi,3.1697788973573613*pi,0.8812459968576878*pi) q[7];\nu3(3.957302397864628*pi,2.0282002865317823*pi,1.8934059009111177*pi) q[9];\nu3(3.833853218666947*pi,2.666380626322483*pi,1.5717616240468546*pi) q[10];\nu3(3.4560004243967617*pi,0.77165069675763*pi,0.8785550040209941*pi) q[11];\nu3(3.8497527770021165*pi,2.020275662736064*pi,1.3266079676882092*pi) q[12];\nu3(3.1184161274104563*pi,-0.407127691953879*pi,3.854777519412606*pi) q[13];\nu3(3.364188828530657*pi,2.6729974005720107*pi,1.0396114025036836*pi) q[14];\nRxxyyzz(0.3332593161416304*pi,0.26766783521334736*pi,0.0*pi) q[12],q[0];\nRxxyyzz(0.39676180347667145*pi,0.2351050164861075*pi,0.0*pi) q[4],q[1];\nRxxyyzz(0.38099972649877023*pi,0.2516507855651462*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.251874478493731*pi,0.18869769589654906*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.2846851860154399*pi,0.2219465817108759*pi,0.13208944035218506*pi) q[8],q[10];\nRxxyyzz(0.37239794241177027*pi,0.25308202742336944*pi,3.9531541795833895*pi) q[9],q[11];\nu3(3.6071009889343886*pi,-0.28802198559420766*pi,2.065516398083913*pi) q[0];\nu3(3.8522821166834023*pi,1.0094679695860735*pi,1.8870061117651105*pi) q[1];\nu3(3.3055894672995176*pi,-0.380620878390329*pi,1.2255822334183595*pi) q[4];\nu3(3.4872750875993934*pi,2.770475883224044*pi,0.5660497765086614*pi) q[5];\nu3(3.1556117583924994*pi,2.9609766615403763*pi,1.8219602880700407*pi) q[6];\nu3(3.8781987916350853*pi,1.0748462714310856*pi,0.8391285463566479*pi) q[8];\nu3(3.365221485295821*pi,3.3896524739978875*pi,1.6686837684101063*pi) q[9];\nu3(3.46318849569464*pi,-0.3770932013260692*pi,0.6982101427539875*pi) q[10];\nu3(3.247749847926067*pi,3.140059676577498*pi,2.1226536102214526*pi) q[11];\nu3(3.323395521698188*pi,0.14555455977284126*pi,1.472962218039681*pi) q[12];\nu3(3.8138958387983593*pi,2.684323060740398*pi,1.8441714969379328*pi) q[13];\nu3(3.481747446271334*pi,0.05671248454944233*pi,1.3497569591873602*pi) q[14];\nRxxyyzz(0.41323708483554*pi,0.1588930979470885*pi,0.0*pi) q[13],q[0];\nRxxyyzz(0.4443989012543499*pi,0.38170260115859905*pi,0.0*pi) q[5],q[1];\nRxxyyzz(0.4323792010117699*pi,0.2945153671096952*pi,0.22763180691668605*pi) q[2],q[4];\nRxxyyzz(0.37413898890663033*pi,0.212749133356255*pi,0.0*pi) q[10],q[6];\nRxxyyzz(0.4807213627854706*pi,0.3256622344931053*pi,0.0*pi) q[12],q[7];\nRxxyyzz(0.490310290273098*pi,0.20680322905513926*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.4481352905454398*pi,0.33721516391754536*pi,0.06320158578463685*pi) q[14],q[9];\nu3(3.4019836441496785*pi,3.431396246197191*pi,1.6522284986771452*pi) q[0];\nu3(3.4667505901173934*pi,-0.21015311831569766*pi,3.367263788909936*pi) q[1];\nu3(3.236981236106514*pi,-0.3039961521178947*pi,3.832748602934611*pi) q[2];\nu3(3.373621250129*pi,3.324237522050044*pi,1.5192911942036038*pi) q[4];\nu3(3.6062027414028925*pi,3.242719868374217*pi,3.7673471190420535*pi) q[5];\nu3(3.5158664753178943*pi,-0.2895385429249574*pi,0.7019458811183332*pi) q[6];\nu3(3.139948439354547*pi,2.102676523112459*pi,2.042576875691853*pi) q[7];\nu3(3.8798974938770083*pi,-0.3630079480632822*pi,0.8946077394665704*pi) q[8];\nu3(3.187533907529247*pi,1.3453930293672745*pi,1.1961355742646296*pi) q[9];\nu3(3.7338383574524796*pi,3.4687124297901972*pi,3.5666591159093297*pi) q[10];\nu3(3.330614342106598*pi,-0.14035953241075483*pi,2.3032790174927604*pi) q[11];\nu3(3.3312336983002218*pi,3.0393110272509967*pi,2.132764201569315*pi) q[12];\nu3(3.452636980541938*pi,2.473076306906448*pi,2.4105471145899533*pi) q[13];\nu3(3.511330191217266*pi,0.08878072018424088*pi,1.5579515451176675*pi) q[14];\nRxxyyzz(0.4321523707917101*pi,0.16237501969304022*pi,3.92409814869697*pi) q[3],q[0];\nRxxyyzz(0.4192527129392902*pi,0.3467186380149262*pi,0.14601240012072392*pi) q[14],q[1];\nRxxyyzz(0.3835119207524296*pi,0.1992950900979401*pi,0.14935469102750976*pi) q[2],q[10];\nRxxyyzz(0.43336682540798*pi,0.2533156311338214*pi,0.1254574219235067*pi) q[7],q[4];\nRxxyyzz(0.4282216252217799*pi,0.30425847968648423*pi,0.17072449313136812*pi) q[5],q[12];\nRxxyyzz(0.32374509100951954*pi,0.25571372275832216*pi,0.0*pi) q[11],q[6];\nRxxyyzz(0.25221104174099007*pi,0.1348930337955665*pi,0.0*pi) q[13],q[9];\nu3(3.4103441451751726*pi,3.183059044698191*pi,2.1297105284099427*pi) q[0];\nu3(3.3320665685771327*pi,2.570621232750395*pi,0.8556752501986301*pi) q[1];\nu3(3.4238709822069904*pi,-0.4624941012498729*pi,2.7864828167716826*pi) q[2];\nu3(3.6735009319042473*pi,2.048813749404191*pi,0.8775715731964651*pi) q[3];\nu3(3.7856278916290513*pi,1.1078462402829514*pi,0.9430608614538274*pi) q[4];\nu3(3.964416546552825*pi,0.3238332670791404*pi,3.361794299900204*pi) q[5];\nu3(3.588276216613044*pi,2.922257344039899*pi,0.9700683537614943*pi) q[6];\nu3(3.5886569992471467*pi,3.2860112520871336*pi,3.760195510514459*pi) q[7];\nu3(3.590748405651431*pi,0.37837402628110306*pi,2.1386635811341685*pi) q[9];\nu3(3.3441728721793282*pi,-0.2002924746903979*pi,2.1960233054951654*pi) q[10];\nu3(3.4841036473947655*pi,0.25179317259500456*pi,1.9017277660800591*pi) q[11];\nu3(3.2755161565515305*pi,0.36393571910028*pi,3.750684415305067*pi) q[12];\nu3(3.5954416305215826*pi,-0.013942671287900221*pi,0.7543682169985002*pi) q[13];\nu3(3.373342313470885*pi,3.3300803056989965*pi,4.199201000207784*pi) q[14];\nmeasure q[1] -> c[10];\nRxxyyzz(0.47665037283567946*pi,0.17385684779265986*pi,0.0*pi) q[5],q[0];\nRxxyyzz(0.33880538404486954*pi,0.19311638169957623*pi,3.9116792033980303*pi) q[2],q[4];\nRxxyyzz(0.45574660859187993*pi,0.3519617424267923*pi,0.0641913368604285*pi) q[3],q[11];\nRxxyyzz(0.29952298335446015*pi,0.20263991885510713*pi,0.0*pi) q[7],q[6];\nRxxyyzz(0.46063777644893994*pi,0.2855425703951837*pi,3.8478337579054394*pi) q[8],q[10];\nRxxyyzz(0.4329689001949798*pi,0.34262116542658116*pi,0.33086047160360543*pi) q[14],q[9];\nRxxyyzz(0.3974918340727106*pi,0.1604954361668618*pi,0.0*pi) q[13],q[12];\nu3(3.365285340711333*pi,1.6218298024378868*pi,1.8124044017648426*pi) q[0];\nu3(1.798077455240483*pi,-0.20967912757273438*pi,0.9921947715958106*pi) q[2];\nu3(3.2797632306760733*pi,-0.11478765180072659*pi,1.816996157685384*pi) q[3];\nu3(2.6086222137933808*pi,3.4684170055083463*pi,2.125414816503622*pi) q[4];\nu3(3.622560364094045*pi,3.125655757999293*pi,2.3939114019055987*pi) q[5];\nu3(1.6064368297648495*pi,2.7195110078370894*pi,1.2464983173069921*pi) q[6];\nu3(0.4522559952653273*pi,-0.11989287958145328*pi,2.435129158527976*pi) q[7];\nu3(3.3628663575291853*pi,1.4137414004945223*pi,1.4979675862282364*pi) q[8];\nu3(3.957545919964477*pi,1.2356971641366405*pi,1.6581312809636923*pi) q[9];\nu3(3.6265314868857246*pi,-0.09490540622690424*pi,1.862097571790534*pi) q[10];\nu3(3.9633193654292307*pi,0.057348785062303564*pi,3.644464702428597*pi) q[11];\nu3(3.723104067923568*pi,3.342129598888217*pi,2.4028862781673777*pi) q[12];\nu3(3.85707599982104*pi,1.3026024447161804*pi,1.1576406003806303*pi) q[13];\nu3(3.2580714771620927*pi,1.6474430954052233*pi,4.3136719051623515*pi) q[14];\nmeasure q[12] -> c[0];\nmeasure q[2] -> c[1];\nmeasure q[5] -> c[2];\nmeasure q[13] -> c[3];\nmeasure q[3] -> c[4];\nmeasure q[11] -> c[5];\nmeasure q[14] -> c[6];\nmeasure q[0] -> c[7];\nmeasure q[7] -> c[8];\nmeasure q[9] -> c[9];\nmeasure q[4] -> c[11];\nmeasure q[8] -> c[12];\nmeasure q[10] -> c[13];\nmeasure q[6] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.4809518681979004*pi,2.5679864976654727*pi,2.1198248677413325*pi) q[0];\nu3(3.951780530500349*pi,3.270831350912257*pi,4.267287648303334*pi) q[1];\nu3(3.6671859018637*pi,0.8122624882796907*pi,3.8968007861668594*pi) q[2];\nu3(3.4242419377187074*pi,-0.3148822071372823*pi,3.4184340232281096*pi) q[3];\nu3(3.747374520307337*pi,3.3089704583169213*pi,1.6494791577444643*pi) q[4];\nu3(3.3784149708467286*pi,-0.16826331247086068*pi,1.8776878615288217*pi) q[5];\nu3(3.8934677139146627*pi,0.40585708241078844*pi,0.5259274307375706*pi) q[6];\nu3(3.7807011844411824*pi,2.7834718678943764*pi,1.0136821966708192*pi) q[7];\nu3(3.434724343104482*pi,-0.44392654057574177*pi,1.0327628414265029*pi) q[8];\nu3(3.291624706813616*pi,2.1860081744331645*pi,0.5582027139818724*pi) q[9];\nu3(3.352955578662326*pi,3.375852303043132*pi,3.3680997878519063*pi) q[10];\nu3(3.637895588535806*pi,3.1567542645676*pi,3.5271840569730606*pi) q[11];\nu3(3.5355437587577354*pi,3.351760277281378*pi,2.148016348660689*pi) q[12];\nu3(3.1992791374640057*pi,0.20397632533618015*pi,1.4088229034443938*pi) q[13];\nu3(3.4540110779204323*pi,3.4729833624338196*pi,4.2115514104106255*pi) q[14];\nRxxyyzz(0.45287651004815044*pi,0.04062882128136325*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.4527598922303504*pi,0.21912047117085598*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.24451727273527069*pi,0.06997882677711442*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.42829552990609965*pi,0.18930774007514195*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.4105664032128865*pi,0.12675320654742034*pi,3.9424810657514957*pi) q[5],q[7];\nRxxyyzz(0.45465754514889967*pi,0.16164282558918697*pi,0.0*pi) q[9],q[11];\nRxxyyzz(0.42747249274461996*pi,0.1472318154650054*pi,0.0*pi) q[12],q[14];\nu3(3.824223874773179*pi,1.6610025524708636*pi,1.625486307114738*pi) q[0];\nu3(3.3544510832152565*pi,-0.16378869068184732*pi,2.1066673019827347*pi) q[1];\nu3(3.815758659235656*pi,3.399895514967928*pi,1.0637549271527904*pi) q[2];\nu3(3.5943845246953408*pi,2.51035708109111*pi,1.2360299355287143*pi) q[3];\nu3(3.36018381396694*pi,1.01469598647045*pi,1.5848103852395918*pi) q[4];\nu3(3.353755380212283*pi,-0.11876451982773095*pi,1.7213887951961113*pi) q[5];\nu3(3.143343569088331*pi,-0.34553859893575706*pi,2.469071705356485*pi) q[6];\nu3(3.4944302515714627*pi,2.2163637046397406*pi,1.1857602006284171*pi) q[7];\nu3(3.429902925020089*pi,2.681867504136*pi,2.2944796521347692*pi) q[9];\nu3(3.4249484974037063*pi,0.45423972417052905*pi,0.8358487008662921*pi) q[10];\nu3(3.821416124588586*pi,2.1874081490805874*pi,4.00595553211812*pi) q[11];\nu3(3.345971291523875*pi,2.628944254450563*pi,2.0511507212903646*pi) q[12];\nu3(3.4386141629271854*pi,-0.038697289140352364*pi,0.9314215988521068*pi) q[13];\nu3(3.743564403148066*pi,0.8461594241602532*pi,1.589161630932057*pi) q[14];\nRxxyyzz(0.39648446038716*pi,0.27129388491639816*pi,3.95734373709368*pi) q[0],q[3];\nRxxyyzz(0.45853350171860063*pi,0.30072285686172995*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.37193525867085964*pi,0.22652651770350354*pi,3.9034754373272804*pi) q[2],q[8];\nRxxyyzz(0.35875501788757014*pi,0.19357408384587727*pi,0.0886453656075723*pi) q[4],q[11];\nRxxyyzz(0.23517903905095972*pi,0.216699325702022*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.46095169649186996*pi,0.24180065697951403*pi,0.0*pi) q[12],q[13];\nu3(3.2500143554295415*pi,2.7493955451959*pi,1.4345169693805562*pi) q[0];\nu3(3.498668829140467*pi,2.4973913398573058*pi,1.3303948621014468*pi) q[1];\nu3(3.7289027322775743*pi,-0.18439592263727256*pi,1.7255259245766243*pi) q[2];\nu3(3.7249603229856074*pi,2.844883311571383*pi,1.3150069307712569*pi) q[3];\nu3(3.256601352137233*pi,0.7353806190486458*pi,0.9961149349311461*pi) q[4];\nu3(3.675468292014644*pi,3.003719770344776*pi,1.0003683986960041*pi) q[6];\nu3(3.4455130620233967*pi,2.4609193651577206*pi,1.0673573040164417*pi) q[8];\nu3(3.4121487371198698*pi,0.8889918628524125*pi,1.9613728994869837*pi) q[9];\nu3(3.471689034972792*pi,-0.46306283901388534*pi,4.287990278522673*pi) q[11];\nu3(3.260999069303076*pi,0.5141075889504394*pi,1.071572928404268*pi) q[12];\nu3(3.6150715761106316*pi,0.6545280148649675*pi,2.238662819519825*pi) q[13];\nu3(3.275842212407714*pi,2.7214251267884806*pi,1.8653618350987469*pi) q[14];\nRxxyyzz(0.43565271982624987*pi,0.38747933308514293*pi,0.22894913416092189*pi) q[0],q[14];\nRxxyyzz(0.44207265602830015*pi,0.2160303353840332*pi,3.91651569642427*pi) q[12],q[1];\nRxxyyzz(0.4646564231610003*pi,0.3087385838721861*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.40046781580153*pi,0.32612849729738613*pi,0.06142563553570011*pi) q[3],q[11];\nRxxyyzz(0.42320336025316074*pi,0.3449683065884374*pi,0.14970763771274592*pi) q[4],q[13];\nRxxyyzz(0.40186614689577993*pi,0.318425476710842*pi,3.9391765614233702*pi) q[9],q[10];\nu3(3.8429297589913207*pi,0.019310502769687043*pi,3.257692374653787*pi) q[0];\nu3(3.4198210339009645*pi,2.5807891722538816*pi,1.4346155144876078*pi) q[1];\nu3(3.3591163826508406*pi,-0.3609081402274762*pi,2.2182742991012523*pi) q[2];\nu3(3.1050861501759415*pi,3.0322535118515823*pi,4.083821328671325*pi) q[3];\nu3(3.407485363897397*pi,0.1747451153992462*pi,3.5240997026529*pi) q[4];\nu3(3.5232273889397643*pi,2.8364179793003537*pi,0.8998810257766758*pi) q[6];\nu3(3.3080999078747406*pi,3.2744526950014388*pi,2.1813696530948743*pi) q[9];\nu3(3.8161460127071645*pi,1.043068059529363*pi,2.15712507408493*pi) q[10];\nu3(3.3834256200124875*pi,-0.39080163693672*pi,2.965587678930805*pi) q[11];\nu3(3.7022062939010976*pi,0.35799135598418186*pi,2.098925338402344*pi) q[12];\nu3(3.645915430191591*pi,1.224416553421297*pi,0.6747952385786627*pi) q[13];\nu3(3.291635740752253*pi,-0.07665037666718139*pi,1.4833530677090006*pi) q[14];\nRxxyyzz(0.29177973848161054*pi,0.26797211309583135*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.3183990299219198*pi,0.2625112660454314*pi,0.0*pi) q[7],q[1];\nRxxyyzz(0.45740869693922015*pi,0.3560071392455697*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.3818843281942299*pi,0.23669256332068755*pi,0.13048108789923946*pi) q[14],q[3];\nRxxyyzz(0.38478728145142055*pi,0.3175731172999453*pi,0.05631456019825435*pi) q[4],q[10];\nRxxyyzz(0.45343069353634036*pi,0.19300010719639804*pi,0.0*pi) q[6],q[5];\nRxxyyzz(0.48163979535260815*pi,0.27193067165074825*pi,0.0*pi) q[12],q[13];\nu3(3.862341024354154*pi,-0.09856898216294763*pi,1.1924228305410387*pi) q[0];\nu3(3.0791979266688574*pi,3.4942333918522586*pi,2.1209097919557784*pi) q[1];\nu3(3.051993893035775*pi,0.21069552145095605*pi,1.3556913940974513*pi) q[2];\nu3(3.6527361278219335*pi,2.214996164919185*pi,1.0144281495589595*pi) q[3];\nu3(3.595991077409905*pi,2.478377946705918*pi,1.1643271990758355*pi) q[4];\nu3(3.8594053216684774*pi,0.18771357863492177*pi,1.5155266702818186*pi) q[5];\nu3(3.489770199406703*pi,0.5379112824627375*pi,2.259764110772159*pi) q[6];\nu3(3.752890292708304*pi,3.302447405534445*pi,3.9701799373749287*pi) q[7];\nu3(3.41705001717595*pi,1.8360413410542131*pi,1.6921382200254962*pi) q[9];\nu3(3.835491899412304*pi,-0.44835505160939226*pi,2.1323119826074697*pi) q[10];\nu3(3.2766903079018372*pi,0.025374391590270884*pi,4.342812055453793*pi) q[11];\nu3(3.2195723622092967*pi,2.326678931079483*pi,1.2599709617701473*pi) q[12];\nu3(3.6591646522058077*pi,-0.050830111557103375*pi,4.435704727281766*pi) q[13];\nu3(3.3704108632020002*pi,0.3237850202681045*pi,0.7917817292552383*pi) q[14];\nRxxyyzz(0.38519802462699015*pi,0.36158911174318387*pi,0.10811098300107869*pi) q[0],q[12];\nRxxyyzz(0.45930303370858017*pi,0.31394925649590927*pi,3.8709404127352105*pi) q[13],q[1];\nRxxyyzz(0.4476273988895705*pi,0.23282251218054761*pi,0.0*pi) q[2],q[3];\nRxxyyzz(0.3351802789854998*pi,0.22184641003570693*pi,0.08681430577924054*pi) q[4],q[5];\nRxxyyzz(0.4399043617577469*pi,0.2854114377013702*pi,0.0866221351256242*pi) q[6],q[9];\nRxxyyzz(0.4115468976174702*pi,0.2788324811027*pi,0.0*pi) q[7],q[11];\nRxxyyzz(0.4603844857901339*pi,0.2649199169421088*pi,0.0*pi) q[8],q[10];\nu3(3.4884876643530838*pi,-0.3928809981811613*pi,1.3048243020396162*pi) q[0];\nu3(3.0749323806633932*pi,3.420982025096645*pi,1.6899102045797267*pi) q[1];\nu3(3.281086999908165*pi,-0.49876102182101756*pi,0.7916571653341616*pi) q[2];\nu3(3.3409190204508397*pi,3.348303466353731*pi,1.1971340959445511*pi) q[3];\nu3(3.147074250603789*pi,2.8642680685425352*pi,0.7138838202222676*pi) q[4];\nu3(3.3025514101489724*pi,2.876300982668516*pi,3.214726526050904*pi) q[5];\nu3(3.5682142097247587*pi,2.2237735255019495*pi,0.7599883444879744*pi) q[6];\nu3(3.4665299755440904*pi,3.053744530388377*pi,1.7438884524563147*pi) q[7];\nu3(3.617508010320095*pi,2.1194170753644492*pi,0.7750892413655723*pi) q[8];\nu3(3.486717019687438*pi,0.7534878096775002*pi,1.578405635263374*pi) q[9];\nu3(3.211598140463443*pi,2.5068518480015625*pi,2.2362656956143314*pi) q[10];\nu3(3.505654551434766*pi,0.10623488960373806*pi,1.966931610484807*pi) q[11];\nu3(3.7530243140524524*pi,-0.46840000567377515*pi,3.537557380251524*pi) q[12];\nu3(3.69403209450481*pi,3.30324147582063*pi,0.8782433685951418*pi) q[13];\nRxxyyzz(0.4476214052926304*pi,0.360035414693357*pi,0.0*pi) q[0],q[4];\nRxxyyzz(0.32563563567939996*pi,0.3019826591258834*pi,3.880816512601589*pi) q[5],q[1];\nRxxyyzz(0.48927180742579923*pi,0.28410151767259617*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.34496936976307996*pi,0.19740715575262158*pi,3.93401302854433*pi) q[14],q[7];\nRxxyyzz(0.2975551309999497*pi,0.1737999814461011*pi,0.0*pi) q[13],q[12];\nu3(3.6433282668807094*pi,3.156058167702864*pi,0.8380632990379397*pi) q[0];\nu3(3.6967818475393996*pi,2.6944535308601214*pi,1.3433684953152416*pi) q[1];\nu3(3.6617591132434315*pi,2.5410356106871617*pi,0.5174300979138994*pi) q[2];\nu3(3.398293466569054*pi,3.483257572994542*pi,1.4157020543942544*pi) q[4];\nu3(3.525163418034811*pi,2.2551374092426073*pi,4.43590080050274*pi) q[5];\nu3(3.8048278971660743*pi,-0.3981503787864916*pi,4.365218518778313*pi) q[7];\nu3(3.8286385713684687*pi,2.41324252418676*pi,0.6728373354960545*pi) q[11];\nu3(3.7081771501719203*pi,-0.264874656348684*pi,1.9170089058046467*pi) q[12];\nu3(3.522299193064739*pi,-0.45178017550323624*pi,0.6520624270213922*pi) q[13];\nu3(3.1845643486287254*pi,3.3210664097878726*pi,3.930583252929104*pi) q[14];\nRxxyyzz(0.38357082801825026*pi,0.13160732908763795*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.4450371715868704*pi,0.3410745842967061*pi,0.0*pi) q[7],q[1];\nRxxyyzz(0.44976125066425976*pi,0.14395372688235153*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.3786278410834698*pi,0.08740418492718405*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.49349213163769967*pi,0.38941339298640315*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.34516670429816954*pi,0.19297924758681095*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.46072258484614004*pi,0.2642316956138836*pi,0.08872026315676436*pi) q[14],q[6];\nu3(3.388992755075015*pi,0.027565564962400924*pi,4.353110536159577*pi) q[0];\nu3(3.352590156317712*pi,3.304567754430247*pi,0.9731814973259985*pi) q[1];\nu3(3.253224647486443*pi,-0.47743115454259066*pi,1.3036354269440595*pi) q[2];\nu3(3.290830642615349*pi,3.2027774501139437*pi,2.059120825482899*pi) q[3];\nu3(3.872875038573507*pi,-0.055852888689127855*pi,0.954600178743935*pi) q[4];\nu3(3.461857396120651*pi,3.4581526838461207*pi,1.218942646892442*pi) q[5];\nu3(3.2020181201007594*pi,3.1604279589700917*pi,1.4570159909565557*pi) q[6];\nu3(3.3855151202828666*pi,3.2059795545711793*pi,2.4650114677845525*pi) q[7];\nu3(3.8887582263021154*pi,-0.21740595224192077*pi,2.414005154075397*pi) q[9];\nu3(3.6521760035983175*pi,2.525869270882443*pi,2.1601728413822587*pi) q[10];\nu3(3.7776339610658427*pi,2.887248049922477*pi,1.1000573069962383*pi) q[11];\nu3(3.665273246753286*pi,-0.07282765852310635*pi,0.8474970365954021*pi) q[12];\nu3(3.687690624041367*pi,-0.3961673577714597*pi,3.824857337123998*pi) q[13];\nu3(3.450849356441792*pi,2.4089273716362927*pi,1.0900657831842675*pi) q[14];\nRxxyyzz(0.39235607594671995*pi,0.2679628938047182*pi,0.1879246556613747*pi) q[9],q[0];\nRxxyyzz(0.4163192776690696*pi,0.2542171156778204*pi,3.862364032286509*pi) q[3],q[1];\nRxxyyzz(0.3871526193928402*pi,0.06285899011901641*pi,0.0*pi) q[6],q[2];\nRxxyyzz(0.43279242988697014*pi,0.24586364990612014*pi,0.17795223958414133*pi) q[14],q[4];\nRxxyyzz(0.45512752168645987*pi,0.2987716257361006*pi,0.0*pi) q[10],q[5];\nRxxyyzz(0.29698392473314594*pi,0.2129368504552085*pi,0.0*pi) q[13],q[7];\nRxxyyzz(0.32412305382389983*pi,0.23411368170036262*pi,0.0*pi) q[12],q[8];\nu3(3.0456611944093117*pi,-0.3793746771611093*pi,1.2152150296576938*pi) q[0];\nu3(3.251208656519209*pi,0.29998752509203774*pi,1.830248295503638*pi) q[1];\nu3(3.749144226543213*pi,0.8010932794293988*pi,0.98728692070599*pi) q[2];\nu3(3.408124663344501*pi,-0.0033324580540948223*pi,1.4555377641072214*pi) q[3];\nu3(3.491858884682701*pi,2.9316418999855465*pi,3.3666906953990154*pi) q[4];\nu3(3.699788260040471*pi,0.39369446571652156*pi,0.7940206788923734*pi) q[5];\nu3(3.868537427568776*pi,0.9005056021868361*pi,2.0842021632820833*pi) q[6];\nu3(3.7256239756887273*pi,-0.19001639203312815*pi,0.6577915252962354*pi) q[7];\nu3(3.486755492570919*pi,2.6242639993538996*pi,2.2300924553455905*pi) q[8];\nu3(3.6580262630769305*pi,0.6787129069066564*pi,4.453025797440963*pi) q[9];\nu3(3.508790030396206*pi,2.2178565766369456*pi,0.9494426866945822*pi) q[10];\nu3(3.3057428963975717*pi,0.7455498591397225*pi,4.426913534137624*pi) q[12];\nu3(3.4180666398817876*pi,-0.2951777624619294*pi,0.9237840470755003*pi) q[13];\nu3(3.202754600059038*pi,0.9733815361140277*pi,4.422804636469677*pi) q[14];\nRxxyyzz(0.45824139565515015*pi,0.2824200066863031*pi,3.8729482345582302*pi) q[0],q[4];\nRxxyyzz(0.34207635943228043*pi,0.13969712842670257*pi,0.060171628043513614*pi) q[1],q[9];\nRxxyyzz(0.3728223386984895*pi,0.3017367818564503*pi,0.12344184539396232*pi) q[2],q[13];\nRxxyyzz(0.4464480873134604*pi,0.32033714720271167*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.3971000269205601*pi,0.26921281034399436*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.40135371657223295*pi,0.24249829112657872*pi,0.0*pi) q[14],q[7];\nRxxyyzz(0.4579774058503502*pi,0.2511288590455121*pi,0.0*pi) q[11],q[10];\nu3(3.6120366144952385*pi,3.421271433956891*pi,1.3813587958326226*pi) q[0];\nu3(3.6810124180166217*pi,0.3252736328484386*pi,4.396869427056267*pi) q[1];\nu3(3.5513116333355033*pi,0.05335001049396748*pi,0.6317539554800217*pi) q[2];\nu3(3.6363759606936994*pi,-0.18899522295789073*pi,1.7093368524948835*pi) q[4];\nu3(3.4454233862795727*pi,2.9237165155752067*pi,2.462061439505947*pi) q[5];\nu3(3.4935414586135174*pi,-0.2599857526880189*pi,1.465142776730272*pi) q[6];\nu3(3.100460760090833*pi,2.9739613572503476*pi,2.4890746662865046*pi) q[7];\nu3(3.4097827226662867*pi,3.0967173317383896*pi,4.298650340147118*pi) q[8];\nu3(3.062268938712415*pi,-0.456111803357547*pi,3.333040846536707*pi) q[9];\nu3(3.6312090409357043*pi,0.2672612305148616*pi,1.5285939155488264*pi) q[10];\nu3(3.3288054961555695*pi,-0.06655447026995986*pi,4.419161917891303*pi) q[11];\nu3(3.2858297539186014*pi,3.0435916071319924*pi,1.3945233677071494*pi) q[12];\nu3(3.0664780763400046*pi,0.11910354926446487*pi,1.6338431615903888*pi) q[13];\nu3(3.539945946982758*pi,3.212829062930091*pi,3.962259002157824*pi) q[14];\nRxxyyzz(0.43142904599235987*pi,0.26458302645001375*pi,0.0*pi) q[11],q[0];\nRxxyyzz(0.4721907445058996*pi,0.3041341767453314*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.33421675088277514*pi,0.22230644871086014*pi,3.933457994401156*pi) q[12],q[2];\nRxxyyzz(0.39524634746979975*pi,0.21871302524761177*pi,3.9141489611344102*pi) q[3],q[9];\nRxxyyzz(0.3262163916774292*pi,0.18089087962016492*pi,0.0*pi) q[7],q[4];\nRxxyyzz(0.4679903447633903*pi,0.1529220125883335*pi,0.0*pi) q[10],q[5];\nRxxyyzz(0.3851420735922503*pi,0.33795952828542425*pi,3.898321348154875*pi) q[6],q[14];\nu3(3.270287044218347*pi,3.1831364044000976*pi,2.2396983599688856*pi) q[0];\nu3(3.2171854117540253*pi,0.6294195009180976*pi,1.6738801307497937*pi) q[1];\nu3(3.4069645663427752*pi,-0.2883969490057481*pi,1.4051919482087147*pi) q[2];\nu3(3.763980694512031*pi,2.767243078711359*pi,1.3745450669789738*pi) q[3];\nu3(3.147697730307102*pi,3.2192598441569444*pi,4.093695975688264*pi) q[4];\nu3(3.050218567783772*pi,1.124676324719043*pi,1.290148516589981*pi) q[5];\nu3(3.3984297368374614*pi,2.8260610645736604*pi,0.9363125639034067*pi) q[6];\nu3(3.570195306381136*pi,2.7721928969197887*pi,1.737307325262556*pi) q[7];\nu3(3.7474034448191595*pi,-0.21773227834315045*pi,2.0725453239649703*pi) q[8];\nu3(3.7114123635071437*pi,0.743697176747149*pi,0.7656387836423404*pi) q[9];\nu3(3.438944298037965*pi,2.8287726434619755*pi,2.4797141592999687*pi) q[10];\nu3(3.374542827725326*pi,0.06640045346863832*pi,1.1016816793209747*pi) q[11];\nu3(3.6292894112355074*pi,0.13717273497721905*pi,0.986387863084455*pi) q[12];\nu3(3.473699833695166*pi,2.893335976545864*pi,1.7602724788518493*pi) q[14];\nRxxyyzz(0.43785112391505*pi,0.370284907711115*pi,0.2864471920485554*pi) q[0],q[10];\nRxxyyzz(0.4094767281010898*pi,0.13469972051220425*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.30341333767455936*pi,0.1994736187917765*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.41322742170746*pi,0.3441878830555865*pi,0.0538210532971597*pi) q[4],q[6];\nRxxyyzz(0.39173546503411005*pi,0.23545043508787356*pi,0.0*pi) q[8],q[9];\nu3(3.540604704371475*pi,3.1059830387928598*pi,1.148943547819071*pi) q[0];\nu3(3.490006828580116*pi,0.2019055468244133*pi,0.7236115928648967*pi) q[1];\nu3(3.69307507407907*pi,2.386027666943946*pi,0.7598893250552918*pi) q[3];\nu3(3.526999158048963*pi,2.792776192052295*pi,3.34849785654308*pi) q[4];\nu3(3.913321241775197*pi,-0.12446130184296339*pi,4.235795111952626*pi) q[5];\nu3(3.2270908022958036*pi,0.7881014119855838*pi,4.402919744976568*pi) q[6];\nu3(3.413229818635105*pi,-0.4529524855217091*pi,0.9413552871010189*pi) q[8];\nu3(3.2501235738613614*pi,3.4427684091739272*pi,0.501024323432719*pi) q[9];\nu3(3.2871209282804683*pi,3.177245504824305*pi,1.4031674011568425*pi) q[10];\nu3(3.299091499299358*pi,2.2278158961209464*pi,1.2716173756409865*pi) q[11];\nRxxyyzz(0.4587122999663001*pi,0.30753760382469814*pi,3.9575108575576103*pi) q[1],q[7];\nRxxyyzz(0.3948678955244401*pi,0.32275838711923643*pi,0.0*pi) q[11],q[2];\nRxxyyzz(0.41715456295510983*pi,0.32819688287705384*pi,0.053267352330783675*pi) q[3],q[12];\nRxxyyzz(0.3827654218427421*pi,0.29634196614929476*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.3540685848214001*pi,0.30073608524505246*pi,0.0586493845922611*pi) q[9],q[14];\nRxxyyzz(0.44333773268306004*pi,0.29406165068062123*pi,0.1849660124639963*pi) q[10],q[13];\nu3(3.3718558472056976*pi,2.3798921993207065*pi,1.7699571368424634*pi) q[1];\nu3(3.879911492466106*pi,0.7690551850337477*pi,1.3023306657279576*pi) q[2];\nu3(3.3946629498717114*pi,-0.37030264699876825*pi,3.1184429912757223*pi) q[3];\nu3(3.7673566426738434*pi,2.836405440648424*pi,0.5997089251890344*pi) q[5];\nu3(3.678020524851437*pi,0.9623187840963392*pi,0.5351440763883266*pi) q[7];\nu3(3.8700151226126573*pi,0.7861010473602561*pi,1.6520618666655533*pi) q[8];\nu3(3.4030766264861634*pi,0.8560491471160829*pi,1.2240682559819809*pi) q[9];\nu3(3.4177555210982087*pi,0.06592374591801209*pi,1.5677332422834995*pi) q[10];\nu3(3.1958687109628396*pi,3.4014164363209947*pi,2.4621991029945547*pi) q[11];\nu3(3.264433176194247*pi,3.3237324345505357*pi,2.047157951005616*pi) q[12];\nu3(3.8625454535540187*pi,3.1123826766347285*pi,1.93003601191834*pi) q[13];\nu3(3.241463253643106*pi,0.37085438998266096*pi,1.3401802623072312*pi) q[14];\nRxxyyzz(0.37216923154605*pi,0.15867406924366464*pi,0.07669657206902022*pi) q[0],q[8];\nRxxyyzz(0.33594541554181934*pi,0.25825834583512164*pi,0.0*pi) q[4],q[1];\nRxxyyzz(0.4304743341221297*pi,0.22705444882680273*pi,3.91889133767937*pi) q[10],q[2];\nRxxyyzz(0.41024341406395026*pi,0.26082216510904743*pi,0.05910194932297951*pi) q[3],q[5];\nRxxyyzz(0.36598658315251986*pi,0.13762048445791036*pi,0.07443177709561682*pi) q[6],q[11];\nRxxyyzz(0.4409343657952699*pi,0.21500239006915312*pi,0.12403527454853897*pi) q[7],q[14];\nRxxyyzz(0.4065205426634204*pi,0.35963152102184837*pi,0.0*pi) q[12],q[9];\nu3(3.801849422815336*pi,-0.3739422514046238*pi,1.7227624608086418*pi) q[0];\nu3(3.3132009645794396*pi,2.3201806755919545*pi,2.1080668923424914*pi) q[1];\nu3(3.6290002661743475*pi,2.852918187995692*pi,1.587430982159939*pi) q[2];\nu3(3.828857884740237*pi,2.545123978835022*pi,0.6503457506251766*pi) q[3];\nu3(3.2486242876976252*pi,-0.40629816663503326*pi,0.5891859135325275*pi) q[4];\nu3(3.1918674912045946*pi,0.43651491288446076*pi,3.887842904000481*pi) q[5];\nu3(3.5157612219827*pi,2.88152351088093*pi,1.5463217901072128*pi) q[6];\nu3(3.410923567607235*pi,0.941481796509946*pi,1.7455036554484993*pi) q[7];\nu3(3.510208661439611*pi,2.848311839624245*pi,1.750902198802418*pi) q[8];\nu3(3.432493654975864*pi,-0.48280199204859287*pi,1.1808493895527366*pi) q[9];\nu3(3.2060167425810477*pi,-0.29474867054347265*pi,1.5877392760188016*pi) q[10];\nu3(3.5150115342465447*pi,-0.2941773765915493*pi,3.202590945313284*pi) q[11];\nu3(3.4523242502462765*pi,2.3629330666346333*pi,1.5627268523928755*pi) q[12];\nu3(3.4734714909219164*pi,3.1636775875311463*pi,1.1814869583668874*pi) q[14];\nmeasure q[8] -> c[2];\nRxxyyzz(0.39453911835577016*pi,0.3731324178199421*pi,3.734733226702231*pi) q[0],q[2];\nRxxyyzz(0.4432211756763201*pi,0.2771764138152334*pi,3.8736874333348297*pi) q[1],q[12];\nRxxyyzz(0.2815088809851*pi,0.19283854029609415*pi,0.057209519889374505*pi) q[3],q[7];\nRxxyyzz(0.454888182901631*pi,0.18518588698751703*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.4051165391725444*pi,0.382880852568459*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.4525972421684391*pi,0.09617365536519729*pi,0.0*pi) q[10],q[6];\nRxxyyzz(0.36252451905192995*pi,0.04310064556448889*pi,0.0*pi) q[11],q[14];\nu3(3.1035314078836835*pi,-0.09880898811626482*pi,2.494077238900021*pi) q[0];\nu3(3.707967960231752*pi,2.5723275761866926*pi,0.9910523066512962*pi) q[1];\nu3(3.6048823098073486*pi,3.265703261616615*pi,0.7327549215973246*pi) q[2];\nu3(3.311644925029542*pi,0.5986942562168238*pi,1.4141911373451743*pi) q[3];\nu3(3.5948960893513258*pi,2.7430920774536203*pi,1.6821405920861456*pi) q[4];\nu3(3.836675229182317*pi,0.018413703993461095*pi,1.9088361810392374*pi) q[5];\nu3(3.194148757598355*pi,-0.4646344297308991*pi,1.1666358703201491*pi) q[6];\nu3(3.710488089410733*pi,3.145483351565501*pi,4.054601696000716*pi) q[7];\nu3(3.1937706461993187*pi,0.5288513447651879*pi,0.8290600512363895*pi) q[9];\nu3(3.5997810129522585*pi,-0.212366565885243*pi,0.5596919110608807*pi) q[10];\nu3(3.4113553763900852*pi,-0.3780088605224571*pi,4.250539787015752*pi) q[11];\nu3(3.2470681038170732*pi,-0.022816516705711443*pi,1.9651589544384287*pi) q[12];\nu3(3.4613180415516376*pi,2.96482471837004*pi,3.5966727332314457*pi) q[13];\nu3(3.332637241542571*pi,2.976284015016165*pi,1.665464953919688*pi) q[14];\nRxxyyzz(0.3623808160361591*pi,0.3232043124011761*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.3749112599318004*pi,0.21466343556887596*pi,3.8597600505005794*pi) q[1],q[2];\nRxxyyzz(0.3607680433534499*pi,0.17721657537350832*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.46616981596995033*pi,0.16453973696044522*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.37158758411645065*pi,0.266887571109261*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.4444991459885196*pi,0.24253090188972498*pi,3.817406496422091*pi) q[10],q[7];\nRxxyyzz(0.42681298673393386*pi,0.19674003846859733*pi,0.0*pi) q[12],q[11];\nu3(3.8782255681798516*pi,3.0867157142692023*pi,1.3020506094161188*pi) q[0];\nu3(3.86387797263836*pi,2.787423422988132*pi,0.7845784807907084*pi) q[1];\nu3(3.491001784265505*pi,0.8524588571802634*pi,1.1402392532823784*pi) q[2];\nu3(0.6195016458689284*pi,-0.14753253086666185*pi,2.3032891437975*pi) q[3];\nu3(3.5937084668567896*pi,2.221108933276624*pi,1.8390324258761575*pi) q[4];\nu3(3.319620190760208*pi,2.7232452991872726*pi,0.5744857286201466*pi) q[5];\nu3(3.516834953012103*pi,0.46324927824386086*pi,4.462921645329445*pi) q[6];\nu3(3.2135360736778624*pi,2.95070191330315*pi,0.9258426200102514*pi) q[7];\nu3(3.456845925010868*pi,2.8302123136072503*pi,0.721118737903764*pi) q[9];\nu3(3.34577979303538*pi,0.8416231695886482*pi,2.4369243998005494*pi) q[10];\nu3(3.6859611583884577*pi,1.4485903058353704*pi,1.240403905483016*pi) q[11];\nu3(3.4782153434526433*pi,1.7130147295175226*pi,1.9533590857364644*pi) q[12];\nu3(3.887862061476649*pi,0.04377523664673122*pi,0.795511590192806*pi) q[13];\nu3(3.297326647939551*pi,2.664854812273691*pi,1.6838185673529487*pi) q[14];\nmeasure q[0] -> c[0];\nmeasure q[6] -> c[1];\nmeasure q[3] -> c[3];\nmeasure q[9] -> c[4];\nmeasure q[10] -> c[5];\nmeasure q[4] -> c[6];\nmeasure q[1] -> c[7];\nmeasure q[11] -> c[8];\nmeasure q[13] -> c[9];\nmeasure q[12] -> c[10];\nmeasure q[7] -> c[11];\nmeasure q[2] -> c[12];\nmeasure q[14] -> c[13];\nmeasure q[5] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.8036325672453057*pi,2.9012951629946864*pi,2.5113717123575956*pi) q[0];\nu3(3.661420358501618*pi,0.17754374974376563*pi,0.6244600312117317*pi) q[1];\nu3(3.18352602079844*pi,0.1988800207665894*pi,0.9928670529293782*pi) q[2];\nu3(3.100224004711918*pi,2.3121729265874524*pi,1.2090500714708887*pi) q[3];\nu3(3.48637378486256*pi,2.235648212062533*pi,0.7233879870831836*pi) q[4];\nu3(3.813601088894542*pi,-0.29786901799847865*pi,1.81611599323886*pi) q[5];\nu3(3.0383000175835613*pi,2.388336657628315*pi,1.4326373544156732*pi) q[6];\nu3(3.620544532169887*pi,2.0004841105525992*pi,0.5927167489895622*pi) q[7];\nu3(3.608397353439851*pi,2.615914818970056*pi,1.7849718853588934*pi) q[8];\nu3(3.4899742967886005*pi,2.8821666615435038*pi,2.924216815425252*pi) q[9];\nu3(3.563185413062424*pi,-0.2564490890343398*pi,2.244919913804751*pi) q[10];\nu3(3.253240920045042*pi,3.338742571833578*pi,2.8389704816741324*pi) q[11];\nu3(3.518224996122727*pi,0.2577666666649092*pi,3.926389747473154*pi) q[12];\nu3(3.2471510979561886*pi,-0.3025261869466165*pi,1.6210196992678079*pi) q[13];\nu3(3.496066013482982*pi,0.05817274172642928*pi,0.8810773792264297*pi) q[14];\nRxxyyzz(0.3845884727835998*pi,0.1673463329939496*pi,0.11891752734945461*pi) q[0],q[13];\nRxxyyzz(0.46015857070683974*pi,0.2914524570561209*pi,0.1621094959561996*pi) q[1],q[9];\nRxxyyzz(0.36030183053408016*pi,0.2691617528971275*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.44506828471361*pi,0.10989110784854718*pi,0.054408169486138636*pi) q[3],q[12];\nRxxyyzz(0.4544519646222301*pi,0.12649959810260378*pi,3.924319646497161*pi) q[4],q[8];\nRxxyyzz(0.3354132750947496*pi,0.12975217271815298*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.29417458501938*pi,0.1852228325366001*pi,3.89069079719889*pi) q[11],q[14];\nu3(3.489066701390828*pi,-0.06623736786860313*pi,1.7500707907368573*pi) q[0];\nu3(3.661761167152333*pi,-0.130826382746688*pi,3.9390078783208557*pi) q[1];\nu3(3.758546780826843*pi,-0.03034113927428439*pi,3.6910464230230704*pi) q[2];\nu3(3.4725500723877487*pi,0.5884576115676179*pi,1.2486582343814647*pi) q[3];\nu3(3.4191317041623615*pi,-0.1870453261303432*pi,0.5321613011995048*pi) q[4];\nu3(3.4970751950847547*pi,2.6564520296165823*pi,1.978834466496017*pi) q[5];\nu3(3.5729083150183465*pi,1.1108104862782529*pi,1.5249943828855825*pi) q[7];\nu3(3.639593113698339*pi,-0.19769309551384318*pi,2.3737110004912862*pi) q[8];\nu3(3.1141599543672984*pi,0.1731137225386672*pi,3.809670786515798*pi) q[9];\nu3(3.2195390837098365*pi,3.080988886358506*pi,1.6900357193121203*pi) q[10];\nu3(3.3173219873662583*pi,-0.3242610738646506*pi,1.7361111598652577*pi) q[11];\nu3(3.931647524948435*pi,-0.2782442166710525*pi,2.2288329433996728*pi) q[12];\nu3(3.503280837413762*pi,1.9933579449769048*pi,4.262604479859501*pi) q[13];\nu3(3.904733116247807*pi,0.7569162059492791*pi,1.8824342332209127*pi) q[14];\nRxxyyzz(0.45892193323221964*pi,0.41143086481018243*pi,0.042280170522991156*pi) q[0],q[11];\nRxxyyzz(0.44946391812487896*pi,0.21305243719790412*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.4210850082159795*pi,0.2347179750188211*pi,3.8890385353547803*pi) q[2],q[13];\nRxxyyzz(0.4490353146520225*pi,0.2040899075109588*pi,0.0*pi) q[4],q[6];\nRxxyyzz(0.34381522194018044*pi,0.24271864941002996*pi,0.0*pi) q[7],q[8];\nRxxyyzz(0.4251690653808402*pi,0.10456321377236799*pi,0.0*pi) q[9],q[12];\nRxxyyzz(0.476779524083802*pi,0.1567701465304785*pi,0.0*pi) q[10],q[14];\nu3(3.515212467994332*pi,2.8391620962514867*pi,0.5991439602403598*pi) q[0];\nu3(3.5272170222412447*pi,3.3433389614065288*pi,1.21252979646467*pi) q[1];\nu3(3.8295327752925754*pi,-0.28783649897834773*pi,1.1033078351991712*pi) q[2];\nu3(3.685079410250143*pi,-0.2847196414985917*pi,0.6785462622416019*pi) q[3];\nu3(3.6922954214228607*pi,3.0184793447813307*pi,0.8433712130203066*pi) q[4];\nu3(3.747697944375408*pi,0.22120633560315484*pi,1.1175961289137317*pi) q[6];\nu3(3.4907213610422247*pi,0.900525376312975*pi,1.1054295499842817*pi) q[7];\nu3(3.5862043672327784*pi,3.175133272174999*pi,1.124953434289281*pi) q[8];\nu3(3.7134498230037267*pi,0.17564316655575463*pi,1.0825038750983635*pi) q[9];\nu3(3.560348584974557*pi,3.1980256392108166*pi,0.8025858431987145*pi) q[10];\nu3(3.47296812017405*pi,0.9454837753646921*pi,0.9856589411898313*pi) q[11];\nu3(3.4984576693756964*pi,-0.49612488104062136*pi,1.1988783354381682*pi) q[12];\nu3(3.5564700921322228*pi,2.5807323041904353*pi,0.8587496726574928*pi) q[13];\nu3(3.8685168386728486*pi,-0.004584274734764249*pi,1.9537479309201535*pi) q[14];\nRxxyyzz(0.44942472153740987*pi,0.3395233181404267*pi,0.062245412312997794*pi) q[0],q[12];\nRxxyyzz(0.48607914637941985*pi,0.10664704771971334*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.4575571148545499*pi,0.2911694940495883*pi,0.09986374499662332*pi) q[3],q[7];\nRxxyyzz(0.42365744684181994*pi,0.2792626286089581*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.37644374466140995*pi,0.1231067991598982*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.44391919923725004*pi,0.06679429960275038*pi,3.949684791447611*pi) q[6],q[14];\nRxxyyzz(0.32776398654320976*pi,0.30795169515882126*pi,3.852892555542729*pi) q[8],q[9];\nu3(3.4716316738904904*pi,-0.0511706392773687*pi,4.345450971212041*pi) q[0];\nu3(3.332896404016468*pi,2.4606381560976214*pi,0.6937006642235605*pi) q[2];\nu3(3.6518049417985945*pi,1.1722618883043139*pi,4.2386554912874175*pi) q[3];\nu3(3.363062638950534*pi,0.9575752881149686*pi,1.5268237354571625*pi) q[4];\nu3(3.6591025427417225*pi,1.2974463598307133*pi,1.4267047321025346*pi) q[5];\nu3(3.8284333406278224*pi,1.0553859524465026*pi,1.0910210091420618*pi) q[6];\nu3(3.1585556697937474*pi,-0.1506589253223296*pi,1.2347945689852873*pi) q[7];\nu3(3.3698682511841582*pi,3.4777450540852652*pi,3.9563085681850794*pi) q[8];\nu3(3.786487190424625*pi,-0.25875743283690766*pi,2.4223284803844747*pi) q[9];\nu3(3.6878586566980807*pi,2.5873906996462543*pi,2.351513755241041*pi) q[10];\nu3(3.6475190135534943*pi,2.6830473467069407*pi,1.9171544106660507*pi) q[11];\nu3(3.8436570575591538*pi,0.9152672087066027*pi,0.8205099332416245*pi) q[12];\nu3(3.5701453676562793*pi,1.4489062910928934*pi,1.4533683262192256*pi) q[13];\nu3(3.740169852465899*pi,0.5159767197098506*pi,2.00116258390334*pi) q[14];\nRxxyyzz(0.4527639221808797*pi,0.21738671287405306*pi,3.893995661134451*pi) q[0],q[13];\nRxxyyzz(0.4090283179014497*pi,0.20317503383059826*pi,0.1454892709538012*pi) q[1],q[5];\nRxxyyzz(0.35865025058294986*pi,0.24424385568199547*pi,3.8650526037507786*pi) q[2],q[4];\nRxxyyzz(0.45469859434922*pi,0.13648022965658635*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.46616635122265104*pi,0.15363654535471305*pi,0.0*pi) q[7],q[11];\nRxxyyzz(0.2121752299929098*pi,0.20616402498098108*pi,0.11573774337608933*pi) q[8],q[14];\nRxxyyzz(0.37144941508874973*pi,0.2932474265665714*pi,3.890093971618001*pi) q[9],q[12];\nu3(3.6609498823710256*pi,2.458259293540384*pi,1.8019460430340737*pi) q[0];\nu3(3.0818231165499808*pi,3.4849997276261044*pi,1.2223423995544653*pi) q[1];\nu3(3.3985360853820037*pi,2.8911315127605652*pi,4.292070939143649*pi) q[2];\nu3(3.579057288525598*pi,0.41411661007085376*pi,0.5699327601296611*pi) q[3];\nu3(3.8217545824122534*pi,3.309455560526042*pi,3.712298843226505*pi) q[4];\nu3(3.6723629294917735*pi,1.1326639953493596*pi,4.3374109735340625*pi) q[5];\nu3(3.3999170936901453*pi,2.927515896422995*pi,0.5296032924529677*pi) q[7];\nu3(3.7916436063597057*pi,0.2909931198925263*pi,1.6473345855348414*pi) q[8];\nu3(3.4779497678374427*pi,2.756388393736664*pi,2.3528782586303474*pi) q[9];\nu3(3.0387272827328475*pi,0.38878485875515423*pi,2.30039513663042*pi) q[10];\nu3(3.8990150523173916*pi,1.296865664903819*pi,1.3159109011881571*pi) q[11];\nu3(3.6097073783349742*pi,3.188789039490196*pi,0.9707849112109486*pi) q[12];\nu3(3.228877961289418*pi,0.8083260063737316*pi,2.015697005580803*pi) q[13];\nu3(3.0434026710858424*pi,0.7092705975938445*pi,3.311369992407264*pi) q[14];\nRxxyyzz(0.3212397335224201*pi,0.11490335797052631*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.3460718963671398*pi,0.3066361104388946*pi,3.9046565912208404*pi) q[1],q[6];\nRxxyyzz(0.3931708516466301*pi,0.14812670525174498*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.3390582965937582*pi,0.2952381346907179*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.46078209377864*pi,0.37456479057112935*pi,0.11797019721553426*pi) q[5],q[8];\nRxxyyzz(0.4568071264779672*pi,0.4187891309238392*pi,0.0*pi) q[12],q[10];\nRxxyyzz(0.33079626082143015*pi,0.26523599561145916*pi,3.9498553967106904*pi) q[11],q[14];\nu3(3.259630277274895*pi,-0.25521707196953336*pi,1.0637673631458933*pi) q[0];\nu3(3.439046995524641*pi,2.435867311767081*pi,0.8617733537750368*pi) q[1];\nu3(3.8941781236593456*pi,0.0544171335354211*pi,0.6087049613479869*pi) q[2];\nu3(3.6479561417878235*pi,0.3753308498660266*pi,0.8861945173659453*pi) q[3];\nu3(3.6269974681043764*pi,2.970888795411016*pi,3.8588712383065342*pi) q[4];\nu3(3.5524880075849987*pi,3.332326236204851*pi,1.211717217737889*pi) q[5];\nu3(3.422234508234527*pi,0.8686918627041267*pi,1.3707149445092337*pi) q[6];\nu3(3.303707041525962*pi,2.611364190633884*pi,1.9324114033690574*pi) q[7];\nu3(3.485240951196954*pi,2.2235290300858237*pi,1.1673451701090178*pi) q[8];\nu3(3.443928563121977*pi,3.4970186851569554*pi,4.3352741213841695*pi) q[9];\nu3(3.5399364126380277*pi,1.0060784334889776*pi,0.7196861218702314*pi) q[10];\nu3(3.1148458624504394*pi,0.8779194441889484*pi,2.226658106350617*pi) q[11];\nu3(3.72287175579448*pi,1.029877707619137*pi,4.320765580454692*pi) q[12];\nu3(3.3983009822729637*pi,0.29860629609107614*pi,1.801674496178983*pi) q[14];\nRxxyyzz(0.4455533042281501*pi,0.4109563090005133*pi,0.26494967118851576*pi) q[0],q[8];\nRxxyyzz(0.44629314925986074*pi,0.3003410197164573*pi,0.0*pi) q[1],q[10];\nRxxyyzz(0.4607184506731002*pi,0.27860073734329843*pi,3.94252205563469*pi) q[2],q[7];\nRxxyyzz(0.4291748486591399*pi,0.3212231985778935*pi,0.11120834054034386*pi) q[9],q[4];\nRxxyyzz(0.32326850705144977*pi,0.07381512709573634*pi,0.0448983773328564*pi) q[5],q[12];\nRxxyyzz(0.2525221427490483*pi,0.1487803161751311*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.42867949259546995*pi,0.33854811167560867*pi,0.1180688924613161*pi) q[14],q[13];\nu3(3.5398937664300014*pi,3.065869171815681*pi,2.971843919419939*pi) q[0];\nu3(3.756665328788135*pi,-0.26487081572298254*pi,2.38273458568493*pi) q[1];\nu3(3.4978290149671305*pi,1.072595428304595*pi,2.3531193182334973*pi) q[2];\nu3(3.637760726137304*pi,0.7480189711723617*pi,0.9562477296928291*pi) q[4];\nu3(3.522590102540939*pi,0.5098757332554738*pi,4.360818040368655*pi) q[5];\nu3(3.4020809192904187*pi,3.4468098696188534*pi,1.9853268547243406*pi) q[6];\nu3(3.59881783048331*pi,2.2955934396148496*pi,1.8738674313696355*pi) q[7];\nu3(3.5801400321347825*pi,0.3178945789014602*pi,4.093774686945016*pi) q[8];\nu3(3.8792864047546822*pi,3.2115566847540427*pi,2.921080866914256*pi) q[9];\nu3(3.782642682862623*pi,3.37020618437979*pi,1.988764583167597*pi) q[10];\nu3(3.825288727809807*pi,0.8366328448797296*pi,1.1767823022266555*pi) q[11];\nu3(3.4380822343324846*pi,3.1038312982979033*pi,3.940961299231958*pi) q[12];\nu3(3.291159242758611*pi,0.7426295707702977*pi,4.343293699814913*pi) q[13];\nu3(3.5879535815446486*pi,3.2591881376706944*pi,2.8714241639567675*pi) q[14];\nRxxyyzz(0.4547076770414199*pi,0.38397031940571047*pi,3.778802526743549*pi) q[0],q[9];\nRxxyyzz(0.3318751235230702*pi,0.18415867499096095*pi,0.08422165623344924*pi) q[8],q[1];\nRxxyyzz(0.380097404648419*pi,0.2019514324379169*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.45230044289534005*pi,0.22181326068514548*pi,0.07229297978107677*pi) q[3],q[11];\nRxxyyzz(0.3218996140449103*pi,0.11872345327875966*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.32512898895663966*pi,0.24563419797040098*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.41828674668842936*pi,0.3181897611338542*pi,0.039999552474476674*pi) q[10],q[7];\nu3(3.550857951318152*pi,-0.22107973056559216*pi,2.1855426966976985*pi) q[0];\nu3(3.4729274576303486*pi,0.06959702119679756*pi,1.8555571582628592*pi) q[1];\nu3(3.130696899251998*pi,3.267479368094842*pi,0.8450522802637598*pi) q[2];\nu3(3.8130086915449435*pi,0.6525135715791177*pi,4.209011877179111*pi) q[3];\nu3(3.2864761868447983*pi,1.491530423778821*pi,1.712205018912694*pi) q[4];\nu3(3.3054653819760214*pi,2.637268438079354*pi,1.0465917684222241*pi) q[5];\nu3(3.4093094198785927*pi,3.1391944450819027*pi,1.3853701881037659*pi) q[6];\nu3(3.587347428969329*pi,0.9630550848367547*pi,0.7248307196740841*pi) q[7];\nu3(3.5325328358425145*pi,1.4436710042440564*pi,1.0178637667817556*pi) q[8];\nu3(3.658355289836673*pi,2.979329695065706*pi,0.6611804748860013*pi) q[9];\nu3(3.4034626468584026*pi,0.26062726802394665*pi,3.774175664049278*pi) q[10];\nu3(3.6517018358799582*pi,-0.2949271592417265*pi,0.5489590381439147*pi) q[11];\nu3(3.3652698948620916*pi,0.23028847978317246*pi,0.8392476097375757*pi) q[12];\nu3(3.349999248221081*pi,-0.39408651008123147*pi,0.539582307497493*pi) q[13];\nRxxyyzz(0.31779505302004074*pi,0.21558815880281934*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.36211638533437013*pi,0.3491036377109254*pi,3.92729490911438*pi) q[9],q[1];\nRxxyyzz(0.3666075581611402*pi,0.31558991152019733*pi,0.1003959274292479*pi) q[2],q[14];\nRxxyyzz(0.4514849589672298*pi,0.2636177589578195*pi,0.1877365297693148*pi) q[3],q[13];\nRxxyyzz(0.3601628221155501*pi,0.2639455676546665*pi,0.04937662286755673*pi) q[11],q[4];\nRxxyyzz(0.40533181251394*pi,0.1675903310291319*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.4335042166497305*pi,0.3497715315091592*pi,0.0*pi) q[10],q[12];\nu3(3.6824732080479974*pi,2.714536188141181*pi,0.9535247986453909*pi) q[0];\nu3(3.136675398352976*pi,2.0084926619399024*pi,0.9937885628762357*pi) q[1];\nu3(3.4227046715424336*pi,-0.09433970188789964*pi,4.159781552068083*pi) q[2];\nu3(3.051282083881169*pi,2.8308941777245593*pi,3.4550623783969407*pi) q[3];\nu3(3.584082258972245*pi,2.6947804684013272*pi,3.4922918339112474*pi) q[4];\nu3(3.4556097629384075*pi,0.07615937459568434*pi,0.5847971354733934*pi) q[5];\nu3(3.421643292826593*pi,2.2554538670581854*pi,3.7741509456589273*pi) q[6];\nu3(3.23500437389469*pi,0.5255071402255229*pi,2.0018335135719845*pi) q[8];\nu3(3.5022459322149873*pi,0.5615422550258666*pi,1.1569393338037095*pi) q[9];\nu3(3.3648088561253506*pi,2.814930062259335*pi,0.5708820188912904*pi) q[10];\nu3(3.3229639040405736*pi,0.4249613930662349*pi,1.4642062912108336*pi) q[11];\nu3(3.2884230978484807*pi,0.1822553023372523*pi,2.499096768442366*pi) q[12];\nu3(3.5880427380010436*pi,0.06483247052540486*pi,1.2326796588637388*pi) q[13];\nu3(3.8294962050326387*pi,2.3228056143537046*pi,0.7645847979983593*pi) q[14];\nRxxyyzz(0.42128920562639993*pi,0.3189210105519076*pi,0.0*pi) q[0],q[4];\nRxxyyzz(0.4135930381781503*pi,0.26235084255715724*pi,0.0*pi) q[2],q[1];\nRxxyyzz(0.2694010355062599*pi,0.20980294694132784*pi,0.10327461003191019*pi) q[3],q[5];\nRxxyyzz(0.32484850897709006*pi,0.19820950139045346*pi,0.08546970004462295*pi) q[7],q[6];\nRxxyyzz(0.4598907112874304*pi,0.20309659679998515*pi,0.0*pi) q[11],q[8];\nRxxyyzz(0.47600450974140973*pi,0.35739885883979605*pi,0.0*pi) q[9],q[14];\nRxxyyzz(0.47252112662898316*pi,0.3277210193061376*pi,0.0*pi) q[13],q[10];\nu3(3.6142299768006403*pi,2.6689126712474542*pi,0.8498418978209341*pi) q[0];\nu3(3.8733012949550982*pi,3.1611528678854084*pi,2.2726380858668187*pi) q[1];\nu3(3.498251887999704*pi,0.15559912714311475*pi,1.4501075851228864*pi) q[2];\nu3(3.6421250679452863*pi,3.1284028975245537*pi,2.3020156132765894*pi) q[3];\nu3(3.980778995831072*pi,2.8215962994391055*pi,1.6032163593836384*pi) q[4];\nu3(3.182506411078864*pi,-0.2869193840152032*pi,2.7851627465677646*pi) q[5];\nu3(3.7603028372002583*pi,0.48622512424574693*pi,1.014641521221714*pi) q[6];\nu3(3.48647899850514*pi,0.8600570766953686*pi,1.416951071026693*pi) q[7];\nu3(3.5101629853099356*pi,2.6038203930383887*pi,4.480970948991889*pi) q[8];\nu3(3.2210826044203063*pi,0.38809016322833345*pi,1.704414782179474*pi) q[9];\nu3(3.8885535176917285*pi,3.4534066457412598*pi,0.9031784521174355*pi) q[10];\nu3(3.4667478084828307*pi,1.6659761986493797*pi,1.4792732436697211*pi) q[11];\nu3(3.5250591651269483*pi,2.250242236284277*pi,0.8428860876464433*pi) q[13];\nu3(3.3801102093185076*pi,-0.3453367122291495*pi,0.9113089383988351*pi) q[14];\nRxxyyzz(0.41170754278884*pi,0.2952103524322101*pi,3.8138065188838493*pi) q[0],q[3];\nRxxyyzz(0.4278017021751791*pi,0.2793698312944707*pi,0.0*pi) q[9],q[1];\nRxxyyzz(0.4117412111113401*pi,0.12162314732713608*pi,0.0*pi) q[12],q[2];\nRxxyyzz(0.4234225870856999*pi,0.20606801214826787*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.2740521641582899*pi,0.13269577692886747*pi,0.11791244475897145*pi) q[5],q[11];\nRxxyyzz(0.40511565291912033*pi,0.2882069181024129*pi,3.86477108733724*pi) q[7],q[10];\nRxxyyzz(0.2621775268573701*pi,0.18832525476639228*pi,0.07797959564774848*pi) q[8],q[14];\nu3(3.478510984614973*pi,3.3990318120105436*pi,1.1814710063917957*pi) q[0];\nu3(3.4601364738802216*pi,0.14183640502161565*pi,1.2758506834029313*pi) q[1];\nu3(3.08568847191971*pi,3.167579733514033*pi,1.012157033638009*pi) q[2];\nu3(3.461019947574096*pi,2.623092020187932*pi,0.6743623005257593*pi) q[3];\nu3(3.6063700648545356*pi,0.6736328170620578*pi,2.0338138588981076*pi) q[4];\nu3(3.5061800659687496*pi,3.212972925176269*pi,1.8910626857741533*pi) q[5];\nu3(3.6085213207404854*pi,0.6946542898918004*pi,1.29146809659396*pi) q[7];\nu3(3.6575109692526975*pi,-0.40618112189544936*pi,1.835992211786821*pi) q[8];\nu3(3.8356708641422297*pi,3.2406826355597396*pi,4.184176917227813*pi) q[9];\nu3(3.7856078807963085*pi,-0.4452971469856353*pi,1.8617127337163795*pi) q[10];\nu3(3.6546442800576697*pi,-0.10741800927535827*pi,1.54545896981774*pi) q[11];\nu3(3.2194398047762585*pi,0.04251301919440298*pi,4.074291615693929*pi) q[12];\nu3(3.686890640117547*pi,-0.17900400243038583*pi,0.7542207145961455*pi) q[13];\nu3(3.3574648819983586*pi,3.408097827865004*pi,3.997831868681711*pi) q[14];\nRxxyyzz(0.36409863295935296*pi,0.3019409974383459*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.4125834061028598*pi,0.2304189609694958*pi,0.19421673826402064*pi) q[1],q[10];\nRxxyyzz(0.3812147372853358*pi,0.269826010177288*pi,3.9279617928910793*pi) q[5],q[2];\nRxxyyzz(0.30804886247744967*pi,0.25777256622462286*pi,3.905893938844299*pi) q[3],q[11];\nRxxyyzz(0.3632273488761193*pi,0.15811412625460228*pi,3.941935056610412*pi) q[7],q[4];\nRxxyyzz(0.45039438708609847*pi,0.43031893273512617*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.4466552606233799*pi,0.28623914826911934*pi,0.10583527034187937*pi) q[12],q[14];\nu3(3.2514071946494356*pi,0.709714227182566*pi,1.9466712175337957*pi) q[0];\nu3(3.245723620550076*pi,0.41342211891338576*pi,3.564572675077086*pi) q[1];\nu3(3.7967097179886595*pi,1.8459226966339908*pi,2.487487997432763*pi) q[2];\nu3(3.721703574375137*pi,0.7882348694545793*pi,0.7371793901903365*pi) q[3];\nu3(3.927721879615529*pi,1.3001482892454876*pi,0.614816747350388*pi) q[4];\nu3(3.4347396343329195*pi,3.481591723602465*pi,1.9851083810056265*pi) q[5];\nu3(3.2394277029397243*pi,2.745544450901675*pi,0.5587512300648161*pi) q[6];\nu3(3.674484509354422*pi,0.8691151553749317*pi,2.497155524248131*pi) q[7];\nu3(3.7963679281967524*pi,2.25722452858534*pi,0.9369841873840921*pi) q[8];\nu3(3.3491355349683456*pi,-0.2260478195412236*pi,4.467178867600962*pi) q[9];\nu3(3.7371598958950116*pi,3.252948041779737*pi,2.935376231081613*pi) q[10];\nu3(3.754096395906776*pi,0.08669103602362416*pi,4.454089439834205*pi) q[11];\nu3(3.881760146019072*pi,0.33744769303796185*pi,1.1505915123585275*pi) q[12];\nu3(3.7458226587952885*pi,0.5709166516950022*pi,0.8358062448690189*pi) q[14];\nRxxyyzz(0.38503428170892773*pi,0.12004527269154075*pi,0.0*pi) q[3],q[0];\nRxxyyzz(0.4843982800055203*pi,0.11409958700106293*pi,0.0*pi) q[5],q[4];\nRxxyyzz(0.42702438661460007*pi,0.19807962287497838*pi,0.06714613003876832*pi) q[6],q[14];\nRxxyyzz(0.407209835814764*pi,0.21617269962771968*pi,0.0*pi) q[8],q[13];\nRxxyyzz(0.25508799037605956*pi,0.20447428806148293*pi,3.8047885948674196*pi) q[9],q[12];\nu3(3.340983785021333*pi,2.397697238575063*pi,2.2038108455854717*pi) q[0];\nu3(3.3734244992829177*pi,-0.3454562987472059*pi,0.5892413740948137*pi) q[3];\nu3(3.3685715703413175*pi,-0.1194311225510728*pi,4.3948496918916025*pi) q[4];\nu3(3.281574951528397*pi,0.8941929579998114*pi,1.8060012663777547*pi) q[5];\nu3(3.621083680939887*pi,-0.044484065545777385*pi,3.8607199871858215*pi) q[6];\nu3(3.572182040703512*pi,-0.006945187440688949*pi,2.2197922083428328*pi) q[8];\nu3(3.701635080498562*pi,0.31885617940848265*pi,1.4797104827076808*pi) q[9];\nu3(3.516495654853603*pi,0.6311620716885553*pi,2.1951510567645203*pi) q[12];\nu3(3.2026218900048775*pi,-0.055304021241433465*pi,0.5461713855730657*pi) q[13];\nu3(3.8112711303106646*pi,-0.012028688679071475*pi,0.5237165547736764*pi) q[14];\nRxxyyzz(0.3930323453015202*pi,0.12526143737983905*pi,0.046316538573268486*pi) q[0],q[2];\nRxxyyzz(0.4482904210706199*pi,0.2710904826006209*pi,3.80325352947415*pi) q[3],q[1];\nRxxyyzz(0.29895901648818934*pi,0.09359276328082988*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.39385994708084*pi,0.35582313963146994*pi,0.07451995033456137*pi) q[9],q[7];\nRxxyyzz(0.4224552231021975*pi,0.0998535928698372*pi,0.0*pi) q[13],q[10];\nRxxyyzz(0.43621457895768045*pi,0.14176396905582542*pi,3.95324501922322*pi) q[12],q[11];\nu3(3.079980690925309*pi,-0.1169949328429239*pi,3.1621427507777966*pi) q[0];\nu3(3.3339514979526657*pi,3.325953017811849*pi,1.9703859227366562*pi) q[1];\nu3(3.4511345431167815*pi,-0.42168307932558435*pi,0.8976124331086427*pi) q[2];\nu3(3.5898999454684284*pi,3.0421916133359135*pi,1.7853392575735687*pi) q[3];\nu3(3.2560012767854736*pi,0.48546580023110986*pi,1.4639382639391423*pi) q[6];\nu3(3.4211871930810367*pi,1.313248012252858*pi,4.401855459708726*pi) q[7];\nu3(3.4987108662426243*pi,3.493657437172596*pi,1.5609488002077958*pi) q[8];\nu3(3.386517292911398*pi,2.576677897720373*pi,4.172888403244147*pi) q[9];\nu3(3.114581215692308*pi,3.0953285785076408*pi,1.0476047436896612*pi) q[10];\nu3(3.6817287181190643*pi,0.8935808576331157*pi,0.7446301947702421*pi) q[11];\nu3(3.5612220492529376*pi,1.392939883903056*pi,0.5476710691568227*pi) q[12];\nu3(3.369735014366909*pi,0.6294100781125183*pi,1.5337481674835203*pi) q[13];\nRxxyyzz(0.41845521881445*pi,0.3441925188020322*pi,3.8389270536151607*pi) q[0],q[8];\nRxxyyzz(0.3794916362459998*pi,0.32949559672900003*pi,0.1572848811201534*pi) q[6],q[1];\nRxxyyzz(0.3581319699756397*pi,0.283521204725532*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.4144727564786601*pi,0.26950916744020353*pi,3.91053572341215*pi) q[4],q[9];\nRxxyyzz(0.3567720345805101*pi,0.16732258986758408*pi,0.0*pi) q[11],q[5];\nRxxyyzz(0.3321425798783699*pi,0.31365071312011406*pi,0.0*pi) q[7],q[14];\nRxxyyzz(0.3800651208195496*pi,0.35248706356084725*pi,3.81739426135904*pi) q[12],q[10];\nu3(3.4345771060699875*pi,2.2027266287557055*pi,0.768664656336481*pi) q[0];\nu3(3.5099447180747605*pi,-0.35432848922927696*pi,4.329597808367586*pi) q[1];\nu3(3.845990133414231*pi,-0.1388415194462358*pi,1.958899715359069*pi) q[2];\nu3(3.2259991376651165*pi,1.3032058937575495*pi,1.3595893575655278*pi) q[4];\nu3(3.411619207337898*pi,0.8448544450130546*pi,1.598780077386647*pi) q[5];\nu3(3.3841772638472625*pi,0.9294041393032102*pi,0.5016386412164558*pi) q[6];\nu3(3.556160759349933*pi,0.026410835699444357*pi,1.8948014598597787*pi) q[7];\nu3(3.8975552038438783*pi,-0.4742109759350335*pi,2.3156340952794725*pi) q[8];\nu3(3.7128387551568487*pi,-0.1215757370771483*pi,0.890002252746521*pi) q[9];\nu3(3.4311715160875282*pi,2.030943855604556*pi,2.49462455165944*pi) q[10];\nu3(3.0735475241142187*pi,0.6515148636150769*pi,0.7893457910218211*pi) q[11];\nu3(3.440222308461099*pi,0.6015732822406001*pi,0.6913218805571466*pi) q[12];\nu3(3.6693514907810183*pi,-0.41841314935949603*pi,1.9075542528381586*pi) q[13];\nu3(3.481811434524403*pi,1.0179518711101703*pi,1.6595639393522847*pi) q[14];\nmeasure q[4] -> c[2];\nRxxyyzz(0.4280707746015602*pi,0.2334125802416539*pi,3.87177742585963*pi) q[0],q[5];\nRxxyyzz(0.4676779153747491*pi,0.08094774670345495*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.39987960716355014*pi,0.16468855437522037*pi,3.934933814038141*pi) q[6],q[2];\nRxxyyzz(0.44657218142160027*pi,0.1588401549314613*pi,0.10587646176866886*pi) q[3],q[10];\nRxxyyzz(0.3327657251787395*pi,0.21293544083139215*pi,0.06944394184423786*pi) q[13],q[7];\nRxxyyzz(0.44613848215550955*pi,0.22622135444997382*pi,0.0*pi) q[9],q[14];\nRxxyyzz(0.4345630097466397*pi,0.35151449538401813*pi,0.05794868661591759*pi) q[12],q[11];\nu3(3.272881253878724*pi,0.2643880992107167*pi,1.176348991631376*pi) q[0];\nu3(3.2051540023962573*pi,2.986575648971394*pi,0.972421703404196*pi) q[1];\nu3(3.2594917716012217*pi,0.6332629300538657*pi,1.0833226719351687*pi) q[2];\nu3(3.4423241908548827*pi,-0.22078441178799424*pi,1.8956350570068945*pi) q[3];\nu3(3.38877970176659*pi,0.6785030790665081*pi,2.4852066726109285*pi) q[5];\nu3(3.6153315782637825*pi,1.6985005097174648*pi,0.5256708751041987*pi) q[6];\nu3(2.6233091511254143*pi,0.26002479277016*pi,4.081982447866079*pi) q[7];\nu3(3.847596040877248*pi,3.245936405211897*pi,2.4685833633061467*pi) q[8];\nu3(3.3824785447346652*pi,1.6252838142550226*pi,1.8980874452198824*pi) q[9];\nu3(3.2828606194026584*pi,1.1769274377085708*pi,4.488977758423649*pi) q[10];\nu3(3.232859636010087*pi,2.146834530893341*pi,0.7306855215138354*pi) q[11];\nu3(3.4404811056457785*pi,2.701890454756441*pi,1.5332051139417908*pi) q[12];\nu3(1.524295688851302*pi,0.39641967118533006*pi,1.0858715302135604*pi) q[13];\nu3(3.314915560311101*pi,-0.09714750997555133*pi,2.115426636284228*pi) q[14];\nmeasure q[6] -> c[0];\nmeasure q[0] -> c[1];\nmeasure q[13] -> c[3];\nmeasure q[14] -> c[4];\nmeasure q[12] -> c[5];\nmeasure q[7] -> c[6];\nmeasure q[11] -> c[7];\nmeasure q[3] -> c[8];\nmeasure q[1] -> c[9];\nmeasure q[9] -> c[10];\nmeasure q[5] -> c[11];\nmeasure q[10] -> c[12];\nmeasure q[2] -> c[13];\nmeasure q[8] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.3966782165416394*pi,2.7023364575161923*pi,2.2340219792595106*pi) q[0];\nu3(3.934440834434344*pi,2.010678911061814*pi,0.7875626915489033*pi) q[1];\nu3(3.074862657239842*pi,3.271747948288186*pi,1.7253519693644075*pi) q[2];\nu3(3.39483982061116*pi,0.605104426057999*pi,3.273142863488423*pi) q[3];\nu3(3.2677601368368854*pi,-0.20379523118892107*pi,1.2275847339920887*pi) q[4];\nu3(3.3463402482513622*pi,1.9180861745972413*pi,3.0438861478949484*pi) q[5];\nu3(3.656240844515628*pi,-0.31961502224069926*pi,1.3022000644370604*pi) q[6];\nu3(3.479804302987394*pi,-0.3475466438397008*pi,2.0912557803674714*pi) q[7];\nu3(3.7381867599207173*pi,0.6057328133767679*pi,1.0202103426488955*pi) q[8];\nu3(3.6138844504543393*pi,3.000274212293247*pi,3.2969758797990707*pi) q[9];\nu3(3.444442560429274*pi,2.0514664869978256*pi,4.452924174761737*pi) q[10];\nu3(3.5793547731476925*pi,0.02466252865112073*pi,3.870386041076302*pi) q[11];\nu3(3.4774070740094425*pi,3.3103430951316146*pi,4.224561174060673*pi) q[12];\nu3(3.6068332536937464*pi,2.1792218741425367*pi,3.544355476501593*pi) q[13];\nu3(3.504603102601259*pi,0.5297425036733332*pi,3.5273645774937092*pi) q[14];\nRxxyyzz(0.3570840891667403*pi,0.13445264024800396*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.3921263770745199*pi,0.19106475042603477*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.3589513001413901*pi,0.2016247592023639*pi,3.89201347279071*pi) q[2],q[6];\nRxxyyzz(0.3166081635639203*pi,0.25117751276353095*pi,3.7673039971996793*pi) q[3],q[8];\nRxxyyzz(0.47665000075880104*pi,0.25189614384574377*pi,0.0*pi) q[7],q[10];\nRxxyyzz(0.36514602616317987*pi,0.3545452551638833*pi,0.0787162561233081*pi) q[9],q[11];\nRxxyyzz(0.31273391097749975*pi,0.13955319698750923*pi,0.10825740141802509*pi) q[12],q[14];\nu3(3.605774139727198*pi,3.2014947937841125*pi,2.4382479114806492*pi) q[0];\nu3(3.565540970079016*pi,-0.3629108966195872*pi,1.1592747536261276*pi) q[1];\nu3(3.863214645136254*pi,1.1676740999715616*pi,0.9093845571205049*pi) q[2];\nu3(3.6195327027213486*pi,2.742692613841572*pi,1.535766531891721*pi) q[3];\nu3(3.2749351371854507*pi,3.184999376017715*pi,3.9993466671386106*pi) q[4];\nu3(3.034260528839305*pi,0.7560155462623062*pi,0.8468454984250625*pi) q[5];\nu3(3.600004030959258*pi,3.239720970255557*pi,1.606150692780787*pi) q[6];\nu3(3.0166711302793736*pi,-0.058547700448243756*pi,4.360930819175911*pi) q[7];\nu3(3.3124512658984426*pi,2.4027066835099644*pi,2.0701580574243286*pi) q[8];\nu3(3.324887111771147*pi,2.590469189846301*pi,1.5044842174428563*pi) q[9];\nu3(3.7153561133678648*pi,3.232545352535948*pi,4.041903200123528*pi) q[10];\nu3(3.4969742139062805*pi,0.16935351448650815*pi,4.4821691544302675*pi) q[11];\nu3(3.9851648623538387*pi,0.061640367355858317*pi,1.3128570178414116*pi) q[12];\nu3(3.6104841146361157*pi,0.6335323948997749*pi,4.262897244763027*pi) q[14];\nRxxyyzz(0.43494656346140037*pi,0.23939474545866368*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.44578627755009015*pi,0.27113558039309127*pi,3.874341926078991*pi) q[1],q[6];\nRxxyyzz(0.4517907921333899*pi,0.36279618353577725*pi,0.08006932667753297*pi) q[3],q[9];\nRxxyyzz(0.4002525681826698*pi,0.2984439606118885*pi,3.945682809514031*pi) q[4],q[13];\nRxxyyzz(0.42663302702879236*pi,0.19906173492013413*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.40217750543276987*pi,0.3862333613697202*pi,0.1475514489351255*pi) q[8],q[12];\nRxxyyzz(0.43853747469871984*pi,0.3124377446356271*pi,0.0*pi) q[11],q[14];\nu3(3.5755746856817225*pi,3.485901104796402*pi,2.101069347466467*pi) q[0];\nu3(3.456082333284767*pi,-0.23010237308697945*pi,1.2786861229114912*pi) q[1];\nu3(3.707070606551003*pi,0.26049834971981256*pi,1.4252213454778098*pi) q[2];\nu3(3.7975419853312724*pi,2.651642688218872*pi,1.1529620417515527*pi) q[3];\nu3(3.36293784666627*pi,0.4142832975018874*pi,1.7111744277187784*pi) q[4];\nu3(3.3284546392636645*pi,-0.4628134909395568*pi,1.0606653199146057*pi) q[5];\nu3(3.824813842921506*pi,1.9876482847386177*pi,2.395924275390177*pi) q[6];\nu3(3.62981341566338*pi,2.7354003736434738*pi,0.8269855329086198*pi) q[7];\nu3(3.2835259040678393*pi,3.3455666200182685*pi,4.147204823803257*pi) q[8];\nu3(3.426383595872571*pi,-0.28738649783085024*pi,0.8980048968885157*pi) q[9];\nu3(3.553030707494622*pi,1.0076555031438756*pi,0.8697833848241068*pi) q[11];\nu3(3.66920971535511*pi,0.5941217666423011*pi,1.1050809019233445*pi) q[12];\nu3(3.88805633530129*pi,0.07153744941210394*pi,1.3799924279551745*pi) q[13];\nu3(3.6989692244008374*pi,0.6003285701739927*pi,2.284361028052824*pi) q[14];\nRxxyyzz(0.2978916561248003*pi,0.18847474298120725*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.46673649210851*pi,0.3916559969840555*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.46403799765845033*pi,0.28335343396735146*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.44655025150733785*pi,0.3853220644619886*pi,3.9456765790161517*pi) q[10],q[5];\nRxxyyzz(0.32292780120608994*pi,0.24142322629358004*pi,3.95805257566475*pi) q[6],q[9];\nRxxyyzz(0.4139995560994999*pi,0.3228551198586198*pi,0.0*pi) q[7],q[14];\nRxxyyzz(0.34842239071696035*pi,0.23532034480559005*pi,0.0*pi) q[8],q[13];\nu3(3.4775916027015565*pi,3.4086908217611813*pi,0.8740374849822556*pi) q[0];\nu3(3.6129032562630683*pi,2.9146256479027493*pi,1.7365342247658624*pi) q[1];\nu3(3.1662524123521996*pi,2.581397866199066*pi,2.1943003334597897*pi) q[2];\nu3(3.5903195710933953*pi,2.8574661238820043*pi,1.0638635579075242*pi) q[3];\nu3(3.420284355309242*pi,1.8058806612133242*pi,1.5562666103537977*pi) q[5];\nu3(3.87594298986104*pi,2.9821576955580458*pi,1.2072554547115266*pi) q[6];\nu3(3.2623582808838325*pi,3.025920546331652*pi,0.6060441288915381*pi) q[7];\nu3(3.3516239670082904*pi,2.4230189923504835*pi,0.7202990153598172*pi) q[8];\nu3(3.385992451087083*pi,-0.07346776201457222*pi,2.2781371901521528*pi) q[9];\nu3(3.482928320499124*pi,3.4358099035092735*pi,0.9748515050638317*pi) q[10];\nu3(3.494910599861003*pi,0.3207683847646643*pi,0.6220206769414538*pi) q[11];\nu3(3.7084256544754366*pi,3.4407840376891654*pi,3.6110630214595867*pi) q[12];\nu3(3.584431013016564*pi,-0.06326511578559835*pi,4.127078415824574*pi) q[13];\nu3(3.629288583110549*pi,2.7845271231966087*pi,1.2676013327565*pi) q[14];\nRxxyyzz(0.3244403812523503*pi,0.2743130504794724*pi,3.8730075732301206*pi) q[0],q[13];\nRxxyyzz(0.4793083418654406*pi,0.13085788730453984*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.39600373410813994*pi,0.20598626679604812*pi,0.04938474503760833*pi) q[2],q[4];\nRxxyyzz(0.4494075241419965*pi,0.28717492948396917*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.42674687714156*pi,0.14101496070735786*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.27225025411447*pi,0.11164682447282104*pi,0.03911571570672123*pi) q[6],q[14];\nRxxyyzz(0.4834216458075087*pi,0.4022392326821702*pi,0.0*pi) q[7],q[9];\nu3(3.440710643983294*pi,-0.44782074416376594*pi,3.9122218425525754*pi) q[0];\nu3(3.0806763920817133*pi,2.834174976336807*pi,1.6939253803798158*pi) q[1];\nu3(3.683932634188467*pi,2.9019129565229687*pi,1.388462084554309*pi) q[2];\nu3(3.6394897191858697*pi,2.0423430504886055*pi,1.4941431002443637*pi) q[3];\nu3(3.6545377498006353*pi,-0.42071955608684497*pi,2.707213968018384*pi) q[4];\nu3(3.4738252887906853*pi,-0.2730182587385398*pi,1.2679092010142181*pi) q[5];\nu3(3.6984767718485694*pi,3.459985265884677*pi,3.9141824963492695*pi) q[6];\nu3(3.9309237665803787*pi,1.7034393315073832*pi,4.448652816239497*pi) q[7];\nu3(3.3241518118370035*pi,2.152709900977114*pi,1.4971032967409266*pi) q[8];\nu3(3.095195829424368*pi,0.3843206690032157*pi,3.6714915683959015*pi) q[9];\nu3(3.227970243625972*pi,1.2347457862484683*pi,1.5031746888680373*pi) q[11];\nu3(3.201341513573586*pi,3.206663901379739*pi,4.4673769354120285*pi) q[12];\nu3(3.1812376394894892*pi,-0.3669403109512235*pi,0.7243792594779046*pi) q[13];\nu3(3.7571308847237845*pi,0.711545273271142*pi,3.433575377989293*pi) q[14];\nRxxyyzz(0.37109730669178986*pi,0.26130463300323736*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.4263836802026998*pi,0.12384500733112114*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.32818235329634005*pi,0.1671072248754888*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.42605786117476*pi,0.33331623459476406*pi,3.856981136665031*pi) q[8],q[3];\nRxxyyzz(0.32508261628422985*pi,0.22626000954840242*pi,0.09850045580304112*pi) q[7],q[14];\nRxxyyzz(0.38992737493849017*pi,0.1965016155736693*pi,0.07859464158177606*pi) q[11],q[10];\nu3(3.6780372425045162*pi,-0.08466408117190394*pi,2.3517550381320302*pi) q[0];\nu3(3.6696583893521475*pi,3.4140969906274115*pi,2.3475518895499965*pi) q[1];\nu3(3.424857194795117*pi,2.803982929569556*pi,1.0749381816709742*pi) q[2];\nu3(3.434745239621006*pi,2.474231767573195*pi,1.0583692350082003*pi) q[3];\nu3(3.332117987272933*pi,3.394077518708978*pi,3.891873932547819*pi) q[4];\nu3(3.5429347533216617*pi,-0.24091361003078898*pi,1.7500061576308192*pi) q[6];\nu3(3.3280317777463684*pi,3.317755840191892*pi,3.8524870427486677*pi) q[7];\nu3(3.3632935429388318*pi,1.7181574806963247*pi,2.4080787877553886*pi) q[8];\nu3(3.111095460481393*pi,0.22841962584361442*pi,3.3430899815423754*pi) q[10];\nu3(3.33391433789971*pi,0.254329451822464*pi,0.6024456063911271*pi) q[11];\nu3(3.6407861031720574*pi,1.174777708330283*pi,1.649479168184726*pi) q[13];\nu3(3.6284154483489646*pi,2.9492257628179583*pi,3.8241961748354383*pi) q[14];\nRxxyyzz(0.4568816805639795*pi,0.24745355908847622*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.38221208662691986*pi,0.3058865170230224*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.36938609514820964*pi,0.25047336570073186*pi,0.17456772651820016*pi) q[2],q[14];\nRxxyyzz(0.44545128101277015*pi,0.3381262050218758*pi,0.11807587991776615*pi) q[13],q[3];\nRxxyyzz(0.4627131515798739*pi,0.15434556707462388*pi,0.0*pi) q[11],q[5];\nRxxyyzz(0.43932137861057*pi,0.22650745732496927*pi,0.14059618590706435*pi) q[6],q[12];\nRxxyyzz(0.4595937163918903*pi,0.28973903723183486*pi,3.9580572623240204*pi) q[10],q[8];\nu3(3.514776909380365*pi,2.83822234019092*pi,1.5915870953198072*pi) q[0];\nu3(3.2566101378943237*pi,2.9858174295874442*pi,1.4664273201323128*pi) q[1];\nu3(3.4401719942492703*pi,3.447318589200285*pi,4.066451380267447*pi) q[2];\nu3(3.1858487995171716*pi,2.9986381443587806*pi,3.676180157333992*pi) q[3];\nu3(3.4408233120002194*pi,2.9716477011896476*pi,1.1219162739958548*pi) q[5];\nu3(3.377757413785851*pi,-0.028758080097358862*pi,1.736776578744639*pi) q[6];\nu3(3.349219491313711*pi,0.9182296261165548*pi,1.4023205797520197*pi) q[7];\nu3(3.6595129666895803*pi,0.920646126522036*pi,0.7075520851745662*pi) q[8];\nu3(3.0780759082825866*pi,2.3863176055715494*pi,2.28874328252732*pi) q[9];\nu3(3.568295230206512*pi,0.15550930154813303*pi,2.3923736142591463*pi) q[10];\nu3(3.5802403939531526*pi,0.6834663510035313*pi,1.2921050058313495*pi) q[11];\nu3(3.198503887471822*pi,2.220482489969239*pi,4.208966121269363*pi) q[12];\nu3(3.049603619481042*pi,0.133114339377705*pi,0.9042339817373151*pi) q[13];\nu3(3.614890280700037*pi,3.3182047326559916*pi,4.292390996178719*pi) q[14];\nRxxyyzz(0.4266104768091915*pi,0.3450131918498882*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.4222502986641899*pi,0.29827286176732815*pi,3.8775695403894*pi) q[2],q[9];\nRxxyyzz(0.3527743988536499*pi,0.28214374044083135*pi,0.20964324205745388*pi) q[5],q[3];\nRxxyyzz(0.3499204538458597*pi,0.1695203715477609*pi,3.9341398583977103*pi) q[4],q[10];\nRxxyyzz(0.3589180423477826*pi,0.10789268022457577*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.4493467646559517*pi,0.22778987744819645*pi,0.0*pi) q[13],q[7];\nRxxyyzz(0.4382137195679401*pi,0.38884867134764967*pi,3.6626593236144096*pi) q[12],q[8];\nu3(3.2623846618520034*pi,2.8871094910294386*pi,1.8492011900321166*pi) q[0];\nu3(3.591990253758265*pi,0.9083608098676859*pi,0.6215146176588751*pi) q[2];\nu3(3.5063985388255565*pi,2.3181521687398203*pi,0.8487873278556799*pi) q[3];\nu3(3.099521142236325*pi,3.045652403088529*pi,4.474856053243109*pi) q[4];\nu3(3.691006434278728*pi,2.6474498513429294*pi,1.7162375068888862*pi) q[5];\nu3(3.869691892358695*pi,2.0492341814875124*pi,2.1277286447116275*pi) q[6];\nu3(3.304120198905051*pi,0.8833015373029318*pi,1.812978097286186*pi) q[7];\nu3(3.467530569711217*pi,-0.41893318814612723*pi,0.9713506305500872*pi) q[8];\nu3(3.4312835960944286*pi,0.1948188605959098*pi,1.2275208468232217*pi) q[9];\nu3(3.325762163415175*pi,3.3128899247965604*pi,0.647699754282206*pi) q[10];\nu3(3.4116855765564207*pi,2.2987184945135923*pi,1.236394754816862*pi) q[11];\nu3(3.916806215318097*pi,-0.4074723694442921*pi,1.3365393465650834*pi) q[12];\nu3(3.725586513688841*pi,-0.061446372155899764*pi,0.920186063445815*pi) q[13];\nu3(3.170223156015344*pi,-0.4272897996948694*pi,0.9576555285638235*pi) q[14];\nRxxyyzz(0.36454391519908*pi,0.2726614272728751*pi,0.0*pi) q[4],q[0];\nRxxyyzz(0.3529014069829302*pi,0.2719761197316921*pi,0.04270464717489553*pi) q[1],q[13];\nRxxyyzz(0.46033193842978015*pi,0.20733779968900118*pi,0.04889943297264298*pi) q[2],q[6];\nRxxyyzz(0.3860571295450602*pi,0.24166934302941015*pi,3.8817407170804596*pi) q[14],q[3];\nRxxyyzz(0.4570581374409395*pi,0.3961045160977422*pi,0.08308603252257996*pi) q[7],q[8];\nRxxyyzz(0.4274777284996195*pi,0.33444026994060927*pi,0.13508141501917054*pi) q[9],q[11];\nRxxyyzz(0.28293566794686986*pi,0.14645561474490787*pi,0.0*pi) q[10],q[12];\nu3(3.381633848650255*pi,3.4188000195397894*pi,4.381676170474002*pi) q[0];\nu3(3.2838230168347877*pi,2.3522949396762742*pi,4.421635842062751*pi) q[1];\nu3(3.4215222396139806*pi,3.259240456391324*pi,3.3787103731059065*pi) q[2];\nu3(3.3621035424864085*pi,2.3064667770573086*pi,1.2548924810900304*pi) q[3];\nu3(3.4805545942151923*pi,-0.4226951969256212*pi,1.1511125251413454*pi) q[4];\nu3(3.873974815079265*pi,-0.27216178762743637*pi,2.885636698362694*pi) q[6];\nu3(3.6693848970970517*pi,3.319626482846635*pi,0.6002465105381662*pi) q[7];\nu3(3.807262846209518*pi,0.7830206656599024*pi,1.6766812001773173*pi) q[8];\nu3(3.9754023527056823*pi,2.761878117618678*pi,0.7011822056380151*pi) q[9];\nu3(3.7582829472011148*pi,-0.06191276702479953*pi,4.089588726841855*pi) q[10];\nu3(3.2135062381237467*pi,3.348396492938577*pi,0.9645447779067473*pi) q[11];\nu3(3.3186135330021216*pi,3.2662960170898216*pi,2.2779224453123224*pi) q[12];\nu3(3.9264681518640425*pi,2.0575835364526456*pi,1.0347103815289125*pi) q[13];\nu3(3.4656400358453556*pi,3.1376945702781733*pi,1.9125929651856297*pi) q[14];\nRxxyyzz(0.3557518068726501*pi,0.2153018348439315*pi,3.88499303697212*pi) q[1],q[4];\nRxxyyzz(0.32235431183463836*pi,0.25915494467472666*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.4467536188765803*pi,0.17169724670554837*pi,3.93364825517604*pi) q[6],q[3];\nRxxyyzz(0.415875177011211*pi,0.2959684884188849*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.31061251828392955*pi,0.29834277526264863*pi,3.9397515328770094*pi) q[9],q[8];\nRxxyyzz(0.4478972637311911*pi,0.350286657540962*pi,0.0*pi) q[14],q[10];\nRxxyyzz(0.45274555044359*pi,0.3635514093016666*pi,0.0*pi) q[12],q[13];\nu3(3.118311522063449*pi,0.4421038512517431*pi,1.2371707819354487*pi) q[1];\nu3(3.521822843633499*pi,0.07232790000031575*pi,1.2711556565342108*pi) q[2];\nu3(3.6555954592817437*pi,2.4430957412161187*pi,1.8550725432529287*pi) q[3];\nu3(3.8203905618301786*pi,2.575824542268495*pi,1.4910031327608453*pi) q[4];\nu3(3.220924631725289*pi,2.221073676403719*pi,1.9385168504820833*pi) q[5];\nu3(3.3565196229286003*pi,3.1707371463699077*pi,1.6988627185976028*pi) q[6];\nu3(3.8037221010031623*pi,3.459540943319559*pi,2.129547303710131*pi) q[7];\nu3(3.73045651369568*pi,3.240467929344566*pi,0.9248474648628031*pi) q[8];\nu3(3.4994991239780497*pi,3.402379542101837*pi,3.8232321995664025*pi) q[9];\nu3(3.4199037900692475*pi,0.42846259581888113*pi,4.334975984453134*pi) q[10];\nu3(3.3715330285029497*pi,2.798906680363076*pi,2.3220681222452035*pi) q[11];\nu3(3.4761800483639753*pi,0.41239869412279373*pi,3.7680265529730637*pi) q[12];\nu3(3.5703992732582503*pi,0.02627641562966454*pi,1.1200133655281443*pi) q[13];\nu3(3.5503841603245285*pi,2.8030776955127608*pi,2.403617295882895*pi) q[14];\nRxxyyzz(0.36886846937570017*pi,0.16539063004267435*pi,0.09235253861027287*pi) q[9],q[0];\nRxxyyzz(0.2983088138808895*pi,0.11122225620345239*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.42968851506764016*pi,0.39093487511008407*pi,0.12944586175358985*pi) q[2],q[5];\nRxxyyzz(0.4160860965117146*pi,0.25559144914886645*pi,0.0*pi) q[4],q[3];\nRxxyyzz(0.3831019085394184*pi,0.11684826825649453*pi,0.0*pi) q[13],q[6];\nRxxyyzz(0.3325530048264711*pi,0.18321393809505093*pi,0.0*pi) q[7],q[10];\nRxxyyzz(0.418253379428011*pi,0.17085136612316476*pi,0.0*pi) q[14],q[8];\nu3(3.765646233758863*pi,3.0088471807286066*pi,4.451086879017659*pi) q[0];\nu3(3.7226885965147045*pi,3.4324259364605556*pi,0.5918340582946104*pi) q[1];\nu3(3.5521951918002186*pi,0.5528674664743769*pi,1.4650987572871887*pi) q[2];\nu3(3.654963381073349*pi,0.05456064272628236*pi,4.061715158852136*pi) q[3];\nu3(3.261907696352903*pi,0.1517236375508133*pi,1.2618410454187876*pi) q[4];\nu3(3.736746168170394*pi,-0.2763420765437866*pi,3.2631211510789426*pi) q[5];\nu3(3.979935471069592*pi,0.344990236970962*pi,1.5424460474837165*pi) q[6];\nu3(3.3174817630540763*pi,2.0929608307015624*pi,0.812462884036462*pi) q[7];\nu3(3.2421273212444186*pi,-0.23827100910223442*pi,1.781321989509372*pi) q[8];\nu3(3.434374465995711*pi,3.4432243746963125*pi,1.450657748177968*pi) q[9];\nu3(3.7536886500365023*pi,1.1150377287425322*pi,1.4451047354992461*pi) q[10];\nu3(3.2874055140292997*pi,1.077464904333434*pi,1.2549147469951576*pi) q[12];\nu3(3.5435359267309363*pi,3.0932416484089966*pi,1.0337344502620893*pi) q[13];\nu3(3.942806774196374*pi,2.699901489476163*pi,3.7945508974694047*pi) q[14];\nRxxyyzz(0.4363496948220148*pi,0.1235942566855589*pi,0.0*pi) q[12],q[0];\nRxxyyzz(0.37143919211237986*pi,0.2008979429154537*pi,0.0*pi) q[1],q[5];\nRxxyyzz(0.33292811296071007*pi,0.1605936596608739*pi,0.0395622632717334*pi) q[3],q[14];\nRxxyyzz(0.35145843353266004*pi,0.30015643058628827*pi,0.08448570931080601*pi) q[7],q[4];\nRxxyyzz(0.44240361797962*pi,0.17558553490220424*pi,0.08470642776907761*pi) q[11],q[6];\nRxxyyzz(0.4220835361935599*pi,0.11837137837681329*pi,0.05277473556462023*pi) q[9],q[8];\nRxxyyzz(0.37602968641255974*pi,0.1947659211385192*pi,0.0*pi) q[10],q[13];\nu3(3.122379891696724*pi,2.777464342393951*pi,0.7132941241803678*pi) q[0];\nu3(3.7595841227125866*pi,2.603710556534126*pi,1.409676588042832*pi) q[1];\nu3(3.407243306056823*pi,-0.1117441187781133*pi,3.9566873235071065*pi) q[3];\nu3(3.5407392349986124*pi,2.0382495526686246*pi,4.119230593504241*pi) q[4];\nu3(3.7400467873489345*pi,-0.14439519078387886*pi,1.9339485665958898*pi) q[5];\nu3(3.331095450684818*pi,2.8413084121009318*pi,1.2852715111590038*pi) q[6];\nu3(3.5656329349650173*pi,2.479498046984048*pi,0.8764287890944922*pi) q[7];\nu3(3.9220721293305205*pi,2.258744404026633*pi,4.472244286323054*pi) q[8];\nu3(3.517130847086923*pi,1.0892540049089208*pi,0.6088397480085547*pi) q[9];\nu3(3.4389707514911927*pi,2.2296120908037955*pi,1.3727523706134312*pi) q[10];\nu3(3.4787013702890808*pi,2.320228481089685*pi,0.5351304119749841*pi) q[11];\nu3(3.7937243703104464*pi,3.4969864050529256*pi,1.2254932414520905*pi) q[12];\nu3(3.3978054919483167*pi,3.180193980232774*pi,1.2839088087888761*pi) q[13];\nu3(3.1946203862964233*pi,0.9399936911004805*pi,0.9974672915916478*pi) q[14];\nRxxyyzz(0.4131414942672094*pi,0.26545134002254056*pi,3.8912722386676197*pi) q[2],q[0];\nRxxyyzz(0.42557679600423015*pi,0.21927219516393404*pi,0.07429266690015426*pi) q[1],q[7];\nRxxyyzz(0.4477835025647997*pi,0.3315752275467259*pi,3.9271485392907106*pi) q[11],q[3];\nRxxyyzz(0.4465875393101593*pi,0.2430645138282825*pi,3.8121541589084456*pi) q[10],q[5];\nRxxyyzz(0.3998912010214303*pi,0.3233804458118492*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.36337937914183993*pi,0.08087557097614129*pi,0.0*pi) q[9],q[12];\nRxxyyzz(0.42661432088195994*pi,0.3891028652249242*pi,0.12108480866598237*pi) q[13],q[14];\nu3(3.529481424001569*pi,-0.31710547060145877*pi,1.3091589442108473*pi) q[0];\nu3(3.5861642630764665*pi,2.5328605138712073*pi,3.8015655411400777*pi) q[1];\nu3(3.766623079068976*pi,2.7629001553521215*pi,2.4713275200549982*pi) q[2];\nu3(3.1590239424521767*pi,0.47866915481404426*pi,2.345965649510969*pi) q[3];\nu3(3.4367111572124083*pi,0.7468153463189062*pi,0.8373737589162218*pi) q[5];\nu3(3.3884492221080817*pi,3.1775634233839356*pi,1.3418722018193079*pi) q[6];\nu3(3.5443964116627487*pi,3.005446604159637*pi,0.6349847681707949*pi) q[7];\nu3(3.52534140457558*pi,-0.1690464436401909*pi,1.0650156978897038*pi) q[8];\nu3(3.7307236540761237*pi,3.1064349917044574*pi,4.0276544379851575*pi) q[9];\nu3(3.70880295097113*pi,-0.02781736380248434*pi,2.3041915486934057*pi) q[10];\nu3(3.3566884907786667*pi,0.46040142134220907*pi,1.7694553961149158*pi) q[11];\nu3(3.064780978495345*pi,3.324105108209673*pi,1.2944906484859913*pi) q[12];\nu3(3.6548495348117616*pi,3.3189765405813305*pi,2.3436409672356766*pi) q[13];\nu3(3.0651127228054853*pi,3.1576660669017738*pi,3.175176630987417*pi) q[14];\nRxxyyzz(0.4576073422650203*pi,0.3031620842749305*pi,0.0*pi) q[7],q[0];\nRxxyyzz(0.37681507057193997*pi,0.22646610396745098*pi,3.85170723592384*pi) q[1],q[6];\nRxxyyzz(0.46650473293913564*pi,0.34027768897548516*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.3862313691339998*pi,0.2616700581617925*pi,0.04748934312779129*pi) q[9],q[4];\nRxxyyzz(0.40243990016309017*pi,0.13515925859966949*pi,0.0*pi) q[11],q[8];\nRxxyyzz(0.37018424827037055*pi,0.3340786465203121*pi,0.17013002237651667*pi) q[13],q[12];\nu3(3.403003196045556*pi,2.6560449250905678*pi,4.429865871380642*pi) q[0];\nu3(3.5347141945329223*pi,3.106752392661496*pi,2.3467259297839593*pi) q[1];\nu3(3.342418443983221*pi,3.239682938457701*pi,1.199975760485123*pi) q[3];\nu3(3.265272364624781*pi,0.8808076476221647*pi,0.5335422716322328*pi) q[4];\nu3(3.58032012180459*pi,3.04514676779612*pi,1.3860377334321217*pi) q[6];\nu3(3.469544669575136*pi,1.9456703611295598*pi,1.0918174600501738*pi) q[7];\nu3(3.374634844558175*pi,-0.12437864685936473*pi,1.1149803970205543*pi) q[8];\nu3(3.674974854149822*pi,2.0814184581463184*pi,4.417182833937478*pi) q[9];\nu3(3.4814820758833314*pi,-0.3102604578890382*pi,0.9535876771919735*pi) q[11];\nu3(3.698626154404647*pi,-0.14466036280762762*pi,2.0622875078566887*pi) q[12];\nu3(3.6791355871666656*pi,1.999414886698788*pi,0.7298218349593709*pi) q[13];\nu3(3.892126089087721*pi,0.19214714338801353*pi,0.58505234484889*pi) q[14];\nRxxyyzz(0.4239583826519775*pi,0.24448014636274357*pi,3.892891230077346*pi) q[0],q[8];\nRxxyyzz(0.4491438189913348*pi,0.27130406227131076*pi,0.0*pi) q[11],q[2];\nRxxyyzz(0.23024437214878013*pi,0.19036274968089195*pi,3.9486616192851205*pi) q[3],q[4];\nRxxyyzz(0.4540493998618499*pi,0.10700582288501881*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.4062834764686998*pi,0.33057985649319077*pi,0.0*pi) q[10],q[6];\nRxxyyzz(0.2813622474868265*pi,0.24359567715599095*pi,0.0*pi) q[14],q[7];\nRxxyyzz(0.45245302536593*pi,0.3137430187594835*pi,3.7607554957413205*pi) q[9],q[13];\nu3(3.515992807432712*pi,-0.15851242712916713*pi,2.2366616400533803*pi) q[0];\nu3(3.313671143268972*pi,3.2566607705428576*pi,1.596632500114241*pi) q[2];\nu3(1.591046843757942*pi,3.4531431605482164*pi,1.7005383997607906*pi) q[3];\nu3(3.376109888186126*pi,3.491077481050832*pi,1.422708244367978*pi) q[4];\nu3(3.230701556107679*pi,0.210905346142107*pi,2.4040473622042193*pi) q[5];\nu3(3.544110402355947*pi,-0.21929773904933608*pi,0.5095158854051487*pi) q[6];\nu3(3.4919556214588017*pi,0.38103609431036123*pi,1.0617045880943776*pi) q[7];\nu3(3.8001516231237153*pi,2.1460555491295983*pi,0.9405451110240635*pi) q[8];\nu3(3.5073718304448787*pi,3.1890133286288327*pi,2.278748647246943*pi) q[9];\nu3(3.4185920638835317*pi,2.7438555901536814*pi,0.610387456173541*pi) q[10];\nu3(3.6792778604977414*pi,2.2294011058514855*pi,0.8243805590664003*pi) q[11];\nu3(3.270785230163194*pi,0.513726461804096*pi,1.0129193095843807*pi) q[12];\nu3(3.9201433785831794*pi,2.625870392710552*pi,4.392326978215474*pi) q[13];\nu3(3.6332015058014937*pi,3.4431744864037226*pi,0.5426695265571693*pi) q[14];\nmeasure q[0] -> c[7];\nmeasure q[8] -> c[12];\nmeasure q[3] -> c[13];\nRxxyyzz(0.38784316282391973*pi,0.13985148285666107*pi,0.09708021208913208*pi) q[1],q[11];\nRxxyyzz(0.45906003042284915*pi,0.23113908179341824*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.37241140729475974*pi,0.2363975476074618*pi,0.0*pi) q[5],q[4];\nRxxyyzz(0.3785146689986997*pi,0.11326980301395828*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.42618725535247226*pi,0.2332760284714378*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.46045105180159007*pi,0.3831233286926662*pi,0.076401867746414*pi) q[14],q[13];\nu3(3.704276933971358*pi,2.980601068299069*pi,1.66647455608152*pi) q[1];\nu3(3.699068393466751*pi,1.1891606077119068*pi,1.436143451210536*pi) q[2];\nu3(3.5304164098557456*pi,-0.01649186497044841*pi,1.064676193400582*pi) q[4];\nu3(3.384285702724598*pi,1.6608336899883067*pi,1.9281983880154037*pi) q[5];\nu3(3.825330090174998*pi,3.2713862595875502*pi,0.5599790217389433*pi) q[6];\nu3(3.330160327098616*pi,-0.2277238665718606*pi,4.466025591755722*pi) q[7];\nu3(3.267859991894118*pi,0.11818668077538619*pi,1.0910784589185352*pi) q[9];\nu3(3.2487905278354354*pi,2.257669124233442*pi,0.9540641092574988*pi) q[10];\nu3(3.7535758753520154*pi,-0.4051030694596682*pi,1.7822440031362705*pi) q[11];\nu3(3.669455678080697*pi,3.006514754668371*pi,0.9287602913850019*pi) q[12];\nu3(3.6845245563188276*pi,-0.4086574188348431*pi,4.205111237179882*pi) q[13];\nu3(3.3157062705510327*pi,1.466072133055355*pi,0.710953109162916*pi) q[14];\nmeasure q[10] -> c[0];\nmeasure q[9] -> c[1];\nmeasure q[6] -> c[2];\nmeasure q[1] -> c[3];\nmeasure q[12] -> c[4];\nmeasure q[14] -> c[5];\nmeasure q[11] -> c[6];\nmeasure q[5] -> c[8];\nmeasure q[2] -> c[9];\nmeasure q[13] -> c[10];\nmeasure q[7] -> c[11];\nmeasure q[4] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.86281955530456*pi,3.3054099982853775*pi,1.6036164305021336*pi) q[0];\nu3(3.5021072253673666*pi,2.9577904050152046*pi,4.1406591460285265*pi) q[1];\nu3(3.674000442799701*pi,3.2651529774189165*pi,0.7592243630805919*pi) q[2];\nu3(3.2027338226169464*pi,2.1571103931133377*pi,4.48175872322577*pi) q[3];\nu3(3.645715659841152*pi,3.0469955511635103*pi,1.5081408386042825*pi) q[4];\nu3(3.1906545652706466*pi,3.1461831283326855*pi,0.8594045298701642*pi) q[5];\nu3(3.4499980071501675*pi,2.541421077178859*pi,1.8124041494137806*pi) q[6];\nu3(3.1546589687751325*pi,2.4799114243043925*pi,2.0229684277691837*pi) q[7];\nu3(3.2858410034422225*pi,1.835609004285848*pi,4.45482679256287*pi) q[8];\nu3(3.155342149148028*pi,3.37820172223027*pi,4.279171795885258*pi) q[9];\nu3(3.4660569024213337*pi,-0.04302133453515555*pi,1.710378019918387*pi) q[10];\nu3(3.2965141073091315*pi,3.2571307967659906*pi,3.634677075089861*pi) q[11];\nu3(3.7391020132455144*pi,3.00037876992121*pi,1.1928140816461106*pi) q[12];\nu3(3.555979393082972*pi,2.7767838722156344*pi,3.557950454770416*pi) q[13];\nu3(3.266733731637716*pi,-0.35314133408516635*pi,4.446057462207984*pi) q[14];\nRxxyyzz(0.4349744364675303*pi,0.18945796171227158*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.43998358910575786*pi,0.2771919335288715*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.42787726455139996*pi,0.3928719051438031*pi,3.9437088277525696*pi) q[2],q[13];\nRxxyyzz(0.4399671474701805*pi,0.32075468651620054*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.4430106276705099*pi,0.24327476816859517*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.30130203805077016*pi,0.2907424007373569*pi,0.0*pi) q[7],q[8];\nRxxyyzz(0.29762789843463006*pi,0.15709630137599495*pi,0.04199306611228604*pi) q[10],q[12];\nu3(3.346123718679845*pi,0.6936837263250735*pi,2.068040062457273*pi) q[0];\nu3(3.5926143344715484*pi,-0.1296837196755174*pi,4.114263626445993*pi) q[1];\nu3(3.5365965801863197*pi,3.115829624343572*pi,1.0171310450916682*pi) q[2];\nu3(3.385633955234054*pi,1.8381266346591056*pi,1.7529230616452869*pi) q[3];\nu3(3.66895147721048*pi,-0.31647360243152245*pi,1.4213175825070172*pi) q[4];\nu3(3.5705651804255254*pi,0.3761421586746916*pi,2.146370506778176*pi) q[5];\nu3(3.5049135622201795*pi,0.9272331290181468*pi,1.4090443003910265*pi) q[7];\nu3(3.7774615713991118*pi,0.5382916576201253*pi,1.2157937178654914*pi) q[8];\nu3(3.683980669065665*pi,-0.03635705429426084*pi,4.370169923601104*pi) q[9];\nu3(3.4468491348082835*pi,0.33730605596429*pi,4.132258374714583*pi) q[10];\nu3(3.700512421066133*pi,2.9615418434831557*pi,2.3540214101041568*pi) q[11];\nu3(3.0398333538288904*pi,2.9556757994117007*pi,3.60226268027494*pi) q[12];\nu3(3.8198946634938564*pi,2.398228478209405*pi,2.2640965071034325*pi) q[13];\nu3(3.4276123743496343*pi,3.4979551013336723*pi,1.4511780295455883*pi) q[14];\nRxxyyzz(0.36134820570818993*pi,0.308636907480235*pi,3.9319358485227203*pi) q[0],q[8];\nRxxyyzz(0.3650684242911275*pi,0.196506984685467*pi,0.0*pi) q[5],q[1];\nRxxyyzz(0.4583552884756906*pi,0.17490968176120192*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.2550102179612407*pi,0.10367324341164785*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.3637112086973402*pi,0.21187899886359185*pi,0.0*pi) q[7],q[10];\nRxxyyzz(0.4508993570659295*pi,0.20559412559616289*pi,3.91909337290354*pi) q[9],q[13];\nu3(3.6596023574429655*pi,2.982035713022463*pi,1.404671060540457*pi) q[0];\nu3(3.43805498114084*pi,2.8651320184499864*pi,2.055391315740807*pi) q[1];\nu3(3.373307981800864*pi,3.2862789664525045*pi,3.833872629233887*pi) q[2];\nu3(3.3919802566089787*pi,-0.12364433572560696*pi,3.9310009584885868*pi) q[3];\nu3(3.557661501403659*pi,3.10439603609498*pi,1.314403320593355*pi) q[5];\nu3(3.562209975459523*pi,-0.204475253480629*pi,3.9020329530117817*pi) q[6];\nu3(3.3958329947336874*pi,0.47584187380069354*pi,1.1520360972771237*pi) q[7];\nu3(3.8344713550289606*pi,3.059790316284734*pi,1.1035662960840875*pi) q[8];\nu3(3.615658478292449*pi,0.880715597691214*pi,1.9761177335130886*pi) q[9];\nu3(3.4079162840548802*pi,3.0965265448674844*pi,1.4851709149355192*pi) q[10];\nu3(3.349495990893489*pi,0.23728493972877496*pi,2.3435520627135125*pi) q[11];\nu3(3.377528976500348*pi,2.92805288782036*pi,1.2363407741217007*pi) q[13];\nRxxyyzz(0.4178344276578997*pi,0.23825571324048322*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.45231469622010023*pi,0.33936194041638545*pi,3.90536808562792*pi) q[1],q[12];\nRxxyyzz(0.4195276925471204*pi,0.26326157700309416*pi,0.0*pi) q[9],q[2];\nRxxyyzz(0.40252780003214994*pi,0.31701720494897506*pi,3.9289177663118995*pi) q[5],q[13];\nRxxyyzz(0.45674619911531045*pi,0.26084484950961984*pi,0.0*pi) q[11],q[6];\nRxxyyzz(0.4245632975319*pi,0.24707099338055155*pi,3.9385093066815102*pi) q[8],q[10];\nu3(3.4791934087808154*pi,3.0838066593246354*pi,0.5215931692571933*pi) q[0];\nu3(3.7032696978273796*pi,-0.40854310189535153*pi,2.4071722427137745*pi) q[1];\nu3(3.23735221522488*pi,2.3227063071707716*pi,2.290704407402394*pi) q[2];\nu3(3.589055225955307*pi,0.5196105658835437*pi,0.5686981844969217*pi) q[5];\nu3(3.477713950339805*pi,-0.25190084302667404*pi,1.2665117447313279*pi) q[6];\nu3(3.792102754863942*pi,3.4384425201367472*pi,2.23102907385868*pi) q[7];\nu3(3.525383507784908*pi,0.534962534575266*pi,1.7951208380432517*pi) q[8];\nu3(3.092150299631115*pi,2.5379129632101636*pi,2.2504481323257566*pi) q[9];\nu3(3.2572554308954924*pi,1.8832570582385717*pi,2.422049983177684*pi) q[10];\nu3(3.4334738193929235*pi,-0.043211770341449574*pi,0.6847659006619775*pi) q[11];\nu3(3.882968136038744*pi,0.9743631460173252*pi,0.5843850966174355*pi) q[12];\nu3(3.4667187710217555*pi,3.1487595112203417*pi,0.9014378344685499*pi) q[13];\nRxxyyzz(0.40230317960406137*pi,0.073994376511471*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.458807680253832*pi,0.32897126725346326*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.40687841894897936*pi,0.07343143990498627*pi,3.9453993630909903*pi) q[4],q[2];\nRxxyyzz(0.42229644108893183*pi,0.22201532670738788*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.3853831927509892*pi,0.22574952260535763*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.4179153771986802*pi,0.10003758579544464*pi,0.0*pi) q[8],q[14];\nRxxyyzz(0.45103461719228055*pi,0.34551409639801545*pi,0.0*pi) q[11],q[12];\nu3(3.9193509391152532*pi,-0.26497446501617605*pi,1.5727449414916141*pi) q[0];\nu3(3.6584261621365024*pi,-0.006366165059353279*pi,1.0599712956406622*pi) q[1];\nu3(3.4512281211303115*pi,1.7810745933500685*pi,2.389507340506998*pi) q[2];\nu3(3.4194569764028815*pi,-0.4806808694433973*pi,2.051916742166621*pi) q[3];\nu3(3.780703027375052*pi,0.009549619544385823*pi,1.1748590339558809*pi) q[4];\nu3(3.309957229512558*pi,3.3803637989567425*pi,3.836904610931307*pi) q[6];\nu3(3.387900337019529*pi,2.9574703754160003*pi,2.2176108786851976*pi) q[7];\nu3(3.1502364613622147*pi,2.446736737200715*pi,1.9808536949283055*pi) q[8];\nu3(3.548484719921423*pi,3.1679752631789624*pi,4.154634350648866*pi) q[9];\nu3(3.657170479260375*pi,2.9661224633696217*pi,0.9571366849342571*pi) q[10];\nu3(3.6581878202146414*pi,0.18599472990097288*pi,0.7924136631235222*pi) q[11];\nu3(3.3931739125288933*pi,-0.39688672712169004*pi,3.8602615309060395*pi) q[12];\nu3(3.3173202190373443*pi,0.17231611721049778*pi,4.338522533815235*pi) q[13];\nu3(3.6545051870593905*pi,0.47903690643484276*pi,1.7556445004659775*pi) q[14];\nRxxyyzz(0.4187116404895709*pi,0.17946454470884232*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.47883995726154327*pi,0.18761897608344769*pi,0.0*pi) q[12],q[1];\nRxxyyzz(0.24664804048149994*pi,0.060394558366362094*pi,0.04330944786612001*pi) q[5],q[2];\nRxxyyzz(0.3527226154026196*pi,0.24456265671755095*pi,0.0*pi) q[9],q[3];\nRxxyyzz(0.3442237165143709*pi,0.3363540429350227*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.4130590714385698*pi,0.395079960640048*pi,0.13261588600395413*pi) q[13],q[6];\nRxxyyzz(0.42399001184594004*pi,0.14586921072956519*pi,0.10042856869921472*pi) q[11],q[10];\nu3(3.570106331683553*pi,3.3659046852572327*pi,1.2322293192206972*pi) q[0];\nu3(3.1138114906343013*pi,0.8606591431411021*pi,4.287666947733724*pi) q[1];\nu3(3.658741244553159*pi,-0.0005192512331559374*pi,3.3865916181638287*pi) q[2];\nu3(3.391627386279856*pi,3.0379912795938897*pi,0.7120930902838869*pi) q[3];\nu3(3.215207846304356*pi,3.353992115947218*pi,1.9938455075878763*pi) q[4];\nu3(3.968833765623624*pi,0.3732258079542641*pi,1.426768340065218*pi) q[5];\nu3(3.7810180314710258*pi,3.326554146659518*pi,1.350410655311188*pi) q[6];\nu3(3.4066828309281996*pi,2.8449146084422274*pi,1.7263132545161246*pi) q[8];\nu3(3.6624474130103675*pi,2.466887719311607*pi,0.7565912890124222*pi) q[9];\nu3(3.7193737312635133*pi,0.7246429554646892*pi,1.2462515375923529*pi) q[10];\nu3(3.744327201736974*pi,2.0766250376789226*pi,1.6599817673601764*pi) q[11];\nu3(3.5564551981939942*pi,-0.21676996035037588*pi,2.057552385499564*pi) q[12];\nu3(3.3105341376877555*pi,0.018779678993490423*pi,1.7175210072550045*pi) q[13];\nu3(3.7091374157450936*pi,3.0595712165387794*pi,2.183796326137649*pi) q[14];\nRxxyyzz(0.34979293804317957*pi,0.2164499402927499*pi,0.0*pi) q[5],q[1];\nRxxyyzz(0.4179875182410401*pi,0.1327847538162113*pi,3.9445965298346306*pi) q[9],q[2];\nRxxyyzz(0.4453395768841505*pi,0.2176179721121656*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.3203630474366701*pi,0.21720517868751088*pi,0.08056372409470747*pi) q[6],q[12];\nRxxyyzz(0.3879892892373702*pi,0.1500779695263897*pi,0.06969558827702484*pi) q[7],q[13];\nRxxyyzz(0.3165090308131774*pi,0.1724283524643485*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.4218566420406703*pi,0.18297539036794064*pi,0.0*pi) q[14],q[10];\nu3(3.5768751176207143*pi,2.6831701114532067*pi,1.2899112287557817*pi) q[1];\nu3(3.5249452579822096*pi,1.9930063202043247*pi,2.2830379362166995*pi) q[2];\nu3(3.165565824070371*pi,2.547513626883718*pi,2.0169713836325345*pi) q[3];\nu3(3.4466049582568132*pi,-0.06029962448534648*pi,4.231112584781324*pi) q[4];\nu3(3.6741831906935047*pi,3.357217431721115*pi,4.182960105512452*pi) q[5];\nu3(3.1474216159381125*pi,-0.42504296006946674*pi,3.9356554644700603*pi) q[6];\nu3(3.4462112018962965*pi,1.2687500154591043*pi,0.5625451065089178*pi) q[7];\nu3(3.8819995927933015*pi,-0.40374489896611043*pi,3.617372411581576*pi) q[8];\nu3(3.62224578319253*pi,3.3199422617613186*pi,2.3140798595305467*pi) q[9];\nu3(3.5206404751180127*pi,-0.047505787575332636*pi,0.5933982042905193*pi) q[10];\nu3(3.7879487742631563*pi,0.29227558256141506*pi,4.364572228681345*pi) q[11];\nu3(3.184359134403552*pi,3.359974038987373*pi,4.077684918531964*pi) q[12];\nu3(3.7389772777290227*pi,0.1928433015141604*pi,1.8693518403977105*pi) q[13];\nu3(3.709298380229796*pi,1.013340924532535*pi,1.6766207903966204*pi) q[14];\nRxxyyzz(0.42561336707658926*pi,0.24789372955021838*pi,3.9265454596589997*pi) q[0],q[5];\nRxxyyzz(0.4279089421975305*pi,0.31475476730824425*pi,0.0*pi) q[11],q[1];\nRxxyyzz(0.38293860789172995*pi,0.2745806518403833*pi,3.95660898318555*pi) q[8],q[3];\nRxxyyzz(0.34101615990007617*pi,0.19234122653927876*pi,0.052413941962019095*pi) q[4],q[13];\nRxxyyzz(0.4214048216016799*pi,0.33770380080932494*pi,3.8824010199655294*pi) q[6],q[9];\nRxxyyzz(0.40460871484906935*pi,0.30992672376373803*pi,0.047375160969853086*pi) q[7],q[12];\nu3(3.298464336856738*pi,0.5711950701933954*pi,1.6311692929701185*pi) q[0];\nu3(3.046950179669291*pi,0.3572919594838898*pi,0.8525767566801458*pi) q[1];\nu3(3.7670511692872246*pi,3.3296976578313293*pi,0.7277748371582655*pi) q[3];\nu3(3.3637145957101056*pi,0.7006846395400814*pi,0.5657300453173497*pi) q[4];\nu3(3.414738493144323*pi,2.9963828236948697*pi,1.32089358491673*pi) q[5];\nu3(3.7911693798172683*pi,2.3012437144301514*pi,1.8878998352331542*pi) q[6];\nu3(3.9176792618977925*pi,2.1890104982455956*pi,4.4701124303900155*pi) q[7];\nu3(3.0601653519083802*pi,2.3972730178271253*pi,1.3885031773948375*pi) q[8];\nu3(3.517566510702381*pi,0.11632090662246175*pi,1.1402360219088639*pi) q[9];\nu3(3.546696926028264*pi,1.056141615219509*pi,1.567222011454124*pi) q[11];\nu3(3.4159446165425607*pi,3.108766474700993*pi,1.7071456117823613*pi) q[12];\nu3(3.5417046195861484*pi,0.48344582055892693*pi,4.193022239298341*pi) q[13];\nRxxyyzz(0.44462732489945367*pi,0.15609429156863197*pi,0.0*pi) q[14],q[0];\nRxxyyzz(0.4260416268851801*pi,0.22140089653951023*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.45222811333895996*pi,0.23690068572359024*pi,0.0*pi) q[9],q[2];\nRxxyyzz(0.4369888555521597*pi,0.3708119853216426*pi,3.883804440203436*pi) q[12],q[3];\nRxxyyzz(0.42207145448417016*pi,0.2526079117928873*pi,3.955236060911121*pi) q[6],q[5];\nRxxyyzz(0.31985060172945*pi,0.21600674943436893*pi,0.0*pi) q[8],q[10];\nu3(3.7219548093337393*pi,2.6694253201917766*pi,0.8961039509234718*pi) q[0];\nu3(3.5172895611394677*pi,2.348112831534464*pi,1.857499559513392*pi) q[1];\nu3(3.2275570533136344*pi,-0.08842264054652132*pi,4.373280592852462*pi) q[2];\nu3(3.0899987373296254*pi,3.4037122628383707*pi,4.284073977360463*pi) q[3];\nu3(3.863145633795035*pi,2.4280442833545757*pi,1.8482104371826829*pi) q[5];\nu3(3.1457442855525417*pi,3.1160126420625267*pi,1.8380642628530066*pi) q[6];\nu3(3.921857908131146*pi,2.3768517141378247*pi,2.331719153404651*pi) q[7];\nu3(3.932111861901069*pi,3.1534484786549766*pi,1.189805076889174*pi) q[8];\nu3(3.4228098730387737*pi,0.706832630478401*pi,1.7423921770859707*pi) q[9];\nu3(3.6928085225473484*pi,0.9962035912816576*pi,1.542641528849559*pi) q[10];\nu3(3.786194537367032*pi,2.73016202292003*pi,1.8921306076357196*pi) q[12];\nu3(3.698785435351382*pi,0.3473810185863604*pi,1.575996494656315*pi) q[14];\nRxxyyzz(0.3759987231166199*pi,0.3465538113521051*pi,3.9214134651350108*pi) q[1],q[5];\nRxxyyzz(0.36099330868397017*pi,0.16018718408511556*pi,0.0*pi) q[7],q[2];\nRxxyyzz(0.37261650394564955*pi,0.18694533140353922*pi,0.0583201032981675*pi) q[8],q[6];\nRxxyyzz(0.3575358588274068*pi,0.20058648803286705*pi,0.0*pi) q[13],q[9];\nRxxyyzz(0.3724314951780294*pi,0.33836766044161776*pi,0.05629486705525811*pi) q[10],q[11];\nRxxyyzz(0.3336421217789729*pi,0.14437955428062843*pi,0.0*pi) q[14],q[12];\nu3(3.4522143155587854*pi,2.812776779765187*pi,1.7928059681347115*pi) q[1];\nu3(3.650593995028032*pi,-0.048257497900314195*pi,0.9178074767830907*pi) q[2];\nu3(3.101237531139739*pi,2.0045546931005855*pi,0.9273357563667517*pi) q[5];\nu3(3.616613300439631*pi,3.4088777275198456*pi,4.387849540353333*pi) q[6];\nu3(3.8446019633675035*pi,0.30276111742093914*pi,1.8246046511438707*pi) q[7];\nu3(3.653356073275419*pi,3.232513565500867*pi,1.875756297819537*pi) q[8];\nu3(3.307040669337403*pi,0.8646703089862973*pi,1.822099615278782*pi) q[9];\nu3(3.8298796233429373*pi,0.4728668554147447*pi,3.7687465700924694*pi) q[10];\nu3(3.6039795859621373*pi,0.6339175198873157*pi,1.1468816172388885*pi) q[11];\nu3(3.7301417418701392*pi,-0.36270607115325093*pi,1.1650906672511163*pi) q[12];\nu3(3.691070421956843*pi,0.09582795001951294*pi,0.9411011266482305*pi) q[13];\nu3(3.536250222135773*pi,2.325113222751759*pi,0.6305694254981411*pi) q[14];\nRxxyyzz(0.38072914376427025*pi,0.12603833212950288*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.4784896034915498*pi,0.3777662190274383*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.37225444474848984*pi,0.20300048767211895*pi,0.12172986414958333*pi) q[4],q[9];\nRxxyyzz(0.38726140502875894*pi,0.29100529307382533*pi,0.20053320628828872*pi) q[5],q[11];\nRxxyyzz(0.36220641011544974*pi,0.2928333437420094*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.44182470316932976*pi,0.08827236978250685*pi,0.0*pi) q[8],q[7];\nu3(3.2337240577928417*pi,3.396589691711989*pi,1.128472191825356*pi) q[0];\nu3(3.688589838718304*pi,2.718715834884014*pi,0.9470269762746092*pi) q[1];\nu3(3.4613083368762947*pi,2.6021466840044143*pi,2.06819517454117*pi) q[2];\nu3(3.1432584818265283*pi,1.1047790806264843*pi,0.6393287806546325*pi) q[3];\nu3(3.3330481524700013*pi,2.8317179530672565*pi,4.386215003324423*pi) q[4];\nu3(3.4026662971221167*pi,1.1474116597720734*pi,4.4086350018980855*pi) q[5];\nu3(3.4414521769585074*pi,2.3656664903724867*pi,1.0916590822986663*pi) q[6];\nu3(3.138303256962925*pi,2.334405722693478*pi,1.2439423027042746*pi) q[7];\nu3(3.6726700702704904*pi,0.5238245858484898*pi,0.6243082978237282*pi) q[8];\nu3(3.1144910307701696*pi,3.2417397995244213*pi,4.082248351270916*pi) q[9];\nu3(3.4827952007397234*pi,3.0196621684847837*pi,4.277257495743562*pi) q[11];\nu3(3.6988918907993886*pi,2.4987166987941816*pi,0.9606249203214605*pi) q[13];\nRxxyyzz(0.4181542281967898*pi,0.18932657208455916*pi,0.0*pi) q[10],q[0];\nRxxyyzz(0.3686608545344843*pi,0.35009209717658785*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.4167610139918101*pi,0.3769448846427952*pi,0.10888393721786205*pi) q[2],q[9];\nRxxyyzz(0.43732861308517024*pi,0.26372953199632776*pi,0.13530475387619398*pi) q[4],q[5];\nRxxyyzz(0.3879268406910802*pi,0.17702906844625843*pi,0.0*pi) q[8],q[6];\nRxxyyzz(0.32031110047670985*pi,0.21995557589210646*pi,0.0*pi) q[7],q[11];\nu3(3.790371533675415*pi,2.9198376284348915*pi,4.206103289294939*pi) q[0];\nu3(3.558651506386631*pi,3.1025282231785702*pi,1.3242427631662048*pi) q[1];\nu3(3.6882921252157432*pi,1.2117490029066764*pi,1.2550486164984194*pi) q[2];\nu3(3.6392441834804297*pi,0.09777483687476485*pi,1.8114014096057671*pi) q[4];\nu3(3.6424322570931422*pi,2.7929034926193994*pi,3.4471338634585917*pi) q[5];\nu3(3.902931829742031*pi,2.9118219323458336*pi,2.1619311523887736*pi) q[6];\nu3(3.3900460622182758*pi,2.29695333972688*pi,1.830136801447024*pi) q[7];\nu3(3.056417592702028*pi,-0.15085237688333986*pi,2.3460044634240305*pi) q[8];\nu3(3.370833760474283*pi,0.4202549081432694*pi,1.5457966381671093*pi) q[9];\nu3(3.8137310264632385*pi,2.5349051196028762*pi,1.5524072102585353*pi) q[10];\nu3(3.7698208278753937*pi,0.12004800124621207*pi,0.9470269256178035*pi) q[11];\nu3(3.6110889849074517*pi,0.9647985936488759*pi,1.1260294624099791*pi) q[13];\nRxxyyzz(0.4071573025947099*pi,0.3154875001028392*pi,3.8402736490636205*pi) q[11],q[0];\nRxxyyzz(0.44752613257174007*pi,0.32958892102281245*pi,0.08128982726965184*pi) q[9],q[1];\nRxxyyzz(0.47975817032929946*pi,0.18405227067016627*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.4472070197408985*pi,0.20046645407550218*pi,3.93815763940366*pi) q[4],q[10];\nRxxyyzz(0.39723447023208*pi,0.24643478879895758*pi,3.889728182065399*pi) q[13],q[5];\nRxxyyzz(0.37761056289406014*pi,0.28492628842736434*pi,3.7730599756262304*pi) q[6],q[14];\nRxxyyzz(0.3979409124684411*pi,0.28190575232440385*pi,0.0*pi) q[8],q[12];\nu3(3.699090329234738*pi,0.031284979765123344*pi,1.7794929791252994*pi) q[0];\nu3(3.622217248689017*pi,0.7862691908203674*pi,0.9866593710470586*pi) q[1];\nu3(3.59608229180659*pi,2.956936214481959*pi,1.5788621612778486*pi) q[2];\nu3(3.590657895688123*pi,0.3433883903345021*pi,1.8509213207226154*pi) q[4];\nu3(3.4425712209982087*pi,0.19661738161557718*pi,1.2670930043830626*pi) q[5];\nu3(3.3997234580809432*pi,0.08024036101624854*pi,2.0491781212737026*pi) q[6];\nu3(3.6041623693337486*pi,-0.41348955145095684*pi,0.5202734702147336*pi) q[7];\nu3(3.453254014045789*pi,0.7952228131804342*pi,2.313985065790057*pi) q[8];\nu3(3.7525852887715843*pi,2.205930431736716*pi,3.8758743884515683*pi) q[9];\nu3(3.5418632952938403*pi,2.921159395221907*pi,1.3306840703473186*pi) q[10];\nu3(3.359183455461452*pi,0.6997871305450138*pi,0.5033001311537824*pi) q[11];\nu3(3.789371991325443*pi,3.0775599726253207*pi,1.696166977276211*pi) q[12];\nu3(3.346018395873486*pi,3.493282646978238*pi,1.4611525404053767*pi) q[13];\nu3(3.4252315305900822*pi,-0.3378751067610102*pi,1.9840850052155297*pi) q[14];\nRxxyyzz(0.4194697962702301*pi,0.35516599378339464*pi,0.0820766949756084*pi) q[1],q[0];\nRxxyyzz(0.47024680696483245*pi,0.32934254150876796*pi,0.0*pi) q[13],q[2];\nRxxyyzz(0.42252837844564994*pi,0.2379128327094301*pi,0.0*pi) q[12],q[5];\nRxxyyzz(0.39509381955936973*pi,0.18482497636559025*pi,0.0*pi) q[11],q[6];\nRxxyyzz(0.2589279826772599*pi,0.19625952493619714*pi,3.9199803092347203*pi) q[7],q[8];\nRxxyyzz(0.30243524074937334*pi,0.1747083713835229*pi,0.0*pi) q[9],q[14];\nu3(3.7310428349287053*pi,0.2916770914731759*pi,1.024548154891672*pi) q[0];\nu3(3.8362299770724553*pi,2.9572119105147516*pi,3.2370545256944494*pi) q[1];\nu3(3.159524783186757*pi,1.0048355490990577*pi,1.301094951963375*pi) q[2];\nu3(3.525182829928091*pi,-0.3632083113773972*pi,1.2463710588503858*pi) q[5];\nu3(3.1815267807233525*pi,-0.07329892913159397*pi,1.6416327889283169*pi) q[6];\nu3(3.370511132885065*pi,0.026708614366805383*pi,3.815628405355172*pi) q[7];\nu3(3.680485635397447*pi,0.12752689028757158*pi,2.2655567548254885*pi) q[8];\nu3(3.2584464570960257*pi,0.37954951250177205*pi,1.179460019638568*pi) q[9];\nu3(3.180504009647265*pi,0.9418072436178129*pi,1.4920427490370316*pi) q[11];\nu3(3.386197165541294*pi,-0.4420881105091212*pi,1.1213851535397525*pi) q[12];\nu3(3.3098123878583996*pi,0.21220881610533393*pi,0.8436707157976617*pi) q[13];\nu3(3.6425296241855754*pi,3.244289765099259*pi,4.020241045613456*pi) q[14];\nRxxyyzz(0.46550468829383385*pi,0.18041699496928953*pi,0.0*pi) q[2],q[0];\nRxxyyzz(0.454225000331709*pi,0.0711211463189294*pi,0.0*pi) q[11],q[1];\nRxxyyzz(0.3828538781829519*pi,0.11867111222769866*pi,0.0*pi) q[6],q[3];\nRxxyyzz(0.4536537438817816*pi,0.12969121665752237*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.42992275681709*pi,0.22980169511220705*pi,0.0*pi) q[9],q[5];\nRxxyyzz(0.4551375851109003*pi,0.1571254655007781*pi,0.0*pi) q[12],q[10];\nRxxyyzz(0.3238940580693498*pi,0.18756443210202045*pi,0.0*pi) q[14],q[13];\nu3(3.1838388728858247*pi,-0.4384709727997764*pi,1.6387909800418197*pi) q[0];\nu3(3.866866104161087*pi,-0.348837145059239*pi,2.4129499698293566*pi) q[1];\nu3(3.7599569453595096*pi,0.8552179033346783*pi,1.7410415187176334*pi) q[2];\nu3(3.386869937631295*pi,2.5120208221123432*pi,1.0356214888305806*pi) q[3];\nu3(3.933908718010788*pi,2.9947350182464136*pi,2.168553562410897*pi) q[4];\nu3(3.471136981810859*pi,0.2414813431679983*pi,0.748391774316568*pi) q[5];\nu3(3.5147755191571726*pi,1.4767928173630769*pi,1.7479273151911223*pi) q[6];\nu3(3.790972330858658*pi,-0.3310851420218416*pi,2.071786165945176*pi) q[7];\nu3(3.5664621610227902*pi,0.6045367321173782*pi,0.9921718092867804*pi) q[9];\nu3(3.4889024463054503*pi,3.013384740960336*pi,0.9047733633167843*pi) q[10];\nu3(3.660279824681232*pi,0.23790622093312774*pi,1.884905968730727*pi) q[11];\nu3(3.439452358735221*pi,2.249321065997646*pi,1.4581646801023154*pi) q[12];\nu3(3.3071511326164473*pi,1.7312059501421286*pi,1.4939166663009908*pi) q[13];\nu3(3.7202272974252746*pi,-0.4071790498686325*pi,4.229581668655563*pi) q[14];\nmeasure q[4] -> c[0];\nmeasure q[7] -> c[4];\nmeasure q[6] -> c[14];\nRxxyyzz(0.4484340371307498*pi,0.3738457947290481*pi,3.91770752590916*pi) q[0],q[11];\nRxxyyzz(0.4437068712133198*pi,0.23573753571515324*pi,0.09010514030759871*pi) q[1],q[13];\nRxxyyzz(0.3232286910572798*pi,0.16140348155276796*pi,0.0*pi) q[9],q[2];\nRxxyyzz(0.46645079125049005*pi,0.31520909192553015*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.4262739757026299*pi,0.11895901453111339*pi,3.90268772135886*pi) q[14],q[5];\nRxxyyzz(0.47113748967827984*pi,0.3634659306786849*pi,0.0*pi) q[12],q[8];\nu3(3.470243808252185*pi,0.9440209842231433*pi,0.9384553841576704*pi) q[0];\nu3(3.2253472992494165*pi,2.405941886232981*pi,0.8180212030089364*pi) q[1];\nu3(1.620600432411602*pi,3.114129574351784*pi,0.8734124296247474*pi) q[2];\nu3(3.407178266079474*pi,0.3315170261970237*pi,0.9804814123566383*pi) q[3];\nu3(3.287545304542876*pi,3.107921326481009*pi,1.7488636928387127*pi) q[5];\nu3(3.334590374238942*pi,3.2910237819173744*pi,0.8472992435323723*pi) q[8];\nu3(0.34892336139721647*pi,0.5639611106949127*pi,1.3135334110379777*pi) q[9];\nu3(3.648379988160553*pi,0.7594153850604433*pi,2.3806188491733047*pi) q[10];\nu3(3.079163091480419*pi,-0.18489376465997148*pi,0.9641037055004791*pi) q[11];\nu3(3.1702211544057124*pi,0.18121362348703918*pi,1.5850794685931624*pi) q[12];\nu3(3.8961671366886406*pi,2.3205685911157365*pi,0.9712225434877586*pi) q[13];\nu3(3.5584874436756*pi,0.33268905658958436*pi,2.1286872106667616*pi) q[14];\nmeasure q[0] -> c[1];\nmeasure q[8] -> c[2];\nmeasure q[1] -> c[3];\nmeasure q[14] -> c[5];\nmeasure q[11] -> c[6];\nmeasure q[3] -> c[7];\nmeasure q[9] -> c[8];\nmeasure q[5] -> c[9];\nmeasure q[10] -> c[10];\nmeasure q[2] -> c[11];\nmeasure q[13] -> c[12];\nmeasure q[12] -> c[13];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.3523532429965717*pi,0.32715287457797215*pi,4.012042755538854*pi) q[0];\nu3(3.6807677519035367*pi,-0.4072627185212252*pi,3.2331319018694202*pi) q[1];\nu3(3.2638524613039306*pi,-0.19056304456188855*pi,1.3962177980563615*pi) q[2];\nu3(3.3436220900238145*pi,0.0808598547141236*pi,3.9336348488467245*pi) q[3];\nu3(3.7064593041068528*pi,3.110499052144062*pi,1.6194298419816149*pi) q[4];\nu3(3.7775742888527173*pi,2.7802326343673713*pi,3.94091990742886*pi) q[5];\nu3(3.194740071330934*pi,2.4472636254973494*pi,1.2019479088248501*pi) q[6];\nu3(3.4917218498319835*pi,0.7170286724419623*pi,2.175758116921279*pi) q[7];\nu3(3.6486317508458708*pi,0.18792384424901198*pi,3.719961164094792*pi) q[8];\nu3(3.593339093208345*pi,2.8863189494186154*pi,1.7764392282090935*pi) q[9];\nu3(3.7443206110746465*pi,2.925568829966689*pi,3.4162778074425395*pi) q[10];\nu3(3.6272191729088084*pi,3.3123524457239704*pi,4.087917558491133*pi) q[11];\nu3(3.47046170003298*pi,3.2678621610877094*pi,3.3260704952428606*pi) q[12];\nu3(3.626625453138362*pi,-0.039798429056060236*pi,1.4151949576047116*pi) q[13];\nu3(3.736272625286196*pi,-0.27655989261574765*pi,0.7981267830169662*pi) q[14];\nRxxyyzz(0.40482753989489983*pi,0.3414186505152934*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.4674392301434196*pi,0.39289437956685896*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.45540834112646955*pi,0.222786799862158*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.4492434834929302*pi,0.3632939491369891*pi,3.8028239393957204*pi) q[4],q[10];\nRxxyyzz(0.3383902887112803*pi,0.23415763641806508*pi,3.913077808639191*pi) q[5],q[7];\nRxxyyzz(0.3587716316702937*pi,0.27744918579065025*pi,3.929724213993488*pi) q[6],q[8];\nRxxyyzz(0.4639234154886803*pi,0.3144338352074517*pi,0.0*pi) q[9],q[11];\nu3(3.437161143302506*pi,-0.035610355238136604*pi,1.8172034629415603*pi) q[0];\nu3(3.624502265307878*pi,3.309299883767111*pi,1.6832804055940551*pi) q[1];\nu3(3.598062086489908*pi,-0.40078891308926423*pi,1.1137423545213552*pi) q[2];\nu3(3.500907456992333*pi,0.7227251133408135*pi,2.031710739973991*pi) q[3];\nu3(3.659079371454545*pi,2.2857266174495514*pi,1.0519715683040674*pi) q[4];\nu3(3.2341394090716853*pi,1.1505344849459935*pi,0.7235553567699534*pi) q[5];\nu3(3.4266331226595326*pi,2.5473960561039934*pi,4.386693454381117*pi) q[6];\nu3(3.710312555305311*pi,0.7608295462308077*pi,2.2035107284304525*pi) q[7];\nu3(3.358855275732761*pi,-0.06802699579406096*pi,0.5447691368664975*pi) q[8];\nu3(3.8082020254438556*pi,3.2394034641281935*pi,4.05537363717167*pi) q[9];\nu3(3.4442928016434498*pi,1.284623375106464*pi,1.5623170083171563*pi) q[10];\nu3(3.4733663544746696*pi,0.361676394230389*pi,1.0626298758287946*pi) q[11];\nu3(3.216977218303611*pi,2.6590100594340607*pi,4.195171810682598*pi) q[12];\nu3(3.4946666880995774*pi,0.011022855219347427*pi,1.3271189376283137*pi) q[14];\nRxxyyzz(0.36657888944895933*pi,0.15361521620564744*pi,0.0*pi) q[0],q[4];\nRxxyyzz(0.3775863336351302*pi,0.1000174002721211*pi,0.07826964988317824*pi) q[1],q[5];\nRxxyyzz(0.45215539006433986*pi,0.2697294466377863*pi,3.9255133258795496*pi) q[3],q[13];\nRxxyyzz(0.41269181792406956*pi,0.3000207227040659*pi,3.7740748092922107*pi) q[7],q[12];\nRxxyyzz(0.3669914535313101*pi,0.14540990614941962*pi,3.9562538464354304*pi) q[9],q[14];\nRxxyyzz(0.34818793734319964*pi,0.1408077452017551*pi,0.079924739933392*pi) q[11],q[10];\nu3(3.310847518391715*pi,2.633607685973552*pi,1.2622388919252325*pi) q[0];\nu3(3.6861914182649405*pi,2.475766740476632*pi,1.2583413262999277*pi) q[1];\nu3(3.741229701811013*pi,0.30209777385642*pi,0.6499528299111397*pi) q[3];\nu3(3.5653551408750905*pi,0.9501512690447342*pi,1.9270425771433732*pi) q[4];\nu3(3.3951306080325225*pi,-0.08001012121581758*pi,3.4205515193902487*pi) q[5];\nu3(3.58865177232771*pi,3.2213766495674863*pi,1.2524298024517977*pi) q[7];\nu3(3.848456464538823*pi,2.2553758299232003*pi,0.5003604751273039*pi) q[9];\nu3(3.604497092656056*pi,3.317184844571253*pi,2.7815407655403*pi) q[10];\nu3(3.5161185138546696*pi,0.7103224001514854*pi,1.343877708872804*pi) q[11];\nu3(3.374431699259757*pi,0.38184446943341677*pi,2.2480899036649036*pi) q[12];\nu3(3.816702315107196*pi,0.17392440046362156*pi,1.7093000359234423*pi) q[13];\nu3(3.4722768883358146*pi,1.8676465242391194*pi,0.6184743209837271*pi) q[14];\nRxxyyzz(0.4349699472664501*pi,0.19360080488626316*pi,3.8346196622850095*pi) q[0],q[10];\nRxxyyzz(0.4165788213693902*pi,0.40265601378766513*pi,0.20625548304753816*pi) q[1],q[7];\nRxxyyzz(0.23657468111092994*pi,0.0*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.38073036606740085*pi,0.16888410996593717*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.44081418431176017*pi,0.2808454476668872*pi,3.866925373812301*pi) q[4],q[13];\nRxxyyzz(0.45357313027663004*pi,0.30121251625468615*pi,0.07393560500519947*pi) q[6],q[14];\nRxxyyzz(0.37184931285480005*pi,0.18308590034724492*pi,0.0*pi) q[8],q[9];\nu3(3.3890068105343847*pi,3.3970347433101846*pi,1.6765659126934995*pi) q[0];\nu3(3.511332044366079*pi,2.422542912816942*pi,3.546982321089392*pi) q[1];\nu3(3.1880415888728546*pi,-0.09063068147759817*pi,0.5607022336663872*pi) q[2];\nu3(3.5014982618543615*pi,0.6795001963285676*pi,1.056916096926815*pi) q[3];\nu3(3.055335633749978*pi,-0.040412404998671214*pi,1.7546266366455505*pi) q[4];\nu3(3.763166949682947*pi,0.6777083232984007*pi,1.1147509341478485*pi) q[5];\nu3(3.2137574714069714*pi,2.9353011640477877*pi,4.423791884166952*pi) q[6];\nu3(3.5334403370390532*pi,2.987033917625911*pi,0.9091460086326202*pi) q[7];\nu3(3.300020061104016*pi,3.369106677648327*pi,1.3606113160411069*pi) q[8];\nu3(3.605804051020408*pi,-0.029597604183729975*pi,1.1281303157118658*pi) q[9];\nu3(3.499131459930725*pi,-0.4578841613959539*pi,0.9433533601557418*pi) q[10];\nu3(3.5408102639445604*pi,-0.34101270932659933*pi,0.8458367341162599*pi) q[12];\nu3(3.5214500307028698*pi,-0.4176921899844118*pi,0.6481850717120063*pi) q[13];\nu3(3.6765431909061927*pi,0.8990594635917204*pi,3.640032785768643*pi) q[14];\nRxxyyzz(0.2992928022634098*pi,0.28349230039515483*pi,3.853339275025169*pi) q[1],q[0];\nRxxyyzz(0.32153115220416395*pi,0.1863107090684244*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.30319429083087046*pi,0.23150306909765916*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.44562121628560025*pi,0.4035935909614037*pi,3.7523649259615905*pi) q[4],q[11];\nRxxyyzz(0.41414878554716006*pi,0.23761426422750814*pi,3.9547945828577102*pi) q[8],q[13];\nRxxyyzz(0.36196738548911267*pi,0.18170939722738855*pi,0.0*pi) q[10],q[9];\nu3(3.6109725896959306*pi,1.7416662322410437*pi,1.4649550096164725*pi) q[0];\nu3(3.3617726894350177*pi,2.1098329682118226*pi,0.5846237953482967*pi) q[1];\nu3(3.4196194824805555*pi,2.3098763371912234*pi,0.6224420825703461*pi) q[2];\nu3(3.8341257324376525*pi,0.21787798009642234*pi,1.1464474250207664*pi) q[3];\nu3(3.4601413395330263*pi,-0.41039170751362153*pi,1.4813321544466524*pi) q[4];\nu3(3.6949775922749115*pi,-0.3898527456993503*pi,1.624471096076748*pi) q[7];\nu3(3.4642042079913633*pi,2.3869605451652185*pi,2.084112431162488*pi) q[8];\nu3(3.7068998907877897*pi,-0.17709690942310136*pi,2.222889634226581*pi) q[9];\nu3(3.311784257653496*pi,0.44066191594766346*pi,1.279714567706285*pi) q[10];\nu3(3.7119272267788888*pi,-0.4965371222481014*pi,3.993181806026764*pi) q[11];\nu3(3.593523423445705*pi,-0.48637991550195575*pi,1.7583021987856156*pi) q[12];\nu3(3.3984400854450483*pi,-0.27350388068831044*pi,0.7777645827800064*pi) q[13];\nRxxyyzz(0.39783480419750006*pi,0.2767331413184279*pi,3.942114284623031*pi) q[0],q[3];\nRxxyyzz(0.4448446103225102*pi,0.13607774396626485*pi,3.903452917562*pi) q[1],q[5];\nRxxyyzz(0.44971492980032934*pi,0.2630334496759794*pi,3.841371641353851*pi) q[4],q[9];\nRxxyyzz(0.34941199588232996*pi,0.19530607080104723*pi,0.047122707823428645*pi) q[8],q[14];\nRxxyyzz(0.4557079320928388*pi,0.24415781335065123*pi,0.0*pi) q[10],q[13];\nRxxyyzz(0.3790189878719604*pi,0.15507436580425527*pi,0.0*pi) q[12],q[11];\nu3(3.6925188009415604*pi,2.9438474131191272*pi,0.6945373578282377*pi) q[0];\nu3(3.4452657681113394*pi,3.222547669465686*pi,1.223205556761221*pi) q[1];\nu3(3.3066538288982223*pi,0.12784513483950533*pi,1.6459040991361964*pi) q[3];\nu3(3.4811067802310713*pi,0.19643702634031002*pi,2.4894813950558525*pi) q[4];\nu3(3.119531123435971*pi,-0.12601549822505775*pi,1.7741246030835613*pi) q[5];\nu3(3.284699956492082*pi,3.227907289051683*pi,2.3159785486415427*pi) q[8];\nu3(3.8146857246187404*pi,1.0230121241778756*pi,0.6757516365119596*pi) q[9];\nu3(3.483687919597935*pi,0.4399673037454853*pi,0.9141347556937305*pi) q[10];\nu3(3.3329462289128786*pi,1.049570890783185*pi,1.186085335451244*pi) q[11];\nu3(3.7623971649609915*pi,3.017621058516423*pi,4.416050938642474*pi) q[12];\nu3(3.596283694367677*pi,0.6474383504677514*pi,1.4506625366737174*pi) q[13];\nu3(3.016686714153518*pi,3.1887326626307244*pi,3.7358925917434727*pi) q[14];\nRxxyyzz(0.3153476165678599*pi,0.2107033580423483*pi,3.8495867078635104*pi) q[0],q[2];\nRxxyyzz(0.37359456077795017*pi,0.09149780901599416*pi,3.9567280699076406*pi) q[1],q[12];\nRxxyyzz(0.3890470209286994*pi,0.266591965143905*pi,3.8666774131680897*pi) q[11],q[3];\nRxxyyzz(0.43415494628708023*pi,0.21120724902283616*pi,3.934902033883191*pi) q[4],q[13];\nRxxyyzz(0.32784955609127014*pi,0.25826015535856195*pi,0.048717016597298546*pi) q[5],q[10];\nRxxyyzz(0.41513318464837234*pi,0.19794767822190595*pi,0.0*pi) q[7],q[8];\nRxxyyzz(0.39912925830179*pi,0.21592438459695193*pi,3.9288843400774702*pi) q[9],q[14];\nu3(3.2042024948272383*pi,3.4419555245235127*pi,4.17767278408661*pi) q[0];\nu3(3.414984261417354*pi,0.4437751432687107*pi,2.4730986430090933*pi) q[1];\nu3(3.612043853405323*pi,3.4529634693199944*pi,1.0905152450291598*pi) q[2];\nu3(3.865602799366862*pi,0.6133812113179244*pi,1.0643103642559817*pi) q[3];\nu3(3.421888136321633*pi,-0.11517745640960686*pi,2.157371952859965*pi) q[4];\nu3(3.6203172006633544*pi,2.7642748814465836*pi,0.592414880418692*pi) q[5];\nu3(3.481366110863384*pi,-0.3985411461230891*pi,1.178244050955003*pi) q[7];\nu3(3.629979231163588*pi,0.13384773135372663*pi,2.473331110427094*pi) q[8];\nu3(3.3670811158036735*pi,0.006200689736355791*pi,1.0338168086723487*pi) q[9];\nu3(3.4222744004314527*pi,2.3360987952181107*pi,4.311276914023428*pi) q[10];\nu3(3.2919968122104*pi,0.8563220221657915*pi,2.4199507856106965*pi) q[11];\nu3(3.5152507271616287*pi,-0.01291430773096447*pi,1.9928879178940493*pi) q[12];\nu3(3.3524006316150183*pi,-0.18880026493797486*pi,2.1462010297010585*pi) q[13];\nu3(3.7728732104553333*pi,-0.20133120444006797*pi,1.730672395454083*pi) q[14];\nRxxyyzz(0.45326270019476*pi,0.21080855454683523*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.3725507567321756*pi,0.26076905094010244*pi,0.1668688232495905*pi) q[1],q[2];\nRxxyyzz(0.39777272658501034*pi,0.3006899334776403*pi,3.8741534626346503*pi) q[3],q[10];\nRxxyyzz(0.40762388849232944*pi,0.21881966994673374*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.3676313297636699*pi,0.28453538682156454*pi,3.9469938830553204*pi) q[6],q[7];\nRxxyyzz(0.4597101459720996*pi,0.3664550190894193*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.43716663038299153*pi,0.18026437991909194*pi,0.0*pi) q[11],q[13];\nu3(3.7923027036570143*pi,-0.4606946697775586*pi,1.0490722547605493*pi) q[0];\nu3(3.1557175655683967*pi,-0.18866654885230616*pi,1.98396900332365*pi) q[1];\nu3(3.8913347036515358*pi,2.083071217319895*pi,0.7751804262941873*pi) q[2];\nu3(3.627607094346608*pi,2.4649358248573656*pi,2.4960037098979044*pi) q[3];\nu3(3.702679770740263*pi,1.3041386759380897*pi,1.5725365930272104*pi) q[4];\nu3(3.4224525885900876*pi,3.0464432677184186*pi,2.450640114560466*pi) q[6];\nu3(3.7866243127751607*pi,1.2617058171676478*pi,0.5176609572948117*pi) q[7];\nu3(3.4910328020752304*pi,2.0800126977055378*pi,4.173094703053378*pi) q[8];\nu3(3.625007257194085*pi,0.7570930111395584*pi,0.668052831932878*pi) q[9];\nu3(3.6889307681906494*pi,1.483914958016638*pi,2.3236300030071817*pi) q[10];\nu3(3.5951426473360635*pi,3.3126926993152717*pi,2.1904310731739556*pi) q[11];\nu3(3.6308116234481225*pi,-0.310044474857898*pi,1.3300084495651785*pi) q[12];\nu3(3.248004650325396*pi,2.8061942688471087*pi,4.415123494905893*pi) q[13];\nu3(3.7117627061617298*pi,1.0204091490635867*pi,1.4830823773163226*pi) q[14];\nRxxyyzz(0.4600739383869411*pi,0.19730157887125277*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.45232415084191985*pi,0.2885311319567792*pi,3.8284587028238803*pi) q[9],q[4];\nRxxyyzz(0.4651790669783602*pi,0.40788474151864124*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.37648206492635977*pi,0.2753452831505379*pi,3.899528658993299*pi) q[6],q[13];\nRxxyyzz(0.35191614434462104*pi,0.056960956725481404*pi,0.0*pi) q[11],q[10];\nRxxyyzz(0.42478331417835774*pi,0.27899839414492156*pi,3.9594070362224336*pi) q[14],q[12];\nu3(3.556600087125805*pi,3.412665595488187*pi,3.8740664024679377*pi) q[0];\nu3(3.4531168529452807*pi,3.272373741899602*pi,1.1945638962381184*pi) q[3];\nu3(3.4204104666069313*pi,-0.01756703804346782*pi,1.0854601349977557*pi) q[4];\nu3(3.4613829082204015*pi,2.3680114062783253*pi,4.134728147951121*pi) q[5];\nu3(3.3710052651653104*pi,-0.2170090137091633*pi,1.4984519810482544*pi) q[6];\nu3(3.5166812195286274*pi,1.0669876309547854*pi,0.6000864190860267*pi) q[7];\nu3(3.752786643343256*pi,0.32664226532972573*pi,1.8834201097588599*pi) q[9];\nu3(3.5749596452413535*pi,3.467970136653525*pi,1.3088707977435905*pi) q[10];\nu3(3.600721391672509*pi,3.037501675608696*pi,2.6729184815970575*pi) q[11];\nu3(3.302938629871864*pi,1.990242333859927*pi,2.0236136956660604*pi) q[12];\nu3(3.1013655878774076*pi,0.6378124380915706*pi,1.9457826234765359*pi) q[13];\nu3(3.298743713993569*pi,3.495020466595668*pi,1.2636296590680125*pi) q[14];\nRxxyyzz(0.3930251416781295*pi,0.3333891073873319*pi,3.8748312165530194*pi) q[1],q[5];\nRxxyyzz(0.3605581119978298*pi,0.20209290717719686*pi,0.06252081814085475*pi) q[2],q[10];\nRxxyyzz(0.4144022370484701*pi,0.22600567891505652*pi,0.1198687393043308*pi) q[3],q[12];\nRxxyyzz(0.4524582228425801*pi,0.2449252480301034*pi,0.0*pi) q[11],q[4];\nRxxyyzz(0.4537512666010498*pi,0.3367140038478688*pi,3.9228660140180693*pi) q[7],q[6];\nRxxyyzz(0.45632973969831014*pi,0.19819770604201115*pi,0.0*pi) q[13],q[8];\nu3(3.081050105385032*pi,1.8493854065980777*pi,0.8090072328013012*pi) q[1];\nu3(3.615156748598727*pi,0.22489682209796447*pi,3.9021260277242025*pi) q[2];\nu3(3.274159427633368*pi,0.15123996411316998*pi,3.1598370097502606*pi) q[3];\nu3(3.3878869242444583*pi,-0.15511364651985027*pi,0.8629566070841908*pi) q[4];\nu3(3.398614782108574*pi,0.0440660109515294*pi,0.5838478573805022*pi) q[5];\nu3(3.395687623000021*pi,2.4152933623970423*pi,1.068852413278015*pi) q[6];\nu3(3.27125131900616*pi,-0.47868718260837945*pi,1.28703133277478*pi) q[7];\nu3(3.2036783659951378*pi,-0.4839050387877907*pi,1.767920380876159*pi) q[8];\nu3(3.418846232677667*pi,3.386577394618467*pi,3.016442642579977*pi) q[10];\nu3(3.3869164265222604*pi,3.1741840705364557*pi,4.128435425750242*pi) q[11];\nu3(3.4099516815775397*pi,2.91078659717866*pi,1.894880594934808*pi) q[12];\nu3(3.3168686028996417*pi,0.6954369489306667*pi,1.1443117279477644*pi) q[13];\nRxxyyzz(0.40773382836031746*pi,0.281366307964491*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.3171017869408199*pi,0.2603196035456783*pi,0.20446375436934838*pi) q[14],q[1];\nRxxyyzz(0.3889233989690801*pi,0.24011707780667726*pi,3.954941432510809*pi) q[6],q[2];\nRxxyyzz(0.434987071420872*pi,0.22146551166381123*pi,0.0*pi) q[5],q[4];\nRxxyyzz(0.39784892826780993*pi,0.24432576972139583*pi,3.9056469678422694*pi) q[7],q[10];\nRxxyyzz(0.3831458422250801*pi,0.08468986335164352*pi,0.0*pi) q[9],q[13];\nu3(3.251134225196929*pi,0.248603060175284*pi,1.6449659879491083*pi) q[0];\nu3(3.3287217342468955*pi,-0.004142201513362087*pi,3.8145730030296283*pi) q[1];\nu3(3.6355380367971457*pi,1.1595483088441636*pi,0.5289998883694129*pi) q[2];\nu3(3.499195853116061*pi,3.399333529874494*pi,1.172869001089078*pi) q[4];\nu3(3.3040883081510217*pi,-0.16642174879930405*pi,1.2768660660433695*pi) q[5];\nu3(3.7008460207231413*pi,3.3805120797206314*pi,2.1265418931897644*pi) q[6];\nu3(3.7424968351967816*pi,0.9182576503733884*pi,0.6746520173045818*pi) q[7];\nu3(3.5130421477454217*pi,-0.07176842246868653*pi,0.9241947042572025*pi) q[9];\nu3(3.686196959909814*pi,2.740473532149018*pi,2.101178992550399*pi) q[10];\nu3(3.1976440906051447*pi,2.568699206459069*pi,0.5991846139782064*pi) q[11];\nu3(3.767500434259681*pi,0.11790464600538053*pi,1.7254268206585954*pi) q[13];\nu3(3.7302687506434173*pi,3.080932173093932*pi,2.0474103366100165*pi) q[14];\nRxxyyzz(0.3119592125272207*pi,0.10076852395335123*pi,0.0*pi) q[12],q[2];\nRxxyyzz(0.29667424524986974*pi,0.1881306386191839*pi,0.05300873809239093*pi) q[3],q[5];\nRxxyyzz(0.3260350036452604*pi,0.13197446550200942*pi,0.0*pi) q[14],q[4];\nRxxyyzz(0.35570751380867016*pi,0.2332615091995489*pi,3.8186564790111994*pi) q[6],q[13];\nRxxyyzz(0.3882493287413502*pi,0.16873497268439508*pi,0.0*pi) q[9],q[7];\nRxxyyzz(0.33379036817026064*pi,0.11597961500690346*pi,0.0*pi) q[8],q[10];\nu3(3.3065743048453777*pi,3.2562431685519577*pi,1.0642121229089327*pi) q[2];\nu3(3.30338819145376*pi,2.76348524153242*pi,1.8169860948266814*pi) q[3];\nu3(3.6228723364251456*pi,3.332723822684869*pi,2.304728216362709*pi) q[4];\nu3(3.6020771526852533*pi,2.6191635786305913*pi,3.945409159014039*pi) q[5];\nu3(3.577022466939217*pi,0.48285467900791357*pi,1.7791756237641279*pi) q[6];\nu3(3.0414390458003613*pi,0.11811890111755463*pi,4.4632017452588535*pi) q[7];\nu3(3.708304081457134*pi,3.1260851272835577*pi,1.8025578198889642*pi) q[8];\nu3(3.3362590257983924*pi,2.2141782322034*pi,0.9312107286898681*pi) q[9];\nu3(3.5610408549752854*pi,-0.1246691983497587*pi,4.318383137964438*pi) q[10];\nu3(3.33991135348458*pi,0.584365367159642*pi,4.405966324375777*pi) q[12];\nu3(3.630098994867339*pi,-0.48623090704352206*pi,1.4130165449642906*pi) q[13];\nu3(3.504361870439742*pi,2.390115231119781*pi,2.4095441554259556*pi) q[14];\nRxxyyzz(0.42705451618832935*pi,0.30295426354054544*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.44069023678439*pi,0.26531147862960475*pi,3.9460876953280604*pi) q[2],q[6];\nRxxyyzz(0.36286878757421975*pi,0.2240165827861658*pi,3.954370448739491*pi) q[3],q[4];\nRxxyyzz(0.4397200637936906*pi,0.2882444558278692*pi,0.08275712119641804*pi) q[10],q[5];\nRxxyyzz(0.4004992034358402*pi,0.3457302831812188*pi,0.0*pi) q[7],q[8];\nRxxyyzz(0.42143922815755025*pi,0.20081834226413342*pi,3.8204553292289294*pi) q[9],q[12];\nu3(3.468938847499812*pi,1.8406318578543779*pi,1.2622980509186024*pi) q[1];\nu3(3.455101922623719*pi,3.026316416498039*pi,1.8803569563350542*pi) q[2];\nu3(3.628619631240409*pi,2.459260914700809*pi,2.038087057898754*pi) q[3];\nu3(3.4917075624981146*pi,3.3516889687870477*pi,2.0227699667515546*pi) q[4];\nu3(3.5633593554594265*pi,3.373628941561031*pi,3.932851632764545*pi) q[5];\nu3(3.7081286640908058*pi,2.6003341951526213*pi,1.4479208604072475*pi) q[6];\nu3(3.5419989748411207*pi,-0.46129331889536773*pi,0.6546794433933398*pi) q[7];\nu3(3.2621043124689275*pi,0.3242349184051383*pi,1.3073872950202416*pi) q[8];\nu3(3.641535328488391*pi,3.3443041223851733*pi,0.8559146867757843*pi) q[9];\nu3(3.72676932435746*pi,0.0641766903671277*pi,1.4469313620388962*pi) q[10];\nu3(3.471928147962447*pi,-0.32286150573686623*pi,2.00355710981035*pi) q[12];\nu3(3.589817349368577*pi,-0.4016229012806375*pi,1.2478006479175074*pi) q[13];\nRxxyyzz(0.3563607955946205*pi,0.21767131069010592*pi,0.0*pi) q[13],q[0];\nRxxyyzz(0.4514865982110602*pi,0.23871709439541539*pi,0.04667549518262603*pi) q[12],q[1];\nRxxyyzz(0.45386460303902976*pi,0.23480195084091454*pi,3.955541252267709*pi) q[2],q[8];\nRxxyyzz(0.44665008667212025*pi,0.2468201727550948*pi,0.10111202776900187*pi) q[9],q[3];\nRxxyyzz(0.39530384476404035*pi,0.21089382032278214*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.36265664944922993*pi,0.2538646722247311*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.3936292806060002*pi,0.13783568562875415*pi,0.0*pi) q[14],q[6];\nu3(3.5559539925940027*pi,3.001939130354769*pi,2.4677331851175275*pi) q[0];\nu3(3.788115418732052*pi,0.9292772865379444*pi,4.1195181975441715*pi) q[1];\nu3(3.4640997503770343*pi,2.674362935595879*pi,1.6214572636725033*pi) q[2];\nu3(3.3833330235461485*pi,1.285646318751334*pi,4.377948927579791*pi) q[3];\nu3(3.457767177274078*pi,0.16849691620997442*pi,0.5769767699336672*pi) q[4];\nu3(3.623483266034404*pi,0.5047597168727558*pi,1.9575608121120738*pi) q[5];\nu3(3.225294669211584*pi,-0.28151849406859386*pi,4.456162445017559*pi) q[6];\nu3(3.2603481268844687*pi,0.8540992867593655*pi,1.3416755682294288*pi) q[7];\nu3(3.426289527824366*pi,-0.4969081486460658*pi,1.8577297872170278*pi) q[8];\nu3(3.444386080329303*pi,0.15106883851859176*pi,0.5105701928423005*pi) q[9];\nu3(3.3888964874982443*pi,-0.2520147694796009*pi,1.0954507566312783*pi) q[11];\nu3(3.711548916173097*pi,0.5652522841120877*pi,1.3412381859118614*pi) q[12];\nu3(3.2759141370265974*pi,2.1309197645413507*pi,1.1176541810730911*pi) q[13];\nu3(3.4839458793196134*pi,2.923974620406651*pi,2.142845761271575*pi) q[14];\nRxxyyzz(0.38468456574797283*pi,0.24234945263890983*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.4608786375277011*pi,0.169868553050046*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.30230863534931984*pi,0.22340990610394418*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.45915168442000154*pi,0.25532273000515116*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.4583198377910999*pi,0.3209287664747971*pi,3.8608210543491595*pi) q[5],q[8];\nRxxyyzz(0.36232098530402*pi,0.2579060583579589*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.43399113844603976*pi,0.3656827381149451*pi,3.8292690681741792*pi) q[14],q[12];\nu3(3.444371091033006*pi,0.42168858489580463*pi,4.452057361657034*pi) q[0];\nu3(3.8778758503235027*pi,2.2857327162609806*pi,2.126878962646085*pi) q[1];\nu3(3.5193409139790433*pi,0.9109681915022283*pi,0.5988873290600268*pi) q[2];\nu3(3.87375554202834*pi,0.9765008972852041*pi,1.7921493765853207*pi) q[3];\nu3(3.2716803045794967*pi,0.7763494340753991*pi,1.0608374734182855*pi) q[4];\nu3(3.8356844593121355*pi,2.49923594550889*pi,2.085388588162895*pi) q[5];\nu3(3.776243472133228*pi,-0.28237873738368907*pi,1.900310123767617*pi) q[6];\nu3(3.682562968865301*pi,3.280063375933492*pi,0.9677613408755459*pi) q[7];\nu3(3.2596685084541894*pi,-0.13855186596807023*pi,2.3153193583879403*pi) q[8];\nu3(3.6166458715083976*pi,2.9858654921386307*pi,0.5834436681128601*pi) q[9];\nu3(3.4711498364817066*pi,0.9770045940507668*pi,2.224461568712649*pi) q[10];\nu3(3.8779839915283856*pi,-0.18806040164865756*pi,1.106343158510982*pi) q[11];\nu3(3.366335668710191*pi,-0.15663734394783552*pi,0.6446492407131523*pi) q[12];\nu3(3.5090703140820314*pi,2.7005540386298934*pi,2.418284721872346*pi) q[14];\nmeasure q[5] -> c[3];\nmeasure q[10] -> c[4];\nmeasure q[3] -> c[10];\nRxxyyzz(0.45712255270213*pi,0.25469530512191607*pi,3.9083354152837995*pi) q[4],q[0];\nRxxyyzz(0.37183487176720775*pi,0.28209840359182714*pi,0.0*pi) q[12],q[1];\nRxxyyzz(0.35031587251593*pi,0.14212422525936086*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.3925015025331202*pi,0.37026182082144743*pi,0.040812268166322774*pi) q[6],q[13];\nRxxyyzz(0.3867982150327399*pi,0.1100412951583919*pi,0.0*pi) q[7],q[9];\nRxxyyzz(0.3086652127778998*pi,0.1471637049982909*pi,0.0*pi) q[14],q[11];\nu3(3.5360836097559165*pi,2.4542009167829995*pi,1.7871432255081139*pi) q[0];\nu3(3.4531410600167516*pi,3.244177791378566*pi,2.2611901813428474*pi) q[1];\nu3(0.10168810911096134*pi,0.3010218908610237*pi,1.7393566207919793*pi) q[2];\nu3(3.3802323949339055*pi,1.3476006826174012*pi,1.1160654838451445*pi) q[4];\nu3(3.0249521689216916*pi,3.0231918240597073*pi,1.0271698527432518*pi) q[6];\nu3(3.4460924509175728*pi,2.284842467103336*pi,1.6375108201881494*pi) q[7];\nu3(1.650487500389525*pi,-0.10415678645508342*pi,1.3073168835882665*pi) q[8];\nu3(3.3457493407365284*pi,0.08638814567618591*pi,1.236684325327074*pi) q[9];\nu3(3.4491781040451617*pi,2.570182792605988*pi,1.8075044137512994*pi) q[11];\nu3(3.5510114579318786*pi,2.623205466866046*pi,0.8253187345650237*pi) q[12];\nu3(3.5600565959434327*pi,0.493795448740582*pi,0.987449202725878*pi) q[13];\nu3(0.6371020057401086*pi,0.11699646972606081*pi,1.1911921245524675*pi) q[14];\nmeasure q[6] -> c[0];\nmeasure q[7] -> c[1];\nmeasure q[9] -> c[2];\nmeasure q[2] -> c[5];\nmeasure q[14] -> c[6];\nmeasure q[1] -> c[7];\nmeasure q[11] -> c[8];\nmeasure q[4] -> c[9];\nmeasure q[8] -> c[11];\nmeasure q[13] -> c[12];\nmeasure q[0] -> c[13];\nmeasure q[12] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.4103085696741724*pi,3.2918099919293353*pi,1.806861276050579*pi) q[0];\nu3(3.6989567953563904*pi,0.9363414201951779*pi,4.232142590864839*pi) q[1];\nu3(3.2801916807492106*pi,0.027115428101560313*pi,3.0944839989202713*pi) q[2];\nu3(3.516600917813635*pi,2.12842288893673*pi,1.0212279983666912*pi) q[3];\nu3(3.561613904565901*pi,3.1104892888616065*pi,3.9052464627286367*pi) q[4];\nu3(3.6161759381059895*pi,3.43292545438998*pi,2.0023367218419303*pi) q[5];\nu3(3.7808805501416436*pi,3.0184725654574835*pi,0.9683040555018946*pi) q[6];\nu3(3.4406715950192925*pi,0.5056520395545891*pi,3.277078399700119*pi) q[7];\nu3(3.577240428482118*pi,3.3032683338704016*pi,3.2358309414991417*pi) q[8];\nu3(3.4335201309059986*pi,-0.09191405742083869*pi,2.036610385060472*pi) q[9];\nu3(3.2642353630476686*pi,0.7340507934419265*pi,2.5615216728726704*pi) q[10];\nu3(3.42764776322055*pi,1.2395221965995316*pi,2.7027062065890397*pi) q[11];\nu3(3.537661674262397*pi,0.8488186972514105*pi,2.002766171864156*pi) q[12];\nu3(3.8805061278098494*pi,2.8976242745076664*pi,1.6432365152300634*pi) q[13];\nu3(3.5877534474168096*pi,-0.11907541129263044*pi,1.2654064745676719*pi) q[14];\nRxxyyzz(0.4173581092040801*pi,0.12251265247289611*pi,0.0*pi) q[0],q[4];\nRxxyyzz(0.3543751854421301*pi,0.25651321118938597*pi,3.7826959815525605*pi) q[1],q[11];\nRxxyyzz(0.40413289020729515*pi,0.13338280098350763*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.4598565141332501*pi,0.22017193479709612*pi,3.91711106910064*pi) q[3],q[10];\nRxxyyzz(0.3695870364731456*pi,0.24877510237675393*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.42780251720743*pi,0.30689976349603754*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.4821715466424301*pi,0.28147839827043875*pi,0.0*pi) q[8],q[9];\nu3(3.763932494222873*pi,2.325120714375447*pi,1.6495028286447648*pi) q[0];\nu3(3.410319529547169*pi,3.3914923490672817*pi,3.3819910561516338*pi) q[1];\nu3(3.1264367900528116*pi,2.6458943848227365*pi,1.5300385909327876*pi) q[2];\nu3(3.2777848855688787*pi,2.641347204819437*pi,2.27159153877471*pi) q[3];\nu3(3.3206954300250873*pi,3.347055369371356*pi,3.6949789986857855*pi) q[4];\nu3(3.747627184576886*pi,-0.28918411342278877*pi,1.077058726929399*pi) q[5];\nu3(3.31949541938199*pi,2.7971937476315505*pi,1.9126638724590834*pi) q[6];\nu3(3.6877822132029325*pi,1.0740179330660298*pi,1.1317989841569052*pi) q[7];\nu3(3.2427104391270714*pi,0.7602549939926333*pi,2.1513891310900464*pi) q[8];\nu3(3.0783700402755136*pi,-0.09215699341649597*pi,2.2439004140546506*pi) q[9];\nu3(3.5049397536185025*pi,2.4394337476319192*pi,1.2803878192662506*pi) q[10];\nu3(3.4310661042360016*pi,3.42650148403579*pi,1.5567886089878065*pi) q[11];\nu3(3.6265343838292075*pi,0.5994798300673483*pi,2.2033142759261084*pi) q[12];\nu3(3.200994037610573*pi,2.4422083933259966*pi,1.9974398787550987*pi) q[13];\nRxxyyzz(0.4370220965519903*pi,0.3527931826585*pi,3.94843054168593*pi) q[0],q[2];\nRxxyyzz(0.4090617478783995*pi,0.31859477173710626*pi,3.8943273040892397*pi) q[1],q[7];\nRxxyyzz(0.3871918022737303*pi,0.18752965155165313*pi,0.10771385920302766*pi) q[3],q[14];\nRxxyyzz(0.36296767992516*pi,0.2864340468989029*pi,3.731971829101349*pi) q[4],q[8];\nRxxyyzz(0.41258909856711046*pi,0.1613158428175039*pi,3.9180591576644392*pi) q[5],q[12];\nRxxyyzz(0.4500263675634797*pi,0.23445471694236902*pi,3.83687080655907*pi) q[11],q[6];\nRxxyyzz(0.44446179763983984*pi,0.27500997785494713*pi,3.8850980163665803*pi) q[13],q[10];\nu3(3.0850046973928356*pi,3.290774559387186*pi,1.9231087750006506*pi) q[0];\nu3(3.785853478489989*pi,-0.1300751437277473*pi,1.4826054239676059*pi) q[1];\nu3(3.693951935504491*pi,2.3447200066880374*pi,2.439629364695054*pi) q[2];\nu3(3.8331014912931747*pi,3.174016626142122*pi,1.4202830072353378*pi) q[3];\nu3(3.720387296696733*pi,-0.22435015873709274*pi,0.6306257754697784*pi) q[4];\nu3(3.568045417302337*pi,2.919257708777036*pi,1.7275731167190753*pi) q[5];\nu3(3.086248667336026*pi,0.6915328711239774*pi,1.0104500951097064*pi) q[6];\nu3(3.341013535990462*pi,3.3794815434190557*pi,1.4155434867654817*pi) q[7];\nu3(3.3656607928101767*pi,1.4145723287417757*pi,0.5688878686134355*pi) q[8];\nu3(3.277978427610917*pi,0.38330582993669016*pi,0.5014991483445517*pi) q[10];\nu3(3.455148952677641*pi,0.46314634593521353*pi,1.6533668453899057*pi) q[11];\nu3(3.7707517725688353*pi,3.3390387074197445*pi,1.8701170048485674*pi) q[12];\nu3(3.6293614195115023*pi,1.9630836039871102*pi,0.6799556781534819*pi) q[13];\nu3(3.266442711971484*pi,2.099659459976313*pi,1.0746164481777378*pi) q[14];\nRxxyyzz(0.4457895760488401*pi,0.31046473394935115*pi,3.8533134503511803*pi) q[0],q[7];\nRxxyyzz(0.45764023624558*pi,0.23003986239157342*pi,0.042184393692794954*pi) q[1],q[5];\nRxxyyzz(0.4441911219989301*pi,0.2551732227426113*pi,0.06870883526482725*pi) q[2],q[12];\nRxxyyzz(0.4158613985444597*pi,0.19870719007678717*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.3905067337773702*pi,0.3338849512255956*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.3369491867209299*pi,0.1396171938448293*pi,0.0*pi) q[9],q[6];\nRxxyyzz(0.36583590411241107*pi,0.2614566819388582*pi,0.0*pi) q[8],q[11];\nu3(3.510704889993997*pi,3.3198453059778323*pi,2.2679688730056133*pi) q[0];\nu3(3.7613742341206624*pi,-0.48970616481586293*pi,4.15064284237733*pi) q[1];\nu3(3.580878679938273*pi,3.213890752396034*pi,1.5801857790830982*pi) q[2];\nu3(3.6778331996429965*pi,-0.12995436537062155*pi,4.159719234236435*pi) q[3];\nu3(3.5629182442766103*pi,1.1997200024338763*pi,1.7225273407610877*pi) q[4];\nu3(3.336244545436321*pi,3.2868239836447777*pi,1.6616991028848236*pi) q[5];\nu3(3.4580135360298225*pi,0.14364387916358867*pi,1.5395228463511463*pi) q[6];\nu3(3.3912963932850615*pi,2.215928531369179*pi,0.7359682357392607*pi) q[7];\nu3(3.3461603378942533*pi,2.7972926866688326*pi,0.5352794287051643*pi) q[8];\nu3(3.31514933518965*pi,0.9986225363185719*pi,0.8826520017081794*pi) q[9];\nu3(3.8891666640748466*pi,0.17331182978093962*pi,1.809848443325306*pi) q[10];\nu3(3.597924128958379*pi,2.620220222570368*pi,2.247622111590845*pi) q[11];\nu3(3.346111450554829*pi,0.6611327351550207*pi,3.7848245637277915*pi) q[12];\nu3(3.078215107892215*pi,-0.4273262962906089*pi,4.312539751860278*pi) q[13];\nRxxyyzz(0.38452013475179003*pi,0.20889527641360417*pi,0.11629373176186429*pi) q[0],q[10];\nRxxyyzz(0.4529886124709448*pi,0.21667360294683302*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.4555744187128896*pi,0.33295525348141214*pi,3.7817153450286303*pi) q[2],q[3];\nRxxyyzz(0.4307837006126399*pi,0.2414347702532582*pi,0.07932617641462311*pi) q[4],q[8];\nRxxyyzz(0.3601725788209399*pi,0.21556015719626742*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.3849796647989397*pi,0.16279053142724595*pi,3.8841121455122796*pi) q[13],q[9];\nRxxyyzz(0.42949002007507986*pi,0.10753572966186287*pi,0.0*pi) q[11],q[12];\nu3(3.4733148342818017*pi,2.451242343674593*pi,4.016212083183506*pi) q[0];\nu3(3.462556650301657*pi,2.2061047887559386*pi,1.2903041552934842*pi) q[1];\nu3(3.674923570620482*pi,-0.45979511137638696*pi,0.7498692500495192*pi) q[2];\nu3(3.299257773024299*pi,2.680848543593479*pi,1.5231850777015352*pi) q[3];\nu3(3.4811571640887795*pi,2.766485876345838*pi,0.7096173622557326*pi) q[4];\nu3(3.4147451592189353*pi,0.49553465686351406*pi,2.298048833784399*pi) q[5];\nu3(3.5548911064835846*pi,0.18474683550580107*pi,0.7942459149241419*pi) q[6];\nu3(3.783815196906942*pi,2.874861091009306*pi,4.340294295688374*pi) q[8];\nu3(3.282830109481314*pi,3.033363915052661*pi,1.1401649656149264*pi) q[9];\nu3(3.259562030809979*pi,-0.3762007882414464*pi,2.313636789080756*pi) q[10];\nu3(3.6254292394765577*pi,-0.2009972273555971*pi,4.1376514573401195*pi) q[11];\nu3(3.3075186286758793*pi,3.4580519977158137*pi,0.5268224275220694*pi) q[12];\nu3(3.323099315826722*pi,3.1549354739462347*pi,1.1191063971343636*pi) q[13];\nu3(3.580818410046352*pi,1.6150893271755664*pi,2.166008348096389*pi) q[14];\nRxxyyzz(0.4249115332629798*pi,0.3653273019722932*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.35418449265633034*pi,0.20389069016715589*pi,0.0*pi) q[4],q[3];\nRxxyyzz(0.46528589958057653*pi,0.20993073533604112*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.4586311151443212*pi,0.36601257238161006*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.39838060161609967*pi,0.1352803631933402*pi,3.93153357271194*pi) q[8],q[12];\nRxxyyzz(0.2662751805742404*pi,0.14793041997930012*pi,0.0*pi) q[9],q[14];\nRxxyyzz(0.3954089100169206*pi,0.1579463944184365*pi,0.0*pi) q[13],q[10];\nu3(3.835509831220394*pi,3.3431206621324403*pi,2.8315429684203104*pi) q[0];\nu3(3.0695123592566143*pi,-0.2049419926616703*pi,1.4669597154509715*pi) q[2];\nu3(3.4122479336149576*pi,0.2939328475397913*pi,0.5721414455241582*pi) q[3];\nu3(3.1963559376382347*pi,0.09254795477367772*pi,2.428047769937904*pi) q[4];\nu3(3.2311755177810606*pi,0.2045768761901683*pi,1.0714165569362286*pi) q[5];\nu3(3.5687318362236993*pi,3.152463334356286*pi,3.626238686089158*pi) q[6];\nu3(3.5667651056588805*pi,0.8409029753859862*pi,4.158167770649353*pi) q[7];\nu3(3.3565385247328097*pi,3.168337584910595*pi,0.8261464747468694*pi) q[8];\nu3(3.459924645502136*pi,2.7361994223860693*pi,1.7142245029163496*pi) q[9];\nu3(3.1605839648493967*pi,3.4401562677907984*pi,3.9020573410684927*pi) q[10];\nu3(3.818799588846077*pi,0.4987550068426124*pi,1.3693988558549894*pi) q[11];\nu3(3.7707861715889965*pi,2.3539977625370203*pi,0.7252335445392064*pi) q[12];\nu3(3.3077171621234465*pi,3.0589767657734392*pi,0.6356650049104609*pi) q[13];\nu3(3.673413108832276*pi,3.3370086753425854*pi,0.5640186727025958*pi) q[14];\nRxxyyzz(0.42861090632241*pi,0.2399585607565879*pi,0.04989662102920904*pi) q[0],q[8];\nRxxyyzz(0.4287986779008505*pi,0.12231097417754466*pi,3.94426019970298*pi) q[4],q[1];\nRxxyyzz(0.42604578677239047*pi,0.20921516936133966*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.44206717424847974*pi,0.14602900019114734*pi,0.1045683141571186*pi) q[3],q[9];\nRxxyyzz(0.4012943090931499*pi,0.18362816312030827*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.43395902643207945*pi,0.3399270516422364*pi,0.094611123482198*pi) q[10],q[14];\nu3(3.2326127620087717*pi,3.0382072180420927*pi,0.8012286371396582*pi) q[0];\nu3(3.4960903197586353*pi,2.3092522699445173*pi,0.8680487476349485*pi) q[1];\nu3(3.5923772074501925*pi,-0.10505005351594865*pi,0.991128401885566*pi) q[2];\nu3(3.3806728288486925*pi,0.6298681333562017*pi,0.7656661950655161*pi) q[3];\nu3(3.3112844196507076*pi,3.2831659735729994*pi,1.768367004068917*pi) q[4];\nu3(3.758682804661829*pi,2.8812452320562123*pi,0.7913119720969259*pi) q[7];\nu3(3.462137244254159*pi,2.827219873402635*pi,1.0014399768791802*pi) q[8];\nu3(3.1143829661205964*pi,-0.41241203269299576*pi,2.0106282130928563*pi) q[9];\nu3(3.754195563447367*pi,3.292741928464876*pi,2.2167342579716003*pi) q[10];\nu3(3.8709946879792265*pi,0.2602633146705742*pi,0.8348565789334255*pi) q[12];\nu3(3.4012360594964304*pi,3.4966420884940477*pi,2.2145212456049155*pi) q[13];\nu3(3.8072686405842693*pi,-0.03837724792130781*pi,0.719582399606449*pi) q[14];\nRxxyyzz(0.34665634662682004*pi,0.24444373819374832*pi,3.91748124708837*pi) q[0],q[14];\nRxxyyzz(0.4546257465711391*pi,0.23876172528511486*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.4261771989426899*pi,0.17948329479043945*pi,0.0*pi) q[6],q[2];\nRxxyyzz(0.42256652667495054*pi,0.20226807118800405*pi,0.0*pi) q[10],q[4];\nRxxyyzz(0.4467378743074396*pi,0.07950740913057253*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.4580359664002498*pi,0.29009640933706377*pi,0.11234681436131314*pi) q[13],q[8];\nRxxyyzz(0.4517948735644995*pi,0.32434094337275005*pi,0.0980251415809689*pi) q[12],q[9];\nu3(3.133404691144224*pi,-0.0320410677605088*pi,1.6669136075487498*pi) q[0];\nu3(3.5217993466927457*pi,3.3223108888602706*pi,3.7606548847044934*pi) q[1];\nu3(3.702511677357598*pi,0.35204771574842053*pi,1.480808500848756*pi) q[2];\nu3(3.371195263737737*pi,1.9899437105155107*pi,2.187842762310595*pi) q[3];\nu3(3.72071649813626*pi,3.1224896013270147*pi,4.01759529893282*pi) q[4];\nu3(3.5813803806234343*pi,1.062259289425286*pi,1.5502102546768128*pi) q[5];\nu3(3.1667023351839374*pi,3.4800598753994003*pi,1.3476684435512944*pi) q[6];\nu3(3.1719620095857244*pi,3.4325196025261944*pi,1.6209747037696864*pi) q[7];\nu3(3.644823960205919*pi,0.8802314053726525*pi,4.050173218003593*pi) q[8];\nu3(3.178376759156168*pi,-0.28278629479769113*pi,2.8172119420168698*pi) q[9];\nu3(3.946386022892601*pi,0.1017837945559491*pi,1.3230206972753944*pi) q[10];\nu3(3.4530072847816466*pi,0.20371970654116311*pi,4.063915566419718*pi) q[12];\nu3(3.4560942791798377*pi,0.5406823579690345*pi,3.553579381383877*pi) q[13];\nu3(3.683308178710345*pi,-0.4271209427383491*pi,1.7619777307929048*pi) q[14];\nRxxyyzz(0.2863600287241006*pi,0.23643105621439853*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.31704103480713997*pi,0.2815598881720661*pi,0.0*pi) q[1],q[5];\nRxxyyzz(0.37131737629013994*pi,0.15924711790106283*pi,0.0*pi) q[12],q[2];\nRxxyyzz(0.3359254275600869*pi,0.24192016364957425*pi,0.0*pi) q[13],q[3];\nRxxyyzz(0.1931360207489497*pi,0.12632345480039486*pi,3.94744140824755*pi) q[4],q[8];\nRxxyyzz(0.38436896294208023*pi,0.21526678679789812*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.42614268254703513*pi,0.2226373918704012*pi,0.0*pi) q[10],q[9];\nu3(3.747416391028509*pi,0.7423192281098767*pi,1.7803988570369202*pi) q[0];\nu3(3.928294288332969*pi,2.0357672486566702*pi,2.2157174970530673*pi) q[1];\nu3(3.295831709536784*pi,-0.459780658938463*pi,0.5084723340880666*pi) q[2];\nu3(3.4159746910216713*pi,2.9421339927430323*pi,1.9335739312319578*pi) q[3];\nu3(3.2658408270061856*pi,-0.29290079775010747*pi,1.0834930391148385*pi) q[4];\nu3(3.1423630732665933*pi,1.790554434810705*pi,1.5526996046014199*pi) q[5];\nu3(3.762376759204811*pi,2.707885127887029*pi,0.646046224809903*pi) q[6];\nu3(3.9103896229290145*pi,2.603171677877783*pi,4.4945873307979465*pi) q[8];\nu3(3.7155064551035797*pi,0.02764454235237368*pi,0.7658743760136315*pi) q[9];\nu3(3.8695195749319127*pi,2.8917125060040645*pi,1.6146543372648656*pi) q[10];\nu3(3.8760006324794505*pi,-0.390093687928478*pi,1.5015757558670706*pi) q[11];\nu3(3.7945878171995022*pi,3.429930798200944*pi,1.5775625056419291*pi) q[12];\nu3(3.7721314883183776*pi,2.8804081867039786*pi,2.195318701702721*pi) q[13];\nu3(3.1766641549783943*pi,-0.0014414099777698142*pi,0.8472040126284499*pi) q[14];\nRxxyyzz(0.4812528524675912*pi,0.23030699202394445*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.30376066232578003*pi,0.21553026258850483*pi,0.0*pi) q[12],q[1];\nRxxyyzz(0.43371394173954914*pi,0.12107203144178824*pi,0.0*pi) q[9],q[2];\nRxxyyzz(0.4163886093527902*pi,0.312961587208231*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.2268680418065002*pi,0.16602358037182485*pi,0.12442791381185225*pi) q[11],q[6];\nRxxyyzz(0.37741511557131*pi,0.3194343512076524*pi,0.0*pi) q[14],q[10];\nu3(3.307187464622331*pi,2.1372974070041963*pi,1.761177872557758*pi) q[0];\nu3(3.564058688541724*pi,0.05692447493666575*pi,1.4900280764128995*pi) q[1];\nu3(3.1927182444130695*pi,1.0606744804838768*pi,1.3062647474453684*pi) q[2];\nu3(3.382341286298454*pi,1.0554865627374412*pi,1.6556340866891728*pi) q[4];\nu3(3.388397562122611*pi,0.17327252896976808*pi,1.069536342710042*pi) q[5];\nu3(3.383534148398735*pi,3.2058369093178536*pi,1.050914399441683*pi) q[6];\nu3(3.8139984794946256*pi,2.407929015492517*pi,2.355999827785475*pi) q[8];\nu3(3.6096427389327266*pi,3.386059864394242*pi,3.747475655772244*pi) q[9];\nu3(3.2624529092460044*pi,2.9545385807261244*pi,1.7100259720604944*pi) q[10];\nu3(3.215533149631584*pi,-0.08569402726022884*pi,2.242284410841598*pi) q[11];\nu3(3.314918550011816*pi,3.4937070759617384*pi,4.2867793934695095*pi) q[12];\nu3(3.1700339157136965*pi,0.6505071557876567*pi,1.2774989866946596*pi) q[14];\nRxxyyzz(0.4706540389795282*pi,0.3085374079697233*pi,0.0*pi) q[14],q[0];\nRxxyyzz(0.46431879238853024*pi,0.21643269466762238*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.36650518564200985*pi,0.10445588410534422*pi,0.09288579100904663*pi) q[2],q[5];\nRxxyyzz(0.4440506830422506*pi,0.24339896128614402*pi,0.0*pi) q[12],q[4];\nRxxyyzz(0.4066188422386212*pi,0.23800731168259492*pi,0.0*pi) q[7],q[6];\nRxxyyzz(0.42888378484839995*pi,0.19531030519422832*pi,0.06932820234494307*pi) q[11],q[9];\nRxxyyzz(0.47694133404307026*pi,0.2896512871303847*pi,0.0*pi) q[10],q[13];\nu3(3.2494280089412024*pi,-0.10745985015239545*pi,1.2503388580096106*pi) q[0];\nu3(3.3983103099343612*pi,2.7702248973236134*pi,2.468472281600893*pi) q[1];\nu3(3.5279988686074235*pi,3.380478632243485*pi,2.2859442356292115*pi) q[2];\nu3(3.4680125840728273*pi,0.1871143770970971*pi,1.3585512197594745*pi) q[3];\nu3(3.7391276685610073*pi,1.8830974078753449*pi,1.5572177662277595*pi) q[4];\nu3(3.502320455727442*pi,1.7843666998474341*pi,0.6111923494301389*pi) q[5];\nu3(3.8085259439836703*pi,-0.47829628044676126*pi,1.6914462890582553*pi) q[6];\nu3(3.7158131185003214*pi,0.23558980421327114*pi,1.980442045680391*pi) q[7];\nu3(3.4075433985885626*pi,0.16025527609517032*pi,3.5307605656853185*pi) q[9];\nu3(3.5928212408669933*pi,3.454595815056036*pi,3.5559115262728005*pi) q[10];\nu3(3.293092871271637*pi,-0.31927105362238883*pi,2.7153010539515203*pi) q[11];\nu3(3.1420629807119185*pi,1.7726055107558807*pi,1.377038613048133*pi) q[12];\nu3(3.3521119559729855*pi,-0.18733329394302278*pi,2.136382564458175*pi) q[13];\nu3(3.423050264807688*pi,3.4032258900451633*pi,0.8864206830484687*pi) q[14];\nRxxyyzz(0.36799737253943954*pi,0.22910187192836476*pi,0.13617387904835157*pi) q[1],q[13];\nRxxyyzz(0.45680920576166983*pi,0.18759545565354696*pi,3.9489405568462606*pi) q[3],q[5];\nRxxyyzz(0.4417500373931401*pi,0.20322195636830023*pi,3.8938600127698604*pi) q[4],q[7];\nRxxyyzz(0.4393298074896401*pi,0.17833576146917984*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.37683563334962994*pi,0.26383218645773404*pi,3.9253597568905807*pi) q[8],q[9];\nRxxyyzz(0.32915714627475*pi,0.30638172292882027*pi,0.0*pi) q[11],q[12];\nu3(3.3890791532692375*pi,2.408605282016002*pi,0.9996070278936688*pi) q[1];\nu3(3.3228859773358947*pi,-0.10692846690580837*pi,1.642604581481175*pi) q[3];\nu3(3.4660679125574636*pi,-0.16902265326679772*pi,0.9045382222933842*pi) q[4];\nu3(3.356059297996569*pi,0.09406355154691082*pi,2.2686551675697357*pi) q[5];\nu3(3.4570923837235297*pi,-0.3632042483113711*pi,1.7438187672782302*pi) q[6];\nu3(3.4449194639224583*pi,3.3399581402075516*pi,1.1872949198626683*pi) q[7];\nu3(3.2118801683715033*pi,3.282086038613362*pi,0.8724356700853095*pi) q[8];\nu3(3.6265950818631456*pi,-0.24512780553537816*pi,2.2253694931572574*pi) q[9];\nu3(3.9663365248442344*pi,0.4135623861556532*pi,2.007703792083302*pi) q[10];\nu3(3.81755721544129*pi,-0.2749175098088371*pi,1.5643286645945613*pi) q[11];\nu3(3.542112497974789*pi,2.8695957874761673*pi,1.738051992798928*pi) q[12];\nu3(3.1206458152645418*pi,2.801480674195025*pi,3.5952064754556643*pi) q[13];\nRxxyyzz(0.45223082466010966*pi,0.259146039944188*pi,0.10347956680637865*pi) q[12],q[0];\nRxxyyzz(0.44665278407977005*pi,0.21098949388681398*pi,0.0*pi) q[9],q[1];\nRxxyyzz(0.43553662459084574*pi,0.1200542339585079*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.4174760448463699*pi,0.16351182299579803*pi,3.9410363347913204*pi) q[3],q[14];\nRxxyyzz(0.4022885279264897*pi,0.08688642962175575*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.36094300552031*pi,0.1909546874226069*pi,3.92390408140316*pi) q[11],q[5];\nRxxyyzz(0.4429555612417939*pi,0.343658384675126*pi,0.0*pi) q[6],q[8];\nu3(3.0911105455050443*pi,3.319265313942252*pi,2.683429005569455*pi) q[0];\nu3(3.1116085853026356*pi,-0.47644722310574383*pi,1.9839977354853593*pi) q[1];\nu3(3.7325767574500586*pi,-0.237121667185745*pi,1.255544838789957*pi) q[2];\nu3(3.282569849893227*pi,2.5644343280366266*pi,0.8109660639265748*pi) q[3];\nu3(3.274905265828179*pi,0.2250075722155438*pi,4.465883507827829*pi) q[4];\nu3(3.510010432456457*pi,2.088156422238162*pi,1.14390376444055*pi) q[5];\nu3(3.3887591647739144*pi,2.9383925423723776*pi,1.4745611856004128*pi) q[6];\nu3(3.3588679374411297*pi,0.623994499735971*pi,0.652295193918637*pi) q[7];\nu3(3.607910980644258*pi,0.20757859618695673*pi,0.7626325740219926*pi) q[8];\nu3(3.199636546427018*pi,0.19948898731789044*pi,0.7625969983837084*pi) q[9];\nu3(3.4321839044547504*pi,-0.40863830008475194*pi,0.9025628976770932*pi) q[10];\nu3(3.39861901202379*pi,3.0355395408980064*pi,3.9129511547561946*pi) q[11];\nu3(3.484289280571512*pi,3.2132904388665104*pi,4.28841882042784*pi) q[12];\nu3(3.6669579807797956*pi,1.231557129243954*pi,0.6105628314389318*pi) q[14];\nRxxyyzz(0.3704793313271905*pi,0.30461869011955056*pi,0.05522766558247673*pi) q[10],q[0];\nRxxyyzz(0.40347497120203*pi,0.23657142426541633*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.40293979204854424*pi,0.2788807829209805*pi,0.0*pi) q[4],q[2];\nRxxyyzz(0.42653077758204017*pi,0.15108621712286402*pi,3.94615083143902*pi) q[7],q[3];\nRxxyyzz(0.43168782061932015*pi,0.18950369327956557*pi,3.935544973788991*pi) q[8],q[5];\nRxxyyzz(0.44392528170989026*pi,0.2504686918646839*pi,0.053441935150652764*pi) q[12],q[6];\nRxxyyzz(0.41043509510839293*pi,0.2881894164634015*pi,3.8924940584666783*pi) q[11],q[14];\nu3(3.530217736690215*pi,0.2936095417602672*pi,1.5445804708685777*pi) q[0];\nu3(3.6670652019742294*pi,-0.08140463802796027*pi,1.1810944819637532*pi) q[1];\nu3(3.1967842254668466*pi,2.9712439324290316*pi,0.5694299666682037*pi) q[2];\nu3(3.2598209469640573*pi,3.4231011865908405*pi,0.7227036183213149*pi) q[3];\nu3(3.480150627570183*pi,1.3864227959540345*pi,2.01017318762357*pi) q[4];\nu3(3.2951965964162575*pi,-0.21856392018687204*pi,1.5798505026739955*pi) q[5];\nu3(3.464262165806392*pi,0.7752833113220545*pi,1.0385618397721714*pi) q[6];\nu3(3.872249826482375*pi,1.2141116961856102*pi,2.3750926246919217*pi) q[7];\nu3(3.183337372587429*pi,0.17309300637657854*pi,1.2557018881705717*pi) q[8];\nu3(3.505599502289482*pi,-0.40947889092051404*pi,2.9584441660077556*pi) q[10];\nu3(3.7241178300578315*pi,-0.4273408413645584*pi,1.1149795924309371*pi) q[11];\nu3(3.219417202285862*pi,3.221317962821539*pi,3.487118051629275*pi) q[12];\nu3(3.7096602096191575*pi,-0.1738630592335194*pi,4.190033745391666*pi) q[13];\nu3(3.580140301800046*pi,0.16838023729481733*pi,1.2955942529081201*pi) q[14];\nRxxyyzz(0.42169038632281014*pi,0.19435553840179096*pi,0.139352567686532*pi) q[7],q[0];\nRxxyyzz(0.2770217142361703*pi,0.15888285793914392*pi,0.058845418765440805*pi) q[3],q[1];\nRxxyyzz(0.35412077672098974*pi,0.31546146635235184*pi,3.7893392565378203*pi) q[2],q[6];\nRxxyyzz(0.32765255257484954*pi,0.255100026559715*pi,3.8865666326973*pi) q[9],q[4];\nRxxyyzz(0.4598040144281002*pi,0.17976117888235435*pi,0.1448784557616505*pi) q[10],q[5];\nRxxyyzz(0.45690630942335997*pi,0.1497192650161372*pi,0.0*pi) q[12],q[8];\nu3(3.2131877725305573*pi,-0.12807618582015046*pi,3.64545456148525*pi) q[0];\nu3(3.4284012937472435*pi,-0.42848484492434713*pi,0.5804236567706501*pi) q[1];\nu3(3.8949983702777473*pi,0.037886443281734294*pi,2.314995639923212*pi) q[2];\nu3(3.60039798874748*pi,3.4432353068578934*pi,1.6622151802612368*pi) q[3];\nu3(3.2917164315785117*pi,-0.21934327146989402*pi,0.5368197716751215*pi) q[4];\nu3(3.120310842166783*pi,3.422538945731331*pi,2.7350366759496967*pi) q[5];\nu3(3.9374941499164957*pi,-0.22103948422872133*pi,2.383431932439428*pi) q[6];\nu3(3.22779651702*pi,0.7753209871095383*pi,3.463063740897769*pi) q[7];\nu3(3.136258492729067*pi,0.2905567401281438*pi,1.8819580376012666*pi) q[8];\nu3(3.835439086494829*pi,3.407253352143017*pi,3.541546334779163*pi) q[9];\nu3(3.7445758720335345*pi,3.2062651526896158*pi,2.8491879293159776*pi) q[10];\nu3(3.4340555677105513*pi,0.6530146622038038*pi,0.7782521542766637*pi) q[12];\nmeasure q[7] -> c[4];\nRxxyyzz(0.41209534666956027*pi,0.16124921606576192*pi,0.0*pi) q[8],q[0];\nRxxyyzz(0.40418799949710027*pi,0.23196596383390955*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.3235327078606199*pi,0.21388300856521703*pi,0.10581923107002567*pi) q[2],q[13];\nRxxyyzz(0.3286524448128595*pi,0.14741197927284055*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.40287874436991983*pi,0.27523921222711306*pi,0.06485600098501898*pi) q[11],q[5];\nRxxyyzz(0.4239118589929597*pi,0.2271308129100156*pi,3.89430404070278*pi) q[12],q[6];\nRxxyyzz(0.4116701734740307*pi,0.21964205870130105*pi,0.0*pi) q[10],q[9];\nu3(3.6703155472487383*pi,3.323420365640059*pi,0.634035073682039*pi) q[0];\nu3(3.320632924535876*pi,-0.11539043197464349*pi,0.6761970752638735*pi) q[1];\nu3(1.669266138355776*pi,3.254461601021541*pi,0.7652711130294696*pi) q[2];\nu3(0.5414471899376414*pi,0.2139794614415258*pi,2.1935824870485265*pi) q[3];\nu3(3.7003233194421647*pi,0.3713814818878518*pi,1.316577364505382*pi) q[4];\nu3(3.5572389244804716*pi,2.1717161279193333*pi,1.5808616592908311*pi) q[5];\nu3(3.664261493497836*pi,-0.42429495989898447*pi,2.017822400292756*pi) q[6];\nu3(3.540517578111473*pi,2.7076141213083758*pi,1.1481599834069303*pi) q[8];\nu3(3.662200603177901*pi,0.7405807906879678*pi,2.2794763315757742*pi) q[9];\nu3(3.5037511622053668*pi,2.1914547398697133*pi,0.9067707434376913*pi) q[10];\nu3(3.606553091566756*pi,2.744502381119808*pi,1.9332234568243367*pi) q[11];\nu3(3.5270941019045403*pi,3.229603452471215*pi,1.0023249592807646*pi) q[12];\nu3(2.484276741324117*pi,0.9393522669546095*pi,4.4445297605992895*pi) q[13];\nu3(1.5555414315280158*pi,0.3566580214757974*pi,0.5158652553842614*pi) q[14];\nmeasure q[11] -> c[0];\nmeasure q[12] -> c[1];\nmeasure q[0] -> c[2];\nmeasure q[9] -> c[3];\nmeasure q[3] -> c[5];\nmeasure q[5] -> c[6];\nmeasure q[14] -> c[7];\nmeasure q[2] -> c[8];\nmeasure q[6] -> c[9];\nmeasure q[10] -> c[10];\nmeasure q[8] -> c[11];\nmeasure q[1] -> c[12];\nmeasure q[13] -> c[13];\nmeasure q[4] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.6257728646550085*pi,-0.15702647767909117*pi,2.5889697538149354*pi) q[0];\nu3(3.152076379267424*pi,0.49918277854763515*pi,0.7073760615838938*pi) q[1];\nu3(3.270549647898916*pi,3.495694846365363*pi,0.7648628677575773*pi) q[2];\nu3(3.170098589016977*pi,2.2929269628160314*pi,2.772088814751818*pi) q[3];\nu3(3.736800429050276*pi,0.17301502093926946*pi,0.5176310668109497*pi) q[4];\nu3(3.5753274273586784*pi,2.2578331241109404*pi,3.983325710449396*pi) q[5];\nu3(3.361320526361184*pi,2.1392835635282124*pi,0.6697818237127136*pi) q[6];\nu3(3.6895938221841207*pi,3.1442297991026225*pi,4.02140195700345*pi) q[7];\nu3(3.550371532250616*pi,-0.04711652256253723*pi,3.855305081013426*pi) q[8];\nu3(3.63372857036193*pi,2.546405857838482*pi,1.706318574608797*pi) q[9];\nu3(3.249719953100638*pi,3.186281875177402*pi,4.0730387522580145*pi) q[10];\nu3(3.419383720452597*pi,2.229200848235552*pi,3.3635039148399266*pi) q[11];\nu3(3.6325710558965087*pi,0.46316418447900853*pi,4.149817971485044*pi) q[12];\nu3(3.5504442294986847*pi,3.0934087197554287*pi,3.0455612769409206*pi) q[13];\nu3(3.522271436232982*pi,2.2667775257145606*pi,1.9824485932891593*pi) q[14];\nRxxyyzz(0.416687628575904*pi,0.17825562970200093*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.306367284317217*pi,0.20356126911627426*pi,0.07087842758684015*pi) q[1],q[3];\nRxxyyzz(0.3298699523319797*pi,0.20226084517919163*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.3608440102227203*pi,0.27596792304432505*pi,0.08924104341855887*pi) q[5],q[14];\nRxxyyzz(0.4144138552332201*pi,0.3585433212612759*pi,0.03941528372864136*pi) q[7],q[12];\nRxxyyzz(0.4396006437489999*pi,0.3409966653777806*pi,3.8761871666183496*pi) q[9],q[11];\nRxxyyzz(0.4488583361092521*pi,0.2616340822933323*pi,0.0*pi) q[10],q[13];\nu3(3.483168336454271*pi,1.0972895482492198*pi,1.5046385339053168*pi) q[0];\nu3(3.630364974730289*pi,2.5613482054666976*pi,2.0362725182370967*pi) q[1];\nu3(3.6268997084964356*pi,0.5514404273636138*pi,0.8481191711192635*pi) q[2];\nu3(3.3636174755141384*pi,-0.29781593296629383*pi,1.2326341680278365*pi) q[3];\nu3(3.4515312408408074*pi,2.8669797129624746*pi,0.5628851393718183*pi) q[4];\nu3(3.563458643911686*pi,0.2288314835885379*pi,0.8350535808284265*pi) q[5];\nu3(3.3022055205029712*pi,2.6152027147051617*pi,3.442326262317325*pi) q[7];\nu3(3.197382238737519*pi,3.473692113681802*pi,0.7783848446444226*pi) q[8];\nu3(3.304597599171824*pi,1.8122200590837645*pi,2.494131301926067*pi) q[9];\nu3(3.387136802169956*pi,3.111333102465781*pi,1.001473889467753*pi) q[10];\nu3(3.8744165246342797*pi,3.1309883799621523*pi,1.0425525461966862*pi) q[11];\nu3(3.55462483229784*pi,2.984836276805958*pi,3.7045579059942915*pi) q[12];\nu3(3.86184932357033*pi,-0.2626004698764218*pi,0.7750930340705731*pi) q[13];\nu3(3.8915302209776335*pi,0.4937980659737632*pi,1.1824249549673098*pi) q[14];\nRxxyyzz(0.44640656476620033*pi,0.30548943957169183*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.3565585893257902*pi,0.24666918180891706*pi,3.7960885719266404*pi) q[4],q[9];\nRxxyyzz(0.35093948432824984*pi,0.1888809971403651*pi,0.15328825903311305*pi) q[5],q[10];\nRxxyyzz(0.3938475164605607*pi,0.2729404621617752*pi,3.88346881816902*pi) q[6],q[13];\nRxxyyzz(0.4166163898993197*pi,0.24417640578877986*pi,0.05322367255798976*pi) q[7],q[8];\nRxxyyzz(0.437857581704581*pi,0.19564954032648973*pi,0.0*pi) q[11],q[14];\nu3(3.191283286442994*pi,2.826727684226446*pi,2.0269771768499787*pi) q[2];\nu3(3.10815811947323*pi,3.455127144321115*pi,0.6317606957333917*pi) q[4];\nu3(3.8256251417962157*pi,0.12117237575045858*pi,1.5980384985678446*pi) q[5];\nu3(3.604865263623736*pi,-0.1605113094629672*pi,1.8802489546509742*pi) q[6];\nu3(3.4428160143304005*pi,0.06941748696368766*pi,3.3232484130839244*pi) q[7];\nu3(3.322270957780084*pi,2.677755855256015*pi,0.9819438706991646*pi) q[8];\nu3(3.488764670143161*pi,2.2188384696949646*pi,0.816121700837478*pi) q[9];\nu3(3.2944488943098866*pi,-0.19212739932117684*pi,3.1423531476435733*pi) q[10];\nu3(3.6415564078767737*pi,-0.49011754405903707*pi,3.936590618748612*pi) q[11];\nu3(3.6533621666644587*pi,-0.3044776114304131*pi,1.8551927993176265*pi) q[12];\nu3(3.1915382236257903*pi,2.4772724849173504*pi,1.1543078150146178*pi) q[13];\nu3(3.7887718062503892*pi,0.6163841842908329*pi,2.142002091970208*pi) q[14];\nRxxyyzz(0.37020882769953023*pi,0.2618695645870217*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.2939028137433156*pi,0.20104228705074156*pi,0.0*pi) q[14],q[2];\nRxxyyzz(0.3786461671252602*pi,0.2113716862613769*pi,0.11439898821612592*pi) q[4],q[6];\nRxxyyzz(0.45275886554528033*pi,0.05955039626160119*pi,0.0*pi) q[12],q[9];\nRxxyyzz(0.39290212197110985*pi,0.2819575178305524*pi,3.9509662256277895*pi) q[13],q[11];\nu3(3.6657535332420927*pi,-0.44454958152849966*pi,3.627005092141039*pi) q[0];\nu3(3.8780305512377136*pi,2.4724737363522653*pi,2.3595907859795426*pi) q[2];\nu3(3.285165605934954*pi,1.0853161457872411*pi,4.379694970264683*pi) q[4];\nu3(3.5132723216375945*pi,-0.2942903047251116*pi,0.6982275932517537*pi) q[5];\nu3(3.3560667875062506*pi,3.114003823938479*pi,4.468821419321491*pi) q[6];\nu3(3.9128067162247415*pi,0.282453157651116*pi,1.1475409214773749*pi) q[9];\nu3(3.626151989024366*pi,-0.3951087867269607*pi,1.2397531904144226*pi) q[11];\nu3(3.2384997725286437*pi,3.1914352619626825*pi,1.4064319316121698*pi) q[12];\nu3(3.6410341556476244*pi,-0.19109994822143106*pi,1.1723837572651123*pi) q[13];\nu3(3.6028745396324973*pi,3.4642439086025303*pi,3.794958177302996*pi) q[14];\nRxxyyzz(0.3754963048207901*pi,0.2826216640935935*pi,0.16425018894057053*pi) q[1],q[0];\nRxxyyzz(0.4251844440690901*pi,0.21952697946919525*pi,0.1794061615516327*pi) q[5],q[2];\nRxxyyzz(0.39148991886386003*pi,0.2394234473063435*pi,3.8599777415072705*pi) q[3],q[9];\nRxxyyzz(0.39409661565498993*pi,0.30666214877292447*pi,3.9223643583232803*pi) q[12],q[7];\nRxxyyzz(0.38630315455190534*pi,0.2868389940255246*pi,0.0*pi) q[10],q[11];\nRxxyyzz(0.4382649659615695*pi,0.11951610010738833*pi,0.0*pi) q[13],q[14];\nu3(3.428580023338104*pi,3.3473947430344193*pi,1.0610690690275895*pi) q[0];\nu3(3.2666009499559934*pi,2.1642186010498543*pi,4.164080926922681*pi) q[1];\nu3(3.5997232992587453*pi,0.5913600107919832*pi,1.0655056245544032*pi) q[2];\nu3(3.749156348793115*pi,2.938231445924582*pi,1.8332885313194014*pi) q[3];\nu3(3.8379155584874987*pi,0.5105452623135793*pi,1.1722537376382096*pi) q[5];\nu3(3.432695122106531*pi,2.722580543262845*pi,0.5457713958790205*pi) q[7];\nu3(3.3238299433574956*pi,0.537683316752704*pi,1.9382044104257297*pi) q[9];\nu3(3.4858187169979957*pi,2.175863165113122*pi,1.1177714272354404*pi) q[10];\nu3(3.824837266146875*pi,0.6986049267570233*pi,1.1415959197052894*pi) q[11];\nu3(3.248998920766744*pi,1.0531881635872695*pi,0.8536486484475834*pi) q[12];\nu3(3.2291257592860214*pi,3.139810808939791*pi,4.454108763231455*pi) q[13];\nu3(3.307369030234378*pi,0.1402063337139463*pi,4.494340942294631*pi) q[14];\nRxxyyzz(0.4029923479942497*pi,0.11836395075275702*pi,3.907867907792509*pi) q[12],q[0];\nRxxyyzz(0.34462756745036993*pi,0.21722844870855873*pi,3.8066336628740007*pi) q[1],q[13];\nRxxyyzz(0.3858506645900702*pi,0.16370548138376373*pi,0.0*pi) q[4],q[2];\nRxxyyzz(0.4123344775280897*pi,0.09510906681251818*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.4619085767212996*pi,0.06820285231363687*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.2551877000053996*pi,0.18105885800278543*pi,3.90020995598074*pi) q[6],q[7];\nu3(3.4301972918361376*pi,2.6826723494557765*pi,2.325742422264888*pi) q[0];\nu3(3.6814410454537585*pi,1.8815009380231347*pi,0.6829087671557408*pi) q[1];\nu3(3.6165188792195897*pi,2.8064581870378746*pi,1.6603782074631845*pi) q[2];\nu3(3.735025537008251*pi,2.260500681229047*pi,0.7481500044660313*pi) q[3];\nu3(3.441456867816932*pi,-0.17518253317771237*pi,1.1566518456427484*pi) q[4];\nu3(3.400213177332149*pi,2.1321713610786883*pi,2.0567084400222075*pi) q[5];\nu3(3.605471537830612*pi,2.885844503521313*pi,0.8877068873389664*pi) q[6];\nu3(3.410231597054981*pi,0.893216947978621*pi,1.6762590256085885*pi) q[7];\nu3(3.6689513633786244*pi,3.1697497776349057*pi,4.2043667294927305*pi) q[8];\nu3(3.8526090525304517*pi,-0.2876496159351283*pi,1.1152792581793807*pi) q[12];\nu3(3.6875530178218643*pi,2.103750583549396*pi,1.6722443112313923*pi) q[13];\nu3(3.3908514557336287*pi,3.3339070195940717*pi,0.5151158784928906*pi) q[14];\nRxxyyzz(0.38893640207060026*pi,0.20226764288646426*pi,0.06462411504524034*pi) q[0],q[13];\nRxxyyzz(0.3033708175369095*pi,0.1619558983165419*pi,3.9256489451489696*pi) q[1],q[10];\nRxxyyzz(0.29786180051670014*pi,0.21654026655190428*pi,0.11533177123712335*pi) q[8],q[2];\nRxxyyzz(0.3382628985374101*pi,0.19840330820216145*pi,0.0*pi) q[7],q[3];\nRxxyyzz(0.4107998703595795*pi,0.17618629688254608*pi,3.872362361920681*pi) q[12],q[4];\nRxxyyzz(0.3230199466078716*pi,0.19852623723659502*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.4609845847861097*pi,0.2360503045117049*pi,3.8438003680433095*pi) q[14],q[11];\nu3(3.473176722564857*pi,-0.44065314067752925*pi,4.252523856527706*pi) q[0];\nu3(3.8366546674780744*pi,0.7068068462321868*pi,1.7788219966785939*pi) q[1];\nu3(3.2245707670282404*pi,0.4158735141717065*pi,3.8224859130407163*pi) q[2];\nu3(3.371645330489734*pi,-0.1409064645185376*pi,4.145783595750625*pi) q[3];\nu3(3.1352916979396954*pi,2.7184347455986*pi,1.470619048148016*pi) q[4];\nu3(3.203146923981416*pi,3.0523119900545725*pi,1.573262451327536*pi) q[6];\nu3(3.3591883232093713*pi,0.5667171293416915*pi,4.493755797468647*pi) q[7];\nu3(3.481935933748925*pi,-0.22277085233852645*pi,1.629496632308907*pi) q[8];\nu3(3.3628075568572013*pi,2.5111945244321046*pi,1.8859368409282764*pi) q[9];\nu3(3.135430871434762*pi,2.374841685266948*pi,0.8111965009039229*pi) q[10];\nu3(3.801457257006254*pi,0.6538955622154521*pi,1.232214636599676*pi) q[11];\nu3(3.4775318454703927*pi,-0.1572256513460656*pi,0.971360733682991*pi) q[12];\nu3(3.593308726996741*pi,2.5420458657160068*pi,4.388727035949817*pi) q[13];\nu3(3.953735632994158*pi,2.3954721936420436*pi,0.7815283433034987*pi) q[14];\nRxxyyzz(0.3028292816385504*pi,0.1374550402994591*pi,0.0*pi) q[1],q[0];\nRxxyyzz(0.32592750866749987*pi,0.17926839806579897*pi,0.0898223182114597*pi) q[14],q[2];\nRxxyyzz(0.4451111719136201*pi,0.19100598392458717*pi,3.9324097762149997*pi) q[3],q[11];\nRxxyyzz(0.4192732347824891*pi,0.2749153444927501*pi,0.0*pi) q[9],q[5];\nRxxyyzz(0.35761964249667944*pi,0.18539611599990824*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.40693792764552944*pi,0.1502595877443276*pi,3.9361796725063503*pi) q[8],q[7];\nRxxyyzz(0.44303886491326033*pi,0.26825269315438227*pi,3.8591011692152097*pi) q[12],q[10];\nu3(3.631882313824535*pi,0.7877557162910953*pi,1.7184708517580956*pi) q[0];\nu3(3.3037729948470984*pi,2.05786662631615*pi,0.7003124183026319*pi) q[1];\nu3(3.0541524934917814*pi,3.3759482660053166*pi,3.4540906416828356*pi) q[2];\nu3(3.4907850313129316*pi,2.7932490097458595*pi,0.8514826632327956*pi) q[3];\nu3(3.819578567883711*pi,3.462578372605718*pi,3.8985685054650037*pi) q[5];\nu3(3.645242176000247*pi,2.377313720479008*pi,1.324541771402613*pi) q[6];\nu3(3.4722630430320893*pi,2.4147499301075612*pi,0.8736834925294237*pi) q[7];\nu3(3.343274103740547*pi,2.156704323147379*pi,2.0324591876304954*pi) q[8];\nu3(3.3220914792878142*pi,1.3645070284300274*pi,1.5930841263878661*pi) q[9];\nu3(3.608075046487518*pi,3.3895300209456574*pi,2.18501651832028*pi) q[10];\nu3(3.1504604555666527*pi,1.0775195003426083*pi,2.2997451822651325*pi) q[11];\nu3(3.6639575934589255*pi,2.7331265407718615*pi,2.2288703627692064*pi) q[12];\nu3(3.209906529190671*pi,0.7752132345779907*pi,1.893111633753132*pi) q[13];\nu3(3.6451609561002263*pi,2.178253021297846*pi,4.32194371637846*pi) q[14];\nRxxyyzz(0.4570636915920998*pi,0.3647000640646309*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.4050268936517401*pi,0.2731385788628504*pi,3.83208123809831*pi) q[12],q[1];\nRxxyyzz(0.37058194726794*pi,0.2752152014191461*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.4217892936758502*pi,0.3447450502266044*pi,0.22064802386481472*pi) q[8],q[4];\nRxxyyzz(0.4380659550320996*pi,0.3314421474650083*pi,3.8060667197526907*pi) q[7],q[13];\nRxxyyzz(0.47500939670668796*pi,0.3661313872773571*pi,0.0*pi) q[14],q[11];\nu3(3.3680114710812212*pi,1.024293430358867*pi,3.1163902644998043*pi) q[0];\nu3(3.8442308446874067*pi,3.367295833306441*pi,2.21700708748903*pi) q[1];\nu3(3.4268653851317774*pi,0.6436254547621396*pi,2.136570727236679*pi) q[2];\nu3(3.3607531777104533*pi,-0.07723626680244794*pi,1.7480142848819833*pi) q[3];\nu3(3.292084728840351*pi,0.03422956890874995*pi,3.8539930524881694*pi) q[4];\nu3(3.6991759113338283*pi,3.446289340013009*pi,1.161390417426412*pi) q[7];\nu3(3.526206507756185*pi,-0.109347752107677*pi,0.6913093378708788*pi) q[8];\nu3(3.2424343207341404*pi,2.320657802426803*pi,1.9347780369968186*pi) q[10];\nu3(3.5466544452665456*pi,2.5392080010374825*pi,1.5079153914022525*pi) q[11];\nu3(3.6804903928068273*pi,0.43235435869015715*pi,1.4475522482873142*pi) q[12];\nu3(3.1964559669751447*pi,-0.3343890726493754*pi,2.131659892124073*pi) q[13];\nu3(3.421142264841544*pi,2.6662487702107827*pi,4.237180406513956*pi) q[14];\nRxxyyzz(0.3338757675635896*pi,0.2537345240529323*pi,3.85770645597258*pi) q[9],q[0];\nRxxyyzz(0.43900194285800986*pi,0.3386647795256697*pi,0.0655838478512676*pi) q[1],q[7];\nRxxyyzz(0.42205645295648*pi,0.3089293690100554*pi,0.0*pi) q[8],q[2];\nRxxyyzz(0.4427085022822459*pi,0.270524357731743*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.41699859918373905*pi,0.2421215723940443*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.38740909682226987*pi,0.2858144465992424*pi,0.0*pi) q[11],q[6];\nRxxyyzz(0.3391752734052199*pi,0.192712510067806*pi,0.07755660292567246*pi) q[10],q[14];\nu3(3.7788429735817846*pi,2.663164598747058*pi,0.9254023196295852*pi) q[0];\nu3(3.693390334323517*pi,0.07511978198606495*pi,0.5069039510101538*pi) q[1];\nu3(3.412610853942177*pi,3.4051240988904135*pi,0.800728086905911*pi) q[2];\nu3(3.178424191433754*pi,-0.0056817515584844935*pi,4.216805222962716*pi) q[3];\nu3(3.588828307044774*pi,1.6390797394397096*pi,1.3994186314011552*pi) q[4];\nu3(3.2664279416425144*pi,2.783469372446069*pi,1.887071966404605*pi) q[5];\nu3(3.3480153319800867*pi,-0.4261294668680421*pi,4.4613940515401165*pi) q[6];\nu3(3.626527937456496*pi,1.8543397146858296*pi,0.7102475245211117*pi) q[7];\nu3(3.1764321486592575*pi,-0.0837973343343904*pi,0.9415636504989155*pi) q[8];\nu3(3.6318996596383863*pi,-0.2411350709096669*pi,1.5684604889311944*pi) q[9];\nu3(3.1455909001539317*pi,-0.09397861999892865*pi,4.187790805147425*pi) q[10];\nu3(3.708921783665065*pi,3.1456914981672948*pi,0.8972648660611943*pi) q[11];\nu3(3.5394652870975643*pi,-0.1735078031674876*pi,1.03394382088904*pi) q[13];\nu3(3.14490991139894*pi,-0.14470352322479452*pi,1.110820536783592*pi) q[14];\nRxxyyzz(0.45045612381733025*pi,0.35795210075287087*pi,3.9330063212598194*pi) q[0],q[4];\nRxxyyzz(0.36204407371603015*pi,0.26252485518171703*pi,3.884134669650079*pi) q[1],q[14];\nRxxyyzz(0.44945948619214*pi,0.2696135385244534*pi,3.8623575320313606*pi) q[13],q[2];\nRxxyyzz(0.43502435199462974*pi,0.24661531536496373*pi,0.0*pi) q[9],q[3];\nRxxyyzz(0.4203310908415202*pi,0.309771320429741*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.4484141794810502*pi,0.15365675960782132*pi,0.0*pi) q[8],q[6];\nRxxyyzz(0.28196949186301123*pi,0.14838516136414015*pi,0.0*pi) q[11],q[7];\nu3(3.408914931793396*pi,3.1298716692071253*pi,1.809101843542678*pi) q[0];\nu3(3.329674397890018*pi,2.5047460294732495*pi,1.7202941366348075*pi) q[1];\nu3(3.506863748279824*pi,2.9635415856278726*pi,1.2603427194640608*pi) q[2];\nu3(3.1838706467274482*pi,-0.3416371993468824*pi,1.0644877210904649*pi) q[3];\nu3(3.411966784567684*pi,-0.004764723846780061*pi,1.6933687915144815*pi) q[4];\nu3(3.579341546033628*pi,2.216931737609841*pi,0.9434045283601122*pi) q[5];\nu3(3.4166493056527694*pi,0.36806606146053644*pi,1.1589304267742702*pi) q[6];\nu3(3.4416806528734063*pi,1.1039585717580214*pi,1.6294496033100447*pi) q[7];\nu3(3.7283045156876975*pi,0.6345086367672004*pi,1.059807040936227*pi) q[8];\nu3(3.9078611699952135*pi,2.034463439507532*pi,1.6071241671341387*pi) q[9];\nu3(3.7861219169181592*pi,-0.4384249825182337*pi,3.9624368199847035*pi) q[11];\nu3(3.7251365456800545*pi,2.616019968703621*pi,1.8828016173879059*pi) q[12];\nu3(3.6385744475750985*pi,0.15423143057954491*pi,2.40983168675575*pi) q[13];\nu3(3.7839097048534054*pi,2.4898328027587504*pi,1.6679427179026929*pi) q[14];\nRxxyyzz(0.47313457151799*pi,0.1941565517725179*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.40820141462307014*pi,0.32331563814646647*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.3688986843020201*pi,0.2673559320295915*pi,3.94802756695179*pi) q[3],q[2];\nRxxyyzz(0.3678477848577301*pi,0.12862517803939322*pi,0.06739291217094935*pi) q[7],q[5];\nRxxyyzz(0.4319910577289198*pi,0.17691447785931302*pi,0.06698986099546815*pi) q[13],q[6];\nRxxyyzz(0.31623168747892016*pi,0.26453127082311667*pi,0.0861288944320342*pi) q[8],q[14];\nRxxyyzz(0.4006572121001808*pi,0.34661710656894607*pi,0.0*pi) q[12],q[10];\nu3(3.072009857347952*pi,2.2312229023555017*pi,1.6931271868413087*pi) q[0];\nu3(3.719219413259921*pi,2.6432480135001493*pi,1.4387821712177087*pi) q[1];\nu3(3.424798715349981*pi,1.1838222931694213*pi,2.226778163732653*pi) q[2];\nu3(3.368465926883396*pi,1.9706052928539055*pi,0.5828649964753989*pi) q[3];\nu3(3.951770828033071*pi,2.596915043565782*pi,4.3193435636883635*pi) q[5];\nu3(3.646339451745346*pi,2.0629883386638417*pi,4.094898702713883*pi) q[6];\nu3(3.5048099670299697*pi,1.771164196487054*pi,0.6267729637137572*pi) q[7];\nu3(3.0481127709332037*pi,1.6812725703972387*pi,1.082275585917406*pi) q[8];\nu3(3.69192001719138*pi,3.0752012734547973*pi,1.4835726444937707*pi) q[9];\nu3(3.4243126150805825*pi,-0.33734800405566223*pi,4.4929924816848645*pi) q[10];\nu3(3.222984972488526*pi,-0.22383924915967268*pi,3.8963975809294165*pi) q[11];\nu3(3.2419125416767156*pi,2.535751899050317*pi,1.6837281476342925*pi) q[12];\nu3(3.7691900422980273*pi,3.223829184617403*pi,1.9237188558218417*pi) q[13];\nu3(3.5628554766488447*pi,-0.2088631247124435*pi,1.1445444342608222*pi) q[14];\nRxxyyzz(0.2924397663619399*pi,0.2098364658581514*pi,0.0*pi) q[3],q[0];\nRxxyyzz(0.36810740980170015*pi,0.3349684312319282*pi,0.1353243333935125*pi) q[6],q[1];\nRxxyyzz(0.3646635570804402*pi,0.20994363330073326*pi,3.905815666364651*pi) q[7],q[2];\nRxxyyzz(0.296533397365088*pi,0.26830390415511673*pi,0.0*pi) q[11],q[4];\nRxxyyzz(0.4219419009852494*pi,0.1726663059617694*pi,3.9089382313959096*pi) q[5],q[8];\nRxxyyzz(0.4740272833455398*pi,0.10967851598184808*pi,0.0*pi) q[13],q[9];\nu3(3.5705929866253054*pi,0.8623953745528206*pi,1.0612301274650051*pi) q[0];\nu3(3.4231164064348873*pi,-0.2216546034275262*pi,4.075502129834193*pi) q[1];\nu3(3.5442575982224205*pi,2.9078174328760227*pi,1.7052775462225132*pi) q[2];\nu3(3.0953853178589954*pi,0.8263732920075093*pi,0.6443913040444931*pi) q[3];\nu3(3.261243417505069*pi,3.0202839473165835*pi,0.8630194749838356*pi) q[4];\nu3(3.585028589679653*pi,0.3182870353010535*pi,2.4184638659877646*pi) q[5];\nu3(3.1498829009814786*pi,-0.12331692370413605*pi,0.6093343162806875*pi) q[6];\nu3(3.860044174715865*pi,2.647729307529813*pi,2.361250435871872*pi) q[7];\nu3(3.3318824029988368*pi,2.7610640558745425*pi,1.3231001261685833*pi) q[8];\nu3(3.3740497289057263*pi,2.6642790656128104*pi,0.5553797530867661*pi) q[9];\nu3(3.647156926808554*pi,2.050639406509063*pi,1.7874850236865372*pi) q[11];\nu3(3.4811517146135014*pi,0.0420210444331216*pi,1.0711357711281195*pi) q[13];\nRxxyyzz(0.31177644969667023*pi,0.287818648746728*pi,3.9074136910731103*pi) q[0],q[14];\nRxxyyzz(0.4347966786119103*pi,0.1520654544172616*pi,0.0*pi) q[11],q[1];\nRxxyyzz(0.4121527700356299*pi,0.17451130872584308*pi,0.0*pi) q[13],q[2];\nRxxyyzz(0.4090576268243296*pi,0.25497247168273424*pi,3.8600666034215205*pi) q[9],q[3];\nRxxyyzz(0.38990355766456025*pi,0.2655561847329082*pi,3.87407513205563*pi) q[7],q[5];\nRxxyyzz(0.3244439752487201*pi,0.21752044923943403*pi,0.19950151761244994*pi) q[12],q[6];\nRxxyyzz(0.27740832489619627*pi,0.08331697835265084*pi,0.0*pi) q[8],q[10];\nu3(3.636764608021495*pi,-0.1327172825182622*pi,1.513369800433221*pi) q[0];\nu3(3.0858383158398257*pi,3.4951394954188264*pi,2.469980552879229*pi) q[1];\nu3(3.347389809032852*pi,3.1645918925226098*pi,0.7135302155667387*pi) q[2];\nu3(3.3241899123018706*pi,3.4082549399165853*pi,1.8232983710079522*pi) q[3];\nu3(3.5509599399790575*pi,0.3906132412232095*pi,2.213914126477765*pi) q[5];\nu3(3.6234939382849425*pi,3.0522590621360215*pi,4.098694064469038*pi) q[6];\nu3(3.515540676105961*pi,0.514443739280525*pi,1.1489007754030656*pi) q[7];\nu3(3.784639715462295*pi,3.1145143545410967*pi,0.6852373757509787*pi) q[8];\nu3(3.144455142522517*pi,-0.06445978912859507*pi,2.328950403944534*pi) q[9];\nu3(3.6812517551366257*pi,0.466687793082452*pi,0.8548626778007253*pi) q[10];\nu3(3.327779964790728*pi,3.139440139570981*pi,0.829542729992651*pi) q[11];\nu3(3.5709241663563795*pi,2.5144125528351635*pi,0.8644454081069046*pi) q[12];\nu3(3.4283384919209987*pi,0.6473997715028721*pi,0.7992499402905117*pi) q[13];\nu3(3.264160587899097*pi,-0.10306523126360556*pi,0.9833868235507004*pi) q[14];\nRxxyyzz(0.40763157738073985*pi,0.15664238005940986*pi,0.045543665111578154*pi) q[2],q[0];\nRxxyyzz(0.45616968160598026*pi,0.12215861865096844*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.45076833657953996*pi,0.23279780373800743*pi,0.10969149036024423*pi) q[9],q[4];\nRxxyyzz(0.4699002840909997*pi,0.1978028924277213*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.41921150863479995*pi,0.2790129441329042*pi,3.886265097030071*pi) q[7],q[6];\nRxxyyzz(0.2862792633828596*pi,0.2605580561439811*pi,3.94136825992699*pi) q[11],q[14];\nu3(3.808317496933051*pi,-0.4817615006737177*pi,1.605083395254404*pi) q[0];\nu3(3.5311782931811413*pi,2.046833525448053*pi,1.9407352027034839*pi) q[1];\nu3(3.2882378479530914*pi,3.2540336491493727*pi,3.1778147415817064*pi) q[2];\nu3(3.2173091713991466*pi,3.3755487447797754*pi,1.7955849102967911*pi) q[4];\nu3(3.658534299694798*pi,2.836982293740186*pi,0.5605775469183945*pi) q[5];\nu3(3.305352649754171*pi,1.6639357041922884*pi,2.388039226807949*pi) q[6];\nu3(3.322241897789834*pi,1.0919968267215308*pi,0.699416546726852*pi) q[7];\nu3(3.636872520627991*pi,3.1297640962486524*pi,3.681302470544124*pi) q[9];\nu3(3.591789362637414*pi,1.8572296346210644*pi,0.7732593508669815*pi) q[11];\nu3(3.3268013580179314*pi,0.28780110906891576*pi,0.6115498065673396*pi) q[12];\nu3(3.537681130054471*pi,-0.32240215775167724*pi,1.082946235221352*pi) q[13];\nu3(3.8759748240963923*pi,1.249568356312551*pi,1.811750833478035*pi) q[14];\nmeasure q[7] -> c[0];\nRxxyyzz(0.3623298253309434*pi,0.1351774602952398*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.3980441952126301*pi,0.28484310191847506*pi,3.92328860905203*pi) q[1],q[8];\nRxxyyzz(0.40749006988759995*pi,0.26197555512173043*pi,0.0*pi) q[5],q[2];\nRxxyyzz(0.4341532714106915*pi,0.37573692925912466*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.38957484233146444*pi,0.15411331147723573*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.47256332545129964*pi,0.25497155794267856*pi,0.0*pi) q[10],q[9];\nRxxyyzz(0.32195113403402187*pi,0.26122928000754886*pi,0.0*pi) q[12],q[14];\nu3(3.8720969299887136*pi,1.865947924306889*pi,1.6469091041578103*pi) q[0];\nu3(3.3452886869524834*pi,2.922247980867127*pi,1.983403451498173*pi) q[1];\nu3(3.053655294624485*pi,-0.4542903423921679*pi,0.8913252883221654*pi) q[2];\nu3(3.2108619856921767*pi,0.6049318967766819*pi,1.7994827349319005*pi) q[3];\nu3(3.1827330598430597*pi,-0.45458316550238953*pi,1.000624580862338*pi) q[4];\nu3(3.718766755831826*pi,3.399559197956415*pi,0.9923653145254239*pi) q[5];\nu3(3.8123928988775906*pi,2.7366335168727067*pi,0.924699265258405*pi) q[6];\nu3(3.3591101846359335*pi,0.28072555226919926*pi,1.1016327878972536*pi) q[8];\nu3(3.409988909604832*pi,0.8460513508665184*pi,2.4075521261294393*pi) q[9];\nu3(3.1778344857241563*pi,1.4833190568967138*pi,1.7928835409798933*pi) q[10];\nu3(3.9554428830994395*pi,3.4028444379024476*pi,4.493470219759679*pi) q[11];\nu3(0.09355743442354313*pi,0.06913004400518175*pi,0.7774875741130998*pi) q[12];\nu3(3.3119195928324547*pi,3.3286077095022533*pi,2.070045079132148*pi) q[13];\nu3(3.5010986757001*pi,3.255684432960183*pi,2.1933022437227674*pi) q[14];\nmeasure q[5] -> c[1];\nmeasure q[14] -> c[2];\nmeasure q[9] -> c[3];\nmeasure q[2] -> c[4];\nmeasure q[10] -> c[5];\nmeasure q[11] -> c[6];\nmeasure q[6] -> c[7];\nmeasure q[13] -> c[8];\nmeasure q[1] -> c[9];\nmeasure q[0] -> c[10];\nmeasure q[4] -> c[11];\nmeasure q[3] -> c[12];\nmeasure q[8] -> c[13];\nmeasure q[12] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.954257372082288*pi,3.025500709016925*pi,0.710659132935396*pi) q[0];\nu3(3.6849482645712746*pi,3.039071233934357*pi,0.8837583902737682*pi) q[1];\nu3(3.2435378454564248*pi,3.2467117915242465*pi,0.8745587090104491*pi) q[2];\nu3(3.8363614645848534*pi,2.0678108294903135*pi,0.7436392600324022*pi) q[3];\nu3(3.6823239543343904*pi,2.9527137145915656*pi,2.02717129704203*pi) q[4];\nu3(3.5434413227532526*pi,-0.36001600179454796*pi,3.28530538242188*pi) q[5];\nu3(3.036463503771946*pi,3.484555495461867*pi,1.621679241762359*pi) q[6];\nu3(3.6410932677062524*pi,-0.0959265110747175*pi,1.4884094121381768*pi) q[7];\nu3(3.6443846629732897*pi,1.7101499454819624*pi,2.855452679960958*pi) q[8];\nu3(3.222268364172022*pi,3.247924053530377*pi,3.2188844224458837*pi) q[9];\nu3(3.7064838459682625*pi,3.3107280663723895*pi,4.178914390688144*pi) q[10];\nu3(3.674007206721888*pi,-0.25914958277456185*pi,3.4362337311050917*pi) q[11];\nu3(3.6103919698490965*pi,2.81475256408289*pi,3.9682927926212876*pi) q[12];\nu3(3.434893971024443*pi,-0.03804741557760072*pi,1.8381828168823382*pi) q[13];\nu3(3.3776961894328497*pi,3.290009501755913*pi,2.5782360171302225*pi) q[14];\nRxxyyzz(0.4418360444945563*pi,0.3457683953688535*pi,3.9371919531493518*pi) q[0],q[12];\nRxxyyzz(0.44754795661553015*pi,0.24549988388828495*pi,0.17555710255353843*pi) q[1],q[7];\nRxxyyzz(0.3456993203145*pi,0.27514635065998805*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.4943970737448601*pi,0.35874610032500387*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.43662484927734846*pi,0.12762655101990816*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.4239272813926101*pi,0.24905704065949502*pi,0.1811878220169507*pi) q[6],q[13];\nRxxyyzz(0.3791700527331633*pi,0.14383925928959584*pi,0.0*pi) q[9],q[10];\nu3(3.5985321429151873*pi,0.18261402043950747*pi,2.0416026342442817*pi) q[0];\nu3(3.594713635716702*pi,3.1409117734389067*pi,1.3814510314281638*pi) q[1];\nu3(3.2439425651021985*pi,3.41524896348459*pi,1.433813086829646*pi) q[2];\nu3(3.4898285609592197*pi,2.865660503217189*pi,0.5678755068614105*pi) q[3];\nu3(3.199018040548148*pi,3.071328005015114*pi,2.066766452705868*pi) q[4];\nu3(3.054004333598578*pi,0.2260384730049383*pi,2.431329840251731*pi) q[5];\nu3(3.60660824815958*pi,2.9666950050251004*pi,3.9869512398620146*pi) q[6];\nu3(3.5389101065292943*pi,1.2085635045815581*pi,4.240578746337204*pi) q[7];\nu3(3.6625544696158667*pi,3.3275660182253866*pi,3.841152713586493*pi) q[8];\nu3(3.235829785447164*pi,1.261777580813059*pi,2.215447153280721*pi) q[9];\nu3(3.1722797341146522*pi,3.474762777963309*pi,1.1429920918449508*pi) q[10];\nu3(3.0650392156866353*pi,2.214372913170153*pi,2.3951224691031756*pi) q[12];\nu3(3.1557276048893383*pi,2.889502478210538*pi,3.1163278756192136*pi) q[13];\nu3(3.3091134353246696*pi,-0.06680817466848771*pi,1.310252862024456*pi) q[14];\nRxxyyzz(0.25056006570851086*pi,0.0786582009906246*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.27611327560145993*pi,0.13163723374352387*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.3854992627762055*pi,0.3144255590514211*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.4230891963912803*pi,0.2442735251722515*pi,3.9391300971897305*pi) q[4],q[14];\nRxxyyzz(0.36807470800521946*pi,0.23027563707093826*pi,0.08416600125889932*pi) q[6],q[10];\nRxxyyzz(0.38665063740742955*pi,0.21901618382747248*pi,3.9241660994829903*pi) q[8],q[7];\nu3(3.234211815340446*pi,3.164132935379188*pi,2.4707307642297303*pi) q[1];\nu3(3.7726315158057075*pi,0.9122275352915157*pi,4.456958524497667*pi) q[2];\nu3(3.1925052645262184*pi,3.2389858351214125*pi,1.0413281535961412*pi) q[3];\nu3(3.4014636736474975*pi,0.3549909367578895*pi,1.0982255131366991*pi) q[4];\nu3(3.523593671139317*pi,0.8628007478445183*pi,1.2926023488876697*pi) q[5];\nu3(3.9038664576896682*pi,3.1698324350640763*pi,1.4118216061224604*pi) q[6];\nu3(3.4952052461908814*pi,3.1980400284580677*pi,1.7800952379854054*pi) q[7];\nu3(3.6495729033636746*pi,0.5372947654803522*pi,2.028258908990889*pi) q[8];\nu3(3.782673371730167*pi,3.2203377312813464*pi,4.055011011882707*pi) q[9];\nu3(3.8051658095306173*pi,2.850916075654947*pi,0.5030176731341752*pi) q[10];\nu3(3.448268994935548*pi,-0.38521729202472793*pi,0.8473532877682903*pi) q[11];\nu3(3.3274642245635553*pi,0.5990771011832317*pi,2.287759068177296*pi) q[14];\nRxxyyzz(0.3929594489571899*pi,0.3632018632229564*pi,0.0*pi) q[8],q[1];\nRxxyyzz(0.3944258988081306*pi,0.209860360879624*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.3745961714613609*pi,0.26403610906439656*pi,0.0*pi) q[4],q[3];\nRxxyyzz(0.3089837796509597*pi,0.1827401646411122*pi,0.0*pi) q[12],q[5];\nRxxyyzz(0.2874191040967799*pi,0.133277398038274*pi,0.10981579648857753*pi) q[9],q[6];\nRxxyyzz(0.3601390500172954*pi,0.24183600404931893*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.43966341159378985*pi,0.36083016565263715*pi,0.0*pi) q[11],q[14];\nu3(3.659891110598033*pi,0.05475464478325742*pi,1.6050842179564584*pi) q[1];\nu3(3.3851364505111596*pi,1.723090624205768*pi,1.5338948156725427*pi) q[2];\nu3(3.7667838417789117*pi,3.19507277295214*pi,1.115732215618709*pi) q[3];\nu3(3.4731543183802334*pi,2.9138461129010547*pi,0.8073547363381754*pi) q[4];\nu3(3.3543210671953587*pi,1.979817052311882*pi,1.6717470744642786*pi) q[5];\nu3(3.461888443475381*pi,3.344285274094177*pi,4.366183695525583*pi) q[6];\nu3(3.6307504639033255*pi,-0.18430182456609856*pi,3.575070188772155*pi) q[7];\nu3(3.40218461637355*pi,0.6347480277163451*pi,3.9306757191495736*pi) q[8];\nu3(3.326361465245517*pi,-0.24194843524178516*pi,3.789525412073842*pi) q[9];\nu3(3.5091611457825067*pi,2.8684130173952225*pi,1.5779272518624718*pi) q[10];\nu3(3.811054108081896*pi,-0.16934549547566574*pi,4.33792924806401*pi) q[11];\nu3(3.596506646784157*pi,2.68692051747536*pi,2.3287814344468907*pi) q[12];\nu3(3.540940113323905*pi,0.3609580250880191*pi,0.8107448629604244*pi) q[13];\nu3(3.924378421349617*pi,0.37884532864662446*pi,1.3030525118017138*pi) q[14];\nRxxyyzz(0.4727248974010827*pi,0.3286352458506634*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.4343023274568456*pi,0.3144162275435296*pi,0.0*pi) q[10],q[1];\nRxxyyzz(0.4501506753146599*pi,0.29514794375269826*pi,0.28882360903454884*pi) q[2],q[4];\nRxxyyzz(0.45658504563354985*pi,0.33347253719297204*pi,3.7807472801780104*pi) q[3],q[6];\nRxxyyzz(0.45117870201821997*pi,0.26569273564518386*pi,0.171917679587934*pi) q[9],q[5];\nRxxyyzz(0.44342335855459947*pi,0.33380215172452854*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.3347419940950803*pi,0.22515155116309282*pi,3.8426803733888697*pi) q[14],q[13];\nu3(3.3567351980513656*pi,1.211494775940936*pi,1.6908287575043595*pi) q[0];\nu3(3.300451791388472*pi,0.03239033075403919*pi,4.422463002380682*pi) q[1];\nu3(3.3054309756362477*pi,-0.26081502328943995*pi,4.435024488608512*pi) q[2];\nu3(3.703153122809212*pi,0.7254940439337452*pi,0.8743289226662616*pi) q[3];\nu3(3.495190941493692*pi,-0.095724534198038*pi,0.6415723000259783*pi) q[4];\nu3(3.751296683657809*pi,3.2219566604763648*pi,3.8780659637178676*pi) q[5];\nu3(3.0599261593115368*pi,3.3276302413238215*pi,1.7410875712159049*pi) q[6];\nu3(3.503058027835375*pi,2.7870443988134377*pi,0.7322280911732566*pi) q[8];\nu3(3.1506367681042686*pi,0.9577420013737921*pi,3.967427053272828*pi) q[9];\nu3(3.372941443182235*pi,0.49650322598621943*pi,1.1940389977215864*pi) q[10];\nu3(3.8170317099733273*pi,0.674447594081284*pi,2.033531267368166*pi) q[11];\nu3(3.7477742095792586*pi,-0.1957885117680725*pi,0.6048279184830347*pi) q[12];\nu3(3.915729681968629*pi,1.970221339043864*pi,1.6978127616006522*pi) q[13];\nu3(3.3088666977643952*pi,0.7051847729095388*pi,0.5754558177511959*pi) q[14];\nRxxyyzz(0.38298651468993006*pi,0.2098660741691717*pi,0.0*pi) q[11],q[0];\nRxxyyzz(0.4611875625847399*pi,0.14849197788719204*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.37610173507589073*pi,0.2259521291198472*pi,0.15688636819426197*pi) q[14],q[2];\nRxxyyzz(0.39627644737310996*pi,0.10170118070032919*pi,0.0*pi) q[10],q[4];\nRxxyyzz(0.40075916332507155*pi,0.14308214791371854*pi,0.0*pi) q[8],q[5];\nRxxyyzz(0.43705545867730056*pi,0.40369743827822946*pi,0.315045828474968*pi) q[12],q[6];\nRxxyyzz(0.4780934203135303*pi,0.23828364236400046*pi,0.0*pi) q[9],q[13];\nu3(3.648934393962188*pi,1.3747844951470474*pi,1.6351672739615477*pi) q[0];\nu3(3.397094956824996*pi,1.826198184561183*pi,1.6907720209009334*pi) q[1];\nu3(3.500492274518137*pi,0.7127349908403906*pi,4.424033260601007*pi) q[2];\nu3(3.362333166174699*pi,0.30941644054249606*pi,4.409018376548362*pi) q[3];\nu3(3.2760394088630767*pi,0.09553557963291581*pi,1.5122406343370594*pi) q[4];\nu3(3.5369081010322088*pi,-0.4970203128177819*pi,1.7114633649705762*pi) q[5];\nu3(3.548564397811564*pi,-0.23230416243703322*pi,3.4087890296069228*pi) q[6];\nu3(3.362917527603012*pi,2.411897571739911*pi,1.2111881762878118*pi) q[8];\nu3(3.647310467466004*pi,0.5567852970288403*pi,1.1808791374806782*pi) q[9];\nu3(3.2782911206205894*pi,0.044530765875106626*pi,4.268632039942769*pi) q[10];\nu3(3.8358590144454663*pi,2.8648133017157384*pi,1.3584989242597354*pi) q[11];\nu3(3.3776583640675244*pi,3.34602026770339*pi,3.7403399826591563*pi) q[12];\nu3(3.5661726423492666*pi,-0.15917648729801132*pi,0.5092851109494827*pi) q[13];\nu3(3.2541305509241596*pi,-0.16376712584125946*pi,4.188651570613809*pi) q[14];\nRxxyyzz(0.3156560286285898*pi,0.19796383605627277*pi,0.04314632635552673*pi) q[3],q[0];\nRxxyyzz(0.46085079292930076*pi,0.24644613280679828*pi,0.0*pi) q[14],q[1];\nRxxyyzz(0.4516112338883094*pi,0.14561690587852724*pi,0.12055403929347863*pi) q[5],q[2];\nRxxyyzz(0.36433198328360994*pi,0.18109379757225552*pi,0.04887387385082512*pi) q[4],q[8];\nRxxyyzz(0.38237697140704*pi,0.2340487457085882*pi,3.9029636736639706*pi) q[11],q[7];\nRxxyyzz(0.4173071320515104*pi,0.19402603371152272*pi,0.0*pi) q[9],q[10];\nu3(3.545556216026905*pi,2.8853514609358375*pi,3.04276201242537*pi) q[0];\nu3(3.3129631554187906*pi,0.6628654700006753*pi,1.3389432493511455*pi) q[1];\nu3(3.5024079247106226*pi,0.21234078503992204*pi,1.1885352174586021*pi) q[2];\nu3(3.2304580424528355*pi,-0.47785855955914597*pi,1.9859721785033224*pi) q[3];\nu3(3.341668576485396*pi,2.004263335510036*pi,0.5283760239830484*pi) q[4];\nu3(3.549886649642445*pi,-0.2797488941399364*pi,3.780870076530969*pi) q[5];\nu3(3.2331257356645198*pi,1.5782680182786009*pi,0.50360166550881*pi) q[7];\nu3(3.4654811551961937*pi,3.363173616681407*pi,3.6505975770331283*pi) q[8];\nu3(3.603886022028172*pi,3.2823755799781864*pi,1.7366788005982545*pi) q[9];\nu3(3.647720405826798*pi,3.3173929617912394*pi,3.8231093424332285*pi) q[10];\nu3(3.6616464537527293*pi,3.308279500845603*pi,2.0560014461021074*pi) q[11];\nu3(3.313909139796446*pi,-0.04980205077789013*pi,0.5570943349065208*pi) q[14];\nRxxyyzz(0.354935591700929*pi,0.24684207882646314*pi,3.84062539877492*pi) q[10],q[0];\nRxxyyzz(0.3856812176564996*pi,0.3184692820914051*pi,0.09817912594775705*pi) q[12],q[1];\nRxxyyzz(0.38184655882028073*pi,0.17636789494096394*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.38010920195063014*pi,0.29167540158682903*pi,0.08867954443083721*pi) q[4],q[7];\nRxxyyzz(0.40861149533915964*pi,0.18549956245404298*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.4260756207850903*pi,0.27879880280147296*pi,0.0*pi) q[11],q[8];\nRxxyyzz(0.3763465504240297*pi,0.2679636722408284*pi,0.05289801739296499*pi) q[13],q[9];\nu3(3.7154749661252655*pi,3.427568112489513*pi,0.8578148417663649*pi) q[0];\nu3(3.4845025586161866*pi,3.12550356883245*pi,0.7373202096416036*pi) q[1];\nu3(3.7696781936967527*pi,-0.19652882430368612*pi,4.364188755709192*pi) q[2];\nu3(3.7866948465250383*pi,2.3366948085465022*pi,4.346088646235761*pi) q[4];\nu3(3.5436418216378733*pi,2.8347630906935497*pi,4.448585124219619*pi) q[5];\nu3(3.847810311221453*pi,-0.07186939846953494*pi,2.3669434778909553*pi) q[6];\nu3(3.7539997815226465*pi,2.2331193199068533*pi,1.050604678701835*pi) q[7];\nu3(3.3355191386949383*pi,2.3014068124656255*pi,1.6748853958828187*pi) q[8];\nu3(3.5816935877025378*pi,2.604626396433278*pi,3.749914766681722*pi) q[9];\nu3(3.824613842713694*pi,2.612810459124754*pi,1.9044849243963733*pi) q[10];\nu3(3.3715984757585216*pi,1.8962490535376149*pi,1.4644944657924037*pi) q[11];\nu3(3.616500911107267*pi,0.37107084693486947*pi,3.814217321099304*pi) q[12];\nu3(3.534323549400596*pi,2.5136508280324765*pi,0.7307712494876032*pi) q[13];\nu3(3.1850148763333763*pi,0.07434481499802037*pi,1.369886991935701*pi) q[14];\nRxxyyzz(0.4147740428321298*pi,0.10920580919659048*pi,0.07048299723571103*pi) q[4],q[0];\nRxxyyzz(0.3952316009955651*pi,0.2912381310046914*pi,0.0*pi) q[12],q[2];\nRxxyyzz(0.42992299223257024*pi,0.39106955267561894*pi,0.27384490733194644*pi) q[3],q[7];\nRxxyyzz(0.42355713536793976*pi,0.2548417767803511*pi,0.07073558482171013*pi) q[5],q[9];\nRxxyyzz(0.4256019443823398*pi,0.36779916892952014*pi,0.0*pi) q[13],q[6];\nRxxyyzz(0.41056310976638993*pi,0.3058909969061539*pi,0.08580806330383846*pi) q[8],q[14];\nRxxyyzz(0.3843454098731698*pi,0.1651454622856115*pi,3.9427334728295698*pi) q[10],q[11];\nu3(3.0905293810303656*pi,2.5618401181864483*pi,1.7443687997935169*pi) q[0];\nu3(3.186037286953506*pi,2.9547023524271196*pi,1.4541605166067346*pi) q[2];\nu3(3.7035438517394343*pi,2.7939815890286126*pi,3.6570099569717*pi) q[3];\nu3(3.488672397747129*pi,-0.24101151947964528*pi,1.911083304278193*pi) q[4];\nu3(3.9006380060114765*pi,3.2796512468231653*pi,3.298865275599801*pi) q[5];\nu3(3.414278868360636*pi,-0.41111149751004283*pi,1.847326500455467*pi) q[6];\nu3(3.8413694991763903*pi,3.121118827232481*pi,1.0705191458709948*pi) q[7];\nu3(3.511368451558855*pi,3.026971070569547*pi,3.3726201383061167*pi) q[8];\nu3(3.749444691894266*pi,2.846806472468793*pi,3.364335522427324*pi) q[9];\nu3(3.340747965401408*pi,3.4909299287045505*pi,1.853660512625436*pi) q[10];\nu3(3.703302710189785*pi,1.4573325061872775*pi,1.1639623992393728*pi) q[11];\nu3(3.6372748091563203*pi,-0.16139378170465335*pi,1.952590897796127*pi) q[12];\nu3(3.741707189293689*pi,0.8518060417990734*pi,0.5076646829217667*pi) q[13];\nu3(3.6564473149745043*pi,-0.31563803426439996*pi,2.1589199811802264*pi) q[14];\nRxxyyzz(0.3220156844368399*pi,0.11552817026007933*pi,0.0*pi) q[9],q[0];\nRxxyyzz(0.3301241407190697*pi,0.2036548516594059*pi,0.12926887768840656*pi) q[1],q[12];\nRxxyyzz(0.45891656128837*pi,0.21261112486499845*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.47771288220855*pi,0.22659662248151058*pi,0.0*pi) q[13],q[3];\nRxxyyzz(0.4299493173436999*pi,0.218904138071518*pi,0.06055597588998378*pi) q[8],q[4];\nRxxyyzz(0.3233539982335394*pi,0.17108048258058917*pi,0.0981045088782384*pi) q[5],q[11];\nRxxyyzz(0.44737979368961067*pi,0.28609627455662334*pi,0.0*pi) q[6],q[10];\nu3(3.1376360808465034*pi,3.3207315252300478*pi,0.7633448450280054*pi) q[0];\nu3(3.553624358847213*pi,0.4953548762191152*pi,4.13421356006746*pi) q[1];\nu3(3.6369389927749203*pi,2.6880795272775515*pi,1.4172303671526185*pi) q[2];\nu3(3.6207904622149787*pi,1.2272682979543055*pi,1.4140470280699746*pi) q[3];\nu3(3.3234849058642437*pi,2.5959132687519664*pi,0.8514165008951384*pi) q[4];\nu3(3.414813023233148*pi,0.9007709536405257*pi,4.465894712879104*pi) q[5];\nu3(3.4674295462423332*pi,0.4425424982827958*pi,1.8534120215202998*pi) q[6];\nu3(3.790816239054414*pi,-0.05372543391393558*pi,1.3373901880877062*pi) q[7];\nu3(3.7246046861113338*pi,2.429130615720605*pi,0.763557504076096*pi) q[8];\nu3(3.9687301249601727*pi,2.433106504147104*pi,0.9631357696093024*pi) q[9];\nu3(3.4056074163966548*pi,-0.15432045052841947*pi,3.946518115061044*pi) q[10];\nu3(3.6590702702497153*pi,-0.3715896812059719*pi,1.744417027952153*pi) q[11];\nu3(3.408927386347878*pi,3.305738556451412*pi,4.281893271825677*pi) q[12];\nu3(3.8399077562002106*pi,3.1104046523742483*pi,2.27882725380369*pi) q[13];\nRxxyyzz(0.46097178792106025*pi,0.09413884314008415*pi,0.04948663022283058*pi) q[5],q[0];\nRxxyyzz(0.3649652595440901*pi,0.08245998862168824*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.27318762621482084*pi,0.1337599099448319*pi,0.0*pi) q[13],q[2];\nRxxyyzz(0.3724948324318804*pi,0.2446228850717116*pi,0.11211078358595304*pi) q[3],q[12];\nRxxyyzz(0.40134007505057*pi,0.09535065119536557*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.40437775831022016*pi,0.21810246777647313*pi,0.0*pi) q[7],q[11];\nRxxyyzz(0.39569639188110006*pi,0.38010209313533777*pi,0.0*pi) q[8],q[10];\nu3(3.678366797867293*pi,0.9875400303645328*pi,0.5469456395676694*pi) q[0];\nu3(3.5552820735405*pi,-0.15113679683994502*pi,4.1860743058624195*pi) q[1];\nu3(3.274132669158318*pi,2.9883226313639417*pi,1.5129269898849447*pi) q[2];\nu3(3.5112036392877135*pi,-0.31291249806794913*pi,3.567421273897721*pi) q[3];\nu3(3.5741145883843597*pi,3.107812667250597*pi,1.6151991405184152*pi) q[5];\nu3(3.560319864574799*pi,1.8702214111478832*pi,1.6199080428673334*pi) q[6];\nu3(3.466201883268762*pi,1.2079312853240043*pi,1.3858348576852013*pi) q[7];\nu3(3.5493113754716337*pi,2.998523051200614*pi,3.743105715364288*pi) q[8];\nu3(3.7810031387526077*pi,-0.4579954661384848*pi,1.3636316622093618*pi) q[9];\nu3(3.704665732068632*pi,0.12329360378788035*pi,1.0984915133738031*pi) q[10];\nu3(3.218227816658918*pi,1.2524238667714913*pi,0.704859487845809*pi) q[11];\nu3(3.8551946684626155*pi,-0.4319450433459776*pi,1.8015055996064415*pi) q[12];\nu3(3.459777753921447*pi,3.2017179887897567*pi,2.2159475679198724*pi) q[13];\nu3(3.154730764546903*pi,3.241104148939748*pi,1.798883578419578*pi) q[14];\nRxxyyzz(0.4377395079589202*pi,0.2391415645984218*pi,0.09750840833143021*pi) q[14],q[0];\nRxxyyzz(0.45287283743425993*pi,0.26831269152830167*pi,3.93304811907835*pi) q[1],q[4];\nRxxyyzz(0.4307926856359604*pi,0.23395849323832263*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.42117932062738384*pi,0.31848979952329615*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.34584866776243006*pi,0.13175281400990047*pi,3.9411197775826903*pi) q[7],q[5];\nRxxyyzz(0.3755360314326198*pi,0.2233128709677522*pi,0.0*pi) q[8],q[12];\nRxxyyzz(0.33269491298468*pi,0.24214834410444652*pi,0.06383399808942825*pi) q[13],q[11];\nu3(3.079880420502781*pi,-0.19996836182088068*pi,3.479389768480419*pi) q[0];\nu3(3.525499878967431*pi,2.6801197839473536*pi,1.6446161078914079*pi) q[1];\nu3(3.1916648591692307*pi,3.4809035912349424*pi,3.648700950981566*pi) q[2];\nu3(3.2185611687591438*pi,-0.3005798195792454*pi,4.185173855509657*pi) q[3];\nu3(3.593491689665184*pi,3.026715607574398*pi,2.154667556281542*pi) q[4];\nu3(3.560826620003389*pi,0.09391333323055528*pi,1.5076044051729616*pi) q[5];\nu3(3.0670879644382367*pi,3.4657594837526324*pi,1.3628759453797599*pi) q[6];\nu3(3.494883739858307*pi,-0.018678715523797573*pi,4.264303727045735*pi) q[7];\nu3(3.7996698395329735*pi,3.3917426477955965*pi,3.9004464676271846*pi) q[8];\nu3(3.2041534637255236*pi,3.442463838566967*pi,4.398215568110672*pi) q[9];\nu3(3.2195801283239365*pi,0.529673748712713*pi,0.6618268205754669*pi) q[11];\nu3(3.516452814532471*pi,2.8422377381457737*pi,2.4350109730440783*pi) q[12];\nu3(3.7380818703599323*pi,-0.10758084036691018*pi,3.7938981963366016*pi) q[13];\nu3(3.686012310908492*pi,-0.42928534952092756*pi,3.271921015827349*pi) q[14];\nRxxyyzz(0.43814858484430985*pi,0.18162212689649626*pi,0.0*pi) q[10],q[0];\nRxxyyzz(0.4597185949616098*pi,0.2272844214626085*pi,3.854572940172901*pi) q[2],q[4];\nRxxyyzz(0.4655201302354742*pi,0.3583674723738146*pi,0.0*pi) q[12],q[3];\nRxxyyzz(0.4835176980670004*pi,0.2891939673159213*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.3335446465685695*pi,0.09991069374756867*pi,0.0*pi) q[9],q[6];\nRxxyyzz(0.4180956128487497*pi,0.19569117277069834*pi,3.8180414199308506*pi) q[7],q[13];\nRxxyyzz(0.36685531445805164*pi,0.08886465770620156*pi,0.0*pi) q[8],q[11];\nu3(3.240998453640655*pi,-0.32840237752140056*pi,4.455307432469315*pi) q[0];\nu3(3.1766327234739142*pi,3.3504053708794292*pi,1.0516394458257472*pi) q[2];\nu3(3.5357499368979175*pi,2.3673462481170704*pi,2.3165315233409536*pi) q[3];\nu3(3.5926051457282875*pi,1.2871579610347972*pi,0.6695460430141114*pi) q[4];\nu3(3.51501072598264*pi,3.113258828600984*pi,0.9903400177036081*pi) q[5];\nu3(3.6458055197628987*pi,0.6841556683625489*pi,2.1322961393679125*pi) q[6];\nu3(3.605484892198914*pi,0.559787861601794*pi,2.1375992345720274*pi) q[7];\nu3(3.682711281843425*pi,-0.20859386942742164*pi,0.8785756625427554*pi) q[8];\nu3(3.633592304024643*pi,3.423299220728498*pi,1.8721741163636816*pi) q[9];\nu3(3.8402835131479307*pi,2.821535409245862*pi,1.2260163900337957*pi) q[10];\nu3(3.734791415621254*pi,0.3692380860331641*pi,0.5432217042262968*pi) q[11];\nu3(3.231475880023146*pi,-0.4559780066030371*pi,0.582737735127203*pi) q[12];\nu3(3.525891894515736*pi,2.6890767189620397*pi,2.372263569709215*pi) q[13];\nu3(3.4273537177576436*pi,3.2784256088680612*pi,0.8610416281947523*pi) q[14];\nRxxyyzz(0.37129744884479976*pi,0.12069118866582251*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.4443820383712598*pi,0.24614526346715337*pi,0.0*pi) q[5],q[1];\nRxxyyzz(0.4506746084773745*pi,0.3642379283169746*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.41234379161927137*pi,0.11818598363303989*pi,0.0*pi) q[14],q[3];\nRxxyyzz(0.4113782732627297*pi,0.2684797341773679*pi,3.9534727540480006*pi) q[10],q[4];\nRxxyyzz(0.39488394045319947*pi,0.14679623882868056*pi,0.0995930921239463*pi) q[6],q[12];\nRxxyyzz(0.45347141281806014*pi,0.36981028775770897*pi,3.8918182912851904*pi) q[7],q[8];\nu3(3.697038119045637*pi,2.819570782048142*pi,1.271669018457185*pi) q[0];\nu3(3.3103557056662622*pi,3.4120914350436427*pi,1.2501184436944932*pi) q[1];\nu3(3.8679958958846314*pi,-0.3729221406994183*pi,1.8760207523061265*pi) q[2];\nu3(3.222136525818276*pi,1.2762889506620207*pi,1.5149089366134711*pi) q[3];\nu3(3.1401375371353533*pi,2.6962563181528183*pi,1.5972590379125333*pi) q[4];\nu3(3.4935716663578287*pi,1.08640005215058*pi,1.2608694545418566*pi) q[5];\nu3(3.718860971330706*pi,0.07703779810203082*pi,1.0752506102128758*pi) q[6];\nu3(3.234384375479359*pi,2.6578180976795576*pi,2.082920358169021*pi) q[7];\nu3(3.3524209092968436*pi,3.1646360798867494*pi,1.4776196210609198*pi) q[8];\nu3(3.4199730598980103*pi,2.056928523431539*pi,2.012038693082891*pi) q[10];\nu3(3.4792094940361564*pi,3.0282769591785073*pi,2.0009342848963456*pi) q[11];\nu3(3.283178136315529*pi,-0.32340909650819816*pi,2.8167967024001044*pi) q[12];\nu3(3.8841740668864793*pi,3.0983928510588794*pi,1.0039096578381996*pi) q[13];\nu3(3.8737808216434857*pi,3.4487457186476362*pi,2.2442948325184062*pi) q[14];\nRxxyyzz(0.46750969412584986*pi,0.41794347342043997*pi,0.0*pi) q[10],q[0];\nRxxyyzz(0.3940660976206697*pi,0.2134580028095341*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.42499775833651*pi,0.10070576549925214*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.4387328383192499*pi,0.21255833334734364*pi,0.04266322975702332*pi) q[9],q[4];\nRxxyyzz(0.29778052958819934*pi,0.1784011351638619*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.3267464176918988*pi,0.2992925571092311*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.4631717322890496*pi,0.33020484856038324*pi,0.0*pi) q[7],q[12];\nu3(3.517158323935286*pi,1.6375320272875813*pi,3.7126200655961146*pi) q[0];\nu3(3.8982912396684877*pi,2.6782606544055745*pi,0.6341875040239637*pi) q[1];\nu3(3.5198410527523873*pi,2.1763230019135738*pi,4.399319063241753*pi) q[2];\nu3(3.610550571068569*pi,1.1635769052422225*pi,4.340714056674452*pi) q[4];\nu3(3.5541218662982095*pi,3.48529660262999*pi,1.0740474035247471*pi) q[5];\nu3(3.380432805798986*pi,2.5276810890429107*pi,1.2141118713042411*pi) q[6];\nu3(3.195567644861189*pi,-0.40684610327222226*pi,1.3195377245480295*pi) q[7];\nu3(3.2945695776256456*pi,2.4163643013193226*pi,1.1122261750853977*pi) q[8];\nu3(3.418362709436544*pi,3.1038304974435262*pi,3.1964516716425946*pi) q[9];\nu3(3.387356373805062*pi,-0.43417768555593617*pi,0.8778596532782574*pi) q[10];\nu3(3.458447874302426*pi,-0.18648294635326645*pi,0.9821870021567323*pi) q[11];\nu3(3.5897179366151635*pi,-0.4611752571079625*pi,4.088720751238865*pi) q[12];\nu3(3.1031956177295297*pi,1.1474999972985143*pi,1.1624522816657918*pi) q[13];\nu3(3.7478368500536314*pi,2.4381765167681673*pi,0.8630893502785852*pi) q[14];\nmeasure q[10] -> c[6];\nRxxyyzz(0.2575699691631699*pi,0.15332491676615234*pi,0.04968402598235011*pi) q[12],q[0];\nRxxyyzz(0.24793099727960832*pi,0.18140355626399052*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.3519136676879301*pi,0.195717998179886*pi,0.15525132177061174*pi) q[11],q[2];\nRxxyyzz(0.3794151738993605*pi,0.15877384940389083*pi,0.0*pi) q[5],q[4];\nRxxyyzz(0.45566475752004*pi,0.2875373066221121*pi,0.1142863786567369*pi) q[9],q[6];\nRxxyyzz(0.40036558471258*pi,0.30332174017022917*pi,3.7984378264294794*pi) q[7],q[13];\nRxxyyzz(0.41116712010065914*pi,0.3043650460601397*pi,0.0*pi) q[14],q[8];\nu3(2.4604533373958652*pi,2.7083051543995302*pi,0.9634294016000996*pi) q[0];\nu3(0.37330023075683383*pi,3.3990303137478097*pi,0.7894683188455196*pi) q[1];\nu3(0.5496078228741097*pi,3.48002277645841*pi,1.4218983986847604*pi) q[2];\nu3(1.553088490850864*pi,2.717875010851296*pi,1.2058294867021693*pi) q[3];\nu3(3.732673361085256*pi,0.3795967298179196*pi,2.074107157047246*pi) q[4];\nu3(3.457195244644545*pi,3.0692640695820033*pi,0.9290940403156576*pi) q[5];\nu3(3.198055142639734*pi,1.235859366177137*pi,4.099834959922234*pi) q[6];\nu3(3.5042388908126036*pi,-0.13392348445586322*pi,2.040018128416358*pi) q[7];\nu3(3.6473432137162978*pi,1.3800661391020324*pi,1.6718002415216404*pi) q[8];\nu3(3.3249905246372657*pi,2.792272590028755*pi,1.903072856461704*pi) q[9];\nu3(3.4011192381986843*pi,3.435409023394154*pi,1.147795663250586*pi) q[11];\nu3(3.6522614226027446*pi,0.3378010823851556*pi,1.3666506324715253*pi) q[12];\nu3(3.7727082868293484*pi,2.8778803182602495*pi,1.991974868213295*pi) q[13];\nu3(3.8450273950977536*pi,2.2901504781627784*pi,1.7410397763707652*pi) q[14];\nmeasure q[7] -> c[0];\nmeasure q[8] -> c[1];\nmeasure q[4] -> c[2];\nmeasure q[3] -> c[3];\nmeasure q[11] -> c[4];\nmeasure q[2] -> c[5];\nmeasure q[9] -> c[7];\nmeasure q[1] -> c[8];\nmeasure q[6] -> c[9];\nmeasure q[12] -> c[10];\nmeasure q[5] -> c[11];\nmeasure q[0] -> c[12];\nmeasure q[13] -> c[13];\nmeasure q[14] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.276044016122579*pi,-0.2206866811250915*pi,2.8794779622800677*pi) q[0];\nu3(3.5301916985136863*pi,0.22698960688720593*pi,1.2114978204693756*pi) q[1];\nu3(3.443942557429741*pi,2.5109044958018423*pi,0.987415965532149*pi) q[2];\nu3(3.4234773326297674*pi,0.7129713193179941*pi,1.9895354814093182*pi) q[3];\nu3(3.6943138332648475*pi,0.02796774465973917*pi,4.10831307218321*pi) q[4];\nu3(3.605938111536881*pi,0.4142112893901789*pi,3.835166124729715*pi) q[5];\nu3(3.3152405615938605*pi,2.2809378678678636*pi,1.550647688925566*pi) q[6];\nu3(3.498303181204786*pi,-0.13951117985747752*pi,2.9052595532348198*pi) q[7];\nu3(3.4333177930319287*pi,0.18122896927090226*pi,0.7027302804545291*pi) q[8];\nu3(3.3520363404767233*pi,2.918098176416807*pi,4.442572403169246*pi) q[9];\nu3(3.5435392246424664*pi,3.2448317406857106*pi,3.131865000097142*pi) q[10];\nu3(3.5157471446235666*pi,3.011158585028659*pi,1.5459837812619721*pi) q[11];\nu3(3.6085997261616676*pi,3.4602160903494443*pi,1.2052497069889248*pi) q[12];\nu3(3.092978132418178*pi,-0.19723081543393162*pi,1.7534371801132065*pi) q[13];\nu3(3.407064801881585*pi,2.833148320309973*pi,0.5584151304724785*pi) q[14];\nRxxyyzz(0.4527880265796118*pi,0.22579795500878452*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.3217138040989701*pi,0.20904888812883193*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.47411251509441044*pi,0.11156804732069103*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.37338179226161955*pi,0.29602726781624455*pi,0.14391463112695926*pi) q[5],q[11];\nRxxyyzz(0.43250670178858014*pi,0.2435345827268182*pi,0.20626477079369687*pi) q[6],q[14];\nRxxyyzz(0.40163225652359025*pi,0.10225032462280148*pi,0.0*pi) q[8],q[12];\nRxxyyzz(0.3661115512033103*pi,0.24239617356792742*pi,0.05452370845847285*pi) q[10],q[13];\nu3(3.7816316214717074*pi,1.8761930300861893*pi,1.8429052881513432*pi) q[0];\nu3(3.778370975251147*pi,3.4592578731671098*pi,3.9893658646631125*pi) q[1];\nu3(3.2725510216443063*pi,0.253585827711755*pi,1.8148332263966496*pi) q[3];\nu3(3.717888009464544*pi,2.4234841034242764*pi,1.859010508543911*pi) q[4];\nu3(3.117175753541737*pi,3.285906841875712*pi,2.7448852954192358*pi) q[5];\nu3(3.677636985337198*pi,3.029838053623612*pi,4.208617443593914*pi) q[6];\nu3(3.644385148937444*pi,0.41038715660673386*pi,1.4775790321008309*pi) q[7];\nu3(3.3982766411439207*pi,0.48379274223461877*pi,0.5974988547833372*pi) q[8];\nu3(3.0492499368620867*pi,2.477869059701973*pi,0.5240719444016916*pi) q[9];\nu3(3.777970584807026*pi,3.437231702506431*pi,3.0242086482260513*pi) q[10];\nu3(3.4001601982292726*pi,-0.0019483457160632822*pi,3.954610607245441*pi) q[11];\nu3(3.638147129431039*pi,0.2284791101207937*pi,1.569497494923083*pi) q[12];\nu3(3.1991424257747467*pi,-0.045969740258513914*pi,3.172075497222919*pi) q[13];\nu3(3.1579700026393853*pi,2.729535132111371*pi,3.9319482090039317*pi) q[14];\nRxxyyzz(0.42577037207139024*pi,0.26016308826225804*pi,3.9509947424708103*pi) q[0],q[13];\nRxxyyzz(0.33663694752984974*pi,0.31503752260446705*pi,3.90643805805603*pi) q[1],q[4];\nRxxyyzz(0.42799480324897154*pi,0.13135810160253814*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.4727658874168501*pi,0.34067600122517927*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.4451308934426801*pi,0.2645175056586784*pi,0.0*pi) q[9],q[5];\nRxxyyzz(0.3082266379747103*pi,0.2539658901970415*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.34974328294183*pi,0.25885562317697974*pi,0.0*pi) q[10],q[14];\nu3(3.326001296429869*pi,1.2014302025385535*pi,0.5543983229610263*pi) q[0];\nu3(3.5520918114003366*pi,2.8606900989948927*pi,4.459390664414116*pi) q[1];\nu3(3.4023804338838017*pi,3.219146186826131*pi,0.8992834058363322*pi) q[2];\nu3(3.1143498504990617*pi,-0.4721702056073722*pi,2.0001064736029486*pi) q[3];\nu3(3.5023093671390595*pi,-0.4663850471664547*pi,2.472999454873917*pi) q[4];\nu3(3.368102389928687*pi,0.47295431647442243*pi,2.2025116944989134*pi) q[5];\nu3(3.487100266619079*pi,-0.49385457324429743*pi,1.9256669579142458*pi) q[6];\nu3(3.78092526454917*pi,-0.15038127939865853*pi,1.4922229613261635*pi) q[7];\nu3(3.599712707210804*pi,0.22873041075181322*pi,0.6928723146533304*pi) q[8];\nu3(3.8271037024277215*pi,0.5144678464868893*pi,1.7240859768615198*pi) q[9];\nu3(3.819345609405915*pi,-0.06316863824030294*pi,2.1361133422104954*pi) q[10];\nu3(3.7177555863134026*pi,3.3269936871028194*pi,2.306985159855082*pi) q[11];\nu3(3.4068281362582713*pi,3.021435691677524*pi,2.462982232276125*pi) q[13];\nu3(3.253918888011621*pi,0.07234155318469548*pi,2.3517367825261792*pi) q[14];\nRxxyyzz(0.43920267334865004*pi,0.3622211085498901*pi,3.9408564002067*pi) q[0],q[14];\nRxxyyzz(0.3478382121799304*pi,0.1738864086068751*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.3682479333793751*pi,0.2435047684971554*pi,0.0*pi) q[11],q[2];\nRxxyyzz(0.3889098374753601*pi,0.3864101661638568*pi,3.8175122035448297*pi) q[9],q[4];\nRxxyyzz(0.4213754657139699*pi,0.3930006292369179*pi,0.22443064131806056*pi) q[6],q[12];\nRxxyyzz(0.42987430800941995*pi,0.25179469202549853*pi,0.1093912823262108*pi) q[7],q[8];\nRxxyyzz(0.36839051266442946*pi,0.2362293674006667*pi,0.0*pi) q[10],q[13];\nu3(3.4064448076252356*pi,2.9882945061316653*pi,2.182385665762128*pi) q[0];\nu3(3.1585891291435715*pi,-0.35250194101616483*pi,1.384925092506368*pi) q[1];\nu3(3.857931313397917*pi,1.9999307496184247*pi,1.6027843626216605*pi) q[2];\nu3(3.9059007265500583*pi,-0.2803814115306976*pi,0.6164683349557248*pi) q[3];\nu3(3.3008688305226466*pi,3.332781059538964*pi,1.4329204187154014*pi) q[4];\nu3(3.761333946774717*pi,2.4329647908851713*pi,3.895694008200587*pi) q[6];\nu3(3.6757333052788574*pi,2.66574698228617*pi,1.4637044871075826*pi) q[7];\nu3(3.6811347662135114*pi,-0.1684080997230008*pi,0.8382425236349711*pi) q[8];\nu3(3.593970960124186*pi,0.6724138497440475*pi,1.7879090736413172*pi) q[9];\nu3(3.2846933466215877*pi,-0.15071770912812266*pi,1.757276405616791*pi) q[10];\nu3(3.6326488144770828*pi,-0.31836501398855627*pi,0.7347502131735069*pi) q[11];\nu3(3.5302321892472253*pi,0.236357160360806*pi,3.9363619633000138*pi) q[12];\nu3(3.4340373349583966*pi,2.503510637489618*pi,2.2077949065617624*pi) q[13];\nu3(3.7287571664161065*pi,3.4456727875255053*pi,0.7311070451837433*pi) q[14];\nRxxyyzz(0.4327393452938599*pi,0.3044362682500534*pi,0.03979775604329055*pi) q[2],q[0];\nRxxyyzz(0.44570853075668027*pi,0.2014178358970603*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.39977122899699014*pi,0.2268057846464695*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.46421099984969005*pi,0.18369890155479895*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.3459419261262009*pi,0.10154789370769546*pi,0.0*pi) q[7],q[14];\nRxxyyzz(0.36864740625681025*pi,0.3125297840187542*pi,3.7827660726241206*pi) q[11],q[8];\nRxxyyzz(0.35485194662813985*pi,0.29879229604607005*pi,0.28022767776083324*pi) q[9],q[10];\nu3(3.191456305704241*pi,2.807115935887288*pi,1.7235318935939623*pi) q[0];\nu3(3.8029325638165092*pi,2.77043031506737*pi,1.0569347669055098*pi) q[2];\nu3(3.5654599779720972*pi,3.327288594709839*pi,1.2493894104895857*pi) q[3];\nu3(3.7540431929163995*pi,3.375378590199202*pi,3.9226584820982966*pi) q[4];\nu3(3.198366117351793*pi,2.864807414640927*pi,4.255899448972331*pi) q[5];\nu3(3.4014462857086762*pi,0.10369596775298051*pi,1.4921569837720394*pi) q[6];\nu3(3.385134179948914*pi,-0.1133695289530613*pi,4.089938899581021*pi) q[7];\nu3(3.6048083905779196*pi,3.028657129081517*pi,0.9762423448030333*pi) q[8];\nu3(3.8434149208452864*pi,1.9643290057601428*pi,1.3364199782796273*pi) q[9];\nu3(3.2823369895636825*pi,0.7985928767264792*pi,1.1251919930459564*pi) q[10];\nu3(3.4410885568370935*pi,-0.3589700615949205*pi,0.669979321786685*pi) q[11];\nu3(3.8174718591332533*pi,-0.1450977841221046*pi,2.4963310125369436*pi) q[12];\nu3(3.251374679764294*pi,-0.07872971447305699*pi,1.4846037275640858*pi) q[13];\nu3(3.7193304300583296*pi,0.15773097432365324*pi,1.7725481224463517*pi) q[14];\nRxxyyzz(0.3660879632860897*pi,0.10682249109950849*pi,0.045065685771113*pi) q[3],q[0];\nRxxyyzz(0.3586519480672198*pi,0.2222488466892134*pi,0.0*pi) q[1],q[10];\nRxxyyzz(0.33014836398797*pi,0.2740633250381086*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.30937846242224953*pi,0.20399850851355517*pi,3.95556709605808*pi) q[4],q[13];\nRxxyyzz(0.4588100007840401*pi,0.27362459239193604*pi,0.20115761092895282*pi) q[5],q[8];\nRxxyyzz(0.46286894063814454*pi,0.37433994821294725*pi,0.0*pi) q[9],q[6];\nu3(3.440177562244723*pi,2.187058660939938*pi,0.5361887504674959*pi) q[0];\nu3(3.6388665225431334*pi,3.420636476670179*pi,3.5806330218656606*pi) q[1];\nu3(3.295739448063097*pi,0.4115630032995583*pi,0.8198740525289212*pi) q[2];\nu3(3.517900087007638*pi,-0.14765969823272923*pi,0.8940850302868184*pi) q[3];\nu3(3.645113610741308*pi,-0.3632605712237422*pi,1.3163062185633216*pi) q[4];\nu3(3.760141340157825*pi,-0.3709506161268133*pi,1.3272502250667333*pi) q[5];\nu3(3.431978676853477*pi,-0.20241808747737278*pi,3.058439750709087*pi) q[6];\nu3(3.2549748958383327*pi,0.4022798300399063*pi,0.7329195585459106*pi) q[8];\nu3(3.538014185418767*pi,2.4877697428139225*pi,1.354798929132673*pi) q[9];\nu3(3.3932086375667274*pi,-0.20432501898778643*pi,0.7240221243500651*pi) q[10];\nu3(3.4099356416542808*pi,0.4550807832592534*pi,1.6647721169867125*pi) q[12];\nu3(3.185307562489971*pi,-0.26542927374155073*pi,0.7305612988209695*pi) q[13];\nRxxyyzz(0.39515415904477985*pi,0.13081900706872987*pi,0.051901028752110945*pi) q[0],q[12];\nRxxyyzz(0.4412879325335203*pi,0.23329159454021842*pi,0.0*pi) q[6],q[1];\nRxxyyzz(0.4098605296938997*pi,0.28988453606284775*pi,0.12826970860730313*pi) q[2],q[13];\nRxxyyzz(0.464135351138501*pi,0.32159044288148575*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.4385192045126801*pi,0.25345101200632847*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.4562359094881876*pi,0.2364844536320434*pi,0.0*pi) q[7],q[8];\nRxxyyzz(0.43462882458015006*pi,0.32496951246624584*pi,3.954214559767891*pi) q[10],q[9];\nu3(3.1678378222941714*pi,0.08363994113490747*pi,4.344831852296262*pi) q[0];\nu3(3.5672095853730306*pi,2.838874241069587*pi,0.6406845747936081*pi) q[1];\nu3(3.5199423341288583*pi,-0.06075714773766566*pi,3.721015597909351*pi) q[2];\nu3(3.5282470756656434*pi,-0.2296233497961619*pi,4.365106097071953*pi) q[3];\nu3(3.5666811707918193*pi,2.9921805828103096*pi,1.310928063495592*pi) q[5];\nu3(3.766890540680219*pi,0.4870684904188596*pi,1.0892098324833621*pi) q[6];\nu3(3.2162172148696504*pi,3.022606194195321*pi,1.1952829916602414*pi) q[7];\nu3(3.77724359940262*pi,0.289754411987703*pi,0.9948889869845287*pi) q[8];\nu3(3.346598935137124*pi,-0.3777957914774991*pi,1.6588928818492432*pi) q[9];\nu3(3.274312820629498*pi,1.12112025826747*pi,2.30521832406983*pi) q[10];\nu3(3.356105606845519*pi,3.413354378585515*pi,2.1832488772497056*pi) q[11];\nu3(3.7513096456261237*pi,2.1527390468254675*pi,1.0431554340990519*pi) q[12];\nu3(3.5758903836127107*pi,1.186858507089139*pi,4.347117811322516*pi) q[13];\nu3(3.238627454837704*pi,1.4552404453645287*pi,0.7419496997159731*pi) q[14];\nRxxyyzz(0.3699473310559799*pi,0.20028608155016117*pi,3.8531998579426507*pi) q[0],q[13];\nRxxyyzz(0.414351295033221*pi,0.1667831703732876*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.30248969844216145*pi,0.2570587196784653*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.2760706376096002*pi,0.15070761283739742*pi,3.9178343613868396*pi) q[11],q[4];\nRxxyyzz(0.43929387186861973*pi,0.3556338161048431*pi,3.9054859047616297*pi) q[10],q[5];\nRxxyyzz(0.22623384226539023*pi,0.18812161681826312*pi,0.0*pi) q[8],q[14];\nRxxyyzz(0.4780763312423244*pi,0.3615148737256728*pi,0.0*pi) q[9],q[12];\nu3(3.344566118413586*pi,2.227287533903253*pi,2.2065448308534785*pi) q[0];\nu3(3.4749555018683416*pi,0.003521861776375923*pi,0.761816959220569*pi) q[1];\nu3(3.5803910680696838*pi,0.27245325409414534*pi,1.9920190263769078*pi) q[2];\nu3(3.882120790086348*pi,3.0678626026955156*pi,1.4823528264658163*pi) q[3];\nu3(3.701417481598977*pi,2.870748150770898*pi,0.9852136415379786*pi) q[4];\nu3(3.679461394208281*pi,3.163117439795954*pi,1.6988443399274367*pi) q[5];\nu3(3.464361248449677*pi,-0.13368776049024972*pi,4.3588592667094*pi) q[7];\nu3(3.7164175907251438*pi,3.4130799718690277*pi,1.2737421482631062*pi) q[8];\nu3(3.5514701446697776*pi,2.2710290261915542*pi,0.8427399427991606*pi) q[9];\nu3(3.14152036741679*pi,-0.2023975085010825*pi,1.9603130189984328*pi) q[10];\nu3(3.438175663349505*pi,3.2888303577011464*pi,1.723863688834875*pi) q[11];\nu3(3.526934354862546*pi,0.49010033068815306*pi,1.0935845015727275*pi) q[12];\nu3(3.850993801850833*pi,0.4206021616846801*pi,1.1476481759869492*pi) q[13];\nu3(3.7476998985923404*pi,2.3584436414391003*pi,3.9789635126394662*pi) q[14];\nRxxyyzz(0.43211643464757*pi,0.20718712382606616*pi,0.03932689702880674*pi) q[7],q[0];\nRxxyyzz(0.4342904465931895*pi,0.14334292999655007*pi,0.0*pi) q[1],q[10];\nRxxyyzz(0.4442634332547599*pi,0.20017246676398526*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.45994347925185797*pi,0.24533509631570605*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.3826845550908802*pi,0.35004524081550153*pi,0.06783310457907966*pi) q[4],q[9];\nRxxyyzz(0.44285654211195996*pi,0.20269974759151144*pi,0.07726779798194357*pi) q[8],q[5];\nRxxyyzz(0.30125174581772785*pi,0.09829439071621682*pi,0.0*pi) q[6],q[14];\nu3(3.7864051697202292*pi,-0.44422142055640734*pi,0.5650803308696228*pi) q[0];\nu3(3.4105140742376223*pi,2.872654202211898*pi,0.840860073126029*pi) q[1];\nu3(3.456092542536946*pi,-0.21527679556982426*pi,0.8445454079691639*pi) q[2];\nu3(3.32011339504664*pi,0.5647503685808792*pi,0.9159961069055463*pi) q[3];\nu3(3.625414913406212*pi,-0.0233300758409819*pi,4.431613706472835*pi) q[4];\nu3(3.4607407999365716*pi,1.8246122155477047*pi,4.209201340239883*pi) q[5];\nu3(3.4684798976074407*pi,0.24688839255249417*pi,0.7066399212303861*pi) q[6];\nu3(3.7406455795087026*pi,2.6876470345540477*pi,4.212692955282623*pi) q[7];\nu3(3.344053770662319*pi,0.7694661401404921*pi,4.200573541874059*pi) q[8];\nu3(3.4645597336479113*pi,2.633054141743363*pi,0.5384138932278211*pi) q[9];\nu3(3.6101610489375346*pi,3.4876427051651593*pi,1.4772170803914824*pi) q[10];\nu3(3.547667832732164*pi,-0.25986010087631817*pi,1.3627722373640743*pi) q[12];\nu3(3.6364422817248423*pi,2.808880048556163*pi,1.354807685892414*pi) q[13];\nu3(3.6961463352352957*pi,1.017207350918599*pi,1.0522245652292992*pi) q[14];\nRxxyyzz(0.37589721368170803*pi,0.11511519431733397*pi,0.0*pi) q[1],q[0];\nRxxyyzz(0.41075346404715013*pi,0.13704286709809788*pi,0.045775932030552836*pi) q[4],q[3];\nRxxyyzz(0.4348795906314904*pi,0.3536447528159954*pi,0.0*pi) q[11],q[5];\nRxxyyzz(0.40476834269265993*pi,0.30779351596575305*pi,0.10595115985674385*pi) q[7],q[10];\nRxxyyzz(0.3529053650176099*pi,0.3091445325050559*pi,3.8805664056566*pi) q[8],q[13];\nRxxyyzz(0.3613860494324093*pi,0.12001198589833859*pi,3.92671210215717*pi) q[12],q[9];\nu3(3.2273869900723886*pi,0.7473145963279579*pi,0.5908196996176919*pi) q[0];\nu3(3.552346952472428*pi,0.29384858901638067*pi,1.7631963628852658*pi) q[1];\nu3(3.660216099509527*pi,-0.32735912346257756*pi,2.9714706507859487*pi) q[3];\nu3(3.81379949261755*pi,-0.13019635704514787*pi,3.913639955189729*pi) q[4];\nu3(3.7460443178326477*pi,1.8129785197522876*pi,1.3220916213192442*pi) q[5];\nu3(3.5191780201136362*pi,0.2282084539585869*pi,1.1915189597217484*pi) q[7];\nu3(3.5205993370769346*pi,2.7039090492049915*pi,1.5683252497016127*pi) q[8];\nu3(3.2453424475189725*pi,0.2343123566890538*pi,1.9073700744688522*pi) q[9];\nu3(3.36539704644449*pi,0.2716323419444029*pi,3.435144494096598*pi) q[10];\nu3(3.468460483482189*pi,3.348324035889741*pi,1.7152700448864198*pi) q[11];\nu3(3.7881261680870946*pi,2.914881828148581*pi,1.4567445647433883*pi) q[12];\nu3(3.48106123024777*pi,2.635835715615531*pi,0.8640046733985778*pi) q[13];\nRxxyyzz(0.3582091926456999*pi,0.19368465367560628*pi,3.87685524677107*pi) q[2],q[0];\nRxxyyzz(0.4267461537042999*pi,0.23795565132480567*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.41009252333794016*pi,0.1641579329381836*pi,0.05311572136440102*pi) q[4],q[5];\nRxxyyzz(0.44166480901823035*pi,0.30536948255676544*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.34857394414113985*pi,0.23765532957034996*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.3929781816395036*pi,0.34953844330464623*pi,0.0*pi) q[8],q[12];\nRxxyyzz(0.3655003921530606*pi,0.19005421187661797*pi,0.0*pi) q[11],q[10];\nu3(3.5181306303645226*pi,2.081439648864819*pi,1.7488399113067299*pi) q[0];\nu3(3.6634253682093694*pi,2.3174220140689474*pi,2.1177789006451615*pi) q[1];\nu3(3.2312350983733387*pi,0.837430352583596*pi,1.6111598864551846*pi) q[2];\nu3(3.4428086732354064*pi,2.9532124983562715*pi,4.238438911873617*pi) q[3];\nu3(3.68159379704001*pi,-0.39128789728003466*pi,2.9326951380219644*pi) q[4];\nu3(3.1839147910909524*pi,0.22855545296328605*pi,4.369098046024783*pi) q[5];\nu3(3.3637550726331704*pi,1.1428663413086466*pi,1.4102105380415597*pi) q[6];\nu3(3.496419232774683*pi,0.5327807067233039*pi,1.9049386017980992*pi) q[7];\nu3(3.315687136967932*pi,-0.3047304799639493*pi,3.797935143015556*pi) q[8];\nu3(3.45053330195459*pi,3.285765377556187*pi,4.169747030042836*pi) q[9];\nu3(3.6513773552809177*pi,3.0183833513981235*pi,1.1306638282454928*pi) q[10];\nu3(3.223856217765513*pi,-0.3447244969352656*pi,1.8211667261713886*pi) q[11];\nu3(3.694005965305375*pi,3.4440407929816805*pi,0.5814511062808272*pi) q[12];\nu3(3.6470465257729145*pi,3.300311546301349*pi,2.2332755052464033*pi) q[13];\nRxxyyzz(0.41499021438980876*pi,0.33324186716072834*pi,0.0*pi) q[11],q[0];\nRxxyyzz(0.4101534790055904*pi,0.1759999786261573*pi,3.9257832803789907*pi) q[1],q[8];\nRxxyyzz(0.3884549236965996*pi,0.24647128491291892*pi,0.0*pi) q[6],q[2];\nRxxyyzz(0.42873811343479945*pi,0.1852741059128995*pi,0.051733407988514474*pi) q[4],q[7];\nRxxyyzz(0.45845088002285983*pi,0.3227490950873795*pi,0.08128576858670182*pi) q[9],q[5];\nRxxyyzz(0.3567900086061401*pi,0.15336997494325033*pi,0.0*pi) q[12],q[10];\nRxxyyzz(0.3742913146748302*pi,0.14163110142902288*pi,0.06326006418231392*pi) q[14],q[13];\nu3(3.78645021199521*pi,-0.22446931845455376*pi,0.8688751895213201*pi) q[0];\nu3(3.7599093814132933*pi,0.3098326903650742*pi,0.6931535362971499*pi) q[1];\nu3(3.525349434764309*pi,0.5915567983747314*pi,1.0548816891770019*pi) q[2];\nu3(3.6739162294102763*pi,0.0855636724270521*pi,4.150816502940483*pi) q[4];\nu3(3.0718620981490217*pi,-0.1816543673465169*pi,1.3850767205831405*pi) q[5];\nu3(3.2016345162264788*pi,2.6492149865045107*pi,1.7749789019789879*pi) q[6];\nu3(3.0763171650591232*pi,0.7763154250676032*pi,0.6187531603780788*pi) q[7];\nu3(3.7153714357581666*pi,-0.3551078896935942*pi,1.5304615701154567*pi) q[8];\nu3(3.8809996138366487*pi,2.6000918066026086*pi,3.713849853965103*pi) q[9];\nu3(3.4299181068224955*pi,2.792575425609532*pi,1.0194609673611865*pi) q[10];\nu3(3.380900486601898*pi,2.937237008763949*pi,1.599369451103344*pi) q[11];\nu3(3.695288119359045*pi,-0.23968899812020017*pi,0.5248751984435613*pi) q[12];\nu3(3.591359618851235*pi,3.439066398608988*pi,2.07021030545681*pi) q[13];\nu3(3.4681526375366896*pi,2.986449875927226*pi,4.1266470379956415*pi) q[14];\nRxxyyzz(0.43480473782007023*pi,0.38431602251329755*pi,3.7797497673970697*pi) q[1],q[12];\nRxxyyzz(0.36353533215527006*pi,0.2494715791956193*pi,0.11999319874985291*pi) q[2],q[5];\nRxxyyzz(0.3783784176967001*pi,0.14758504350047175*pi,0.0*pi) q[4],q[3];\nRxxyyzz(0.46992391812204215*pi,0.08860155680547077*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.4226172170267103*pi,0.14873232035215966*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.43806436918583813*pi,0.1499001920235261*pi,0.0*pi) q[10],q[9];\nRxxyyzz(0.46032405428772*pi,0.21803772165128424*pi,0.1500031933927187*pi) q[14],q[11];\nu3(3.495075567911299*pi,2.007831096584624*pi,2.414966556711616*pi) q[1];\nu3(3.8010504599442707*pi,-0.33584117934660795*pi,4.3193876828924775*pi) q[2];\nu3(3.5578980691715087*pi,3.3995176076924767*pi,0.8959107997000506*pi) q[3];\nu3(3.644142772646667*pi,-0.4286208841731376*pi,1.2364156443901813*pi) q[4];\nu3(3.3314401344677975*pi,2.062405150730977*pi,4.168370953285911*pi) q[5];\nu3(3.5206415728153058*pi,3.044824528881498*pi,0.7724040591032324*pi) q[6];\nu3(3.7899009273476048*pi,0.2039240450111688*pi,4.302875852456989*pi) q[7];\nu3(3.2507951249058338*pi,-0.3168356073669563*pi,4.4613621933428345*pi) q[8];\nu3(3.5530350059836353*pi,-0.25265389209934525*pi,1.0772734349599062*pi) q[9];\nu3(3.9063006613191407*pi,3.307329756045391*pi,4.415369707791633*pi) q[10];\nu3(3.2641973321004722*pi,3.2614766785021483*pi,2.9511211683812486*pi) q[11];\nu3(3.912997612257247*pi,3.4946925598516674*pi,2.4027620771548808*pi) q[12];\nu3(3.5092725431297422*pi,0.044258393161959786*pi,4.188403044550188*pi) q[13];\nu3(3.243716868651241*pi,0.36751397617296966*pi,1.1339621766486685*pi) q[14];\nRxxyyzz(0.3493706580592102*pi,0.18122415247239898*pi,0.14954011398465328*pi) q[8],q[0];\nRxxyyzz(0.43926053994190023*pi,0.12180501054114397*pi,0.11773205358801071*pi) q[7],q[1];\nRxxyyzz(0.3709620265479481*pi,0.1462808394313806*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.34597885131985967*pi,0.2887704789539094*pi,3.95827821797402*pi) q[12],q[3];\nRxxyyzz(0.4371344264241902*pi,0.2723281735275136*pi,0.07438214581134704*pi) q[4],q[10];\nRxxyyzz(0.39643798445784995*pi,0.2280192149206948*pi,0.04168386140006505*pi) q[9],q[6];\nu3(3.436385816758173*pi,2.184929717662519*pi,4.007770922143726*pi) q[0];\nu3(3.292781321526109*pi,3.1023292234438236*pi,4.185661659511587*pi) q[1];\nu3(3.5423512209222467*pi,3.11337569465198*pi,4.279778067666638*pi) q[2];\nu3(3.454075132167179*pi,2.886115490884205*pi,2.2357751697611583*pi) q[3];\nu3(3.6301185984112694*pi,-0.21451643092678385*pi,3.535144275096674*pi) q[4];\nu3(3.3564973166268954*pi,2.25720522678081*pi,1.9912871806768242*pi) q[6];\nu3(3.6520151537287733*pi,2.355112339181656*pi,3.8929343929394253*pi) q[7];\nu3(3.8418667256564536*pi,3.3485278542402863*pi,1.1617170650831716*pi) q[8];\nu3(3.3932451293444696*pi,0.4633615865503331*pi,4.171214869763242*pi) q[9];\nu3(3.183344298477528*pi,2.860161851935775*pi,3.333571217456204*pi) q[10];\nu3(3.35040098314252*pi,2.7124007008120126*pi,0.8372711442309728*pi) q[12];\nu3(3.3023948920434103*pi,-0.3594505821128376*pi,2.2028193318439624*pi) q[13];\nRxxyyzz(0.43262587697346*pi,0.25375034500838467*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.33834042418857024*pi,0.30128449112591493*pi,0.0*pi) q[1],q[5];\nRxxyyzz(0.4196335991724599*pi,0.17971247406661608*pi,0.12217864199810297*pi) q[2],q[3];\nRxxyyzz(0.3438210015069397*pi,0.3346506014259094*pi,0.0*pi) q[4],q[6];\nRxxyyzz(0.2054100501411701*pi,0.09773414620306353*pi,0.0*pi) q[8],q[12];\nRxxyyzz(0.33579235445246003*pi,0.2755006587061103*pi,0.0*pi) q[9],q[14];\nRxxyyzz(0.47882486121179757*pi,0.3251763180153111*pi,0.0*pi) q[11],q[10];\nu3(3.2596396306692017*pi,0.2812074972381612*pi,4.352081564848671*pi) q[0];\nu3(3.550637816329691*pi,-0.03711973043438299*pi,3.637210092440043*pi) q[1];\nu3(3.426298607093126*pi,2.307561325930361*pi,0.7042471854596805*pi) q[2];\nu3(3.1598785406039602*pi,-0.3282992921225456*pi,4.079898224447905*pi) q[3];\nu3(3.3081999547291234*pi,-0.025417496884289625*pi,2.3427189014851795*pi) q[4];\nu3(3.216678400728817*pi,0.4918895895367448*pi,1.4147804520777107*pi) q[5];\nu3(3.7066735434317066*pi,2.7680107571159835*pi,2.263342549869923*pi) q[6];\nu3(3.7593504072855644*pi,2.525390921266551*pi,0.6254284547596685*pi) q[7];\nu3(3.3672471263088624*pi,3.2505227792145344*pi,4.129508147542563*pi) q[8];\nu3(3.6711942329621747*pi,-0.05914531574144988*pi,1.86311541099826*pi) q[9];\nu3(3.5382540730301497*pi,0.6158240636830772*pi,1.326395851836465*pi) q[10];\nu3(3.667260810473869*pi,2.9339194733453713*pi,4.202895018442277*pi) q[11];\nu3(3.224544085718945*pi,0.24523907466141992*pi,2.1553956581391156*pi) q[12];\nu3(3.8330690377762466*pi,-0.47518456664687225*pi,1.2266031147334604*pi) q[14];\nmeasure q[12] -> c[0];\nmeasure q[2] -> c[8];\nmeasure q[3] -> c[13];\nRxxyyzz(0.41470619117349994*pi,0.24205340814630502*pi,0.11371412144286937*pi) q[0],q[5];\nRxxyyzz(0.4474161088145602*pi,0.2854168188391262*pi,0.1262174240873594*pi) q[1],q[8];\nRxxyyzz(0.4424896330541105*pi,0.32999231964524084*pi,3.91243229034891*pi) q[4],q[10];\nRxxyyzz(0.27236654636389057*pi,0.1973922614950091*pi,0.0*pi) q[13],q[6];\nRxxyyzz(0.3298969106289601*pi,0.10476790301928984*pi,0.04909999579336555*pi) q[14],q[7];\nRxxyyzz(0.36733711078297016*pi,0.17724894528135338*pi,0.0*pi) q[9],q[11];\nu3(3.4156312442275065*pi,2.8808909686983943*pi,0.6002480811566826*pi) q[0];\nu3(3.1565568937705457*pi,3.0313342769500426*pi,0.9179392531062027*pi) q[1];\nu3(3.43969123027256*pi,-0.08593505376127031*pi,1.5760237999462174*pi) q[4];\nu3(3.8114259754737967*pi,2.4511346763956174*pi,4.17881763160735*pi) q[5];\nu3(1.7949820141765749*pi,-0.16479603011386962*pi,1.0046352415764463*pi) q[6];\nu3(0.1392981105980846*pi,3.192110735877101*pi,3.97430831020531*pi) q[7];\nu3(3.039986482857339*pi,-0.33974053902588786*pi,3.384873623822595*pi) q[8];\nu3(3.2777325125198695*pi,2.8871131488416406*pi,0.7828235465171507*pi) q[9];\nu3(3.4613587836729*pi,1.8853254910277784*pi,0.7963813703821012*pi) q[10];\nu3(3.611078301656393*pi,-0.2785647555683264*pi,1.1698747314202278*pi) q[11];\nu3(0.39796457512202904*pi,2.75720727998071*pi,1.8100513150475712*pi) q[13];\nu3(3.385035625930994*pi,-0.16927514403239902*pi,1.6911477895081726*pi) q[14];\nmeasure q[0] -> c[1];\nmeasure q[9] -> c[2];\nmeasure q[4] -> c[3];\nmeasure q[13] -> c[4];\nmeasure q[14] -> c[5];\nmeasure q[10] -> c[6];\nmeasure q[7] -> c[7];\nmeasure q[1] -> c[9];\nmeasure q[8] -> c[10];\nmeasure q[6] -> c[11];\nmeasure q[11] -> c[12];\nmeasure q[5] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.415138335717838*pi,3.1558951149612398*pi,2.561307959013573*pi) q[0];\nu3(3.9570321827556634*pi,-0.4742068107129697*pi,1.6260057392081793*pi) q[1];\nu3(3.3461069147767586*pi,2.8376354559814483*pi,4.207561925263113*pi) q[2];\nu3(3.1560923369271743*pi,-0.32267724309149604*pi,1.251183595595319*pi) q[3];\nu3(3.8303208330697136*pi,3.1834986306161697*pi,3.525054525810485*pi) q[4];\nu3(3.160184189292689*pi,0.8894348447375817*pi,3.9471202716819427*pi) q[5];\nu3(3.621809637374801*pi,2.1489566763218524*pi,1.3881336321952986*pi) q[6];\nu3(3.3855491754918443*pi,3.2995252794243966*pi,1.1693691482311432*pi) q[7];\nu3(3.177381316513163*pi,2.6018233212606523*pi,1.1007386896136322*pi) q[8];\nu3(3.4961333854836036*pi,-0.31101691873716897*pi,1.3317294991365196*pi) q[9];\nu3(3.6815677496389467*pi,0.6150395987012904*pi,3.8165273083965117*pi) q[10];\nu3(3.504517578396002*pi,3.317406274219189*pi,3.0866255190541785*pi) q[11];\nu3(3.6377045572181492*pi,3.146901996244015*pi,1.2845836654417218*pi) q[12];\nu3(3.572862192096717*pi,0.1244174167946096*pi,0.8443797977087187*pi) q[13];\nu3(3.6800469255311716*pi,2.681852915054715*pi,1.0742055489592215*pi) q[14];\nRxxyyzz(0.4570149160143109*pi,0.3583987611975272*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.3965409307293803*pi,0.16069060872816274*pi,0.05884665582759481*pi) q[1],q[8];\nRxxyyzz(0.47624714318120986*pi,0.3794287221748025*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.2965615181668899*pi,0.15388008667190134*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.44595678529156446*pi,0.18735858700746744*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.4269455869885301*pi,0.24464436699485373*pi,0.08720859961333359*pi) q[6],q[14];\nRxxyyzz(0.42233658481476344*pi,0.27997132790761214*pi,0.0*pi) q[11],q[13];\nu3(3.6533957164903654*pi,3.4770976208210342*pi,1.363430409689379*pi) q[0];\nu3(3.7562980714236542*pi,0.9861930473967058*pi,0.8317243160832735*pi) q[1];\nu3(3.735835969953046*pi,3.283440098574344*pi,1.4270877671368234*pi) q[2];\nu3(3.2678300950701598*pi,0.20448144139542246*pi,4.122217596039002*pi) q[3];\nu3(3.7045330068545557*pi,0.06431145393004589*pi,4.4006303890253005*pi) q[4];\nu3(3.2747098191601918*pi,0.5423618449203165*pi,0.9499935323346733*pi) q[5];\nu3(3.594107925080708*pi,-0.142973129386193*pi,2.889421852596268*pi) q[6];\nu3(3.8326771544036085*pi,1.014619948766344*pi,1.3223152728049377*pi) q[7];\nu3(3.6137341012723105*pi,2.630973493930102*pi,0.6066972797022472*pi) q[8];\nu3(3.4069851053146296*pi,-0.4790403288717204*pi,2.0276743476658186*pi) q[10];\nu3(3.7299162234401098*pi,-0.026688763058307086*pi,2.4925706612940655*pi) q[11];\nu3(3.648634767175485*pi,2.934212215388685*pi,1.4662994153799127*pi) q[12];\nu3(3.222575882799143*pi,0.7223884658025317*pi,0.6912340362522271*pi) q[13];\nu3(3.6318860145147327*pi,3.3752288380327657*pi,3.807122692466611*pi) q[14];\nRxxyyzz(0.4375549409783602*pi,0.3545390389895129*pi,0.28895362620758025*pi) q[0],q[4];\nRxxyyzz(0.3114181418393095*pi,0.10364663300559496*pi,3.947993817174281*pi) q[1],q[9];\nRxxyyzz(0.4450525276158701*pi,0.15110416210543337*pi,3.9079691052916896*pi) q[2],q[11];\nRxxyyzz(0.45767457426987035*pi,0.27712123305541647*pi,0.12725035930618822*pi) q[3],q[10];\nRxxyyzz(0.28076159410605955*pi,0.18550450293581022*pi,3.9052410074693107*pi) q[6],q[13];\nRxxyyzz(0.4422118443322113*pi,0.20625250413491258*pi,0.0*pi) q[8],q[12];\nu3(3.1927204188346865*pi,0.13950529756274732*pi,0.9184095005999848*pi) q[0];\nu3(3.4739613444492905*pi,0.2735393033470437*pi,1.8745918274645024*pi) q[1];\nu3(3.6140693691422983*pi,0.9061476296694089*pi,2.0478953113257026*pi) q[2];\nu3(3.6574138182356473*pi,-0.488127411849244*pi,3.8473664702892103*pi) q[3];\nu3(3.4513096202405324*pi,2.912934400452815*pi,4.121448579908003*pi) q[4];\nu3(3.459451698080276*pi,-0.11488777496608293*pi,1.5333640310043497*pi) q[6];\nu3(3.3585794739061683*pi,0.13296226750848894*pi,0.7039960587302556*pi) q[8];\nu3(3.4531450616910258*pi,2.182273578719459*pi,1.198273373122561*pi) q[9];\nu3(3.168425450947134*pi,0.04445569542410288*pi,4.070208145127374*pi) q[10];\nu3(3.5516713323442066*pi,1.3104233595769244*pi,2.4186012359326865*pi) q[11];\nu3(3.2020725256744886*pi,1.2486088574628034*pi,1.3128944322198826*pi) q[12];\nu3(3.7352327435838486*pi,2.9005338619855334*pi,1.2237647948240022*pi) q[13];\nRxxyyzz(0.3767572877559*pi,0.2602745726884882*pi,3.90421581047214*pi) q[0],q[13];\nRxxyyzz(0.27066684587127016*pi,0.17220253699894927*pi,3.87352845432384*pi) q[1],q[5];\nRxxyyzz(0.3744456823686554*pi,0.22320796268853282*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.3821626009702399*pi,0.23118270475525596*pi,3.8159909115476*pi) q[3],q[14];\nRxxyyzz(0.4399573669148798*pi,0.23620825883344318*pi,3.9048835978468706*pi) q[4],q[11];\nRxxyyzz(0.42740304535922*pi,0.2667833293010571*pi,0.1890861846699855*pi) q[6],q[7];\nu3(3.3123913763528146*pi,2.320187539793025*pi,0.6777393548701802*pi) q[0];\nu3(3.5715872592965003*pi,-0.45601042625326665*pi,1.588652793439482*pi) q[1];\nu3(3.7361802827066417*pi,0.5077507451421912*pi,1.9955576633570202*pi) q[2];\nu3(3.4585009733505094*pi,0.6522742230036385*pi,1.031697809622944*pi) q[3];\nu3(3.3823419866298226*pi,-0.39824651928323707*pi,2.3617068638836383*pi) q[4];\nu3(3.2768006713111677*pi,2.1892143126604893*pi,1.9172888537763035*pi) q[5];\nu3(3.3249217809570437*pi,3.3364241544203503*pi,3.5301347700857164*pi) q[6];\nu3(3.583190930317909*pi,0.03474659659108781*pi,3.424549462542497*pi) q[7];\nu3(3.7344550209875473*pi,2.4173124572534617*pi,0.9001443982319459*pi) q[10];\nu3(3.1601585627023754*pi,3.3929047483523003*pi,2.462730995134699*pi) q[11];\nu3(3.204990569161688*pi,0.32601403929848205*pi,0.8536692777443982*pi) q[13];\nu3(3.7101862628365145*pi,2.331916481083788*pi,2.348663002669628*pi) q[14];\nRxxyyzz(0.3813295617048197*pi,0.2367221237942104*pi,3.863311230079321*pi) q[10],q[0];\nRxxyyzz(0.41990598745521013*pi,0.27503221160645586*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.3362374028707099*pi,0.2997618270172264*pi,0.05392654819370435*pi) q[7],q[2];\nRxxyyzz(0.3972655149091411*pi,0.24231636034442006*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.39804637206568083*pi,0.2665696569086915*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.4264854690096298*pi,0.06236121652472982*pi,0.052726287647242756*pi) q[6],q[9];\nRxxyyzz(0.3150276028703998*pi,0.25383051153411884*pi,0.20834215118857635*pi) q[8],q[11];\nu3(3.662875931238918*pi,0.7879421156786837*pi,0.5874354836350797*pi) q[0];\nu3(3.2899294623511692*pi,3.489657417161177*pi,1.245419452972198*pi) q[1];\nu3(3.200504983971408*pi,0.8406017343712733*pi,0.9092974121667079*pi) q[2];\nu3(3.67150461340281*pi,1.3494920915135147*pi,1.574531351685951*pi) q[3];\nu3(3.4684616856102015*pi,3.0874298585510127*pi,1.860427440143162*pi) q[4];\nu3(3.3993174461273092*pi,2.7644425205406007*pi,1.2886365830439444*pi) q[5];\nu3(3.3603916618288703*pi,0.14248803880180994*pi,4.013473611760123*pi) q[6];\nu3(3.7759932658178283*pi,0.8135661551843467*pi,1.3609594661719715*pi) q[7];\nu3(3.2718411336213573*pi,-0.045134666444641924*pi,1.2452167684424225*pi) q[8];\nu3(3.7220714383571023*pi,0.1501856383864758*pi,4.055119536375344*pi) q[9];\nu3(3.391695890082304*pi,0.10231684760332282*pi,2.3680011905008076*pi) q[10];\nu3(3.502944123740416*pi,0.2440799960278368*pi,1.3738483514473743*pi) q[11];\nu3(3.4827417206867137*pi,0.05403541208538809*pi,1.5231903849935051*pi) q[12];\nu3(3.6035786201663136*pi,2.980473500201359*pi,2.0058346619280374*pi) q[14];\nRxxyyzz(0.3668569332166593*pi,0.2848323014998794*pi,0.11479230712624469*pi) q[0],q[11];\nRxxyyzz(0.46993180671027013*pi,0.28557978464966194*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.4654720403267504*pi,0.25894626192943626*pi,0.0*pi) q[12],q[2];\nRxxyyzz(0.4140882031173799*pi,0.2623644515872266*pi,0.1299868289326102*pi) q[10],q[3];\nRxxyyzz(0.41635022932219024*pi,0.2772440260278858*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.46245055268988033*pi,0.0*pi,0.0*pi) q[9],q[5];\nRxxyyzz(0.4460954941617894*pi,0.3662319975456213*pi,3.8670834587150207*pi) q[13],q[8];\nu3(3.53738378908408*pi,0.9662641912078946*pi,4.078756715180418*pi) q[0];\nu3(3.474220347088493*pi,3.2684465329188583*pi,1.0302919274250022*pi) q[1];\nu3(3.7195788698963286*pi,-0.41974931397586585*pi,2.1998553034476576*pi) q[2];\nu3(3.3892808300875927*pi,-0.11524954156941247*pi,4.116848531144497*pi) q[3];\nu3(3.6327049983608215*pi,3.047053996920564*pi,0.9164400178914536*pi) q[4];\nu3(3.6744871257542444*pi,1.2927759517857735*pi,2.1892844482898535*pi) q[5];\nu3(3.5941424466818077*pi,0.4097362043353322*pi,1.2508795824701902*pi) q[7];\nu3(3.2827064958222185*pi,2.6199085927216155*pi,4.44537376436524*pi) q[8];\nu3(3.726504243758201*pi,3.202777283314278*pi,1.070520150212145*pi) q[9];\nu3(3.9133396215000524*pi,3.4645854194156147*pi,3.712837599520098*pi) q[10];\nu3(3.203177049390618*pi,0.7499490172184886*pi,0.6114206727123064*pi) q[11];\nu3(3.5283914017242703*pi,-0.2739767995752401*pi,0.9463957989618481*pi) q[12];\nu3(3.853892421710912*pi,-0.09206168171660456*pi,0.6526842806148774*pi) q[13];\nu3(3.3244395862837584*pi,0.24514736801783388*pi,1.5891930674032704*pi) q[14];\nRxxyyzz(0.38923820661513975*pi,0.261170303177127*pi,0.05680759114697124*pi) q[10],q[0];\nRxxyyzz(0.3478491523254501*pi,0.31596389095878585*pi,0.08047634046095897*pi) q[1],q[7];\nRxxyyzz(0.38779051925095986*pi,0.3616892179755711*pi,3.902200718910029*pi) q[2],q[13];\nRxxyyzz(0.4416801765410008*pi,0.17334239904407056*pi,0.0*pi) q[6],q[3];\nRxxyyzz(0.4431256804427298*pi,0.26652309598292123*pi,3.9294372044102595*pi) q[4],q[9];\nRxxyyzz(0.2621472792935202*pi,0.09424424836754852*pi,0.0*pi) q[12],q[5];\nRxxyyzz(0.34659331624913003*pi,0.14012322569125146*pi,0.0*pi) q[14],q[8];\nu3(3.494172905189041*pi,0.31357181659927313*pi,4.118947518343028*pi) q[0];\nu3(3.8367723868997685*pi,0.22118269371334998*pi,2.0991902660540274*pi) q[1];\nu3(3.712622429746537*pi,0.6182547695604481*pi,0.716162516737703*pi) q[2];\nu3(3.7928014246568473*pi,3.436321775434428*pi,2.435538954906016*pi) q[3];\nu3(3.4846148853321584*pi,0.9897695937263475*pi,2.4153030657253995*pi) q[4];\nu3(3.5936176050851483*pi,0.033617327661610075*pi,0.6853471681647378*pi) q[5];\nu3(3.6739249900116846*pi,0.017519523986332608*pi,4.2984095890995375*pi) q[6];\nu3(3.5538346375998557*pi,3.0731566315264374*pi,0.907841498295005*pi) q[7];\nu3(3.1957277263953676*pi,3.044191267198361*pi,2.0445921898933412*pi) q[8];\nu3(3.824610182394742*pi,3.3916116912823435*pi,2.0567207584239586*pi) q[9];\nu3(3.272857607305167*pi,2.8311504418487177*pi,3.6832159396717623*pi) q[10];\nu3(3.5350175518063294*pi,3.014240292514076*pi,1.348621395653557*pi) q[12];\nu3(3.2776950024882323*pi,0.49045088336305587*pi,2.3992835035638587*pi) q[13];\nu3(3.5069870870018556*pi,2.1687621030728974*pi,3.895028728154707*pi) q[14];\nRxxyyzz(0.3392598080473498*pi,0.246273830691761*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.45022647195875976*pi,0.1563116306093893*pi,0.11905637552879521*pi) q[1],q[9];\nRxxyyzz(0.3548183991423701*pi,0.2721834648459982*pi,3.89342087229163*pi) q[7],q[2];\nRxxyyzz(0.412488170370081*pi,0.26468770653012774*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.48545630338118984*pi,0.2959641569751179*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.4366931843703896*pi,0.2731635723750792*pi,0.10475821982140987*pi) q[10],q[5];\nRxxyyzz(0.2952732630758611*pi,0.129307126319397*pi,0.061890312923583046*pi) q[6],q[8];\nu3(3.716823292407675*pi,-0.016796047306731676*pi,3.638384284326266*pi) q[0];\nu3(3.7601050037426673*pi,0.15903349843834125*pi,0.849517094406292*pi) q[1];\nu3(3.3797064441376867*pi,0.1748503349067887*pi,0.7261893954751724*pi) q[2];\nu3(3.4543747449199094*pi,2.4426579387943015*pi,1.8259172202004894*pi) q[3];\nu3(3.9057920624170146*pi,-0.04379487790289904*pi,2.3773443389307625*pi) q[4];\nu3(3.0941010550450856*pi,0.9437175549905359*pi,4.325999932006035*pi) q[5];\nu3(3.3458162094753225*pi,-0.016225024266807553*pi,2.4729294880270523*pi) q[6];\nu3(3.1519309373866733*pi,-0.15216838028054047*pi,0.8571918787060663*pi) q[7];\nu3(3.545866653682014*pi,2.754996181358538*pi,1.0793252384185603*pi) q[8];\nu3(3.3391446517820405*pi,0.3277526624370142*pi,1.2918400940994539*pi) q[9];\nu3(3.2781042970527228*pi,0.0139545598251134*pi,0.6097168131799243*pi) q[10];\nu3(3.4764918442486348*pi,2.5123315160777304*pi,2.428489389280883*pi) q[11];\nu3(3.796396961639194*pi,2.546692179331861*pi,2.072052011630301*pi) q[13];\nu3(3.280096460586035*pi,-0.32293332539316133*pi,4.3147515258886875*pi) q[14];\nRxxyyzz(0.36496221260211*pi,0.2879184132559592*pi,3.8751971644912704*pi) q[0],q[2];\nRxxyyzz(0.47287867258893*pi,0.2797315571864234*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.42719221833490995*pi,0.23240898638555094*pi,3.9206255652429594*pi) q[12],q[3];\nRxxyyzz(0.40816964994713023*pi,0.21201969702121604*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.39269619452463067*pi,0.2850018957500837*pi,0.0*pi) q[9],q[13];\nRxxyyzz(0.4548315134037*pi,0.2707580875631974*pi,3.7816148564971606*pi) q[10],q[14];\nu3(3.562478047882269*pi,1.0178532994747698*pi,0.9139184544352581*pi) q[0];\nu3(3.5962139501341737*pi,2.9385965604643935*pi,4.06367278587799*pi) q[1];\nu3(3.2234602736135534*pi,0.6677124811336983*pi,0.6148787549108681*pi) q[2];\nu3(3.549426266235818*pi,2.522461472968101*pi,2.449298515187661*pi) q[3];\nu3(3.5571242920530604*pi,2.898152435860644*pi,1.9857918340972465*pi) q[5];\nu3(3.8101821084910115*pi,1.96643370299096*pi,1.8216069720095733*pi) q[7];\nu3(3.5325571405498755*pi,2.9612608497635*pi,0.9327970543562254*pi) q[9];\nu3(3.146183135126199*pi,0.01496545147170636*pi,1.274537489525128*pi) q[10];\nu3(3.30415176309731*pi,0.10735331635243528*pi,2.0849402538043456*pi) q[11];\nu3(3.116477501787842*pi,3.093073897704034*pi,2.060813647303292*pi) q[12];\nu3(3.0792391389438762*pi,0.5577562191067*pi,1.9234513997803966*pi) q[13];\nu3(3.147891996082173*pi,3.0917457347152464*pi,0.8709187489287329*pi) q[14];\nRxxyyzz(0.26189332227439366*pi,0.17523333593095547*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.4240090129054299*pi,0.2073603508194833*pi,0.0798939444489069*pi) q[1],q[2];\nRxxyyzz(0.3826567313405703*pi,0.1661098513722108*pi,0.0*pi) q[13],q[3];\nRxxyyzz(0.4183414246739199*pi,0.31673181466489997*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.44281254513176027*pi,0.24040088580160646*pi,0.0*pi) q[8],q[5];\nRxxyyzz(0.3730209863993267*pi,0.2974516362374573*pi,0.0*pi) q[11],q[6];\nRxxyyzz(0.3746358070743802*pi,0.26294975289380695*pi,0.11999810074306162*pi) q[7],q[9];\nu3(3.3492965363807654*pi,-0.3357362434642747*pi,1.2685919685684068*pi) q[0];\nu3(3.0211358135701647*pi,1.280430940432375*pi,0.5991942986401781*pi) q[1];\nu3(3.700037891746179*pi,-0.29384433649144653*pi,3.598230298807424*pi) q[2];\nu3(3.1374270248524043*pi,-0.4193588363020944*pi,1.7061532645465005*pi) q[3];\nu3(3.4780460963731983*pi,3.3044558948691547*pi,1.6553564737786455*pi) q[4];\nu3(3.6620097953485953*pi,0.39126318512148794*pi,0.6700940709882083*pi) q[5];\nu3(3.442168680087793*pi,-0.1663917269510342*pi,4.292113883201382*pi) q[6];\nu3(3.6500152134345716*pi,2.820884878215329*pi,3.2674837676400523*pi) q[7];\nu3(3.579267822590923*pi,0.24648258006156243*pi,0.6456738506191089*pi) q[8];\nu3(3.7474230551946324*pi,-0.31927391737493027*pi,2.6817491721873754*pi) q[9];\nu3(3.4287782531962625*pi,1.1212873921312612*pi,1.2055961908604962*pi) q[11];\nu3(3.881647441775423*pi,2.9547682820869112*pi,0.9813092190226734*pi) q[12];\nu3(3.341654745463498*pi,1.2094226053794168*pi,1.4718574095592607*pi) q[13];\nu3(3.752158121534932*pi,0.5212789940299856*pi,1.942665313105018*pi) q[14];\nRxxyyzz(0.41667035192742596*pi,0.087487982784767*pi,0.0*pi) q[1],q[5];\nRxxyyzz(0.4057180899712497*pi,0.10077503755928696*pi,0.0*pi) q[14],q[2];\nRxxyyzz(0.3980929908624402*pi,0.10032639185355008*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.2820204836030698*pi,0.22166926595752612*pi,3.93111162722474*pi) q[4],q[6];\nRxxyyzz(0.44061317045074017*pi,0.26166319108503355*pi,3.9596870284745607*pi) q[10],q[7];\nRxxyyzz(0.4111544238692001*pi,0.2630493577708093*pi,0.0*pi) q[9],q[13];\nu3(3.3711038336481494*pi,1.9078585020963077*pi,1.5538381984820697*pi) q[1];\nu3(3.2657025656449186*pi,2.811603471134234*pi,1.5944206110674934*pi) q[2];\nu3(3.5880739770022863*pi,3.255521224496876*pi,0.8630731140613542*pi) q[3];\nu3(3.521268521430552*pi,-0.33802219950416357*pi,1.4125045780286953*pi) q[4];\nu3(3.4680673412159226*pi,0.14626450300676275*pi,4.304799937447548*pi) q[5];\nu3(3.4251582922602752*pi,0.34605947788963476*pi,1.1992277582297626*pi) q[6];\nu3(3.114154531306059*pi,0.06042931055588008*pi,1.2978275715427414*pi) q[7];\nu3(3.7009697345605765*pi,0.7034275188083521*pi,0.8743513214039398*pi) q[8];\nu3(3.5536462124006256*pi,-0.36150112677680857*pi,1.3526336809631463*pi) q[9];\nu3(3.72627079958203*pi,0.984716491229229*pi,1.0132246868687051*pi) q[10];\nu3(3.406981894672217*pi,0.9952883718057757*pi,1.9456056318918364*pi) q[13];\nu3(3.2708506507721498*pi,-0.469570237149489*pi,1.0675447431269363*pi) q[14];\nRxxyyzz(0.407734904873958*pi,0.16814822283726305*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.37948185149569025*pi,0.2121319279447358*pi,0.0*pi) q[10],q[1];\nRxxyyzz(0.396474440981061*pi,0.3722322054385092*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.4385587112333509*pi,0.09426643577661042*pi,0.0*pi) q[4],q[3];\nRxxyyzz(0.41345489437619964*pi,0.22971888082346426*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.4556349201348038*pi,0.08617258074911405*pi,0.0*pi) q[12],q[7];\nRxxyyzz(0.28248937260836016*pi,0.2251977771135163*pi,0.04917687359106715*pi) q[9],q[8];\nu3(3.6111685659086814*pi,-0.30213738606399354*pi,2.040144017850794*pi) q[0];\nu3(3.6838257382944697*pi,2.6758620763304246*pi,1.9896934073155468*pi) q[1];\nu3(3.815394693805055*pi,0.8744409288812229*pi,1.015896805067774*pi) q[2];\nu3(3.421974168567056*pi,0.10695316480673711*pi,1.7753028652307044*pi) q[3];\nu3(3.6115367179097433*pi,2.2971983113182675*pi,3.776209189254574*pi) q[4];\nu3(3.3942741231006823*pi,3.322833737976512*pi,0.7118190348282125*pi) q[6];\nu3(3.51095790808472*pi,-0.010228369203660104*pi,2.167048817700701*pi) q[7];\nu3(3.6859875883049087*pi,-0.1675446287588439*pi,1.0416625621676414*pi) q[8];\nu3(3.6807596157141442*pi,3.0966108498890903*pi,3.9300564175533217*pi) q[9];\nu3(3.2956768739597804*pi,-0.08128055110354471*pi,1.913202647130325*pi) q[10];\nu3(3.1848758700473185*pi,0.16181479177606106*pi,4.2452812549263825*pi) q[11];\nu3(3.744504515475616*pi,3.1811785048977175*pi,0.6358884681601689*pi) q[12];\nu3(3.1215943350541084*pi,2.997768735005735*pi,1.3611036006567743*pi) q[13];\nu3(3.3368647086999124*pi,3.3042196413418288*pi,0.7813836911973988*pi) q[14];\nRxxyyzz(0.46812154486780055*pi,0.21170107580345032*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.4613165197653901*pi,0.32047076341546643*pi,0.0*pi) q[13],q[1];\nRxxyyzz(0.37712515623963416*pi,0.09930909321769654*pi,0.0*pi) q[10],q[2];\nRxxyyzz(0.456881506717595*pi,0.23850132529004142*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.35974760581730003*pi,0.3191857792409971*pi,0.044604167800689876*pi) q[7],q[4];\nRxxyyzz(0.4499137586533297*pi,0.39936093256696426*pi,3.8489254656470604*pi) q[5],q[6];\nRxxyyzz(0.3684891149551*pi,0.26835989679764277*pi,0.08884119501922241*pi) q[11],q[12];\nu3(3.115461287621105*pi,2.433871606629291*pi,2.165129811285089*pi) q[0];\nu3(3.8716144751705603*pi,-0.3160458925921045*pi,1.808487472632192*pi) q[1];\nu3(3.6399219381607457*pi,3.372761350864063*pi,0.6214537094611501*pi) q[2];\nu3(3.4797598944929815*pi,2.9619320455279445*pi,4.155249796052669*pi) q[3];\nu3(3.4119054330367513*pi,3.2187938660274638*pi,1.0038435794936313*pi) q[4];\nu3(3.2270290557336727*pi,1.0096888883777004*pi,0.6885925707974123*pi) q[5];\nu3(3.6387059513881193*pi,2.3158256399634602*pi,1.0877789810472112*pi) q[6];\nu3(3.2964659126184355*pi,2.770398808982952*pi,1.40663931985716*pi) q[7];\nu3(3.233747034629463*pi,2.8533958070823795*pi,1.6394373616086833*pi) q[8];\nu3(3.310715708489369*pi,-0.05766204794767704*pi,1.3207717659266631*pi) q[9];\nu3(3.771665633173637*pi,3.200710398452838*pi,1.1380077961993667*pi) q[10];\nu3(3.19541915374137*pi,3.4433634385959753*pi,3.0909774299984165*pi) q[11];\nu3(3.461261759305909*pi,2.654901439519117*pi,0.8026019331052943*pi) q[12];\nu3(3.673205008159276*pi,2.735003963589331*pi,1.5525512507167474*pi) q[13];\nRxxyyzz(0.47578260007579976*pi,0.34024154984550004*pi,0.0*pi) q[14],q[0];\nRxxyyzz(0.3776865197771295*pi,0.25873154762129524*pi,0.0*pi) q[2],q[1];\nRxxyyzz(0.4491115917542229*pi,0.24284253193347838*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.42779097737050953*pi,0.27951132092239495*pi,0.0*pi) q[8],q[4];\nRxxyyzz(0.4223551357562898*pi,0.3225431479781262*pi,0.13309456327019645*pi) q[5],q[12];\nRxxyyzz(0.34691036970698014*pi,0.2986689735268362*pi,0.12993242697509988*pi) q[7],q[13];\nRxxyyzz(0.3836397701540203*pi,0.24752126237841868*pi,0.10024560212484343*pi) q[11],q[9];\nu3(3.7972163913399006*pi,-0.20262782032297266*pi,2.3773594286665136*pi) q[0];\nu3(3.244018531322894*pi,1.1939094947170616*pi,0.9303589935725375*pi) q[1];\nu3(3.2847766919053134*pi,0.3035802730215368*pi,0.6497967842109471*pi) q[2];\nu3(3.32346831582562*pi,2.9607273515570713*pi,1.2724649073056438*pi) q[3];\nu3(3.599941286530118*pi,-0.10413838612702347*pi,1.3999658701810835*pi) q[4];\nu3(3.4651324329321533*pi,3.175573544851818*pi,3.7942779086289375*pi) q[5];\nu3(3.5453923908633476*pi,2.748367557282179*pi,3.7998582124091715*pi) q[7];\nu3(3.6003182880332685*pi,0.5733848203071219*pi,2.0720276155821624*pi) q[8];\nu3(3.7094561869750167*pi,-0.037019426304515324*pi,3.141463309794008*pi) q[9];\nu3(3.8757377193475135*pi,-0.4057893170906278*pi,2.070517358040196*pi) q[10];\nu3(3.6923142766409685*pi,0.9295256454159446*pi,0.5313539454886824*pi) q[11];\nu3(3.778210310643444*pi,-0.24377095025981937*pi,0.8041629622102677*pi) q[12];\nu3(3.6901910621271607*pi,2.7544492160768117*pi,0.8703182003418455*pi) q[13];\nu3(3.413307760039661*pi,2.770854569426014*pi,1.7786820127329166*pi) q[14];\nRxxyyzz(0.35988271727416005*pi,0.19377683030423087*pi,0.14534743399246253*pi) q[0],q[6];\nRxxyyzz(0.34070949431823583*pi,0.12720444599248248*pi,0.0*pi) q[7],q[1];\nRxxyyzz(0.3845251185455804*pi,0.22023782848263895*pi,0.07347814877881649*pi) q[2],q[5];\nRxxyyzz(0.30829218082922*pi,0.1731810843230832*pi,3.9351862739179904*pi) q[13],q[3];\nRxxyyzz(0.4916709090329797*pi,0.22874607085320808*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.3804339749017899*pi,0.28916967193067233*pi,0.04780363750527715*pi) q[8],q[9];\nRxxyyzz(0.4253690800863401*pi,0.35292610088792653*pi,0.2328508193325467*pi) q[11],q[12];\nu3(3.681386857920698*pi,0.9545774997683805*pi,0.9670047080656607*pi) q[0];\nu3(1.5596663150433459*pi,3.380795705994298*pi,0.6599128650406019*pi) q[1];\nu3(3.634117062849125*pi,2.982033516940154*pi,0.8698054057504969*pi) q[2];\nu3(3.4382936435007725*pi,2.848166044657617*pi,1.8978149719965676*pi) q[3];\nu3(3.210460478740337*pi,-0.22762527444555392*pi,1.8738172467098826*pi) q[4];\nu3(3.416302431907279*pi,0.3016420833099911*pi,4.037332730209492*pi) q[5];\nu3(3.772069250966177*pi,2.841993225142979*pi,4.147834577759333*pi) q[6];\nu3(0.2911571287639536*pi,2.350395394498685*pi,2.2864797599533757*pi) q[7];\nu3(3.6775976141908924*pi,0.02306683156121736*pi,0.6390629297322836*pi) q[8];\nu3(3.5064574713262444*pi,0.026253508498738864*pi,0.6428847124157483*pi) q[9];\nu3(3.824621034095352*pi,-0.4453404684631816*pi,1.2788959669419586*pi) q[10];\nu3(3.7925507650124715*pi,-0.20502579831742412*pi,1.8381927862193213*pi) q[11];\nu3(3.579958985686958*pi,3.0068655452728352*pi,4.153025661889381*pi) q[12];\nu3(3.3725606303552373*pi,0.5164259799493767*pi,4.420317606238518*pi) q[13];\nmeasure q[5] -> c[1];\nmeasure q[7] -> c[2];\nmeasure q[1] -> c[14];\nRxxyyzz(0.4345288967105198*pi,0.27832309048113535*pi,0.20843454510283713*pi) q[0],q[12];\nRxxyyzz(0.4747237509883022*pi,0.42132534174626896*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.42096609239034066*pi,0.11896935307752728*pi,0.040353599409438334*pi) q[10],q[3];\nRxxyyzz(0.3350043508458906*pi,0.29871153225668756*pi,3.76862520463402*pi) q[8],q[4];\nRxxyyzz(0.39689046670872064*pi,0.29357161665495823*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.4440758858713898*pi,0.12109350623615422*pi,0.0*pi) q[14],q[9];\nu3(3.6744496836512672*pi,1.8444607969353157*pi,4.458221927038714*pi) q[0];\nu3(3.316650244133476*pi,2.3050350066586103*pi,4.113091257394951*pi) q[2];\nu3(3.739363127328752*pi,1.2096178559815827*pi,4.168677091204524*pi) q[3];\nu3(2.5593083438125657*pi,2.6326438018839493*pi,1.825025756210046*pi) q[4];\nu3(3.315960799907321*pi,1.1167232979154118*pi,1.2595163849519446*pi) q[6];\nu3(3.440340564584205*pi,-0.497791358967795*pi,1.8203604288681787*pi) q[8];\nu3(3.696293195479421*pi,1.4600182581202978*pi,1.0317305709630276*pi) q[9];\nu3(3.4912303308574355*pi,-0.11886349651346095*pi,1.3328939354274807*pi) q[10];\nu3(3.184469739031445*pi,-0.34599536497828237*pi,1.7352919706071301*pi) q[11];\nu3(3.7544697050453557*pi,1.15185270395567*pi,0.5013373121982028*pi) q[12];\nu3(3.7154015025412557*pi,1.004964805272822*pi,1.598205012837266*pi) q[13];\nu3(3.2417404089390853*pi,2.3855127447583686*pi,1.7049910541539988*pi) q[14];\nmeasure q[11] -> c[0];\nmeasure q[14] -> c[3];\nmeasure q[0] -> c[4];\nmeasure q[10] -> c[5];\nmeasure q[2] -> c[6];\nmeasure q[12] -> c[7];\nmeasure q[13] -> c[8];\nmeasure q[8] -> c[9];\nmeasure q[6] -> c[10];\nmeasure q[9] -> c[11];\nmeasure q[4] -> c[12];\nmeasure q[3] -> c[13];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.1367804347541943*pi,2.1370115938729137*pi,4.413633687194412*pi) q[0];\nu3(3.708981121786048*pi,3.2072230322483497*pi,2.3237042838198323*pi) q[1];\nu3(3.555996621755659*pi,-0.15117676391805268*pi,1.6195143445916833*pi) q[2];\nu3(3.4707782312510793*pi,3.352867063824149*pi,0.5063884335280002*pi) q[3];\nu3(3.482089357986655*pi,-0.18663821659675628*pi,2.7068847466391173*pi) q[4];\nu3(3.822911342274178*pi,2.317276413604203*pi,0.8286096263209672*pi) q[5];\nu3(3.610780377593915*pi,3.1170439370510215*pi,1.4877691174984253*pi) q[6];\nu3(3.597736621272041*pi,-0.1667554186275888*pi,1.9691649979481927*pi) q[7];\nu3(3.2985729929910548*pi,3.407111088183406*pi,4.421236111064703*pi) q[8];\nu3(3.6504731578836993*pi,-0.47756354645727545*pi,1.5158637742397456*pi) q[9];\nu3(3.3352105299745163*pi,-0.3219944951732818*pi,1.776506800935036*pi) q[10];\nu3(3.4613698132958772*pi,2.1745196360150176*pi,1.1678588994546766*pi) q[11];\nu3(3.072815635283643*pi,2.058839311374696*pi,2.2881329237907195*pi) q[12];\nu3(3.187318595590742*pi,0.38316382637607393*pi,0.7443243371407224*pi) q[13];\nu3(3.2404351196806878*pi,3.38636096397598*pi,0.8487981885901235*pi) q[14];\nRxxyyzz(0.36137535050198966*pi,0.31742918639922313*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.43040975534698955*pi,0.223195333473588*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.43330869102342984*pi,0.284186231706669*pi,3.877669723252259*pi) q[2],q[7];\nRxxyyzz(0.40076824787449994*pi,0.11428886604152144*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.41762247854890044*pi,0.12366512138560248*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.4407779032560498*pi,0.28618222705020646*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.3855107485422099*pi,0.30900097018924955*pi,0.0*pi) q[12],q[13];\nu3(3.546426695083472*pi,0.13790010213990533*pi,4.4525808884562545*pi) q[0];\nu3(3.720570995325431*pi,0.9166849896258014*pi,1.8561747538666802*pi) q[1];\nu3(3.554183499349702*pi,3.4051676775434307*pi,1.3836210353800027*pi) q[2];\nu3(3.5997501444358146*pi,2.9633994093137277*pi,1.724561861589171*pi) q[3];\nu3(3.6038793611663507*pi,0.5406892413627442*pi,1.0121689416365554*pi) q[4];\nu3(3.79358820132582*pi,-0.42441694902743643*pi,1.3473510281835672*pi) q[5];\nu3(3.4335522666783307*pi,0.5267898650999274*pi,2.131092804761517*pi) q[6];\nu3(3.351264131345006*pi,0.3980931704854134*pi,2.4929735666456914*pi) q[7];\nu3(3.2422671857663037*pi,-0.32269625434816995*pi,0.6797173459474583*pi) q[9];\nu3(3.2258056200127205*pi,1.3408726257745496*pi,1.4709905181482468*pi) q[10];\nu3(3.859340416339544*pi,2.2676298136129946*pi,1.0697624225157485*pi) q[11];\nu3(3.3309884619968027*pi,-0.06344809343189428*pi,1.2840779246249239*pi) q[12];\nu3(3.215897758000791*pi,3.3640512950490002*pi,0.9281953067750841*pi) q[13];\nu3(3.5248451784354375*pi,-0.49279011522576255*pi,0.6844460047703673*pi) q[14];\nRxxyyzz(0.4165571144404198*pi,0.23145228454734715*pi,0.11177788709993833*pi) q[0],q[13];\nRxxyyzz(0.4006952542088801*pi,0.17715742280553948*pi,0.0*pi) q[1],q[5];\nRxxyyzz(0.39019115902948*pi,0.19890728410118722*pi,0.05094426436277557*pi) q[9],q[2];\nRxxyyzz(0.40637233337956036*pi,0.2372516893059875*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.4204892429711301*pi,0.2820951292131647*pi,0.0*pi) q[11],q[6];\nRxxyyzz(0.40060904494553984*pi,0.21523138517143314*pi,0.0*pi) q[14],q[7];\nRxxyyzz(0.4376512612975798*pi,0.35187746172016665*pi,0.0*pi) q[8],q[10];\nu3(3.046338486084579*pi,3.206373757096738*pi,4.0680098223619945*pi) q[0];\nu3(3.3434066387746917*pi,2.9226353327787136*pi,1.76309017095992*pi) q[1];\nu3(3.346642124439462*pi,0.3402223204935131*pi,3.811614896717747*pi) q[2];\nu3(3.7070408030389874*pi,1.0171524928080378*pi,1.8969494711682757*pi) q[4];\nu3(3.706961529622832*pi,-0.3736489383765384*pi,2.3726999179145047*pi) q[5];\nu3(3.5204393753028267*pi,-0.054915990179902396*pi,1.9134949828853016*pi) q[6];\nu3(3.6471723191416787*pi,-0.00047951221218645035*pi,1.8058506096953701*pi) q[7];\nu3(3.669819378311439*pi,3.1690049297830982*pi,0.8037530010256535*pi) q[8];\nu3(3.1290896327929962*pi,-0.11549597060950256*pi,4.111434352627551*pi) q[9];\nu3(3.359673776755948*pi,0.3823709362781129*pi,1.4768400493756337*pi) q[10];\nu3(3.7800400606236355*pi,3.3873184082623045*pi,3.73460907621614*pi) q[11];\nu3(3.1946158459975735*pi,3.2482291856768057*pi,4.148155466853266*pi) q[12];\nu3(3.701285658806647*pi,2.2973924515772204*pi,4.086494232109736*pi) q[13];\nu3(3.4605080576631386*pi,0.04117621335660271*pi,1.5289638151854439*pi) q[14];\nRxxyyzz(0.3189314959081796*pi,0.23226900878804813*pi,0.0*pi) q[0],q[1];\nRxxyyzz(0.4602316429722099*pi,0.31108233115949224*pi,0.1254431195472909*pi) q[2],q[5];\nRxxyyzz(0.4716722694307899*pi,0.11769606161835322*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.42283973444162015*pi,0.10231772624622444*pi,0.056032166126243614*pi) q[4],q[10];\nRxxyyzz(0.4295232608713101*pi,0.3288137363075523*pi,0.0*pi) q[8],q[6];\nRxxyyzz(0.34978235943487956*pi,0.24121057257588263*pi,0.0*pi) q[11],q[7];\nRxxyyzz(0.4434593627532306*pi,0.3015553913833051*pi,0.0*pi) q[9],q[12];\nu3(3.429342513557254*pi,3.091702687122538*pi,0.6276892730609734*pi) q[0];\nu3(3.908954532377395*pi,0.7875765959049112*pi,0.8827957790342356*pi) q[1];\nu3(3.84525938634098*pi,-0.49344000180139314*pi,2.059862788750397*pi) q[2];\nu3(3.4085975257639722*pi,2.9971460382715254*pi,0.8133783013398359*pi) q[3];\nu3(3.686440966968445*pi,3.10309727604975*pi,3.1561976179155784*pi) q[4];\nu3(3.8577173303307246*pi,2.487483907094735*pi,2.718163143882149*pi) q[5];\nu3(3.1798593221429066*pi,0.7589419555689731*pi,1.2014429861381284*pi) q[6];\nu3(3.449780716854339*pi,1.0355704263615726*pi,1.1524690346488562*pi) q[7];\nu3(3.41979491172157*pi,2.139494116620984*pi,4.402515046420424*pi) q[8];\nu3(3.674720070733093*pi,2.8317056444455684*pi,0.8935269255060778*pi) q[9];\nu3(3.501928887351212*pi,2.8464018754983273*pi,4.136353748127726*pi) q[10];\nu3(3.2217761847642654*pi,2.311360482789725*pi,1.8411522574667438*pi) q[11];\nu3(3.350938566852322*pi,3.452275727574231*pi,0.9667710237304616*pi) q[12];\nu3(3.5060339906707725*pi,2.753529487376475*pi,1.9067379080821691*pi) q[13];\nRxxyyzz(0.3899026642953385*pi,0.2607364544863682*pi,0.0*pi) q[14],q[0];\nRxxyyzz(0.4137026156039203*pi,0.16239605453555805*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.40339207025636314*pi,0.23613157992012468*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.3218067431930902*pi,0.2601997462339565*pi,3.9297914569817696*pi) q[11],q[5];\nRxxyyzz(0.41183696363841993*pi,0.24324660050913363*pi,3.9521328121219796*pi) q[7],q[6];\nRxxyyzz(0.25134837164092794*pi,0.1354663894874406*pi,0.0*pi) q[12],q[8];\nRxxyyzz(0.4837583631664404*pi,0.12170420868620857*pi,0.0*pi) q[10],q[13];\nu3(3.707662265133567*pi,0.5323757165763743*pi,0.998393631433975*pi) q[0];\nu3(3.4421441423605037*pi,3.260041861529918*pi,4.2302438370959745*pi) q[1];\nu3(3.6504911593835128*pi,2.956394120081356*pi,4.14947887708634*pi) q[2];\nu3(3.4725547074764114*pi,0.18933893261712598*pi,0.6330630029173956*pi) q[3];\nu3(3.468448130301177*pi,2.9046293335544022*pi,2.1968873661200874*pi) q[4];\nu3(3.5017718818443173*pi,1.308179964296005*pi,1.7749324948546654*pi) q[5];\nu3(3.3501060276312886*pi,0.45983962865274475*pi,0.7422913714700674*pi) q[6];\nu3(3.4295622870329976*pi,3.060131451261772*pi,2.4754641235675603*pi) q[7];\nu3(3.3481374895122014*pi,3.0114351378584203*pi,0.9730124581415289*pi) q[8];\nu3(3.932548675708048*pi,0.05402832416769687*pi,0.9277942521686717*pi) q[10];\nu3(3.547953160775583*pi,2.5055853281700298*pi,1.3974308231762194*pi) q[11];\nu3(3.5855161793064845*pi,3.4630127372404744*pi,1.666603591706715*pi) q[12];\nu3(3.2424478532952192*pi,-0.03885161159948969*pi,1.3356780971386095*pi) q[13];\nu3(3.5769485045193505*pi,1.0258865797513832*pi,1.589154159304173*pi) q[14];\nRxxyyzz(0.3910431196930802*pi,0.308963224737985*pi,0.2197930897163971*pi) q[1],q[0];\nRxxyyzz(0.41165406031452995*pi,0.2692171214710659*pi,0.13238432598165437*pi) q[9],q[2];\nRxxyyzz(0.42685109372068053*pi,0.12358520662624994*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.4696709350995798*pi,0.16682818092648843*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.3332750780907303*pi,0.24085989058962554*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.3536921313253495*pi,0.30761506833781826*pi,0.0*pi) q[11],q[8];\nRxxyyzz(0.21442366811957014*pi,0.14814096227232643*pi,0.0*pi) q[14],q[13];\nu3(3.55537263945775*pi,2.5471630438300585*pi,3.9293871398883615*pi) q[0];\nu3(3.8100474733836025*pi,2.700003353447606*pi,1.4674668042468628*pi) q[1];\nu3(3.599565602263966*pi,3.3590794535005126*pi,3.0727405161882233*pi) q[2];\nu3(3.860264644978018*pi,3.300135660837288*pi,1.1437560043754442*pi) q[3];\nu3(3.739329719997722*pi,1.1891954037434438*pi,1.6301361926972584*pi) q[4];\nu3(3.4576931959710215*pi,0.43378523199691243*pi,0.7047083831775289*pi) q[5];\nu3(3.593513131158403*pi,0.4795062369347938*pi,2.0673690371996036*pi) q[6];\nu3(3.4379927487644393*pi,2.1456729955693246*pi,1.6016107184297592*pi) q[7];\nu3(3.854271006011282*pi,-0.4988091204670187*pi,2.4038751802119362*pi) q[8];\nu3(3.2621397499353826*pi,3.452956994927807*pi,3.3244708405208767*pi) q[9];\nu3(3.581119713351712*pi,0.9065612625019859*pi,1.090801592607427*pi) q[10];\nu3(3.689335869755253*pi,1.4836700492714456*pi,1.7895864919493971*pi) q[11];\nu3(3.764956532208318*pi,-0.11980272342950327*pi,0.8045870389320152*pi) q[13];\nu3(3.7024051010358154*pi,3.0605971535077634*pi,1.8160875107214287*pi) q[14];\nRxxyyzz(0.4234819868431901*pi,0.15173092031887633*pi,3.89085896362037*pi) q[0],q[3];\nRxxyyzz(0.3996212202454101*pi,0.17228294232245217*pi,3.921611025089531*pi) q[2],q[8];\nRxxyyzz(0.20039957811662001*pi,0.04456150559387151*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.3804565880381003*pi,0.18297497305756893*pi,3.952171852030571*pi) q[5],q[12];\nRxxyyzz(0.4793379106293699*pi,0.2618790177848853*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.4254283410325401*pi,0.3661259567764753*pi,0.0*pi) q[7],q[14];\nRxxyyzz(0.3777237447396296*pi,0.2794220245885609*pi,3.93052743859963*pi) q[9],q[10];\nu3(3.4030261247251796*pi,3.478796189380917*pi,1.4718739441339912*pi) q[0];\nu3(3.331303765995105*pi,2.1355543792032794*pi,0.9027551103810669*pi) q[2];\nu3(3.429570911384606*pi,3.2120145440466685*pi,2.1055128075116434*pi) q[3];\nu3(3.653710166293269*pi,3.057409390829081*pi,1.7493164650398256*pi) q[4];\nu3(3.542070602176592*pi,1.8952702162213781*pi,0.8731190100327999*pi) q[5];\nu3(3.354929755583856*pi,-0.11909035297776155*pi,1.652283202061335*pi) q[6];\nu3(3.7820259210694807*pi,3.3036812823669575*pi,3.183503053287059*pi) q[7];\nu3(3.4022962390965503*pi,0.2953307773498204*pi,0.6607084273373309*pi) q[8];\nu3(3.9344144956813567*pi,3.3309357399764634*pi,1.1442506953931275*pi) q[9];\nu3(3.2893340961712307*pi,3.160783165227919*pi,1.0663010477252155*pi) q[10];\nu3(3.6346036862607902*pi,1.796642359255348*pi,1.2405317293532812*pi) q[11];\nu3(3.399625152631999*pi,1.4762918702717398*pi,1.8320656140828824*pi) q[12];\nu3(3.4770897613148666*pi,0.332414576380359*pi,1.5688340687016886*pi) q[13];\nu3(3.7153388727601957*pi,3.4482829496935232*pi,1.5753330447171514*pi) q[14];\nRxxyyzz(0.43175695484617016*pi,0.38734105596733914*pi,3.8631148788672895*pi) q[6],q[0];\nRxxyyzz(0.34071933907418384*pi,0.21681533991850965*pi,0.0*pi) q[1],q[10];\nRxxyyzz(0.4437280097374102*pi,0.07192860189507308*pi,3.9443019719913295*pi) q[2],q[13];\nRxxyyzz(0.41502057565210004*pi,0.28443185363835277*pi,0.0*pi) q[8],q[3];\nRxxyyzz(0.33278253330852026*pi,0.2430125332321561*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.4371278071814002*pi,0.2562869831671551*pi,0.06565272639970234*pi) q[9],q[11];\nRxxyyzz(0.3424027057874195*pi,0.11623544164285715*pi,0.0*pi) q[14],q[12];\nu3(3.4370223895002674*pi,3.233077793569882*pi,0.6984797008705348*pi) q[0];\nu3(3.773893038714133*pi,3.1785701886744078*pi,3.4718166057942996*pi) q[1];\nu3(3.619071040810624*pi,1.106209912484002*pi,2.1679650640463164*pi) q[2];\nu3(3.268502826397489*pi,-0.31125682205314775*pi,2.009879287453942*pi) q[3];\nu3(3.462433938565376*pi,0.14482205283767868*pi,2.026407552675786*pi) q[5];\nu3(3.1589127424526398*pi,1.8854942601957867*pi,1.8041679673881843*pi) q[6];\nu3(3.568248408643557*pi,-0.034451321135001156*pi,3.945998739440708*pi) q[7];\nu3(3.486518932122373*pi,-0.36035850364730626*pi,4.38640217544897*pi) q[8];\nu3(3.624624759857007*pi,2.1701636345120896*pi,0.7551172073775381*pi) q[9];\nu3(3.59638394412308*pi,2.1558453892955893*pi,1.8769849596354038*pi) q[10];\nu3(3.5901447919500007*pi,1.173000543214497*pi,0.7267018993100262*pi) q[11];\nu3(3.8010752527778893*pi,0.04862441139237317*pi,0.9179604929709648*pi) q[12];\nu3(3.1746131343301074*pi,2.577224876982773*pi,0.7840958063101215*pi) q[13];\nu3(3.720821546527101*pi,3.494107189681451*pi,1.2968899624960093*pi) q[14];\nRxxyyzz(0.40611788119543*pi,0.26221760482774886*pi,3.9467023478737695*pi) q[0],q[14];\nRxxyyzz(0.3974019676960061*pi,0.22566638199632827*pi,0.0*pi) q[6],q[1];\nRxxyyzz(0.45743860293512073*pi,0.17054365092539236*pi,0.0*pi) q[9],q[2];\nRxxyyzz(0.4445242286186999*pi,0.2046774737876754*pi,0.059064214107568486*pi) q[7],q[3];\nRxxyyzz(0.4209712848950802*pi,0.24310022451424118*pi,3.9191120529732704*pi) q[10],q[4];\nRxxyyzz(0.4225203992025097*pi,0.37420092931462*pi,0.0*pi) q[8],q[5];\nRxxyyzz(0.37476370244645996*pi,0.21408819429442755*pi,0.11752438876484039*pi) q[12],q[13];\nu3(3.3568132641532724*pi,0.6362216572289787*pi,2.130427845043163*pi) q[0];\nu3(3.3161902122077125*pi,1.9807884016061426*pi,1.3042158898125615*pi) q[1];\nu3(3.720007925735709*pi,2.635099860788817*pi,2.2212244284743345*pi) q[2];\nu3(3.1095465800361706*pi,2.1827888015234196*pi,1.1635782243030768*pi) q[3];\nu3(3.3956088719046194*pi,3.1209013227796603*pi,0.8776160924161069*pi) q[4];\nu3(3.4744742242639264*pi,-0.4648576968616829*pi,4.4967160240658774*pi) q[5];\nu3(3.847742827348182*pi,-0.2002645391721941*pi,0.50000421444095*pi) q[6];\nu3(3.551621704372528*pi,0.7004439334641028*pi,4.294515762369533*pi) q[7];\nu3(3.669894088003611*pi,0.8444632368418445*pi,1.1552160881242577*pi) q[8];\nu3(3.616986737145175*pi,-0.11717459126928065*pi,4.075556064988308*pi) q[9];\nu3(3.750342659040022*pi,3.3522451660861368*pi,0.7061888447895033*pi) q[10];\nu3(3.418463482034113*pi,-0.06816964011042514*pi,1.7727521249502036*pi) q[12];\nu3(3.8507171810642*pi,2.7412639504379923*pi,1.7093679958476566*pi) q[13];\nu3(3.3200872107506347*pi,-0.3818225050194377*pi,2.2627772981847105*pi) q[14];\nRxxyyzz(0.37350710371568996*pi,0.10964017930592763*pi,3.9000840343371004*pi) q[2],q[0];\nRxxyyzz(0.27061094058561075*pi,0.11079886986283682*pi,0.0*pi) q[4],q[1];\nRxxyyzz(0.48027000162283073*pi,0.37801998987521845*pi,0.0*pi) q[5],q[3];\nRxxyyzz(0.43201959065407025*pi,0.30928551024234174*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.46001040048395025*pi,0.27342058646343337*pi,0.0*pi) q[9],q[13];\nRxxyyzz(0.41207597826905223*pi,0.22907488166894027*pi,0.128877443579814*pi) q[10],q[14];\nRxxyyzz(0.32170200016611983*pi,0.26414356099373215*pi,0.0*pi) q[12],q[11];\nu3(3.320283284873001*pi,0.8293233914625711*pi,2.1540263890492697*pi) q[0];\nu3(3.776570146491448*pi,2.713367152401873*pi,1.4210034103187676*pi) q[1];\nu3(3.7728896521946527*pi,0.14752586294436132*pi,1.9809709203373567*pi) q[2];\nu3(3.0579298141355467*pi,2.8840675663722495*pi,3.596268679727638*pi) q[3];\nu3(3.5597666280881617*pi,0.8112251187356323*pi,4.416422330981903*pi) q[4];\nu3(3.5318566231815653*pi,0.7437111936977505*pi,1.1750146567375532*pi) q[5];\nu3(3.6008785375035086*pi,0.8914742723230709*pi,1.4418265486983888*pi) q[6];\nu3(3.2119346375028535*pi,0.717259188120158*pi,0.7310484700540805*pi) q[8];\nu3(3.401716544674914*pi,3.266740408199067*pi,4.496106383436843*pi) q[9];\nu3(3.346236584354361*pi,-0.32284925370931156*pi,3.832680637787818*pi) q[10];\nu3(3.571071310759701*pi,3.2702560459296346*pi,3.7720164199708894*pi) q[11];\nu3(3.288299777150838*pi,0.9989317616101674*pi,0.6286840745187707*pi) q[12];\nu3(3.8828723782704744*pi,0.12367869258632358*pi,0.9830504398144411*pi) q[13];\nu3(3.850586820344406*pi,0.37241339044614097*pi,1.2488316319470214*pi) q[14];\nRxxyyzz(0.4339021278181395*pi,0.2714529869413643*pi,0.0*pi) q[7],q[0];\nRxxyyzz(0.38264948146490996*pi,0.17139706076542027*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.36825053421774023*pi,0.17676110795200795*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.4742156961311408*pi,0.33989004425538827*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.43379824494589103*pi,0.24110051093986862*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.4330340488287302*pi,0.13559996895529391*pi,0.0*pi) q[9],q[8];\nu3(3.3965291319951083*pi,2.982480974899439*pi,0.8010750841911379*pi) q[0];\nu3(3.5292180173020324*pi,0.49835025751834916*pi,2.465335505219125*pi) q[1];\nu3(3.790234354393734*pi,0.6544270965288999*pi,2.318085396131174*pi) q[2];\nu3(3.450290421040622*pi,0.3980606542508721*pi,0.6220964857956072*pi) q[3];\nu3(3.5529237277865704*pi,2.4477328683534965*pi,1.1015302620293956*pi) q[5];\nu3(3.3110173059665273*pi,-0.4728916155836325*pi,1.1239320797822199*pi) q[6];\nu3(3.5747187717248035*pi,2.935461808173042*pi,1.420757704537225*pi) q[7];\nu3(3.744664204417485*pi,-0.053842290000568616*pi,1.489242751495824*pi) q[8];\nu3(3.5344984917085935*pi,2.3509424124142524*pi,4.006035109514487*pi) q[9];\nu3(3.5304080954028008*pi,2.789201472552647*pi,1.546561262627738*pi) q[11];\nu3(3.3882112462072764*pi,-0.03244477258614925*pi,1.2512995833955782*pi) q[12];\nu3(3.6633829884754214*pi,3.4306772520580404*pi,2.15761193892749*pi) q[13];\nRxxyyzz(0.4471151297591601*pi,0.1462386809451266*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.3988616948077199*pi,0.3297630931554816*pi,3.82447844472927*pi) q[7],q[1];\nRxxyyzz(0.3210205903846498*pi,0.09436597608019615*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.48647417459774167*pi,0.09011738497742272*pi,0.0*pi) q[10],q[5];\nRxxyyzz(0.42960008577932995*pi,0.17658062507347072*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.3555230927994302*pi,0.26978420214156795*pi,3.85445198126172*pi) q[13],q[8];\nRxxyyzz(0.2595242271253299*pi,0.19544711032443596*pi,3.93048082587549*pi) q[12],q[11];\nu3(3.583159354540486*pi,2.8256246359226553*pi,0.6728746382477224*pi) q[0];\nu3(3.9026456913384298*pi,1.378664417423758*pi,0.5767951560740765*pi) q[1];\nu3(3.2689702464360684*pi,3.053860637712093*pi,0.6307256385159857*pi) q[2];\nu3(3.556675573491885*pi,2.9227691417826085*pi,1.4638638359871987*pi) q[4];\nu3(3.411478496495912*pi,2.591309539100274*pi,2.10868237849555*pi) q[5];\nu3(3.045244301782661*pi,-0.11814079015163098*pi,4.361974901025626*pi) q[6];\nu3(3.700697472527962*pi,3.279972068032151*pi,0.806215676880015*pi) q[7];\nu3(3.58595721871576*pi,0.06895494616727582*pi,1.1044336719154297*pi) q[8];\nu3(3.6958012967941416*pi,1.8875944353606657*pi,1.2771325938836071*pi) q[9];\nu3(3.4289115503295453*pi,3.2851602745417585*pi,0.7299033801439909*pi) q[10];\nu3(3.345512725213811*pi,2.822374825975884*pi,1.6283117300843348*pi) q[11];\nu3(3.5837669758027286*pi,-0.01917091176969138*pi,3.864215906804069*pi) q[12];\nu3(3.414917020274344*pi,0.44566866938972716*pi,1.02654159435893*pi) q[13];\nu3(3.2445864045151165*pi,3.3850066604060824*pi,0.8231752357453819*pi) q[14];\nRxxyyzz(0.43548659089435826*pi,0.19069493065054344*pi,0.0*pi) q[5],q[0];\nRxxyyzz(0.42730080834880985*pi,0.2388466442631048*pi,0.09797613535378964*pi) q[6],q[1];\nRxxyyzz(0.38135309871994993*pi,0.24110344120762095*pi,3.9043089728676*pi) q[7],q[2];\nRxxyyzz(0.33686210721478016*pi,0.13839767532331737*pi,0.0*pi) q[4],q[3];\nRxxyyzz(0.4144385375861096*pi,0.2881123599842008*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.3977671912474402*pi,0.28862717568996477*pi,0.0*pi) q[13],q[10];\nRxxyyzz(0.33233977429900013*pi,0.20246963180529454*pi,3.91710472167885*pi) q[12],q[14];\nu3(3.436910743698478*pi,2.7184598528661588*pi,2.163113880134424*pi) q[0];\nu3(3.5736069863158297*pi,3.233952388277745*pi,3.174100157481206*pi) q[1];\nu3(3.574752320083215*pi,2.911985819923709*pi,1.2479388185858475*pi) q[2];\nu3(3.586328158945695*pi,2.409879127592374*pi,0.8487741320699727*pi) q[3];\nu3(3.431414489922967*pi,-0.1842174769259015*pi,3.7967476591472424*pi) q[4];\nu3(3.5066806498097534*pi,3.319804990125869*pi,1.192579599879898*pi) q[5];\nu3(3.7896328060992968*pi,0.7621179607835518*pi,1.134005690260699*pi) q[6];\nu3(3.3401858322993987*pi,1.9163108258689925*pi,0.7159810527424559*pi) q[7];\nu3(3.5542779742206054*pi,3.3336751347562266*pi,0.7387559500129615*pi) q[8];\nu3(3.732700769804323*pi,0.7403755979142121*pi,0.7671953020123705*pi) q[9];\nu3(3.3162688272267125*pi,2.48489782093577*pi,1.017711160031868*pi) q[10];\nu3(3.6136067293818486*pi,0.007458451399642074*pi,1.1004235604799566*pi) q[12];\nu3(3.328996802296733*pi,2.970524382429443*pi,1.244713892179571*pi) q[13];\nu3(3.7283806369216617*pi,3.2826120703704076*pi,0.7845464905465738*pi) q[14];\nRxxyyzz(0.39760099171931*pi,0.22062801563337425*pi,3.877969545603859*pi) q[1],q[14];\nRxxyyzz(0.3628565566150028*pi,0.1476127036799687*pi,0.0*pi) q[6],q[2];\nRxxyyzz(0.47326791513203004*pi,0.3324401838562663*pi,0.0*pi) q[13],q[3];\nRxxyyzz(0.3963910111153299*pi,0.127222781553825*pi,3.9287102001413907*pi) q[12],q[4];\nRxxyyzz(0.45362551831415*pi,0.13739350404538794*pi,0.06865939521880553*pi) q[5],q[8];\nRxxyyzz(0.44856731096297286*pi,0.32148984723312335*pi,3.9501268277302666*pi) q[7],q[11];\nRxxyyzz(0.45100811672594965*pi,0.3863811191685089*pi,0.19837745492113423*pi) q[10],q[9];\nu3(3.209511037234032*pi,3.2139747424109095*pi,1.0767403902678079*pi) q[1];\nu3(3.6518091350369546*pi,3.0467429170378724*pi,0.7332445384386795*pi) q[2];\nu3(3.9038463065056215*pi,3.041697021553608*pi,4.03420499843253*pi) q[3];\nu3(3.640383624840917*pi,2.2653066707503333*pi,0.5287771093156683*pi) q[4];\nu3(3.8437577280454787*pi,3.298368197711016*pi,3.9896082546159675*pi) q[5];\nu3(3.7127605917437476*pi,0.055477702915366134*pi,4.280678050967059*pi) q[6];\nu3(3.2474068845109167*pi,-0.3222657169276627*pi,1.5287160462232032*pi) q[7];\nu3(3.4598264915183163*pi,0.8230564020030569*pi,0.7499848245610935*pi) q[8];\nu3(3.299511947701029*pi,0.0191025242974473*pi,4.285137887198404*pi) q[9];\nu3(3.3494605910506743*pi,3.2450674230835244*pi,3.0002766785935697*pi) q[10];\nu3(3.3275602534033455*pi,3.363228213112869*pi,1.8369288552416778*pi) q[11];\nu3(3.7065589104580656*pi,2.85003364183986*pi,0.5449031945204355*pi) q[12];\nu3(3.5855705340946082*pi,2.7974432792921915*pi,0.9284891245690923*pi) q[13];\nu3(3.900471091863698*pi,0.2078253547596327*pi,1.4025983832767985*pi) q[14];\nRxxyyzz(0.3739573018769775*pi,0.1719673007700282*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.3650424436516798*pi,0.2625836977473463*pi,3.947488659512921*pi) q[4],q[1];\nRxxyyzz(0.4099142156571066*pi,0.2565872391362287*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.3616333924053698*pi,0.3086200660961705*pi,0.08740127135769679*pi) q[3],q[6];\nRxxyyzz(0.4192719088138004*pi,0.27919249803126434*pi,0.0*pi) q[9],q[5];\nRxxyyzz(0.3947664345699101*pi,0.1365367571002345*pi,0.0*pi) q[8],q[13];\nu3(3.387819129390775*pi,2.764566828172735*pi,1.8158843809286633*pi) q[0];\nu3(3.448022338607747*pi,-0.3710947261178919*pi,1.6697394636695226*pi) q[1];\nu3(3.8551655558106335*pi,3.118236704439318*pi,4.117346148898763*pi) q[2];\nu3(3.4264459829377985*pi,3.39014164107895*pi,2.0907210662660294*pi) q[3];\nu3(3.6638781111881222*pi,1.0362372471535306*pi,2.4380199417417083*pi) q[4];\nu3(3.5691720278652537*pi,0.45389461774468864*pi,4.153736706739496*pi) q[5];\nu3(3.606937056546327*pi,-0.24279267081370037*pi,1.7125566347823762*pi) q[6];\nu3(3.5586846259895335*pi,1.715529376113924*pi,1.6801517971455215*pi) q[8];\nu3(3.88307464455073*pi,-0.19085880446649434*pi,1.377714457751786*pi) q[9];\nu3(3.5478580661269117*pi,0.017615327021565208*pi,4.164646093926955*pi) q[10];\nu3(3.874195406895106*pi,1.5616497327677274*pi,0.6826794562693912*pi) q[13];\nu3(3.5576478514457985*pi,0.6103041483007199*pi,1.1937119007680397*pi) q[14];\nmeasure q[4] -> c[4];\nmeasure q[2] -> c[8];\nmeasure q[14] -> c[14];\nRxxyyzz(0.3418347343967899*pi,0.25813968017296585*pi,0.08966186359486983*pi) q[0],q[7];\nRxxyyzz(0.42162058278549*pi,0.33459635556903555*pi,3.9550338359585595*pi) q[1],q[3];\nRxxyyzz(0.25175249783873*pi,0.09810148167798982*pi,0.0*pi) q[10],q[5];\nRxxyyzz(0.3715215456644802*pi,0.18773520403028932*pi,3.9563671007897896*pi) q[12],q[6];\nRxxyyzz(0.4256984203093698*pi,0.26674245210019887*pi,0.0*pi) q[11],q[8];\nRxxyyzz(0.3436762732203601*pi,0.2772998885157625*pi,3.8900650153884992*pi) q[9],q[13];\nu3(1.4097761534230626*pi,0.7089397886440203*pi,1.0289436802674012*pi) q[0];\nu3(3.1879468413081637*pi,2.967607526253072*pi,0.5904261041747239*pi) q[1];\nu3(3.4141734801361405*pi,0.9391125674937422*pi,1.4026560693694565*pi) q[3];\nu3(1.7677191478241228*pi,-0.4953822873840724*pi,0.6609201320597597*pi) q[5];\nu3(3.400913918041022*pi,-0.05474602059734113*pi,1.3379782927168309*pi) q[6];\nu3(2.6546219547815815*pi,-0.31401603119002625*pi,4.380759550333299*pi) q[7];\nu3(3.542040239894735*pi,1.0857698340408988*pi,1.9945927845688676*pi) q[8];\nu3(3.783044858997354*pi,-0.12563162705410263*pi,1.9219320741545696*pi) q[9];\nu3(0.6898975824020772*pi,-0.4481057540057913*pi,4.4777434847050035*pi) q[10];\nu3(3.5934232856986603*pi,-0.27320615466057474*pi,2.1805322544479138*pi) q[11];\nu3(3.5158194360040067*pi,-0.30027925060452354*pi,2.1677199857651885*pi) q[12];\nu3(0.5470657574602324*pi,-0.05094473430267071*pi,1.1976077881210543*pi) q[13];\nmeasure q[5] -> c[0];\nmeasure q[0] -> c[1];\nmeasure q[9] -> c[2];\nmeasure q[12] -> c[3];\nmeasure q[7] -> c[5];\nmeasure q[11] -> c[6];\nmeasure q[10] -> c[7];\nmeasure q[1] -> c[9];\nmeasure q[13] -> c[10];\nmeasure q[8] -> c[11];\nmeasure q[3] -> c[12];\nmeasure q[6] -> c[13];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.680388578641605*pi,0.7027594820779486*pi,3.681867252364123*pi) q[0];\nu3(3.929527753471041*pi,2.0773666459904048*pi,1.2291976200008548*pi) q[1];\nu3(3.425862341693167*pi,0.4096112942330501*pi,1.0940260278542928*pi) q[2];\nu3(3.4739220020820922*pi,-0.4744657781406175*pi,3.9758287572799302*pi) q[3];\nu3(3.5375040507542357*pi,2.281767784578177*pi,1.8839624162132806*pi) q[4];\nu3(3.6169986564371035*pi,3.3369659881244673*pi,4.375768157350331*pi) q[5];\nu3(3.4864933755942586*pi,2.101142483735628*pi,3.890530848748589*pi) q[6];\nu3(3.526240698104016*pi,3.1539208674213177*pi,0.6203963564320303*pi) q[7];\nu3(3.880240953098414*pi,3.0315821025936787*pi,2.7012073034124793*pi) q[8];\nu3(3.0626674351789753*pi,2.903964397662274*pi,1.786417421915609*pi) q[9];\nu3(3.2416162853795427*pi,0.8041834287376683*pi,1.9489333858062112*pi) q[10];\nu3(3.478151391914227*pi,0.12328605580343766*pi,2.9175382749105294*pi) q[11];\nu3(3.7276420345565513*pi,2.2607375490304964*pi,0.9535623068785564*pi) q[12];\nu3(3.1907344880798054*pi,3.222221668748001*pi,0.6811678645010703*pi) q[13];\nu3(3.417370761384113*pi,2.895674068461959*pi,1.5987153240594645*pi) q[14];\nRxxyyzz(0.45253271074358004*pi,0.17631393585485533*pi,0.052024952540739*pi) q[0],q[9];\nRxxyyzz(0.4574136646887501*pi,0.3736321735756416*pi,0.24932321579439254*pi) q[1],q[5];\nRxxyyzz(0.44414858274159974*pi,0.1545763808687992*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.41806649479747005*pi,0.20855529861727806*pi,0.12185946814044625*pi) q[3],q[14];\nRxxyyzz(0.4565745313550198*pi,0.3557350378229639*pi,3.748605861134701*pi) q[4],q[11];\nRxxyyzz(0.31036214283242036*pi,0.3029918564366132*pi,0.09670544656309232*pi) q[8],q[12];\nRxxyyzz(0.32439016668091986*pi,0.2799794909526212*pi,3.9295472913038*pi) q[10],q[13];\nu3(3.4258226394712716*pi,3.1003386704772797*pi,0.6088719895908647*pi) q[0];\nu3(3.4501271324863727*pi,0.1650878283332734*pi,3.8195148709583635*pi) q[1];\nu3(3.679683493423261*pi,-0.2569557124483539*pi,1.1914138984950051*pi) q[2];\nu3(3.3627091320914673*pi,0.46805356650151864*pi,0.5877378297443343*pi) q[3];\nu3(3.1085900185250166*pi,0.32075717858287034*pi,2.295699494923999*pi) q[4];\nu3(3.3777684719552843*pi,0.8397204047527687*pi,4.001747577894138*pi) q[5];\nu3(3.1498511509058957*pi,-0.46765312309484086*pi,1.0976884419535433*pi) q[7];\nu3(3.3922635943773916*pi,2.3856801840981268*pi,4.4176946907353605*pi) q[8];\nu3(3.346477123437347*pi,0.7455915428462434*pi,4.1708781580856895*pi) q[9];\nu3(3.5965027115873482*pi,0.6382730796350153*pi,1.5926476683183466*pi) q[10];\nu3(3.588975073090797*pi,0.46649381257466316*pi,2.0347226867187307*pi) q[11];\nu3(3.3627644315811667*pi,0.0014428470937004612*pi,1.5331375845808963*pi) q[12];\nu3(3.3928147976777745*pi,3.0897893094539723*pi,1.0517499792360852*pi) q[13];\nu3(3.3927823593047766*pi,0.7225423801245703*pi,4.345564627872044*pi) q[14];\nRxxyyzz(0.3496429502737999*pi,0.2671212137801042*pi,3.860802910862139*pi) q[0],q[10];\nRxxyyzz(0.30684778539431257*pi,0.08173665378697614*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.42608167227071025*pi,0.20248734047620015*pi,3.93478985523174*pi) q[2],q[4];\nRxxyyzz(0.3534507875197699*pi,0.2184149752348823*pi,3.911802350820869*pi) q[5],q[12];\nRxxyyzz(0.3924046378968713*pi,0.38263667063238227*pi,0.0*pi) q[7],q[11];\nRxxyyzz(0.3270991277134*pi,0.11188060914601827*pi,0.04222991457474512*pi) q[8],q[9];\nRxxyyzz(0.38714881036304016*pi,0.20687792092407797*pi,0.0*pi) q[13],q[14];\nu3(3.2072613077240115*pi,2.1785602036082112*pi,0.5360435322768422*pi) q[0];\nu3(3.6790424415822987*pi,3.3421611707620213*pi,3.8657837455836677*pi) q[1];\nu3(3.296028209684128*pi,-0.33853349073021644*pi,2.0811045489044657*pi) q[2];\nu3(3.052745934817696*pi,2.0805225477151916*pi,0.9189314990477855*pi) q[4];\nu3(3.3859267910336825*pi,1.18963560941314*pi,1.0527185379403488*pi) q[5];\nu3(3.5657746988192365*pi,-0.41081546284334103*pi,2.1022270196991157*pi) q[6];\nu3(3.802707404205502*pi,2.537994952641675*pi,4.161027153843699*pi) q[7];\nu3(3.406784489543366*pi,3.0640815797910683*pi,1.8362468136191072*pi) q[8];\nu3(3.5768202284269774*pi,2.109433528725437*pi,4.375750165786608*pi) q[9];\nu3(3.2232035453498984*pi,2.875648725569009*pi,2.277028460273191*pi) q[10];\nu3(3.5084982940109533*pi,-0.2727072998701088*pi,1.8955214123974193*pi) q[11];\nu3(3.265410398446917*pi,-0.4349034654367782*pi,2.2537442284430007*pi) q[12];\nu3(3.6119592831322476*pi,0.6715706839843301*pi,0.7358103823741569*pi) q[13];\nu3(3.1772244008879786*pi,0.09457854325669957*pi,1.7367220761673101*pi) q[14];\nRxxyyzz(0.3389896917490996*pi,0.20879431887084587*pi,0.1404230250671077*pi) q[0],q[8];\nRxxyyzz(0.4171453210322734*pi,0.21392334323172169*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.4481979629533699*pi,0.3892523539672532*pi,0.04962721155523431*pi) q[2],q[9];\nRxxyyzz(0.44748213785607943*pi,0.2180065639301831*pi,3.78996473742738*pi) q[4],q[12];\nRxxyyzz(0.42238100271671014*pi,0.0991415556276656*pi,3.95133517909359*pi) q[5],q[14];\nRxxyyzz(0.39822541588570104*pi,0.19277608161067783*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.4481942359348102*pi,0.15598008918568051*pi,0.0*pi) q[10],q[7];\nu3(3.010163116867076*pi,0.7640009180026617*pi,1.6671974156255454*pi) q[0];\nu3(3.9219365719232138*pi,-0.4409048601354063*pi,0.6562924952743884*pi) q[1];\nu3(3.792070309247475*pi,2.737040008514323*pi,0.6594155910385815*pi) q[2];\nu3(3.3318067088717402*pi,2.964572385012819*pi,1.5624990780634056*pi) q[3];\nu3(3.6927440203728064*pi,0.2656643735646891*pi,1.1530908325302072*pi) q[4];\nu3(3.212616122181754*pi,2.94883498123623*pi,1.2057540522480266*pi) q[5];\nu3(3.5202995483164736*pi,2.557117238287968*pi,1.736570910584004*pi) q[6];\nu3(3.2147929216085176*pi,-0.4673645138812731*pi,2.3046809942548068*pi) q[7];\nu3(3.280369893153113*pi,2.7571735965183057*pi,1.4569853545786358*pi) q[8];\nu3(3.63477474905801*pi,-0.1799088941403485*pi,4.042598714210932*pi) q[9];\nu3(3.401037379215313*pi,1.9843427660455073*pi,1.0821435125631214*pi) q[10];\nu3(3.2245852150931293*pi,-0.38254396134132773*pi,0.6840105835908636*pi) q[11];\nu3(3.4929428424687945*pi,-0.11537090896342311*pi,1.398402416579018*pi) q[12];\nu3(3.2430072087197477*pi,-0.2213458743585348*pi,1.0875811550640924*pi) q[14];\nRxxyyzz(0.39647194025031945*pi,0.2480840368424468*pi,3.84497699776466*pi) q[0],q[4];\nRxxyyzz(0.3926753366285499*pi,0.24139096787976477*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.4106434565483107*pi,0.30994063744651756*pi,0.1497714649563071*pi) q[2],q[6];\nRxxyyzz(0.41289365939112976*pi,0.28566363587734656*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.4510402676431094*pi,0.13970596485580525*pi,0.051946610901599584*pi) q[7],q[14];\nRxxyyzz(0.45640892427023005*pi,0.2731408217215918*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.4550861912193995*pi,0.37707812566868626*pi,0.0*pi) q[11],q[13];\nu3(3.4327508157455444*pi,0.13924332893172253*pi,2.0434127948534866*pi) q[0];\nu3(3.2714173600474714*pi,3.0151718961068985*pi,0.7874314457758178*pi) q[1];\nu3(3.7944395814132568*pi,0.7474354725202264*pi,4.383253498285404*pi) q[2];\nu3(3.3216862626051364*pi,2.9665850800608933*pi,1.5512557939536042*pi) q[3];\nu3(3.656009336040788*pi,-0.22936156115449036*pi,1.8379514517023405*pi) q[4];\nu3(3.7308100018184573*pi,-0.4608046568977924*pi,2.750100633788111*pi) q[6];\nu3(3.4728383901405633*pi,0.5357177707541614*pi,3.9105967104270025*pi) q[7];\nu3(3.6020852638158045*pi,2.9994451569406175*pi,1.464311906793916*pi) q[8];\nu3(3.248561219540223*pi,0.4215845246147306*pi,0.9046177081380887*pi) q[9];\nu3(3.2448977965519656*pi,-0.38470530489260113*pi,1.7513691923381347*pi) q[10];\nu3(3.4571061112079593*pi,0.6347166977295986*pi,0.935070189303432*pi) q[11];\nu3(3.5123674286909625*pi,0.39776799122773665*pi,1.289400799975823*pi) q[12];\nu3(3.525172078954988*pi,0.11631840431452789*pi,0.8662336751609575*pi) q[13];\nu3(3.4700255333940264*pi,-0.2817972716590732*pi,2.2077491309622856*pi) q[14];\nRxxyyzz(0.45027710474244*pi,0.08082452270520302*pi,0.0*pi) q[0],q[1];\nRxxyyzz(0.45337601078133005*pi,0.15685647388213836*pi,0.05433700979371486*pi) q[2],q[3];\nRxxyyzz(0.3794164638975801*pi,0.2287417258249731*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.4459483524767801*pi,0.3143862442125727*pi,3.8288676927663503*pi) q[6],q[14];\nRxxyyzz(0.42781729131692814*pi,0.18756464520892913*pi,0.0*pi) q[13],q[7];\nRxxyyzz(0.42975600705308026*pi,0.18789096044060116*pi,0.0*pi) q[9],q[12];\nRxxyyzz(0.43570259398351974*pi,0.22957610853480848*pi,0.0*pi) q[10],q[11];\nu3(3.787821930277656*pi,3.259522229331167*pi,4.031174564294771*pi) q[0];\nu3(3.4458136991986366*pi,-0.10701966404633073*pi,1.8488316752446108*pi) q[1];\nu3(3.7408786886401715*pi,0.8983639963254066*pi,3.9387623203656164*pi) q[2];\nu3(3.7222647538641715*pi,-0.40832882316763164*pi,2.6601680757407387*pi) q[3];\nu3(3.2568700634596404*pi,-0.07224232252013563*pi,2.4314988146838434*pi) q[5];\nu3(3.1739926567143137*pi,-0.14697747989261062*pi,2.2295950968083114*pi) q[6];\nu3(3.3854988442412517*pi,3.4186602913745556*pi,0.5957218091061125*pi) q[7];\nu3(3.883149950973549*pi,0.8141055606175844*pi,1.6742743094601769*pi) q[8];\nu3(3.5817635367777396*pi,1.7721704614642393*pi,1.2914204153835742*pi) q[9];\nu3(3.2188923806472434*pi,-0.39407056924915074*pi,4.103279952349494*pi) q[10];\nu3(3.3908817371446913*pi,-0.2986886850799336*pi,1.8241654324471248*pi) q[11];\nu3(3.550281904132522*pi,2.8452875519287835*pi,2.3770856226137185*pi) q[12];\nu3(3.474918921047249*pi,2.8854954631597556*pi,1.5777010588789726*pi) q[13];\nu3(3.370625837678364*pi,1.661306463954518*pi,0.5992023210591038*pi) q[14];\nRxxyyzz(0.37840536662947966*pi,0.2997575579499392*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.4027610503568998*pi,0.13557543110967996*pi,0.0*pi) q[1],q[5];\nRxxyyzz(0.4674958926152897*pi,0.18221934082315738*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.34591599338051005*pi,0.1405563520990718*pi,0.0*pi) q[8],q[3];\nRxxyyzz(0.3642543633648594*pi,0.2522994824027853*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.44280362305540777*pi,0.38314201452124974*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.33888593781120957*pi,0.30807160131838174*pi,0.0*pi) q[7],q[14];\nu3(3.3388040861136874*pi,-0.36759296669393815*pi,1.4118345300571054*pi) q[0];\nu3(3.883974039878063*pi,-0.2801525596381187*pi,0.9259196476351119*pi) q[1];\nu3(3.6575955445024*pi,-0.24272881914211308*pi,3.881558455239132*pi) q[2];\nu3(3.3542965283414707*pi,-0.25602398786435876*pi,0.7317928540772565*pi) q[3];\nu3(3.5538173496934164*pi,2.0315664947164267*pi,1.9759688816525398*pi) q[4];\nu3(3.685339411567493*pi,2.6913257080251953*pi,1.3918723444284442*pi) q[5];\nu3(3.349797326179364*pi,0.19062912561833534*pi,1.7094630778528992*pi) q[6];\nu3(3.228458455054608*pi,-0.4496149269676195*pi,4.198768504977401*pi) q[7];\nu3(3.7404116820728945*pi,0.05796286376256132*pi,1.650228143094173*pi) q[8];\nu3(3.099250693181803*pi,0.07843635657042014*pi,1.0307425632338738*pi) q[9];\nu3(3.3648475612098085*pi,0.5038102779214351*pi,2.374632343780169*pi) q[10];\nu3(3.530320883919331*pi,-0.04560771770702421*pi,1.0093224563645866*pi) q[11];\nu3(3.6055541816894796*pi,3.0937292328429757*pi,2.3329372563517152*pi) q[12];\nu3(3.6605014941741683*pi,0.8371277356710756*pi,1.8399713960419684*pi) q[14];\nRxxyyzz(0.3665501092664003*pi,0.1146677444782841*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.4425449063232956*pi,0.12207148778880261*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.37000868073539983*pi,0.16370554360963063*pi,0.0*pi) q[12],q[3];\nRxxyyzz(0.27668239100197*pi,0.23910851426383406*pi,0.0*pi) q[9],q[5];\nRxxyyzz(0.39485993088155746*pi,0.375028937547703*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.46814295661928995*pi,0.17912046873816245*pi,0.0*pi) q[10],q[7];\nRxxyyzz(0.42466954523604006*pi,0.3945663512359048*pi,0.0*pi) q[14],q[11];\nu3(3.8084499778903695*pi,2.921689699685571*pi,0.7554917312536489*pi) q[0];\nu3(3.5557061586437753*pi,3.3587644346307015*pi,0.7335673721127376*pi) q[1];\nu3(3.9204298013235106*pi,0.4790884239407086*pi,1.2159034271017828*pi) q[2];\nu3(3.6496971994629126*pi,0.09615670770175933*pi,1.397381112129863*pi) q[3];\nu3(3.1209234191730184*pi,0.16730205170611767*pi,0.5835987367345992*pi) q[5];\nu3(3.352967426648119*pi,0.12079589330620466*pi,0.668010586779664*pi) q[6];\nu3(3.568585529405608*pi,3.0771466918679344*pi,1.436532336427136*pi) q[7];\nu3(3.4881069701036713*pi,3.0142460411533967*pi,2.2553678223563476*pi) q[8];\nu3(3.696564800461699*pi,1.716049073232627*pi,1.5706256010962876*pi) q[9];\nu3(3.451125274015845*pi,2.722884678393475*pi,4.307112056317793*pi) q[10];\nu3(3.4419557379154657*pi,0.11404151819445685*pi,1.8034183894444653*pi) q[11];\nu3(3.4505621676356286*pi,2.414527444077103*pi,1.518702072876712*pi) q[12];\nu3(3.8558944005325864*pi,3.4108051746098798*pi,1.9483994150717838*pi) q[13];\nu3(3.7073139934979595*pi,2.5329107217864637*pi,0.7801262296306346*pi) q[14];\nRxxyyzz(0.4749697319628402*pi,0.30184827480501064*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.384620005417657*pi,0.16453276621221274*pi,0.06510840787279297*pi) q[12],q[1];\nRxxyyzz(0.49299580746916916*pi,0.313013444036801*pi,0.0*pi) q[5],q[2];\nRxxyyzz(0.4304095032331601*pi,0.23957441171919766*pi,0.2038025316508161*pi) q[3],q[7];\nRxxyyzz(0.3730744693404304*pi,0.3090268512178995*pi,0.0*pi) q[14],q[4];\nRxxyyzz(0.4196260416016996*pi,0.35509447348506645*pi,3.878675351240675*pi) q[8],q[6];\nRxxyyzz(0.2822672747826227*pi,0.20757345886900525*pi,0.0*pi) q[11],q[9];\nu3(3.340556351525205*pi,3.16841654008*pi,0.6003009000198998*pi) q[0];\nu3(3.8291635613879813*pi,3.2854594668777306*pi,3.8359145115293343*pi) q[1];\nu3(3.3456513924116704*pi,2.024456338721002*pi,1.8940419061498597*pi) q[2];\nu3(3.716973316333218*pi,0.044834157181734*pi,1.7532000109815051*pi) q[3];\nu3(3.5108385404880904*pi,2.9011102345330273*pi,1.6936194636966735*pi) q[4];\nu3(3.3715655583568203*pi,2.3482112662693093*pi,2.117078273163022*pi) q[5];\nu3(3.1813295572863067*pi,0.42470468383504256*pi,2.2825786536589896*pi) q[6];\nu3(3.7504126191738116*pi,-0.040747772558110795*pi,0.9644964075087018*pi) q[7];\nu3(3.223255705001709*pi,-0.1717262570415059*pi,1.4894889618927722*pi) q[8];\nu3(3.315086655308747*pi,0.2526169119390932*pi,4.446896022337587*pi) q[9];\nu3(3.653881756579395*pi,0.7501895749073755*pi,0.8008877272024166*pi) q[10];\nu3(3.6898778606419196*pi,3.4106061871635376*pi,3.918838122076594*pi) q[11];\nu3(3.465383521044413*pi,3.0899283805254374*pi,4.279576486666899*pi) q[12];\nu3(3.8979982162868834*pi,-0.3517220378282557*pi,0.8061201111513447*pi) q[14];\nRxxyyzz(0.47242647552053985*pi,0.3468929860309161*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.4078504918883299*pi,0.25113273202460806*pi,3.870412883302221*pi) q[4],q[3];\nRxxyyzz(0.44218159423682973*pi,0.1758254240764783*pi,3.8632490484695197*pi) q[11],q[5];\nRxxyyzz(0.4266951820003501*pi,0.13279152201518105*pi,3.896035881854731*pi) q[13],q[7];\nRxxyyzz(0.48790061132164064*pi,0.26637071112496913*pi,0.0*pi) q[9],q[10];\nu3(3.371137184773573*pi,2.796453741888293*pi,1.7002154412425932*pi) q[0];\nu3(3.163947236410262*pi,2.057842987429783*pi,1.4632093547574874*pi) q[2];\nu3(3.38475821766021*pi,0.7118882336170973*pi,0.6111906011503567*pi) q[3];\nu3(3.2074059806496336*pi,0.19418599033096384*pi,1.9511778990858626*pi) q[4];\nu3(3.851622340842462*pi,2.5149096256692123*pi,0.60258412140311*pi) q[5];\nu3(3.583158836022632*pi,2.7057305738522675*pi,1.3821149958896242*pi) q[7];\nu3(3.631745347478232*pi,2.240621404013459*pi,1.001338372504977*pi) q[9];\nu3(3.2923403546263486*pi,3.28463303893398*pi,4.122131136320296*pi) q[10];\nu3(3.3567107721802945*pi,2.239074296984372*pi,0.7818867186813332*pi) q[11];\nu3(3.6880180751291642*pi,-0.4417423986407264*pi,1.2910312740913388*pi) q[13];\nRxxyyzz(0.44656108582957027*pi,0.12410252672711576*pi,0.10667870312633024*pi) q[0],q[14];\nRxxyyzz(0.3810227601047562*pi,0.2784219468281377*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.4438466853690301*pi,0.33122729849522337*pi,0.17930142720988404*pi) q[4],q[9];\nRxxyyzz(0.4435567568433597*pi,0.37255601000815997*pi,3.76822123652685*pi) q[12],q[5];\nRxxyyzz(0.42125092948681997*pi,0.3222069505835121*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.34629074787146985*pi,0.19288736718129496*pi,0.0*pi) q[11],q[7];\nRxxyyzz(0.38112287732585115*pi,0.14559354895556664*pi,0.0*pi) q[8],q[13];\nu3(3.8837504758248866*pi,3.123752576822751*pi,4.206365912116995*pi) q[0];\nu3(3.3702104364395806*pi,2.6446147952991197*pi,0.7212680110390064*pi) q[1];\nu3(3.3941320745554964*pi,2.4094283424064664*pi,1.4288240813421673*pi) q[3];\nu3(3.5262945284455323*pi,3.4982679462265134*pi,1.8067143283869926*pi) q[4];\nu3(3.081886768704838*pi,-0.2485709243750237*pi,4.2113633099165835*pi) q[5];\nu3(3.485607866486665*pi,2.8272323954556122*pi,1.3626013028929873*pi) q[6];\nu3(3.338467634355551*pi,2.875097658691148*pi,1.17601859423756*pi) q[7];\nu3(3.755562805734274*pi,0.6653065418486817*pi,1.3283230967509843*pi) q[8];\nu3(3.242285685492878*pi,2.4991288633681465*pi,4.418120868033614*pi) q[9];\nu3(3.794323567564123*pi,-0.13660723355889676*pi,0.623174761415791*pi) q[10];\nu3(3.4497991143583864*pi,0.09205093504871842*pi,3.8136293417791416*pi) q[11];\nu3(3.7629339311407413*pi,-0.3561266212879005*pi,0.9724964818662061*pi) q[12];\nu3(3.718920431949257*pi,0.44824823403366443*pi,1.44156892413679*pi) q[13];\nu3(3.4823725901194464*pi,3.393235103427854*pi,0.9790049721933919*pi) q[14];\nRxxyyzz(0.44933377093720994*pi,0.18327173973951766*pi,0.11173010840394848*pi) q[0],q[12];\nRxxyyzz(0.45161739760142006*pi,0.28607796181888845*pi,0.0*pi) q[1],q[5];\nRxxyyzz(0.4417183957862658*pi,0.34675816958794425*pi,3.8052824857394354*pi) q[2],q[11];\nRxxyyzz(0.4032800087178513*pi,0.21825315800996992*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.39770920946995014*pi,0.2992735243526613*pi,0.11886389959124352*pi) q[9],q[6];\nRxxyyzz(0.4208697515404066*pi,0.2116783518086507*pi,0.0*pi) q[7],q[14];\nRxxyyzz(0.35762550068408017*pi,0.33748766307146427*pi,0.16700932113801237*pi) q[8],q[10];\nu3(3.7838264266410193*pi,-0.3076796748014571*pi,4.224125832278962*pi) q[0];\nu3(3.2773933006302634*pi,2.927332514770254*pi,0.7575146340656893*pi) q[1];\nu3(3.2827565492505317*pi,3.2877492419932963*pi,1.5322118588742097*pi) q[2];\nu3(3.415268816937102*pi,0.9611975498723668*pi,1.995259776097578*pi) q[4];\nu3(3.4484991852227775*pi,2.139295905114122*pi,1.4831878695256586*pi) q[5];\nu3(3.400714435326212*pi,2.304280867071604*pi,4.007049236387473*pi) q[6];\nu3(3.8353756456439827*pi,0.9015260621130323*pi,1.839857926824795*pi) q[7];\nu3(3.3708223868995435*pi,-0.39647044956047306*pi,0.7456052919536607*pi) q[8];\nu3(3.9962791883408366*pi,0.5321093549637055*pi,3.901782136287681*pi) q[9];\nu3(3.3651683178307987*pi,0.5981488894696394*pi,0.7393715070965969*pi) q[10];\nu3(3.1636775130744548*pi,1.2445262179254797*pi,2.3870286716984594*pi) q[11];\nu3(3.481607366603325*pi,-0.4876399286452646*pi,0.5635259472384863*pi) q[12];\nu3(3.7807471398500243*pi,0.3653111876452457*pi,1.8029200921389628*pi) q[13];\nu3(3.790156499244098*pi,0.16344988507116776*pi,0.544855308935489*pi) q[14];\nRxxyyzz(0.4318739113179398*pi,0.348775077369775*pi,0.08184807740591182*pi) q[0],q[7];\nRxxyyzz(0.34729048584296035*pi,0.2718870458636351*pi,3.8555319716860605*pi) q[3],q[6];\nRxxyyzz(0.4731215300814994*pi,0.22688173673042833*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.42924314205331*pi,0.1866352566208091*pi,3.87369547098521*pi) q[13],q[8];\nRxxyyzz(0.4596711734835194*pi,0.27232945334492875*pi,0.0*pi) q[9],q[10];\nu3(3.9511129085112993*pi,-0.2197062863798307*pi,4.174953316994399*pi) q[0];\nu3(3.5022354872228245*pi,0.2685027350349296*pi,1.4335873828225478*pi) q[3];\nu3(3.6610773474040914*pi,0.6294766127986919*pi,1.7177632064505834*pi) q[4];\nu3(3.879185725478192*pi,0.6827299768918149*pi,1.6831155312395334*pi) q[6];\nu3(3.5170273505363614*pi,0.26819178190094317*pi,3.58280430658806*pi) q[7];\nu3(3.4394462891253403*pi,0.4056377823723648*pi,1.3719189807609742*pi) q[8];\nu3(3.2886157277753387*pi,0.11545770842267455*pi,4.189839320111436*pi) q[9];\nu3(3.343300875056402*pi,2.2522439068465046*pi,1.6765841131330173*pi) q[10];\nu3(3.390380529830895*pi,0.5561327978166606*pi,1.2054746632696691*pi) q[13];\nu3(3.5698162060963727*pi,3.1445997492876057*pi,2.130157633850784*pi) q[14];\nRxxyyzz(0.3249715289047004*pi,0.1471045507625678*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.3729823054067702*pi,0.0873036858871261*pi,3.9334792290663807*pi) q[14],q[1];\nRxxyyzz(0.38836247151378*pi,0.18332752248150708*pi,0.0*pi) q[13],q[3];\nRxxyyzz(0.3405122580156905*pi,0.2109707204383403*pi,0.0*pi) q[12],q[4];\nRxxyyzz(0.3876996224524626*pi,0.1284104578583835*pi,3.9281288306109925*pi) q[10],q[5];\nRxxyyzz(0.4645233448844106*pi,0.3560500182011125*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.3962179062933501*pi,0.23722474975807117*pi,0.0*pi) q[8],q[9];\nu3(3.6576844903265386*pi,-0.35880294869326884*pi,0.8999005904595903*pi) q[0];\nu3(3.3800340775474242*pi,-0.04875431952802023*pi,0.6489643078617018*pi) q[1];\nu3(3.59534653515278*pi,3.2128823729031035*pi,0.6721252251441395*pi) q[3];\nu3(3.702148675181272*pi,2.940507623522948*pi,2.3574323624238938*pi) q[4];\nu3(3.515281229450694*pi,3.455858799971983*pi,2.069697153460787*pi) q[5];\nu3(3.397321557570379*pi,0.27407907676288557*pi,2.0614819591706643*pi) q[6];\nu3(3.3005604050416437*pi,1.094630901371313*pi,1.6745963221451599*pi) q[7];\nu3(3.881101595515281*pi,3.0685871916963645*pi,4.496281171177227*pi) q[8];\nu3(3.2158635606396127*pi,-0.21641953581155765*pi,0.8518802819719677*pi) q[9];\nu3(3.0975367408095167*pi,2.5829957284184224*pi,1.5679496661391652*pi) q[10];\nu3(3.383861532883466*pi,2.3775393991705585*pi,1.4790782867357526*pi) q[11];\nu3(3.608549696347814*pi,3.258775506533668*pi,4.070530890778409*pi) q[12];\nu3(3.7033835016022096*pi,0.5044838923462367*pi,0.8523278924420872*pi) q[13];\nu3(3.7481152258631374*pi,0.4428251292097132*pi,2.005623674775294*pi) q[14];\nRxxyyzz(0.3503839646690988*pi,0.3359100849818122*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.4715839578232599*pi,0.22637279038045044*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.44920887975558*pi,0.291048273024056*pi,0.10939496591280483*pi) q[2],q[4];\nRxxyyzz(0.2181564588494802*pi,0.13271245925742114*pi,0.0*pi) q[12],q[3];\nRxxyyzz(0.45005358180740973*pi,0.30731269106352604*pi,3.8974272662609106*pi) q[14],q[7];\nRxxyyzz(0.4303192981647329*pi,0.2778547922246398*pi,0.0*pi) q[11],q[8];\nRxxyyzz(0.40565098386390996*pi,0.3864225933891792*pi,0.0*pi) q[13],q[10];\nu3(3.3704061639531147*pi,3.0537385138043875*pi,4.134527718782195*pi) q[0];\nu3(3.837974421549661*pi,3.2312049092518427*pi,1.0102155891745168*pi) q[1];\nu3(3.6372909397031603*pi,3.3780422013475526*pi,3.6437829738229657*pi) q[2];\nu3(3.8009105622717128*pi,2.730005315341943*pi,1.6204239874445372*pi) q[3];\nu3(3.882033505894939*pi,3.2404389553417787*pi,3.3004149713333586*pi) q[4];\nu3(1.5432634793273325*pi,3.4657881379538127*pi,0.6310896923734098*pi) q[6];\nu3(3.6863498223831233*pi,3.030492468840747*pi,1.2032598692590395*pi) q[7];\nu3(3.6944689747464317*pi,0.0115564913249393*pi,0.9271908712618722*pi) q[8];\nu3(3.7980701714327325*pi,0.20938268364996926*pi,1.8283501102689863*pi) q[9];\nu3(3.5013650522666295*pi,1.0508777432003131*pi,1.7978438438906164*pi) q[10];\nu3(3.4794522974415587*pi,3.31764377561468*pi,1.2068660959053514*pi) q[11];\nu3(3.4080178532327627*pi,-0.4955295626331614*pi,3.897283341889678*pi) q[12];\nu3(3.6955908685316174*pi,0.3470121984322052*pi,1.531039956952311*pi) q[13];\nu3(3.6953701091602076*pi,0.14453266424763056*pi,1.6618844791739695*pi) q[14];\nmeasure q[6] -> c[0];\nmeasure q[13] -> c[1];\nmeasure q[10] -> c[4];\nRxxyyzz(0.39633667898355984*pi,0.3155525779609545*pi,0.14059526344515133*pi) q[1],q[0];\nRxxyyzz(0.4343449771160399*pi,0.3743648690588161*pi,0.0*pi) q[14],q[2];\nRxxyyzz(0.33029249052272996*pi,0.22500601263524755*pi,3.8968862291523902*pi) q[3],q[5];\nRxxyyzz(0.4215895521541101*pi,0.16132379303271893*pi,0.0*pi) q[12],q[4];\nRxxyyzz(0.4138316145640202*pi,0.12940011876870605*pi,0.0*pi) q[11],q[7];\nRxxyyzz(0.42587358082508026*pi,0.13935550456746415*pi,3.9444163811948307*pi) q[8],q[9];\nu3(3.569150331983136*pi,1.7816152705369142*pi,0.8224027055856133*pi) q[0];\nu3(3.2563072909804416*pi,1.014721493853322*pi,4.215961360155456*pi) q[1];\nu3(3.6209823081422963*pi,1.1735632043815112*pi,1.5267717052628567*pi) q[2];\nu3(3.4877710107344537*pi,0.24862371492117008*pi,1.5293333989699507*pi) q[3];\nu3(3.889429163875279*pi,0.09144854381754475*pi,0.9114900336744718*pi) q[4];\nu3(2.8311663300904164*pi,0.5806703379494107*pi,2.1045388776965903*pi) q[5];\nu3(3.5986931797313804*pi,1.2617421634718935*pi,1.8064606112062664*pi) q[7];\nu3(3.6219310479660125*pi,3.2755796770297403*pi,1.9937652757796034*pi) q[8];\nu3(3.733155683893191*pi,0.2942409059792367*pi,1.5627099770978936*pi) q[9];\nu3(3.53306099143576*pi,2.2460624050738183*pi,1.450492123675835*pi) q[11];\nu3(3.597534781186268*pi,2.754251080733759*pi,0.5930451055876178*pi) q[12];\nu3(3.7325442416901677*pi,-0.4575193483545439*pi,0.6886696790893639*pi) q[14];\nmeasure q[12] -> c[2];\nmeasure q[14] -> c[3];\nmeasure q[1] -> c[5];\nmeasure q[3] -> c[6];\nmeasure q[2] -> c[7];\nmeasure q[8] -> c[8];\nmeasure q[7] -> c[9];\nmeasure q[0] -> c[10];\nmeasure q[4] -> c[11];\nmeasure q[5] -> c[12];\nmeasure q[11] -> c[13];\nmeasure q[9] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.0609040699626453*pi,0.8908875151007751*pi,0.8380980671206132*pi) q[0];\nu3(3.7713329426456057*pi,3.3018484421575893*pi,3.7957570833303977*pi) q[1];\nu3(3.1428295319901047*pi,2.9321184098889193*pi,0.9828136952106492*pi) q[2];\nu3(3.4319816445579026*pi,3.46320237755364*pi,1.999024995042721*pi) q[3];\nu3(3.28652078783297*pi,3.074472017039114*pi,3.9880999614209385*pi) q[4];\nu3(3.156112014407967*pi,1.5194262508941234*pi,1.501925758976076*pi) q[5];\nu3(3.621599436359719*pi,2.981131511448804*pi,3.655678804093072*pi) q[6];\nu3(3.204833459432496*pi,0.9152893195157485*pi,4.319887177591832*pi) q[7];\nu3(3.655379739608474*pi,3.4344937961142885*pi,2.3782903423794153*pi) q[8];\nu3(3.6703431881550856*pi,1.6984765112899218*pi,4.0175865613536175*pi) q[9];\nu3(3.0851543277283624*pi,-0.03405464977411676*pi,1.4808500277800523*pi) q[10];\nu3(3.6215595169639427*pi,2.9748943268835446*pi,0.742803105142535*pi) q[11];\nu3(3.306720421070422*pi,3.1125138679601045*pi,1.6921789337306028*pi) q[12];\nu3(3.560024573303473*pi,3.4301449406209077*pi,2.340318652326604*pi) q[13];\nu3(3.2995980372089146*pi,2.9528058250600053*pi,1.6737004955670143*pi) q[14];\nRxxyyzz(0.4043826255064159*pi,0.2952015999850861*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.43376727770947976*pi,0.34105138835065363*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.24918488979536987*pi,0.22552475795749105*pi,3.9227473533640307*pi) q[2],q[9];\nRxxyyzz(0.33629380453786617*pi,0.21108403217177374*pi,0.07350967133597708*pi) q[3],q[5];\nRxxyyzz(0.46752929512592*pi,0.38271376936289775*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.39779390739401954*pi,0.11836545864905568*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.43369892939852017*pi,0.13722193664220161*pi,0.0*pi) q[7],q[10];\nu3(3.460684818465708*pi,2.3832810909568014*pi,1.2858050390660214*pi) q[0];\nu3(3.86397177951424*pi,3.2858209203297317*pi,2.4760303446148435*pi) q[1];\nu3(3.701646228231744*pi,3.1113371879293243*pi,0.8237400031922788*pi) q[2];\nu3(3.5374048551060824*pi,2.9165381504436834*pi,4.340849858148147*pi) q[3];\nu3(3.5020895314121914*pi,2.2829832329727022*pi,3.9878214875907383*pi) q[4];\nu3(3.6029764689777695*pi,3.3259830650285*pi,3.1520481987771722*pi) q[5];\nu3(3.1732226255500215*pi,0.3177036061519296*pi,4.49815292666086*pi) q[6];\nu3(3.3504407857852776*pi,-0.09273011238943474*pi,3.963133012131636*pi) q[7];\nu3(3.536806607393689*pi,-0.39924324651903953*pi,2.740684751772486*pi) q[8];\nu3(3.2233914007155677*pi,1.971604337926962*pi,1.0422409257104066*pi) q[9];\nu3(3.9008504938560846*pi,0.05717037593084717*pi,0.7344503426370411*pi) q[10];\nu3(3.352757407723897*pi,-0.3904143428567167*pi,3.892502523203918*pi) q[11];\nu3(3.6935839049570562*pi,0.009256615565490733*pi,1.0979254867327835*pi) q[13];\nu3(3.1020858367156956*pi,-0.06837609371602738*pi,0.9159028367007136*pi) q[14];\nRxxyyzz(0.4518681109626598*pi,0.16924098041808122*pi,0.0*pi) q[1],q[5];\nRxxyyzz(0.3658254173585199*pi,0.2241220794274934*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.44435844738227015*pi,0.33203257748709714*pi,3.7086667688254398*pi) q[4],q[9];\nRxxyyzz(0.3632418111900503*pi,0.2663424862970199*pi,3.8826926805970903*pi) q[6],q[8];\nRxxyyzz(0.46124184306950955*pi,0.3952687270351786*pi,0.0*pi) q[7],q[11];\nRxxyyzz(0.43324851609048076*pi,0.3120318076230213*pi,0.0*pi) q[10],q[12];\nu3(3.2667101731228825*pi,0.18369424796658484*pi,0.6895495965554199*pi) q[1];\nu3(3.158334320472898*pi,0.31118795120467224*pi,0.765328244465481*pi) q[2];\nu3(3.5106979875729074*pi,2.6510115359640825*pi,2.43611999168526*pi) q[4];\nu3(3.5661152945279997*pi,3.2166458720344977*pi,1.4051297303717294*pi) q[5];\nu3(3.843322418966466*pi,2.0615111736893246*pi,1.767235753031864*pi) q[6];\nu3(3.283203410814869*pi,-0.3035676312566551*pi,2.05250366699528*pi) q[7];\nu3(3.410190535044134*pi,2.335389753172362*pi,2.219681876968245*pi) q[8];\nu3(3.5963098477665634*pi,-0.39688491348446964*pi,4.103435435524849*pi) q[9];\nu3(3.8698271679628236*pi,2.6388068325322602*pi,0.7422441087637434*pi) q[10];\nu3(3.238260254660468*pi,-0.12015784798562273*pi,3.411087817666468*pi) q[11];\nu3(3.5175025220497105*pi,-0.4625059891401828*pi,1.1623200608644102*pi) q[12];\nu3(3.3190889751734765*pi,-0.4031160772441487*pi,0.5364936040483457*pi) q[13];\nRxxyyzz(0.45774388074624994*pi,0.4266532815086867*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.39752465656090985*pi,0.23825686027333867*pi,0.05327072952466554*pi) q[3],q[7];\nRxxyyzz(0.3390667329555902*pi,0.1740225888774234*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.34319519187926517*pi,0.1597198427575628*pi,0.0*pi) q[13],q[6];\nRxxyyzz(0.33343796978970996*pi,0.0*pi,0.0*pi) q[10],q[14];\nRxxyyzz(0.35859357212579024*pi,0.15993466128546618*pi,0.10390279327937879*pi) q[11],q[12];\nu3(3.549857420245565*pi,-0.07944883528228242*pi,4.278523781917555*pi) q[0];\nu3(3.4256772494976566*pi,2.403813424371348*pi,0.9592105581966011*pi) q[3];\nu3(3.830253133208582*pi,2.5229709671204312*pi,2.0547547390709218*pi) q[4];\nu3(3.7649512052743552*pi,-0.10207011667371568*pi,2.3064223920738396*pi) q[6];\nu3(3.5398735380325332*pi,0.14687475747647594*pi,4.297658738197029*pi) q[7];\nu3(3.2905750102268287*pi,-0.16042207589562107*pi,2.3176189110347627*pi) q[8];\nu3(3.3193012115018856*pi,3.006520884259625*pi,2.9999495002036127*pi) q[9];\nu3(3.6623011850633684*pi,3.1781783530487697*pi,0.536492487018442*pi) q[10];\nu3(3.5178292193930036*pi,1.1462683693128248*pi,0.8533107239430325*pi) q[11];\nu3(3.3941041472860918*pi,2.498256002676359*pi,4.214780154549482*pi) q[12];\nu3(3.298984607371519*pi,1.4845267746122977*pi,1.5951876872090605*pi) q[13];\nu3(3.488292847077142*pi,3.2938819614571564*pi,3.9182129285719407*pi) q[14];\nRxxyyzz(0.3689261825103197*pi,0.2226894833384706*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.49248428595712357*pi,0.28985053023084983*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.2644801578598389*pi,0.046162379155947564*pi,0.0*pi) q[8],q[2];\nRxxyyzz(0.3085142349427494*pi,0.20542007720001232*pi,3.9432343148584597*pi) q[3],q[11];\nRxxyyzz(0.4065420232065101*pi,0.32632793682833694*pi,0.19457810841146878*pi) q[6],q[4];\nRxxyyzz(0.34922163925616*pi,0.18025523168202806*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.3793281183768098*pi,0.2696879163828486*pi,0.0*pi) q[7],q[9];\nu3(3.522839922369386*pi,-0.2468248838819127*pi,1.963947002261425*pi) q[0];\nu3(3.500971308326476*pi,3.277187084520689*pi,0.7338634572858415*pi) q[1];\nu3(3.207725469619917*pi,0.8300916897701343*pi,1.2906221647036356*pi) q[2];\nu3(3.43697544215719*pi,3.2835397006152123*pi,0.8772473244524976*pi) q[3];\nu3(3.022125488262059*pi,2.9573714897220453*pi,3.173623832562787*pi) q[4];\nu3(3.431836805136933*pi,2.3552893590339545*pi,2.0462749027953153*pi) q[5];\nu3(3.0541908453640754*pi,-0.06836873828943485*pi,1.4757711314793667*pi) q[6];\nu3(3.2578911917280053*pi,0.34520194034587515*pi,1.9525952853841848*pi) q[7];\nu3(3.3989323033632353*pi,-0.02622622983679601*pi,4.1101589670559395*pi) q[8];\nu3(3.4817513395635475*pi,-0.2524627721778686*pi,3.9261137847769647*pi) q[9];\nu3(3.801765465569285*pi,2.8535625251963483*pi,1.8918498589388157*pi) q[10];\nu3(3.3631172480315943*pi,3.3531653758520332*pi,2.294497069481706*pi) q[11];\nu3(3.1879502984690964*pi,0.3825098973986376*pi,0.8877280588753342*pi) q[13];\nu3(3.2351573649615917*pi,3.3666582315018023*pi,0.8605952123246379*pi) q[14];\nRxxyyzz(0.3149025720790804*pi,0.19672982497635827*pi,0.1043744389038137*pi) q[7],q[0];\nRxxyyzz(0.39339137767675014*pi,0.2501946072744631*pi,0.0*pi) q[13],q[1];\nRxxyyzz(0.4265523719780102*pi,0.22314509662884907*pi,0.0*pi) q[3],q[2];\nRxxyyzz(0.33100029440125*pi,0.18772838253829705*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.39581811150740004*pi,0.2673715266653663*pi,0.12525061404460303*pi) q[5],q[9];\nRxxyyzz(0.3929035362664797*pi,0.22136493053650155*pi,3.8484923171373495*pi) q[14],q[8];\nRxxyyzz(0.40263262778448006*pi,0.1585981973303681*pi,0.11020779265017916*pi) q[10],q[12];\nu3(3.296071486615667*pi,0.381136268042086*pi,1.6103926583949724*pi) q[0];\nu3(3.7322425524795015*pi,2.0775843297617422*pi,2.4774977827912856*pi) q[1];\nu3(3.4898613455965286*pi,3.385843208918739*pi,1.3550152966951448*pi) q[2];\nu3(3.3720821366716534*pi,-0.2744576056389001*pi,1.9543680880463248*pi) q[3];\nu3(3.4851455464033467*pi,0.5028394547566177*pi,1.0262302341465923*pi) q[4];\nu3(3.7589417166491437*pi,0.7681843592017241*pi,0.7130745966882299*pi) q[5];\nu3(3.6249840493399494*pi,0.1838025393857743*pi,4.0919253934909445*pi) q[7];\nu3(3.3262180985512626*pi,1.7829846639754692*pi,2.349338071102161*pi) q[8];\nu3(3.6344573070263553*pi,3.4015966358994394*pi,2.3111604782403585*pi) q[9];\nu3(3.513419908365047*pi,0.17309195796369048*pi,3.280863506072438*pi) q[10];\nu3(3.5218717490783593*pi,-0.3999356598800561*pi,0.9809089546613281*pi) q[11];\nu3(3.1757642986562904*pi,0.04807803292675661*pi,0.6498105169031209*pi) q[12];\nu3(3.5314750366415817*pi,3.404690173195429*pi,1.9654590042735127*pi) q[13];\nu3(3.5355447677707583*pi,-0.27862538131687353*pi,2.196848550029877*pi) q[14];\nRxxyyzz(0.41533107614180986*pi,0.1830450600436093*pi,3.9584031116317995*pi) q[5],q[0];\nRxxyyzz(0.31007317206787033*pi,0.17426829355447437*pi,0.0*pi) q[9],q[1];\nRxxyyzz(0.34872626836327625*pi,0.15431344634722066*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.30521330701519034*pi,0.2776657962288045*pi,3.9488384914942305*pi) q[7],q[3];\nRxxyyzz(0.44778602944600004*pi,0.252760517076146*pi,3.91122519456178*pi) q[4],q[8];\nRxxyyzz(0.26593104268746004*pi,0.2457977909259328*pi,0.04434517271742422*pi) q[6],q[13];\nRxxyyzz(0.3502158533238502*pi,0.18051610715446798*pi,0.0*pi) q[10],q[14];\nu3(3.164037257159947*pi,3.0182443685941287*pi,1.5890333878742071*pi) q[0];\nu3(3.062960756442079*pi,-0.2941452093206671*pi,2.060935949614982*pi) q[1];\nu3(3.4392907783269955*pi,3.2609502356596396*pi,4.173254789431903*pi) q[2];\nu3(3.758622677658828*pi,2.9769620891590742*pi,2.198726891771774*pi) q[3];\nu3(3.2251047153162586*pi,0.8711699058809419*pi,1.9191927534424158*pi) q[4];\nu3(3.3436524636291147*pi,0.14862727217938376*pi,2.0629046793041876*pi) q[5];\nu3(3.456592592178847*pi,0.04245753964625676*pi,1.0909004672711533*pi) q[6];\nu3(3.310931682732898*pi,-0.07426933599954083*pi,3.9834586144682462*pi) q[7];\nu3(3.7270129212324217*pi,2.4846378092708004*pi,2.1483747330707614*pi) q[8];\nu3(3.460315807241275*pi,-0.21604440391371543*pi,1.0112723298852142*pi) q[9];\nu3(3.363079474685791*pi,-0.1934343375629929*pi,3.693894065895853*pi) q[10];\nu3(3.474996710783363*pi,3.352443338156468*pi,0.6027755667075319*pi) q[12];\nu3(3.3626334324147074*pi,-0.18366052991100323*pi,1.4086845257987646*pi) q[13];\nu3(3.7689484210853776*pi,-0.10146476451475989*pi,1.9007502082290701*pi) q[14];\nRxxyyzz(0.4460530568468897*pi,0.2012905730039487*pi,0.0*pi) q[6],q[0];\nRxxyyzz(0.34986983523020054*pi,0.14038135687283582*pi,0.08350816165650343*pi) q[5],q[1];\nRxxyyzz(0.43934714420495025*pi,0.13838114749059205*pi,0.0*pi) q[9],q[2];\nRxxyyzz(0.3889644323575694*pi,0.27590169664314823*pi,3.89266135711635*pi) q[13],q[3];\nRxxyyzz(0.41490809497793996*pi,0.3335250740496305*pi,0.07974427978143045*pi) q[12],q[4];\nRxxyyzz(0.3713785557744701*pi,0.22777909824084464*pi,0.0*pi) q[14],q[7];\nRxxyyzz(0.4126374938250499*pi,0.3304794306143255*pi,0.04394748569958075*pi) q[10],q[11];\nu3(3.311042879931371*pi,0.42886505071416203*pi,1.2544321740462776*pi) q[0];\nu3(3.427298829936901*pi,3.415453237100097*pi,3.8448846524751916*pi) q[1];\nu3(3.7420176845402526*pi,-0.49717718275527045*pi,4.478557495351825*pi) q[2];\nu3(3.3759837244655952*pi,0.1734774106044077*pi,1.815787190702224*pi) q[3];\nu3(3.861592425370087*pi,3.41716226892194*pi,1.6121976030963556*pi) q[4];\nu3(3.171514633709784*pi,0.41474053387593*pi,1.018633292777582*pi) q[5];\nu3(3.1501828970230683*pi,3.073221573135824*pi,0.904149025057059*pi) q[6];\nu3(3.306970872650053*pi,-0.4386548428687742*pi,4.255298168863524*pi) q[7];\nu3(3.1740838372529105*pi,0.2378117430403206*pi,0.6748243368141693*pi) q[9];\nu3(3.545241815907705*pi,2.6937537721128546*pi,3.6710497670604516*pi) q[10];\nu3(3.720743391971321*pi,3.476885557611662*pi,3.2001423873024075*pi) q[11];\nu3(3.7794645357351007*pi,3.3617226290470468*pi,1.699426045638254*pi) q[12];\nu3(3.73833947295267*pi,0.8194548392747754*pi,1.004857884170712*pi) q[13];\nu3(3.819686879392071*pi,-0.27650081037230023*pi,3.918183603863861*pi) q[14];\nRxxyyzz(0.4368194223686497*pi,0.15164008999619405*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.4493149633006795*pi,0.2189709305371295*pi,0.136464511735384*pi) q[2],q[1];\nRxxyyzz(0.4247962707210303*pi,0.22318674790426377*pi,3.8973000672072295*pi) q[10],q[3];\nRxxyyzz(0.44160440544876994*pi,0.27032642757262204*pi,3.8465754048972*pi) q[5],q[6];\nRxxyyzz(0.43137488963082515*pi,0.31349316841581754*pi,0.0*pi) q[9],q[8];\nRxxyyzz(0.4676387060343802*pi,0.3100896845511134*pi,0.0*pi) q[12],q[11];\nRxxyyzz(0.45575125382273024*pi,0.23574722299399206*pi,0.19502620519033112*pi) q[14],q[13];\nu3(3.5450829547683975*pi,0.5727359626617303*pi,1.2637059243633941*pi) q[0];\nu3(3.4465330120113062*pi,1.3024566997754699*pi,0.9822257142750742*pi) q[1];\nu3(3.698667401027465*pi,0.5042031326605119*pi,0.8685495403483642*pi) q[2];\nu3(3.8256838495866794*pi,0.13208468805985452*pi,2.3717514087695184*pi) q[3];\nu3(3.48103488876498*pi,0.1643845399414875*pi,1.451254185086593*pi) q[5];\nu3(3.521107067072455*pi,3.467026323114844*pi,1.054985158689063*pi) q[6];\nu3(3.515999409136087*pi,0.22835970656195448*pi,2.213141404005242*pi) q[7];\nu3(3.297836022113751*pi,0.41421992894569704*pi,1.259774117508912*pi) q[8];\nu3(3.050124683232187*pi,0.03671046302151326*pi,1.1875537839452004*pi) q[9];\nu3(3.72419452659326*pi,2.132272590387859*pi,0.7861896875822416*pi) q[10];\nu3(3.550019386095201*pi,1.3674067842744302*pi,1.3898204987700047*pi) q[11];\nu3(3.241653644604893*pi,0.6369430636426676*pi,1.6965597308667455*pi) q[12];\nu3(3.6143626765478967*pi,3.4525382635880226*pi,1.1874285773137458*pi) q[13];\nu3(3.3555443958090168*pi,2.8842878432919243*pi,0.6891109855194927*pi) q[14];\nRxxyyzz(0.41188251047968905*pi,0.30959763782301186*pi,0.19733560561667648*pi) q[5],q[0];\nRxxyyzz(0.2235275289201582*pi,0.09568300932152152*pi,0.06610649251967704*pi) q[11],q[1];\nRxxyyzz(0.45011921297605373*pi,0.25584348237718246*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.35766801676990945*pi,0.15999520635738307*pi,3.896206546254829*pi) q[13],q[3];\nRxxyyzz(0.39378878332624984*pi,0.32413237941357725*pi,0.26046353656956606*pi) q[12],q[4];\nRxxyyzz(0.4729815238079207*pi,0.1738138505189527*pi,0.0*pi) q[14],q[6];\nRxxyyzz(0.35604209326449*pi,0.1383401880784394*pi,0.0*pi) q[10],q[7];\nu3(3.1660934982901363*pi,-0.05518622668626694*pi,3.4891960023225583*pi) q[0];\nu3(3.2100538602230846*pi,-0.16887703024521517*pi,1.1483919099844437*pi) q[1];\nu3(3.3876344825768316*pi,2.960396608917011*pi,4.344686151644904*pi) q[2];\nu3(3.784770556445224*pi,1.947278658189724*pi,1.822015710639882*pi) q[3];\nu3(3.1647117734228285*pi,0.3105526805105665*pi,3.420188426923258*pi) q[4];\nu3(3.387113217528491*pi,2.8653149557234685*pi,1.065173199599799*pi) q[5];\nu3(3.4652532142956742*pi,0.652576104159361*pi,1.5472438843120588*pi) q[6];\nu3(3.7365079266856016*pi,3.278595268979254*pi,2.0743550190047104*pi) q[7];\nu3(3.3079703937988416*pi,-0.3944239089800181*pi,4.32780936038855*pi) q[9];\nu3(3.4367936179180454*pi,2.6440831641787375*pi,2.4078719215947757*pi) q[10];\nu3(3.703406520794807*pi,3.1287089021436545*pi,4.136342598961902*pi) q[11];\nu3(3.217622612751542*pi,0.3942629437890295*pi,1.5868641246359152*pi) q[12];\nu3(3.414994660449612*pi,3.461419547043664*pi,2.322487381260039*pi) q[13];\nu3(3.3627562588628335*pi,-0.0652182954021629*pi,0.5304811328216998*pi) q[14];\nRxxyyzz(0.39978501893625995*pi,0.2298145079516729*pi,0.0*pi) q[8],q[2];\nRxxyyzz(0.38362569414167236*pi,0.207801653066777*pi,0.0*pi) q[7],q[3];\nRxxyyzz(0.4900747588212703*pi,0.22851622376856096*pi,0.0*pi) q[14],q[4];\nRxxyyzz(0.4443155193768603*pi,0.17761580828724033*pi,0.0*pi) q[13],q[6];\nRxxyyzz(0.3931580141525598*pi,0.23574810184652417*pi,0.0*pi) q[12],q[9];\nRxxyyzz(0.4552850609879106*pi,0.20416460059765298*pi,3.9534197756603895*pi) q[11],q[10];\nu3(3.6108835909121724*pi,2.7131680024994296*pi,0.6457791612891386*pi) q[2];\nu3(3.1435151797379604*pi,-0.2254655479475406*pi,2.1662945114412695*pi) q[3];\nu3(3.3958257985128073*pi,3.1866155306414536*pi,1.411035358525017*pi) q[4];\nu3(3.531345527766419*pi,2.7577951311449675*pi,4.317245532827835*pi) q[6];\nu3(3.468033770099969*pi,-0.48455310671124374*pi,0.5653281152229104*pi) q[7];\nu3(3.0512773777579834*pi,-0.09350625802849338*pi,0.9970665712321716*pi) q[8];\nu3(3.2142473541998933*pi,-0.36677904328852257*pi,4.470903529114363*pi) q[9];\nu3(3.081941613146917*pi,2.4089765665790637*pi,0.9349479787841108*pi) q[10];\nu3(3.7267979974197285*pi,3.4331088545780033*pi,1.540003243126205*pi) q[11];\nu3(3.2878320103596774*pi,-0.4357379771584091*pi,1.232747347926665*pi) q[12];\nu3(3.672772154226629*pi,3.29048006300519*pi,1.844599766131527*pi) q[13];\nu3(3.309269411787337*pi,-0.4288032139472726*pi,3.976223110485168*pi) q[14];\nRxxyyzz(0.28327444672545005*pi,0.14311976585869068*pi,0.0758230475501529*pi) q[7],q[1];\nRxxyyzz(0.3308628461774399*pi,0.16564892544103582*pi,3.94164878237342*pi) q[13],q[2];\nRxxyyzz(0.3489099902220102*pi,0.2946343130252417*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.36996040652928996*pi,0.1702704962135947*pi,0.0*pi) q[14],q[6];\nRxxyyzz(0.43094289448177003*pi,0.28107684810160904*pi,0.0*pi) q[8],q[9];\nu3(3.6914606563382684*pi,0.1757528271761304*pi,1.21839262333198*pi) q[1];\nu3(3.791963496941291*pi,0.0900137870471952*pi,0.8255686810699459*pi) q[2];\nu3(3.3220252855102905*pi,0.9726661820547333*pi,0.5070397426835022*pi) q[3];\nu3(3.621232825348964*pi,3.4093545186227474*pi,0.8256080985267591*pi) q[4];\nu3(3.718217546193888*pi,3.294537405150268*pi,1.3114636760890932*pi) q[6];\nu3(3.3984849486047493*pi,-0.04573078217874876*pi,0.6494225958807329*pi) q[7];\nu3(3.539925062821612*pi,0.17642621465792174*pi,4.2451386063493795*pi) q[8];\nu3(3.152634687171774*pi,2.756265465989218*pi,4.424656265865399*pi) q[9];\nu3(3.5836785010749095*pi,0.7032598659530975*pi,1.708235620739023*pi) q[13];\nu3(3.5843835368899857*pi,3.074280319378654*pi,0.7137996228122576*pi) q[14];\nRxxyyzz(0.4040459178426201*pi,0.20912565418401496*pi,0.0*pi) q[0],q[1];\nRxxyyzz(0.4483654829256497*pi,0.14856110455377936*pi,0.0*pi) q[9],q[2];\nRxxyyzz(0.4079111959637798*pi,0.18262041610535998*pi,3.9433417193927305*pi) q[10],q[3];\nRxxyyzz(0.38207510428541974*pi,0.23687174997430915*pi,0.08072976766310583*pi) q[4],q[5];\nRxxyyzz(0.37620263946410737*pi,0.14398381418860862*pi,0.0*pi) q[7],q[6];\nRxxyyzz(0.4628398569837102*pi,0.13868230404960902*pi,0.0*pi) q[14],q[8];\nRxxyyzz(0.43527665502589696*pi,0.13775270356189306*pi,0.0*pi) q[11],q[13];\nu3(3.6966012769839676*pi,2.82737348399933*pi,0.8887560135353916*pi) q[0];\nu3(3.517679869181382*pi,1.1212788270863552*pi,1.683212378229861*pi) q[1];\nu3(3.424330243326583*pi,-0.009718438306491106*pi,4.340911083812278*pi) q[2];\nu3(3.6855480533101677*pi,3.192531629883653*pi,1.4625476490818698*pi) q[3];\nu3(3.632006622955457*pi,-0.14451049948588457*pi,3.299447922023772*pi) q[4];\nu3(3.4009661320097817*pi,0.8156497918263543*pi,0.8051151192840097*pi) q[5];\nu3(3.5633826165787257*pi,1.841003987218354*pi,1.169241255927259*pi) q[6];\nu3(3.1648779272487997*pi,2.8682871165088244*pi,2.2864511637471825*pi) q[7];\nu3(3.3698352017895306*pi,3.2555312827023526*pi,0.8334473040449351*pi) q[8];\nu3(3.3986491064541813*pi,0.8835770823915652*pi,1.2251197333080466*pi) q[9];\nu3(3.6486278886488392*pi,0.37047048089540513*pi,1.1780972129891012*pi) q[10];\nu3(3.2279083245099542*pi,2.971299541589579*pi,0.5612685884704924*pi) q[11];\nu3(3.6943990428972455*pi,1.748798934909653*pi,1.3866285502186928*pi) q[13];\nu3(3.737037546614799*pi,-0.20190806073698236*pi,0.9244164173822078*pi) q[14];\nRxxyyzz(0.43248640738497024*pi,0.1558509218030109*pi,3.8503005238849397*pi) q[0],q[6];\nRxxyyzz(0.4077770181897069*pi,0.29400962100269945*pi,3.938417374276748*pi) q[8],q[1];\nRxxyyzz(0.3670615478526197*pi,0.24542447523705416*pi,0.06902104428160413*pi) q[4],q[3];\nRxxyyzz(0.43959643394145964*pi,0.1996888134219246*pi,3.9057761322774*pi) q[5],q[13];\nRxxyyzz(0.3564900393097906*pi,0.22707335155390984*pi,0.0*pi) q[12],q[7];\nRxxyyzz(0.4622035687991457*pi,0.29642247340099726*pi,0.0*pi) q[14],q[9];\nRxxyyzz(0.4138418822880804*pi,0.25732836911551327*pi,0.0*pi) q[11],q[10];\nu3(3.5540696389466757*pi,-0.03114917674966955*pi,1.8424069732656632*pi) q[0];\nu3(3.7176314271653372*pi,-0.24962701231054152*pi,1.0652569497769577*pi) q[1];\nu3(3.857283351084134*pi,0.6624997737506468*pi,1.2157011993398383*pi) q[3];\nu3(3.3021722216426053*pi,2.9037006591842696*pi,4.409617029363895*pi) q[4];\nu3(3.4475021047844296*pi,3.0687156642526583*pi,1.180556868078626*pi) q[5];\nu3(3.3323810727011893*pi,0.009311783723830902*pi,1.6555380077421153*pi) q[6];\nu3(3.875551063486137*pi,3.372525588094155*pi,2.1211771726787028*pi) q[7];\nu3(3.804105157506399*pi,2.8759707543805195*pi,1.3675827281313653*pi) q[8];\nu3(3.4123298725214095*pi,1.9024349455116307*pi,1.0660497807452933*pi) q[9];\nu3(3.545599778379817*pi,2.9465403323669777*pi,1.951050801365684*pi) q[10];\nu3(3.232133131883408*pi,2.2354977039911668*pi,2.093476925912144*pi) q[11];\nu3(3.4856728591068005*pi,3.2179783415249394*pi,1.4324659779947582*pi) q[12];\nu3(3.6178143138203547*pi,0.5725149028599557*pi,2.3862707073428195*pi) q[13];\nu3(3.5293867193693598*pi,3.3785085421308336*pi,2.3123299133933246*pi) q[14];\nRxxyyzz(0.4863588501909497*pi,0.2515755057808775*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.3156804990661*pi,0.2343413045028191*pi,3.8744426345452507*pi) q[5],q[2];\nRxxyyzz(0.37566769607410955*pi,0.09455490431480129*pi,0.0*pi) q[13],q[3];\nRxxyyzz(0.4098658215907697*pi,0.24975640025264356*pi,0.04394762405824857*pi) q[4],q[14];\nRxxyyzz(0.45213672664059*pi,0.274633241665033*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.2315554811041897*pi,0.13423501526482484*pi,3.95552055831941*pi) q[11],q[9];\nu3(3.359922025939896*pi,0.46968245217783444*pi,2.141048585139586*pi) q[0];\nu3(3.613951433769251*pi,3.248239565015351*pi,1.3855640328757608*pi) q[2];\nu3(3.462197516285271*pi,3.3020457721380865*pi,2.2365990278006365*pi) q[3];\nu3(3.5665935511405626*pi,2.9433288089268768*pi,0.81187713793951*pi) q[4];\nu3(3.9663316752561397*pi,2.282933656992249*pi,1.1424542458400324*pi) q[5];\nu3(3.2021871759833886*pi,2.6231217705679457*pi,0.6961397504302687*pi) q[6];\nu3(3.4278749344280772*pi,-0.028968184345595893*pi,1.3638605656125864*pi) q[7];\nu3(3.4414740826941674*pi,2.7025305659130217*pi,1.6157466913947607*pi) q[9];\nu3(3.6066501194524707*pi,2.790698376118708*pi,2.0068300073376264*pi) q[10];\nu3(3.641749969530665*pi,2.9581528489661317*pi,4.387289355433398*pi) q[11];\nu3(3.397375008791599*pi,-0.18615181049039897*pi,4.443581944290442*pi) q[13];\nu3(3.769910678029714*pi,2.2749813531480365*pi,4.091380575385974*pi) q[14];\nmeasure q[6] -> c[8];\nRxxyyzz(0.4684553116634903*pi,0.289941540780406*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.42604398606443944*pi,0.20901443955986276*pi,0.11298936736295652*pi) q[11],q[1];\nRxxyyzz(0.42245725957143054*pi,0.15438994093985237*pi,0.0*pi) q[12],q[2];\nRxxyyzz(0.4609808486113902*pi,0.39994022379079164*pi,3.852253442820001*pi) q[4],q[8];\nRxxyyzz(0.3243034949580902*pi,0.2628927778016408*pi,3.92512734942615*pi) q[5],q[14];\nRxxyyzz(0.4596651609136799*pi,0.37296541596263755*pi,0.0*pi) q[13],q[7];\nRxxyyzz(0.4285984425427197*pi,0.3245890538698486*pi,0.0*pi) q[10],q[9];\nu3(3.7725784045192605*pi,0.23193697193685492*pi,0.5732070655769241*pi) q[0];\nu3(3.5055849211018053*pi,2.5487574132627135*pi,0.6416265437995499*pi) q[1];\nu3(3.530169317394208*pi,1.4973008228446478*pi,1.7804456384093852*pi) q[2];\nu3(3.381275414273909*pi,0.517197403581598*pi,1.453180468153851*pi) q[3];\nu3(3.700841767785268*pi,-0.3424388419779181*pi,2.0100497672766107*pi) q[4];\nu3(1.5447171438231764*pi,3.4898821230104695*pi,1.2912461276623834*pi) q[5];\nu3(3.653550443121006*pi,-0.4519987324707979*pi,3.1195567627478655*pi) q[7];\nu3(3.271115210091763*pi,-0.252275682911008*pi,1.4411746988795437*pi) q[8];\nu3(3.39023808343417*pi,0.46855307245246314*pi,1.4722272388242938*pi) q[9];\nu3(3.29307212421088*pi,1.2250009997698794*pi,1.2232235676062628*pi) q[10];\nu3(3.6811210091430366*pi,-0.34173145720154646*pi,1.4103768721712886*pi) q[11];\nu3(3.612552630989067*pi,2.1607432285834447*pi,1.5813116671584355*pi) q[12];\nu3(3.277080001193331*pi,3.479709552656884*pi,0.8790819768749412*pi) q[13];\nu3(2.8079238394666772*pi,0.41303745993369934*pi,2.3405064541171496*pi) q[14];\nmeasure q[4] -> c[0];\nmeasure q[5] -> c[1];\nmeasure q[10] -> c[2];\nmeasure q[13] -> c[3];\nmeasure q[12] -> c[4];\nmeasure q[8] -> c[5];\nmeasure q[11] -> c[6];\nmeasure q[0] -> c[7];\nmeasure q[9] -> c[9];\nmeasure q[7] -> c[10];\nmeasure q[3] -> c[11];\nmeasure q[14] -> c[12];\nmeasure q[2] -> c[13];\nmeasure q[1] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(3.5777042790340428*pi,3.289175595840858*pi,1.2218735642791336*pi) q[0];\nu3(3.4593811584755048*pi,2.2910647337330126*pi,1.791412529752348*pi) q[1];\nu3(3.364933346975843*pi,0.5037101051275634*pi,3.817501356189408*pi) q[2];\nu3(3.482465440809638*pi,-0.11835691912857704*pi,4.394951321796963*pi) q[3];\nu3(3.662159490238812*pi,3.012651895082728*pi,1.9540549513005088*pi) q[4];\nu3(3.524427275349288*pi,2.0953820550566578*pi,2.2797887742755547*pi) q[5];\nu3(3.1884367437557017*pi,-0.333884664774289*pi,0.8406933230454463*pi) q[6];\nu3(3.7328281178244054*pi,0.2543024665385918*pi,1.569533166280375*pi) q[7];\nu3(3.8442716297102346*pi,-0.06212856259898347*pi,2.258472748906436*pi) q[8];\nu3(3.567896820097458*pi,3.0021217381182614*pi,4.447689139307762*pi) q[9];\nu3(3.54790091966069*pi,2.969011651971071*pi,4.406065202889279*pi) q[10];\nu3(3.979982670740806*pi,0.016259025446814346*pi,3.920256516917621*pi) q[11];\nu3(3.3120795036200033*pi,0.15318937940410526*pi,1.507594147679562*pi) q[12];\nu3(3.051727824558477*pi,3.179836090687473*pi,3.807828099449233*pi) q[13];\nu3(3.908176233874125*pi,3.0904404656860307*pi,0.5401805928160961*pi) q[14];\nRxxyyzz(0.43752584442666986*pi,0.36821302791729504*pi,0.06060688335994158*pi) q[0],q[10];\nRxxyyzz(0.4292394101252994*pi,0.1888171218966318*pi,0.08218826497158109*pi) q[1],q[6];\nRxxyyzz(0.411675492826861*pi,0.2989158741800362*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.4060243854979598*pi,0.21473671968086008*pi,3.868512820350491*pi) q[3],q[13];\nRxxyyzz(0.44815974941463976*pi,0.3240398299764983*pi,3.9530374894922606*pi) q[4],q[12];\nRxxyyzz(0.38992115157556007*pi,0.23557537365773817*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.4191349244784407*pi,0.07358497332986524*pi,0.0*pi) q[9],q[14];\nu3(3.5024899640548854*pi,2.347827932859418*pi,2.1206864979977973*pi) q[0];\nu3(3.3535688222765394*pi,2.439758843781072*pi,4.104428352861925*pi) q[1];\nu3(3.070297467445659*pi,-0.0898334683827795*pi,0.7339529777459282*pi) q[2];\nu3(3.738184630390453*pi,-0.407350748239217*pi,1.8679118543792077*pi) q[3];\nu3(3.4702946933188565*pi,-0.1729917112644247*pi,0.9809679991257934*pi) q[4];\nu3(3.46824701137871*pi,0.0029768465665778177*pi,1.2110106526605795*pi) q[5];\nu3(3.3105204086835753*pi,2.999960462407272*pi,4.234270773585809*pi) q[6];\nu3(3.7328781331086254*pi,-0.05586798285958772*pi,0.6565071952574352*pi) q[8];\nu3(3.702147214119748*pi,2.9285658596761897*pi,0.9474625345576442*pi) q[9];\nu3(3.7457883608195166*pi,0.9389135136118614*pi,1.7148160806907815*pi) q[10];\nu3(3.3418608470924465*pi,3.217886187152283*pi,2.384307939718996*pi) q[11];\nu3(3.712058851038677*pi,0.9705505202800264*pi,2.358269013363733*pi) q[12];\nu3(3.632738738755888*pi,0.7090785164191735*pi,1.0225215908765533*pi) q[13];\nu3(3.6124498927385575*pi,3.1623713609285202*pi,1.4497126866724668*pi) q[14];\nRxxyyzz(0.4077551104081696*pi,0.20352882290129148*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.28583018120219006*pi,0.16117287250691603*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.36475039788541974*pi,0.12396338053177935*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.36817271269154*pi,0.26042576983810317*pi,0.04572133314643868*pi) q[8],q[4];\nRxxyyzz(0.25435735990092523*pi,0.09102753328116242*pi,0.0*pi) q[6],q[5];\nRxxyyzz(0.338989039208642*pi,0.25223411618137526*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.4568594152069405*pi,0.16507842700181688*pi,3.9156086307378697*pi) q[11],q[13];\nu3(3.193363482391749*pi,2.34878289824447*pi,0.9312049270859024*pi) q[0];\nu3(3.715884608364957*pi,-0.1298922807593238*pi,0.6896151691429786*pi) q[2];\nu3(3.206358083950683*pi,2.8605418782236507*pi,1.7557668787114449*pi) q[3];\nu3(3.273548942297912*pi,2.9386111372083974*pi,3.909736710530968*pi) q[4];\nu3(3.6105204019222903*pi,-0.05929326613174257*pi,2.2674375478528597*pi) q[5];\nu3(3.5274821363307045*pi,-0.2729894831153623*pi,1.7324707390558078*pi) q[6];\nu3(3.760544905258418*pi,-0.25784239725172803*pi,2.4004166745849127*pi) q[7];\nu3(3.614947852246253*pi,-0.2905558856768761*pi,1.394769966963783*pi) q[8];\nu3(3.3969120580443812*pi,1.410700560055198*pi,1.5170061661217726*pi) q[9];\nu3(3.402906772355643*pi,3.196588938288721*pi,0.7915437486431416*pi) q[10];\nu3(3.6955363451149372*pi,0.06216324816969643*pi,1.322986152516021*pi) q[11];\nu3(3.6509021519976597*pi,-0.0886921776019447*pi,2.043586660258601*pi) q[12];\nu3(3.434600468935667*pi,1.314966753402269*pi,0.85647039307021*pi) q[13];\nu3(3.3449413768325056*pi,3.2486656378284318*pi,1.7668609572350271*pi) q[14];\nRxxyyzz(0.4306068823705198*pi,0.4065907391960355*pi,0.17955919469270754*pi) q[3],q[0];\nRxxyyzz(0.3307900882908399*pi,0.18520288826736753*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.4576723485567955*pi,0.3874773056797931*pi,0.18956718796452465*pi) q[8],q[2];\nRxxyyzz(0.4475693350240496*pi,0.26007473628601696*pi,3.8005509906765695*pi) q[4],q[14];\nRxxyyzz(0.4252876727542592*pi,0.2983828122164148*pi,0.055915213645865214*pi) q[9],q[7];\nRxxyyzz(0.32126179606691363*pi,0.10735256874042387*pi,0.0*pi) q[11],q[12];\nu3(3.1253263758562015*pi,0.25112148783550237*pi,1.9522612481125314*pi) q[0];\nu3(3.8460292042643*pi,2.520145999382266*pi,1.7648387665490748*pi) q[1];\nu3(3.4174526345568945*pi,-0.1025008834359139*pi,3.488395932915089*pi) q[2];\nu3(3.7412155552579387*pi,3.295444036226677*pi,3.703125395951065*pi) q[3];\nu3(3.2996903668212987*pi,0.17534017127697843*pi,1.8052620578139762*pi) q[4];\nu3(3.4125977007398034*pi,0.480781901211466*pi,1.2322987979386617*pi) q[7];\nu3(3.7264510906080073*pi,0.6618994409656254*pi,3.393654105116168*pi) q[8];\nu3(3.6816685309686386*pi,0.2838737231917733*pi,4.392318558935135*pi) q[9];\nu3(3.4967584162094956*pi,2.8593868471818467*pi,0.672575784958269*pi) q[11];\nu3(3.7922298742367637*pi,2.0408409754171886*pi,1.505955664928936*pi) q[12];\nu3(3.3411036866815205*pi,3.233516402922638*pi,2.4684579793885577*pi) q[13];\nu3(3.6717804035564114*pi,0.7939743395223162*pi,0.5052993765420579*pi) q[14];\nRxxyyzz(0.31500956949417835*pi,0.2546811000669462*pi,0.0*pi) q[4],q[0];\nRxxyyzz(0.44852960918169915*pi,0.3126360613761606*pi,0.0*pi) q[9],q[1];\nRxxyyzz(0.29113534974440997*pi,0.27833663857670166*pi,0.06119388813101523*pi) q[3],q[6];\nRxxyyzz(0.39718127804363*pi,0.22178948298728152*pi,0.0*pi) q[14],q[5];\nRxxyyzz(0.3515302426240196*pi,0.23854560817337989*pi,3.9572310014217695*pi) q[12],q[7];\nRxxyyzz(0.4577318011681895*pi,0.1891468885304262*pi,0.045231866477688974*pi) q[13],q[10];\nu3(3.3551605551030352*pi,-0.4425281193696929*pi,2.21416586029085*pi) q[0];\nu3(3.5060601206283604*pi,0.10633062963618034*pi,2.4817856964735983*pi) q[1];\nu3(3.266203815865291*pi,2.9750859108450576*pi,1.4177161016184232*pi) q[3];\nu3(3.4384543667478065*pi,0.5949275417920976*pi,0.997642824626562*pi) q[4];\nu3(3.5262743875055094*pi,3.0895985926905047*pi,2.3689026585353243*pi) q[5];\nu3(3.161759210333096*pi,3.2763930532601204*pi,0.8449148314629722*pi) q[6];\nu3(3.5763841657469952*pi,-0.1568339007869321*pi,1.9942286393058541*pi) q[7];\nu3(3.2001053871823446*pi,0.032543331880201753*pi,1.5296156517486492*pi) q[9];\nu3(3.3877453147651533*pi,1.9488189175385826*pi,0.6683144796864252*pi) q[10];\nu3(3.4199314630016753*pi,0.6391214966774639*pi,0.9997062435425529*pi) q[12];\nu3(3.587508166481844*pi,2.8072991558052163*pi,3.5449370787923025*pi) q[13];\nu3(3.2619510830886034*pi,2.4430922005054976*pi,3.7226245377616163*pi) q[14];\nRxxyyzz(0.4500979192686301*pi,0.4211368280995025*pi,0.04579023752851663*pi) q[1],q[13];\nRxxyyzz(0.48275394628111834*pi,0.16134575444013266*pi,0.0*pi) q[5],q[2];\nRxxyyzz(0.31843736292669006*pi,0.2881005704522899*pi,3.895360152427541*pi) q[6],q[14];\nRxxyyzz(0.43514703291110995*pi,0.3153850036607957*pi,0.10639733828386569*pi) q[8],q[7];\nRxxyyzz(0.38866358640181353*pi,0.17710992726165753*pi,0.0*pi) q[12],q[9];\nRxxyyzz(0.3693700597641301*pi,0.1817686442089306*pi,0.08156946252633733*pi) q[11],q[10];\nu3(3.495409842464046*pi,2.984886556334228*pi,2.451104700700178*pi) q[1];\nu3(3.299221337781552*pi,2.80105802455273*pi,0.6216485331916237*pi) q[2];\nu3(3.6057638814915265*pi,-0.02723108446241318*pi,0.8146772259567343*pi) q[5];\nu3(3.9435215269720505*pi,2.209850083291979*pi,1.2513594577047897*pi) q[6];\nu3(3.361691091983964*pi,0.2787306934133651*pi,1.3995423592389196*pi) q[7];\nu3(3.313614724040703*pi,-0.32218615787574023*pi,3.7291936213126853*pi) q[8];\nu3(3.666881058009573*pi,0.3501769880834399*pi,0.5186867564309288*pi) q[9];\nu3(3.6496933341788393*pi,1.0458803659280314*pi,0.5599906433293553*pi) q[10];\nu3(3.583634615039748*pi,0.730438252484535*pi,0.5978032647582848*pi) q[11];\nu3(3.2384803994224023*pi,0.2604599712710075*pi,0.5572516013403924*pi) q[12];\nu3(3.46985100572509*pi,0.40253655303623614*pi,1.2757136057134708*pi) q[13];\nu3(3.277187465496052*pi,0.6601989343904091*pi,1.520677561924089*pi) q[14];\nRxxyyzz(0.4303958334486499*pi,0.24426365761196592*pi,0.043503929043507285*pi) q[0],q[2];\nRxxyyzz(0.39047319662061053*pi,0.16090633080156658*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.45907255728756013*pi,0.25811950290906616*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.39596358781463004*pi,0.34795346325088605*pi,0.0*pi) q[14],q[4];\nRxxyyzz(0.3482130538352699*pi,0.16367093767348861*pi,0.0*pi) q[9],q[5];\nRxxyyzz(0.4512659409918297*pi,0.11286161078206103*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.4303028959974444*pi,0.23498882687065958*pi,0.0*pi) q[8],q[10];\nu3(3.688597733002719*pi,0.8947006702782132*pi,0.9212634554042886*pi) q[0];\nu3(3.7061951801527035*pi,3.4223992271627384*pi,1.27479620420745*pi) q[1];\nu3(3.377106152821458*pi,3.3771769760868304*pi,2.041186484032804*pi) q[2];\nu3(3.5172988444814566*pi,-0.038417921394051646*pi,0.7801828366775245*pi) q[3];\nu3(3.712242586807643*pi,-0.27776479179871194*pi,1.735113881836577*pi) q[4];\nu3(3.440927121986408*pi,3.4892022544497068*pi,1.4488536533426055*pi) q[5];\nu3(3.65702214636059*pi,2.6977579241893883*pi,2.476843562765005*pi) q[6];\nu3(3.140636669615087*pi,2.5145810375118116*pi,1.928330758183804*pi) q[7];\nu3(3.5156600927074186*pi,2.510369497243304*pi,2.228876443791722*pi) q[8];\nu3(3.2348702217683187*pi,3.0095001507990546*pi,1.613706435236423*pi) q[9];\nu3(3.669410831359749*pi,2.5483135429390886*pi,2.266432618126053*pi) q[10];\nu3(3.356260814104195*pi,0.676054695173923*pi,1.6870571873727602*pi) q[11];\nu3(3.6344968307886822*pi,-0.2190683167656698*pi,1.9353216275118412*pi) q[12];\nu3(3.3251585123991125*pi,1.106142584773261*pi,1.3001265401088928*pi) q[14];\nRxxyyzz(0.40961749519455837*pi,0.20923874657149355*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.3994902621855495*pi,0.31553243029595546*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.4388813410342096*pi,0.11836737231011796*pi,0.0*pi) q[10],q[2];\nRxxyyzz(0.46006302252589015*pi,0.31696617587638665*pi,0.0*pi) q[13],q[4];\nRxxyyzz(0.42214788184039426*pi,0.09740058609738968*pi,0.05468197111331977*pi) q[8],q[5];\nRxxyyzz(0.3834412328188792*pi,0.2653428908375216*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.36500441596088606*pi,0.18804870181725297*pi,0.0*pi) q[14],q[12];\nu3(3.4634715803064533*pi,0.8818741227589775*pi,1.2624785986361866*pi) q[0];\nu3(3.7954804037879692*pi,0.16712471307465515*pi,1.9031805134854676*pi) q[1];\nu3(3.392075946089764*pi,2.9897993820986164*pi,0.8318834472847767*pi) q[2];\nu3(3.992664303676274*pi,0.3702306705392784*pi,1.6898948660501751*pi) q[4];\nu3(3.7706924972705944*pi,2.32006937209629*pi,1.146929276663314*pi) q[5];\nu3(3.6444864148910274*pi,0.1010592551648295*pi,0.5662308921195254*pi) q[6];\nu3(3.2525896396509126*pi,2.466397577376311*pi,1.8809979095491802*pi) q[7];\nu3(3.5097230604052694*pi,0.5354230226646921*pi,0.7650316444342843*pi) q[8];\nu3(3.4763205374041912*pi,-0.15996211089765944*pi,1.5886584422589765*pi) q[9];\nu3(3.3636645465301096*pi,3.331934344505089*pi,3.7842441950812247*pi) q[10];\nu3(3.5761594076088703*pi,0.3237368178508999*pi,1.7839896508503434*pi) q[11];\nu3(3.9144412749938944*pi,2.119545185817726*pi,0.7568011773583754*pi) q[12];\nu3(3.4416048530011687*pi,2.718748738576029*pi,2.4029625548862037*pi) q[13];\nu3(3.9175944245090264*pi,0.5737904692116769*pi,2.1945291564735463*pi) q[14];\nRxxyyzz(0.47355149578271016*pi,0.252087290358467*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.3210618256942599*pi,0.11658200826657616*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.3171706525858602*pi,0.30884332898583633*pi,0.0*pi) q[2],q[3];\nRxxyyzz(0.4378523017728596*pi,0.2866737186497672*pi,0.16379054783556496*pi) q[14],q[6];\nRxxyyzz(0.42162097591636993*pi,0.315064549966807*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.3827088087905697*pi,0.2586269511933166*pi,0.0*pi) q[9],q[10];\nu3(3.6000414757623123*pi,3.4486460842100763*pi,4.183501799531714*pi) q[0];\nu3(3.6819919755910946*pi,-0.4077940866843246*pi,1.9049453876455236*pi) q[1];\nu3(3.6788997892624247*pi,3.0897890974445934*pi,3.8398383826569904*pi) q[2];\nu3(3.096649879581726*pi,2.744536963495068*pi,0.7989528774038386*pi) q[3];\nu3(3.597428419632752*pi,-0.3050185789218979*pi,2.8044223373282158*pi) q[6];\nu3(3.151101481730141*pi,2.9602404642004254*pi,0.7115770497526106*pi) q[7];\nu3(3.3474652663794346*pi,-0.007778409013758758*pi,1.206998231230315*pi) q[9];\nu3(3.583876172145321*pi,3.2807480474920956*pi,0.639270678269895*pi) q[10];\nu3(3.348952192046742*pi,0.5249363531718774*pi,1.1732277845495336*pi) q[11];\nu3(3.3089027067083254*pi,-0.25755188600764667*pi,3.8997731209565796*pi) q[12];\nu3(3.1124251445472013*pi,3.379513767171782*pi,4.449624477909975*pi) q[13];\nu3(3.869198480508899*pi,1.3208640644280605*pi,0.5553421323288356*pi) q[14];\nRxxyyzz(0.45215170601320986*pi,0.3161777160811821*pi,3.7337477209760106*pi) q[12],q[0];\nRxxyyzz(0.2708155098953485*pi,0.09382660282588096*pi,0.0*pi) q[13],q[1];\nRxxyyzz(0.46700303907535*pi,0.06203491838732511*pi,0.0*pi) q[4],q[2];\nRxxyyzz(0.4494805006771002*pi,0.32539223143391216*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.41921181072630986*pi,0.37975113546414374*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.44195466047766097*pi,0.1790906293714214*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.39508730853030016*pi,0.3689806321554987*pi,0.09655732758749291*pi) q[10],q[14];\nu3(3.2586418948011113*pi,3.2707809694987517*pi,1.8328971390334128*pi) q[0];\nu3(3.2662678817132074*pi,-0.32586109166148436*pi,0.759522519332553*pi) q[1];\nu3(3.251570821274012*pi,3.0615266919538877*pi,2.036544869049208*pi) q[2];\nu3(3.3082324534738548*pi,-0.21896802476243443*pi,1.049474042799221*pi) q[3];\nu3(3.323831434793517*pi,0.2761052881057029*pi,0.5017191799545673*pi) q[4];\nu3(3.8707837281163875*pi,0.2939828423078893*pi,3.8898120793902433*pi) q[5];\nu3(3.547300997731501*pi,0.17154681111123726*pi,4.499580023327466*pi) q[6];\nu3(3.7900387980971373*pi,1.1438562955890976*pi,0.9362849547155867*pi) q[7];\nu3(3.5413755362436277*pi,0.4884715199169145*pi,1.177884931665151*pi) q[8];\nu3(3.6554946988735355*pi,0.02411131323108462*pi,2.242198639575288*pi) q[9];\nu3(3.7352630040756556*pi,2.177447242497061*pi,1.338925895636356*pi) q[10];\nu3(3.719724035203352*pi,2.7624741577326377*pi,0.7349933256682326*pi) q[12];\nu3(3.719874425035959*pi,3.0989005753457777*pi,0.8199803932322665*pi) q[13];\nu3(3.4971524669979885*pi,-0.16055623295928823*pi,2.9846938426513363*pi) q[14];\nRxxyyzz(0.38271231598091104*pi,0.3516257148161488*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.37944698551408973*pi,0.16968711135481218*pi,0.0*pi) q[4],q[1];\nRxxyyzz(0.45978285225076043*pi,0.2665157822186558*pi,0.11213943873790372*pi) q[2],q[10];\nRxxyyzz(0.45492513451922*pi,0.1659511070213162*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.3388899725687896*pi,0.17751556216688347*pi,0.0*pi) q[9],q[5];\nRxxyyzz(0.4638627159852885*pi,0.14891743607434027*pi,0.0*pi) q[12],q[11];\nRxxyyzz(0.4137086103260099*pi,0.36858521837163727*pi,0.055329129294037216*pi) q[13],q[14];\nu3(3.314710137641497*pi,-0.05653961694448806*pi,0.5445348061305695*pi) q[0];\nu3(3.640974178183367*pi,2.367086602789983*pi,1.8555029955776863*pi) q[1];\nu3(3.1246167672630873*pi,0.5438744363723622*pi,3.5779591983621004*pi) q[2];\nu3(3.8069281567192235*pi,-0.3086974357041617*pi,0.5161601338270878*pi) q[3];\nu3(3.3894811800317655*pi,2.999275386910591*pi,1.3748177371021333*pi) q[4];\nu3(3.4023312225214752*pi,3.4325065299582427*pi,0.6751079068664977*pi) q[5];\nu3(3.309063615203249*pi,-0.1856075494795154*pi,1.624564717683767*pi) q[6];\nu3(3.879097206339638*pi,-0.07529557998721381*pi,0.9214609007478093*pi) q[8];\nu3(3.330807705824817*pi,1.4532445258863402*pi,1.7099225356692123*pi) q[9];\nu3(3.574336726133225*pi,2.3325877690892893*pi,3.847835320179683*pi) q[10];\nu3(3.291818694289857*pi,-0.3701247250490495*pi,1.4614108563555208*pi) q[11];\nu3(3.1214681074300143*pi,2.575806636875668*pi,0.5369402315536553*pi) q[12];\nu3(3.4311230510300077*pi,0.16451651529455336*pi,0.7260175905322468*pi) q[13];\nu3(3.435179815023025*pi,3.1736895885630982*pi,4.286779906360961*pi) q[14];\nRxxyyzz(0.32613165562591023*pi,0.17139376855808797*pi,3.9089192391933207*pi) q[14],q[0];\nRxxyyzz(0.34044252756667964*pi,0.14340290571133973*pi,3.9395271128189098*pi) q[1],q[9];\nRxxyyzz(0.40117275194588986*pi,0.22404966012695005*pi,0.0*pi) q[2],q[3];\nRxxyyzz(0.3204664938267696*pi,0.22993660670970417*pi,0.05140131185246766*pi) q[4],q[8];\nRxxyyzz(0.33052865609707005*pi,0.17632218077308004*pi,0.0*pi) q[10],q[5];\nRxxyyzz(0.4352747380652803*pi,0.11238822766494039*pi,0.0*pi) q[11],q[6];\nRxxyyzz(0.34615899919863985*pi,0.220020149592266*pi,3.8957765387466*pi) q[13],q[7];\nu3(3.64395205407573*pi,-0.4434268097105426*pi,1.0644902601103028*pi) q[0];\nu3(3.5867382219549326*pi,0.7293103145346413*pi,0.6045779946101012*pi) q[1];\nu3(3.7834185251335786*pi,0.5724254062508665*pi,1.4513686017060865*pi) q[2];\nu3(3.5024121528458503*pi,2.1515824848010383*pi,1.7101257416710833*pi) q[3];\nu3(3.7182233725136857*pi,2.689275840040616*pi,1.4736746852874278*pi) q[4];\nu3(3.5560709156000194*pi,2.691502826255907*pi,2.10162623436674*pi) q[5];\nu3(3.374541189957239*pi,2.6198938163065226*pi,0.7210819697490951*pi) q[6];\nu3(3.2261557604900193*pi,1.4416746751430871*pi,4.490403395232251*pi) q[7];\nu3(3.710275151629679*pi,3.4047597361391375*pi,3.1310843163396163*pi) q[8];\nu3(3.0661221772187104*pi,2.9879188072562846*pi,2.4694859894045527*pi) q[9];\nu3(3.6154590276024647*pi,-0.1607106145598406*pi,4.392370355197164*pi) q[10];\nu3(3.6860129417776957*pi,0.4204496464145091*pi,1.4070355641443868*pi) q[11];\nu3(3.5375257608598925*pi,0.2729934361429849*pi,1.1557629984256632*pi) q[13];\nu3(3.27770099618371*pi,0.4656881905935656*pi,1.4686349794180429*pi) q[14];\nRxxyyzz(0.3568870766389099*pi,0.27188121739931503*pi,0.1270907372348855*pi) q[1],q[0];\nRxxyyzz(0.3390765293118002*pi,0.24502777176662116*pi,3.9184516576112594*pi) q[2],q[6];\nRxxyyzz(0.29944858429847887*pi,0.14459936254131733*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.40639378897006206*pi,0.17194575492294661*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.4184448538657901*pi,0.18309086284835127*pi,0.08343846202730663*pi) q[10],q[8];\nRxxyyzz(0.4735908350106256*pi,0.311561802056068*pi,0.0*pi) q[9],q[14];\nRxxyyzz(0.47225312601659986*pi,0.2485887849460373*pi,0.0*pi) q[11],q[13];\nu3(3.6974966192440366*pi,3.2641922820702423*pi,2.246036637803492*pi) q[0];\nu3(3.260666642904069*pi,0.19420061594928928*pi,4.0339046288634135*pi) q[1];\nu3(3.0260047276782958*pi,2.4814851220098983*pi,4.153448027155302*pi) q[2];\nu3(3.321138444924308*pi,-0.13684226435731506*pi,3.408097608981755*pi) q[3];\nu3(3.489118465233216*pi,3.4150291558063337*pi,0.8752107112484044*pi) q[4];\nu3(3.476558205822599*pi,3.492662457238228*pi,0.6981564437993146*pi) q[5];\nu3(3.69872290151956*pi,3.4751323630141346*pi,0.5724618162148555*pi) q[6];\nu3(3.6671793934981505*pi,-0.22184173072930358*pi,1.1182732486267408*pi) q[7];\nu3(3.6442931787578012*pi,2.4091036414303*pi,3.683104899431825*pi) q[8];\nu3(3.7266440811309813*pi,0.00786053181548696*pi,0.6894654163855787*pi) q[9];\nu3(3.4416312406341745*pi,1.9877013035259257*pi,4.165888363526944*pi) q[10];\nu3(3.5864694580013134*pi,-0.10410234454546885*pi,2.0316359663478494*pi) q[11];\nu3(3.4744247164842106*pi,2.684305375244011*pi,0.8672254320770412*pi) q[13];\nu3(3.535879121784722*pi,0.3279142693134943*pi,2.0018701614995242*pi) q[14];\nRxxyyzz(0.4406346831174495*pi,0.35671309529616396*pi,3.948731177785931*pi) q[6],q[0];\nRxxyyzz(0.42169814492713*pi,0.3945368555462638*pi,0.0*pi) q[1],q[10];\nRxxyyzz(0.4085216664420903*pi,0.3795334783029567*pi,0.06842706074258231*pi) q[2],q[8];\nRxxyyzz(0.4370779839398402*pi,0.3248238870079079*pi,0.0*pi) q[11],q[3];\nRxxyyzz(0.42474671325245095*pi,0.31113673650132795*pi,3.9369377723852783*pi) q[12],q[4];\nRxxyyzz(0.41110892834375967*pi,0.34240477765278504*pi,3.7475154316838406*pi) q[7],q[13];\nu3(3.30105304784043*pi,0.42848896852557183*pi,1.4164738048759786*pi) q[0];\nu3(3.617780044862691*pi,-0.4138745165954604*pi,2.2345024130213003*pi) q[1];\nu3(3.386426210427093*pi,2.9610174272408036*pi,1.8974124947611894*pi) q[2];\nu3(3.389695774227897*pi,3.094548215134597*pi,0.7463151841842519*pi) q[3];\nu3(3.822487288827575*pi,2.810516117944688*pi,1.1689473496235996*pi) q[4];\nu3(3.2489708328005005*pi,1.3657296887387949*pi,2.383255569960092*pi) q[6];\nu3(3.210195791453106*pi,0.67553829486166*pi,1.9767268513371095*pi) q[7];\nu3(3.6892439412305107*pi,2.5576738987667977*pi,0.6455574790741898*pi) q[8];\nu3(3.5133416900477457*pi,1.6598653567692132*pi,4.34014262332248*pi) q[10];\nu3(3.470915856045403*pi,3.2092786108649145*pi,0.5855864880817312*pi) q[11];\nu3(3.633391736881836*pi,2.2298554012860174*pi,1.9317260925779915*pi) q[12];\nu3(3.5523171964766034*pi,0.04654558015785559*pi,0.9039377656121443*pi) q[13];\nRxxyyzz(0.3769793414119009*pi,0.3602373146004967*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.42695373976183004*pi,0.13002976140122335*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.35420183014710993*pi,0.18817002773635627*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.38431218714772936*pi,0.17677467069728448*pi,3.9186997990030603*pi) q[7],q[6];\nRxxyyzz(0.44043117033693424*pi,0.1746116849250967*pi,0.0*pi) q[11],q[9];\nRxxyyzz(0.40137428300076994*pi,0.12412272287942286*pi,0.05237589074702955*pi) q[10],q[14];\nu3(3.2057733661759475*pi,2.533488608489579*pi,1.9528422141744348*pi) q[0];\nu3(3.5150953838608143*pi,0.13033207761463939*pi,0.8738729569150078*pi) q[1];\nu3(3.5807485192034245*pi,0.5486974462878202*pi,1.3369098524766847*pi) q[2];\nu3(3.8285030292704416*pi,3.3094325964227327*pi,4.391507518672584*pi) q[3];\nu3(3.589978699630105*pi,2.475256614971511*pi,2.22026934722204*pi) q[5];\nu3(3.8809514991023124*pi,0.36606220245563925*pi,2.4897254166689433*pi) q[6];\nu3(3.6442428000778064*pi,-0.3420926058948419*pi,0.8960643162678543*pi) q[7];\nu3(3.2083973271795587*pi,2.5938391210963605*pi,4.4268911008570155*pi) q[9];\nu3(3.7120804036316772*pi,-0.3620707625131313*pi,2.23337418134799*pi) q[10];\nu3(3.1633599395491947*pi,2.6584963894335196*pi,2.37927459248325*pi) q[11];\nu3(3.4463516934236678*pi,3.3688155794668604*pi,1.4173044749930936*pi) q[13];\nu3(3.4842666714743427*pi,2.467737158449533*pi,0.5778784736972384*pi) q[14];\nmeasure q[2] -> c[2];\nRxxyyzz(0.38570211800431*pi,0.3077751114981089*pi,0.07189961635454797*pi) q[14],q[0];\nRxxyyzz(0.44542879967574023*pi,0.14394319832136837*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.24452580491837012*pi,0.16871621752327481*pi,0.0668849112665515*pi) q[12],q[3];\nRxxyyzz(0.48122567317956066*pi,0.27140050305407293*pi,0.0*pi) q[9],q[4];\nRxxyyzz(0.4056489021705101*pi,0.14815504936357587*pi,3.922921102616661*pi) q[5],q[11];\nRxxyyzz(0.3047274219201913*pi,0.28172535967088486*pi,0.0*pi) q[10],q[6];\nRxxyyzz(0.3860074678321104*pi,0.3148568352707324*pi,0.0*pi) q[13],q[8];\nu3(3.500012630801834*pi,2.675906765750603*pi,0.7793418462618786*pi) q[0];\nu3(3.8776209652719578*pi,2.6004105352368545*pi,1.3193758772921047*pi) q[1];\nu3(2.412557136787858*pi,3.3201599737112306*pi,1.0341301301221393*pi) q[3];\nu3(3.1917021498144837*pi,-0.4846391575727935*pi,2.1848562941203014*pi) q[4];\nu3(3.491434494842597*pi,-0.32411549141631824*pi,2.483346954523667*pi) q[5];\nu3(1.7357004248152417*pi,3.365469775822751*pi,1.7811582194489768*pi) q[6];\nu3(3.3411555784188884*pi,3.4619061145946888*pi,2.3007551025912045*pi) q[7];\nu3(3.146122565492586*pi,-0.25295709783675957*pi,2.23176248109623*pi) q[8];\nu3(3.661218288077992*pi,3.381856056278366*pi,2.4106787865905517*pi) q[9];\nu3(0.5970734492787578*pi,2.5335037880038134*pi,0.5004184524125871*pi) q[10];\nu3(3.85800290174182*pi,2.3705169760545326*pi,0.7441246248260218*pi) q[11];\nu3(1.572499252774118*pi,3.1024707429306204*pi,1.344991260708916*pi) q[12];\nu3(3.6504880063189025*pi,3.127053808564648*pi,0.7409790563838285*pi) q[13];\nu3(3.253078871502295*pi,-0.33015574001184156*pi,3.1379587708081162*pi) q[14];\nmeasure q[4] -> c[0];\nmeasure q[1] -> c[1];\nmeasure q[7] -> c[3];\nmeasure q[6] -> c[4];\nmeasure q[10] -> c[5];\nmeasure q[13] -> c[6];\nmeasure q[12] -> c[7];\nmeasure q[14] -> c[8];\nmeasure q[8] -> c[9];\nmeasure q[9] -> c[10];\nmeasure q[5] -> c[11];\nmeasure q[11] -> c[12];\nmeasure q[3] -> c[13];\nmeasure q[0] -> c[14];\n"], "qv_circs_nomeas": ["OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(0.869437080849053*pi,-0.04411200839517199*pi,4.19840177202879*pi) q[0];\nu3(0.597114474825008*pi,0.84359792568687*pi,0.5240479298343093*pi) q[1];\nu3(0.305433731260102*pi,0.15736459560825*pi,1.2282813871704938*pi) q[2];\nu3(0.152114082811599*pi,3.44865959379647*pi,1.071859478348164*pi) q[3];\nu3(0.108137445783334*pi,0.5494296577161*pi,4.4485297346391395*pi) q[4];\nu3(0.935620663393652*pi,3.46308631548698*pi,0.604269265529292*pi) q[5];\nu3(0.645738877440655*pi,0.91932665281467*pi,0.631160682672405*pi) q[6];\nu3(0.358406732378729*pi,2.87455262132953*pi,1.73333178740216*pi) q[7];\nu3(0.210895228212641*pi,-0.23751259321080898*pi,1.1701290106295401*pi) q[8];\nu3(0.420202551099204*pi,-0.21630173694181898*pi,0.5317028673504683*pi) q[9];\nu3(0.87612501490686*pi,0.459176753238964*pi,4.21310470586883*pi) q[10];\nu3(0.276183430515571*pi,-0.21407811007586802*pi,0.873652872123333*pi) q[11];\nu3(0.47071619411547*pi,0.09766036385543697*pi,3.95042850066838*pi) q[12];\nu3(0.155238963641145*pi,0.273882246429203*pi,1.0571401309049842*pi) q[13];\nu3(0.624080161678636*pi,3.00665032134595*pi,4.455231530127*pi) q[14];\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(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(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(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[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(0.0*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(0.5*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[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[9];\ncx q[2],q[12];\ncx q[5],q[11];\ncx q[6],q[14];\nu3(1.0*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[0];\nu3(3.5*pi,3.46729326259061*pi,0.5*pi) q[1];\nu3(3.5*pi,3.44041900063551*pi,0.5*pi) q[2];\nu3(3.5*pi,3.43777078159294*pi,0.5*pi) q[5];\nu3(3.5*pi,3.49392574635617*pi,0.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(3.5*pi,3.40950108339427*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.152307703874788*pi) q[9];\nu3(1.0*pi,0.0*pi,1.251633924270429*pi) q[10];\nu3(1.0*pi,0.0*pi,1.275128755907347*pi) q[11];\nu3(1.0*pi,0.0*pi,1.302822051069875*pi) q[12];\nu3(1.0*pi,0.0*pi,1.249629329378323*pi) q[14];\ncx q[0],q[4];\ncx q[1],q[9];\ncx q[2],q[12];\ncx q[5],q[11];\ncx q[6],q[14];\ncx q[7],q[13];\ncx q[8],q[10];\nu3(3.5*pi,3.42111196741657*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(1.0*pi,0.0*pi,1.317342872045075*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(3.5*pi,3.49402552975373*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,0.5603284323076706*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.4625729272947705*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5167965670617463*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.528617155898719*pi) q[12];\nu3(1.0*pi,0.0*pi,1.311084945283501*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.678156169516998*pi) q[14];\ncx q[0],q[4];\ncx q[1],q[9];\ncx q[2],q[12];\ncx q[5],q[11];\ncx q[6],q[14];\ncx q[7],q[13];\ncx q[8],q[10];\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(0.0*pi,-0.5*pi,4.43608368536302*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(0.5*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,0.5769589153594907*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[4];\nu3(0.872063376818892*pi,-0.285355111207985*pi,0.9965400475498489*pi) q[1];\nu3(0.699405002248795*pi,3.31290266863692*pi,3.1843132353915*pi) q[2];\nu3(0.613622634566536*pi,3.46653159955429*pi,0.5684756178080608*pi) q[5];\nu3(0.368950637868462*pi,3.27661015831756*pi,1.249345714649741*pi) q[6];\ncx q[7],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.482854078557617*pi,2.71583695774364*pi,1.357810026642917*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.663654996679092*pi,-0.36224459017419197*pi,0.985545543636979*pi) q[11];\nu3(0.193783351547906*pi,-0.32700240620696*pi,1.61940368883846*pi) q[12];\nu3(0.728754254712468*pi,0.480366384267249*pi,4.259901452854701*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.723486226932453*pi,3.40222800709414*pi,4.07258491364067*pi) q[1];\nu3(0.280542386393046*pi,-0.15153694748464303*pi,1.194483931899202*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.302204709263568*pi,-0.33293078687018296*pi,1.2410944647107391*pi) q[5];\nu3(0.150774855176906*pi,-0.138541819282533*pi,1.204818203686489*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(0.467955517145843*pi,-0.02809382015210299*pi,1.0848592093602831*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5589970146588*pi,0.482186569233245*pi,1.17134045721212*pi) q[11];\nu3(0.561847524290913*pi,0.450726636265807*pi,0.629413487552738*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.821091465461694*pi,3.283717544694*pi,3.09893720428122*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,-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];\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(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(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(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(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(0.20732770339183*pi,3.41786142764221*pi,1.91918308497623*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(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[5];\ncx q[3],q[9];\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(0.579393986515352*pi,2.401766743383*pi,3.66468546160179*pi) q[7];\nu3(0.26780727222619*pi,0.437605354359195*pi,0.66607661467311*pi) q[8];\nu3(0.495618825011724*pi,3.09276768874307*pi,1.019519153553969*pi) q[10];\ncx q[11],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.551176486592025*pi,0.452193716211293*pi,1.4401826343914559*pi) q[0];\nu3(3.5*pi,3.45193314705291*pi,0.5*pi) q[1];\nu3(3.5*pi,3.4190133927973*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,1.18343896071729*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[7];\nu3(0.546959945232675*pi,-0.14460662599875002*pi,4.0714564488269005*pi) q[8];\nu3(1.0*pi,0.0*pi,1.220125547889543*pi) q[9];\nu3(0.240701348100486*pi,0.276993855962821*pi,3.70378259196713*pi) q[10];\nu3(3.5*pi,3.27390645596007*pi,0.5*pi) q[11];\nu3(0.0939035943580421*pi,0.052081167762491054*pi,0.811347669168802*pi) q[13];\nu3(1.0*pi,0.0*pi,1.213637418573735*pi) q[14];\nu3(0.358766138146277*pi,-0.17791445091736302*pi,1.040564658066327*pi) q[0];\ncx q[1],q[5];\ncx q[3],q[9];\nu3(0.5*pi,-0.5*pi,0.5*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(3.5*pi,-0.5*pi,0.5*pi) q[10];\ncx q[11],q[14];\nu3(0.48157323703618*pi,0.295438585666044*pi,3.75754938802906*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(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.768400290443982*pi,2.97141363514307*pi,3.22881229103627*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.5705670857589954*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,4.41716844955086*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[13];\nu3(0.0*pi,-0.5*pi,4.45493750823975*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[5];\ncx q[3],q[9];\nu3(0.218171023481955*pi,0.329180697055225*pi,0.825699795917605*pi) q[4];\ncx q[6],q[8];\ncx q[11],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\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[13];\nu3(0.0*pi,-0.5*pi,1.5*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(3.5*pi,3.45302427455428*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.3166512796267509*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[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.463149036061243*pi,-0.24972720561562*pi,4.48998975853924*pi) q[1];\nu3(3.5*pi,3.43469866907386*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(0.554722468343679*pi,0.339770008049994*pi,0.623532385413186*pi) q[5];\ncx q[6],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,0.0*pi,1.264643114198152*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[10];\nu3(0.507457496376823*pi,0.73580571336584*pi,0.7793360885617451*pi) q[1];\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];\nu3(0.454219911861487*pi,-0.35080898162359897*pi,3.87528694748049*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5960783828053446*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[14];\nu3(3.5*pi,3.426252484511*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,1.5*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];\ncx q[6],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.241146455093682*pi) q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.48577463260823*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[10];\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[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,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.283883835914922*pi,3.45009201574861*pi,1.419851122857072*pi) q[11];\nu3(1.0*pi,0.0*pi,4.0*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(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.469333268640379*pi,-0.33929365277671997*pi,4.23503164680635*pi) q[3];\ncx q[4],q[7];\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[8];\nu3(0.5830257928206*pi,0.6458534008256*pi,0.673436866403199*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5710769826150046*pi) q[10];\nu3(0.638333318334735*pi,0.56374896691613*pi,4.21934530811897*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.804502809348189*pi,3.37009572883759*pi,3.42675154896076*pi) q[14];\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(0.441786209416449*pi,0.8401958174047199*pi,4.12362211613523*pi) q[3];\nu3(3.5*pi,3.48915108135666*pi,0.5*pi) q[4];\nu3(0.193909312380532*pi,0.6635324251007799*pi,0.65499516203839*pi) q[6];\nu3(1.0*pi,0.0*pi,1.440540387895369*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.420573088903132*pi,-0.019398539623929012*pi,3.99024850778092*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[13];\nu3(0.6347661932855*pi,0.5041513529361299*pi,0.882261212150423*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(0.0*pi,-0.5*pi,4.0*pi) q[3];\ncx q[4],q[7];\nu3(0.247388928505015*pi,0.9793709166714599*pi,4.2721873677207505*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(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(0.5*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,-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[6];\nu3(0.0*pi,-0.5*pi,0.699586094071486*pi) q[7];\nu3(0.304504642583539*pi,3.46458118374354*pi,1.94145841769556*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(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.451151750486825*pi,0.07797809964845104*pi,4.40837541894886*pi) q[0];\nu3(0.5*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[7];\ncx q[5],q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.476192929207963*pi,-0.32791900673082897*pi,4.35976997968616*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(0.780767998008613*pi,0.41684922700360705*pi,3.98999863979899*pi) q[0];\nu3(0.418719353532888*pi,0.303144405957415*pi,1.0248717139410068*pi) q[2];\nu3(1.0*pi,0.0*pi,4.0*pi) q[4];\nu3(3.5*pi,3.49057712366082*pi,0.5*pi) q[5];\ncx q[6],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[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.4302457576619751*pi) q[11];\nu3(0.574789037821022*pi,3.09539186976495*pi,3.30628007579876*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.829539365815082*pi,2.83648104164124*pi,4.0802568713393494*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[11];\nu3(3.5*pi,3.49961655816965*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(0.244347406119401*pi,3.40558582543474*pi,1.0355241711753131*pi) q[10];\nu3(1.0*pi,0.0*pi,1.35371758108689*pi) q[12];\nu3(0.60047020412623*pi,0.14653431059751798*pi,1.359739760216594*pi) q[13];\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(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[6],q[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[7];\ncx q[8],q[14];\nu3(0.342415310920066*pi,0.16482770522782297*pi,4.17995215194859*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5164129526147231*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[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[4];\ncx q[5],q[11];\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(3.5*pi,3.42145098481961*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,0.609597223309342*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.225836611920088*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[2];\nu3(0.749462984394234*pi,3.41689532227033*pi,3.76829143553497*pi) q[4];\nu3(1.0*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];\ncx q[8],q[14];\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[0],q[13];\nu3(3.5*pi,3.45809974991638*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.225717671964671*pi) q[2];\nu3(0.826892953416435*pi,0.10056462754601503*pi,4.00165959964129*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,1.0*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];\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,4.49516130458482*pi) q[14];\nu3(3.5*pi,3.48749123294878*pi,0.5*pi) q[0];\ncx q[1],q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[5];\nu3(0.416799842088116*pi,0.073716113317842*pi,0.8971830621768859*pi) q[6];\nu3(0.105369784745809*pi,3.08720295646642*pi,2.0394610702954603*pi) q[7];\ncx q[8],q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[11];\nu3(0.264684749309342*pi,0.5164750682539601*pi,3.90165706935017*pi) q[12];\nu3(1.0*pi,0.0*pi,1.2823704576856731*pi) q[13];\ncx q[0],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,4.41718829586521*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.843643606225885*pi,0.49967219046398603*pi,4.36154487285479*pi) q[5];\nu3(0.492990336062626*pi,2.96305970485591*pi,1.94165164686259*pi) q[6];\nu3(0.754808707369513*pi,0.441388859990685*pi,3.99078127208052*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.293913943120782*pi,3.1390987109784*pi,1.54971089449903*pi) q[11];\nu3(0.508465947083998*pi,3.02921892913667*pi,1.56220053452613*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];\ncx q[1],q[2];\ncx q[4],q[9];\nu3(0.444563044366117*pi,0.38446891544540696*pi,0.5994793243199982*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.0*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(0.308234457701492*pi,-0.281985080206941*pi,0.5580631251362889*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.48347729560585*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,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.32753646168506*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(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,1.2217337759923321*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[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];\ncx q[4],q[9];\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(0.5*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,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(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5633666016079233*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[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,3.43145201564848*pi,0.5*pi) q[3];\ncx q[4],q[9];\nu3(1.0*pi,0.0*pi,1.389104657513857*pi) q[7];\nu3(0.401369437105454*pi,2.8887642787263*pi,0.768753924425488*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.356451907627837*pi,0.01210989486592795*pi,1.339623889967286*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.200192130465284*pi,0.335777482846088*pi,4.11937490352247*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(0.484209750621781*pi,0.272453998097698*pi,0.871415151228168*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[13];\nu3(0.0900433697215247*pi,-0.12414485180968798*pi,4.19658864963006*pi) q[14];\nu3(0.478759368594424*pi,-0.12386138525580098*pi,4.23098917732111*pi) q[0];\nu3(0.386977042603807*pi,0.319728289413317*pi,1.075175998171845*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,0.0*pi,4.0*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.655128140960644*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[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.613360096544069*pi,-0.17266511458162498*pi,1.308247754069827*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.769833930964336*pi,0.71726602703195*pi,0.88541442528479*pi) q[2];\ncx q[3],q[7];\nu3(0.39976106795928*pi,-0.162253879846385*pi,4.2801974971252*pi) q[4];\nu3(3.5*pi,-0.5*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[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(0.558993467205366*pi,2.76987454647367*pi,3.76199658494689*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.374364243030883*pi,-0.12229414416527601*pi,4.30200815027276*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(0.747456950343695*pi,-0.006182408980908993*pi,4.422579187741761*pi) q[9];\nu3(0.620019182005034*pi,0.5302644181434799*pi,4.26765493139985*pi) q[13];\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(3.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[6],q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.625650992799647*pi,-0.269017540348205*pi,4.153085343723459*pi) q[9];\nu3(0.353228573311629*pi,2.95781103841195*pi,1.93721664104193*pi) q[13];\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(0.0*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,3.49727447663955*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[7];\nu3(1.0*pi,0.0*pi,1.364175553246949*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[13];\ncx q[0],q[14];\ncx q[1],q[11];\ncx q[2],q[5];\nu3(0.705111216980177*pi,-0.492972972505255*pi,0.632933642310521*pi) q[3];\ncx q[6],q[8];\nu3(0.248855629975204*pi,-0.44565008771304837*pi,1.50621204668426*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[13];\nu3(3.5*pi,3.32888049507545*pi,0.5*pi) q[0];\nu3(3.5*pi,3.48636505990996*pi,0.5*pi) q[1];\nu3(3.5*pi,3.33432388403806*pi,0.5*pi) q[2];\nu3(0.389862121612819*pi,0.59836406044559*pi,4.238022803760019*pi) q[3];\nu3(1.0*pi,0.0*pi,1.277919077614024*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.241838755458959*pi,-0.351903680555847*pi,0.5362254634131643*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.41177987789338*pi) q[8];\ncx q[10],q[13];\nu3(1.0*pi,0.0*pi,1.248647564153992*pi) q[11];\nu3(1.0*pi,0.0*pi,1.196057023792626*pi) q[14];\ncx q[0],q[14];\ncx q[1],q[11];\ncx q[2],q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[6],q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,3.41177083222696*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.346191673273734*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,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.28556429512944*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];\ncx q[10],q[13];\nu3(0.0*pi,-0.5*pi,4.3789992443845005*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.604114130444374*pi) q[14];\ncx q[0],q[14];\ncx q[1],q[11];\ncx q[2],q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[12];\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,0.5789613628207096*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[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(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,3.33428691500056*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,1.199475793317899*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.496562363197614*pi,0.33621003470366795*pi,4.41617071897446*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];\ncx q[7],q[12];\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];\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(0.876042618965167*pi,-0.36898015224011904*pi,3.69614163654089*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,3.4036718811679*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.3192853541253249*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(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,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.49447524391422*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[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[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(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.281949338189538*pi,3.47652426577489*pi,0.928342848351155*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[13];\nu3(0.832273038645278*pi,2.83551018968717*pi,3.34716755943725*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.494928898717829*pi,-0.11141365033527001*pi,3.78475216268449*pi) q[1];\nu3(0.620997749513264*pi,-0.4387900051598852*pi,4.3321893037953405*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.3447416144840805*pi) q[4];\nu3(1.0*pi,0.0*pi,4.0*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,1.0*pi) q[8];\nu3(0.493851876619644*pi,0.6391590517807999*pi,4.37851817397158*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(0.593275084375393*pi,2.99050796937049*pi,3.77707677939128*pi) q[14];\nu3(0.701313185112688*pi,0.15536636975561102*pi,1.276192667441499*pi) q[1];\nu3(0.426777112914136*pi,0.03533106882435*pi,3.47984384850832*pi) q[2];\ncx q[3],q[4];\nu3(0.116557893497198*pi,2.6241538026537*pi,1.427905709105201*pi) q[5];\nu3(0.318754926067923*pi,3.18887971898338*pi,1.1537000815917429*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.6644656964174*pi,0.0037503642759619815*pi,0.647631631238244*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(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.592991241435451*pi,3.42628436252847*pi,3.46154193832839*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[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(0.501250628488075*pi,-0.014594171988892013*pi,3.52382796900204*pi) q[5];\nu3(0.19143383392979*pi,-0.23416460885124102*pi,3.99101898110302*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.383526525018842*pi,-0.14554589522710398*pi,4.16923119052879*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.63779627308007*pi,0.05100610766356095*pi,3.57444261041549*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.305685108375612*pi,0.9111861771671299*pi,4.232748396402171*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[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(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,4.0*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.697916874496526*pi,0.413016629862189*pi,4.08806952386108*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[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(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.318029923301637*pi,-0.27971027714950103*pi,1.178029712698791*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,0.0*pi,4.0*pi) q[12];\ncx q[0],q[5];\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(1.0*pi,-0.5*pi,0.5*pi) q[4];\ncx q[6],q[8];\nu3(0.591759495967204*pi,3.2506936616974*pi,2.94090506433606*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.330248592389076*pi,2.6711931782451*pi,1.454986130139842*pi) q[12];\nu3(3.5*pi,3.43465826819298*pi,0.5*pi) q[0];\ncx q[2],q[10];\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,1.288096240570467*pi) q[5];\nu3(3.5*pi,3.43914900266187*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,1.100205337781488*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.58595346447149*pi,0.5027982761760901*pi,0.5180652635060295*pi) q[12];\ncx q[0],q[5];\nu3(3.5*pi,3.39030205999093*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];\ncx q[6],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.25776405337231*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[2],q[10];\nu3(0.443661354618992*pi,3.01758762834305*pi,0.791941230898356*pi) q[3];\nu3(1.0*pi,0.0*pi,4.0*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.32622174520607*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(0.0*pi,-0.5*pi,0.5303869836743326*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\ncx q[0],q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.36919131403359*pi,3.10151006964159*pi,1.95637197983438*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[6],q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.557211092740391*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[0];\ncx q[2],q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.528222857433763*pi,-0.06997132528716898*pi,4.24321161291158*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(0.5*pi,-0.5*pi,0.5*pi) q[8];\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(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.531232611907945*pi,0.06638493405867696*pi,1.053751597829939*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.751197561035304*pi,2.26638907933904*pi,3.75272137399624*pi) q[6];\nu3(3.5*pi,3.43602925158089*pi,0.5*pi) q[7];\nu3(0.506516865363058*pi,-0.291036876988375*pi,0.8910046441108179*pi) q[8];\nu3(1.0*pi,0.0*pi,1.239261607500207*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\ncx q[12],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[3];\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[5];\nu3(0.0668062902003161*pi,-0.273002447340229*pi,0.692400242685321*pi) q[6];\ncx q[7],q[9];\nu3(0.405911707126164*pi,0.499943911178803*pi,0.5943213796402724*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(3.5*pi,3.47567458142834*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.273849964869614*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,3.40588765989408*pi,0.5*pi) q[1];\nu3(0.423665918810094*pi,2.5939156958519*pi,0.9816910011525259*pi) q[2];\nu3(1.0*pi,0.0*pi,1.2088612168063309*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,-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,0.5108932165356079*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\ncx q[12],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[3];\nu3(0.366993530138126*pi,-0.4830603252678182*pi,4.02092170822194*pi) q[2];\ncx q[4],q[13];\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(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[12];\nu3(0.0*pi,-0.5*pi,0.5762951642438328*pi) q[14];\nu3(0.732652198487413*pi,0.188660650090264*pi,4.195999673453819*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,0.5119493867009619*pi) q[3];\nu3(3.5*pi,3.32504133682993*pi,0.5*pi) q[4];\nu3(0.854103529878161*pi,0.66826514700196*pi,0.76743456495529*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,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.476667181282679*pi,0.20209286069200105*pi,3.585598177249*pi) q[10];\ncx q[12],q[14];\nu3(1.0*pi,0.0*pi,1.257749632199824*pi) q[13];\nu3(0.337228222011954*pi,2.97234867405783*pi,0.945216210207665*pi) q[0];\ncx q[1],q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[4],q[13];\nu3(0.492769227581439*pi,0.33366359368116805*pi,1.072733114596231*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(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.520768729639001*pi,0.50271760038001*pi,4.32796355901763*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(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[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(0.588438876098152*pi,-0.30431192487089*pi,1.1502596394598439*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(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.4872497510417695*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(0.5*pi,-0.5*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[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.244184363113457*pi,-0.463912026712365*pi,0.7872000120795051*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.116602075437859*pi,2.89710847763024*pi,0.91057799169662*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(0.298678124591738*pi,-0.11373427143300502*pi,3.6866707928716*pi) q[1];\nu3(3.5*pi,3.3152798851999*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[7];\nu3(0.510480873559631*pi,0.40360807614692895*pi,3.88456553731463*pi) q[9];\nu3(1.0*pi,0.0*pi,1.124259920727495*pi) q[10];\nu3(0.390645408777466*pi,0.9168428316598201*pi,0.5085836747055936*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(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.431624005475685*pi,-0.222620576136268*pi,1.60959315073092*pi) q[1];\ncx q[2],q[10];\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[7];\nu3(0.319939899035352*pi,2.39766230827679*pi,1.148063346114325*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(0.876083078783245*pi,0.24402137687926495*pi,0.608363174286254*pi) q[14];\ncx q[0],q[5];\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(0.578130061713938*pi,0.47569277390153697*pi,4.29471930977319*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[6],q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.39378090657307*pi) q[10];\ncx q[11],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.497058672179886*pi,3.24344667951075*pi,0.6321458065404599*pi) q[14];\nu3(3.5*pi,3.44094990473017*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[10];\nu3(0.447727874288137*pi,0.54322372273978*pi,0.682907703927488*pi) q[3];\nu3(1.0*pi,0.0*pi,4.0*pi) q[4];\nu3(1.0*pi,0.0*pi,1.174173192088451*pi) q[5];\nu3(3.5*pi,3.47914163806333*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.129575494909521*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,3.33207494656278*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.147936114153463*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];\ncx q[0],q[5];\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,-0.5*pi,0.5*pi) q[3];\nu3(0.638700616769345*pi,2.48194035459326*pi,3.80201466345365*pi) q[4];\ncx q[6],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\ncx q[11],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,0.0*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,1.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.291332155027242*pi,0.23994585965884097*pi,0.984265136363587*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.5245061481245887*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.49981426062344*pi) q[7];\ncx q[8],q[14];\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,4.4521226212489005*pi) q[12];\nu3(0.688845401309939*pi,-0.058116925464470004*pi,0.958824785906793*pi) q[13];\ncx q[0],q[5];\ncx q[1],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[6],q[7];\nu3(3.5*pi,3.47307094146272*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\ncx q[11],q[12];\nu3(0.156502190574667*pi,0.34283190710788203*pi,3.94053276949218*pi) q[13];\nu3(1.0*pi,0.0*pi,1.310814620484398*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,3.47062315237717*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[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[8],q[14];\nu3(1.0*pi,0.0*pi,1.317724797026621*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(0.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[9];\nu3(0.419466077280816*pi,2.96694410376984*pi,0.715487396307241*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(0.0*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,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(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.617298403571462*pi) q[14];\nu3(0.4679705036689*pi,3.20879602701544*pi,0.650616847713245*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.359718589481812*pi,0.6241977126873699*pi,4.0420985167267*pi) q[2];\nu3(3.5*pi,3.47294464959309*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.23831835629614*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[14];\nu3(0.0*pi,-0.5*pi,4.34953802304096*pi) q[9];\nu3(0.291781085896807*pi,-0.4573879382993125*pi,1.327552366499793*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(1.5*pi,0.0*pi,1.5*pi) q[13];\nu3(0.44193313161115*pi,3.44164151292064*pi,0.668985624362234*pi) q[0];\ncx q[1],q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],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(0.236068458959226*pi,0.033179765066140954*pi,1.3250411985086221*pi) q[10];\nu3(0.315027238133571*pi,0.02709899989518405*pi,0.5023559624971866*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(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.5*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,4.340513597709419*pi) q[4];\nu3(0.270339100760859*pi,3.46595306432288*pi,4.065882534650671*pi) q[5];\nu3(0.710533641889069*pi,2.47645197345995*pi,3.80909616727518*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(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.788524685845039*pi,-0.4576413626995799*pi,0.6461897354356549*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(1.5*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[4];\nu3(0.436877317617724*pi,2.61798054061492*pi,1.166279683095861*pi) q[5];\nu3(0.601448359076988*pi,3.3455028995855*pi,3.97697948020939*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.347233558802216*pi,0.09373780756099304*pi,3.92501137309864*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(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.497202578623828*pi,0.5158907095876599*pi,4.21373565746627*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[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(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.264603295751714*pi,0.26799635884471296*pi,3.96778200264387*pi) q[7];\nu3(0.257621742939232*pi,-0.19273968338324898*pi,1.358060270481765*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(0.177370461313909*pi,-0.30646948327093204*pi,4.03601470414396*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[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(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.211879505843324*pi,2.66145293377549*pi,1.49771821423495*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];\ncx q[10],q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.380251978865854*pi,3.13965010354995*pi,2.0660456049933797*pi) q[14];\nu3(0.819951936353057*pi,-0.369606152548085*pi,1.083248410950198*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(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(3.5*pi,3.47622148289013*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.190591314069114*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.393287819351525*pi,3.41914299701364*pi,1.226856118114948*pi) q[14];\nu3(0.622771119230331*pi,0.002334342933431044*pi,3.80872662384217*pi) q[1];\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(0.5*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[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.45880948680863*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[7];\nu3(1.0*pi,0.0*pi,1.235457058300141*pi) q[8];\nu3(0.285295485275451*pi,0.20212672241546803*pi,0.9358461439339341*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5971927968567081*pi) q[11];\ncx q[13],q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[8];\nu3(0.823042324807423*pi,0.27923139104249295*pi,4.37921943910537*pi) q[3];\nu3(0.293550123485626*pi,2.35568304714675*pi,1.165926931921462*pi) q[4];\nu3(3.5*pi,3.41441806761139*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.250084645681587*pi) q[7];\nu3(0.607733725213407*pi,0.20978294656490604*pi,4.37826982934575*pi) q[9];\ncx q[10],q[11];\nu3(3.5*pi,3.3214559509576*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.2758930988924528*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.940388753335648*pi,0.9835380624510099*pi,1.010395905240519*pi) q[3];\nu3(0.581033272741374*pi,3.04173640835669*pi,3.96593029311652*pi) q[4];\ncx q[5],q[7];\nu3(0.0*pi,-0.5*pi,4.48866051497154*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];\ncx q[13],q[14];\ncx q[2],q[8];\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,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.39012052655751*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.497304846727945*pi,0.6395388632741399*pi,0.8411477252424739*pi) q[10];\nu3(0.415730181776946*pi,0.54110578502169*pi,3.66696467231623*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.4223706700635095*pi) q[14];\ncx q[0],q[9];\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(1.5*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[8];\nu3(0.359970578576772*pi,3.39435026434754*pi,1.92249409917451*pi) q[10];\nu3(0.33350823454828*pi,-0.012877242687872992*pi,3.53739209617479*pi) q[11];\ncx q[13],q[14];\nu3(3.5*pi,3.42127598106253*pi,0.5*pi) q[0];\ncx q[1],q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\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[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.229944997082368*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[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[9];\nu3(3.5*pi,3.37320016681375*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,1.11573726976205*pi) q[3];\nu3(3.5*pi,3.38624268749858*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(0.0*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(1.0*pi,0.0*pi,1.356871257476963*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,0.0*pi,0.5*pi) q[0];\ncx q[1],q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\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[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.455507281879759*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[9];\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,4.45306443238925*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[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5576507057288812*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[0];\ncx q[1],q[3];\nu3(0.768946552332612*pi,-0.21542998995345902*pi,0.5853174925050507*pi) q[2];\ncx q[4],q[12];\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(0.196477645809005*pi,0.19883016036231504*pi,0.5600151563800609*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[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(0.51475709127736*pi,0.52239686042498*pi,0.779382148898459*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(0.157871394553585*pi,0.44023521461413295*pi,4.41485698810233*pi) q[5];\nu3(0.47628662851283*pi,2.89637380337377*pi,1.395901605370819*pi) q[7];\nu3(0.853263364497469*pi,3.37691457684751*pi,4.37988409492179*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(0.819793296381901*pi,3.18144047695124*pi,4.45640641093616*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(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.504474201267743*pi,3.04596441036352*pi,4.36203044920311*pi) q[4];\nu3(0.783170196521329*pi,3.4185273136711*pi,2.92212392494763*pi) q[5];\nu3(0.250125951163132*pi,2.66907605162518*pi,1.24884734203574*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(0.458624879085812*pi,-0.450368063839038*pi,1.83216516387398*pi) q[12];\nu3(0.947000610637985*pi,0.20054919251219705*pi,0.790449770393151*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[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(0.409834756394603*pi,-0.085801748585703*pi,4.4750223786339305*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(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.601032649098387*pi,-0.4042802161513525*pi,3.23114221750215*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.424091685961513*pi,3.42237846457893*pi,4.39688258119822*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(0.0*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[7];\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(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.65810491981662*pi,0.33866819961750305*pi,1.3624967335294151*pi) q[14];\nu3(0.891556012772852*pi,0.09909670135659499*pi,1.54334890153885*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(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[7];\nu3(0.0716364110562893*pi,2.77033075168383*pi,1.0926640616978491*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[14];\nu3(0.841906879076016*pi,-0.009463300466178992*pi,4.080949415535899*pi) q[0];\nu3(0.61969812513346*pi,2.97084986994447*pi,4.45868158082723*pi) q[1];\nu3(0.252743757601279*pi,2.98496314915826*pi,1.088277516103882*pi) q[3];\ncx q[4],q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\ncx q[6],q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.288022554626754*pi,0.5658497508640501*pi,4.48189979615917*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.480437853906741*pi,0.228526457683903*pi,3.8524309412682*pi) q[1];\nu3(0.299136863320085*pi,3.46759210503617*pi,1.291632159229037*pi) q[3];\nu3(3.5*pi,3.3604610104651*pi,0.5*pi) q[4];\ncx q[5],q[13];\nu3(3.5*pi,3.25347925677751*pi,0.5*pi) q[6];\ncx q[7],q[12];\nu3(1.0*pi,0.0*pi,1.1579742630483612*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.1852350479304778*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,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[8];\nu3(3.5*pi,3.38270133208869*pi,0.5*pi) q[5];\ncx q[6],q[14];\nu3(3.5*pi,3.45334565845533*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,1.2394494721052531*pi) q[12];\nu3(1.0*pi,0.0*pi,1.191146585234733*pi) q[13];\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[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[5],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\ncx q[7],q[12];\nu3(0.0*pi,-0.5*pi,0.5468725528253384*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.4690473473472405*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[2];\ncx q[3],q[11];\ncx q[4],q[8];\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,4.39597412843247*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.610041309369651*pi) q[13];\ncx q[0],q[9];\nu3(3.5*pi,3.46871126523791*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.1403375587972229*pi) q[2];\nu3(3.5*pi,3.47301416882341*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.3342125313057331*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,3.41068759107219*pi,0.5*pi) q[0];\ncx q[1],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,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,1.246018603551137*pi) q[9];\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];\ncx q[0],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,0.5274855686335478*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.430961977630543*pi,3.14178952427298*pi,0.8951752015694*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,4.0*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.47818283747882*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,0.0*pi,0.5*pi) q[0];\ncx q[1],q[2];\ncx q[3],q[11];\nu3(0.561632486582573*pi,3.43007097753579*pi,0.7924371596084481*pi) q[4];\nu3(0.528635330557058*pi,0.13550719713353299*pi,3.6231686381927*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(0.73618251217235*pi,0.13872892137417203*pi,3.99150443383268*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.38398896111804*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];\ncx q[0],q[9];\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(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.532307670312842*pi,2.5358752161644*pi,3.48314707925518*pi) q[5];\nu3(0.797973597315068*pi,3.18698252513531*pi,4.03716371933403*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.888957554710438*pi,0.7875497417586099*pi,1.059459779052328*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[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.627008076446271*pi,0.32223764789157705*pi,0.798813125597774*pi) q[1];\nu3(0.281400063999092*pi,3.12311155095033*pi,1.90167647746388*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(0.439805014704363*pi,0.17173798082949898*pi,4.0076504614063495*pi) q[6];\nu3(0.414205248196887*pi,2.93831216982237*pi,1.90889658928392*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[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.413969506797056*pi,2.74321704143675*pi,1.62830194719885*pi) q[13];\nu3(0.578222371689463*pi,3.19282108599901*pi,3.44202962008324*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.511172662722315*pi,0.40403653894745095*pi,1.0663490298961809*pi) q[1];\nu3(0.653446622332465*pi,3.32084085732974*pi,3.27908305487933*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[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.155366786710389*pi,0.12507154117145303*pi,4.4265861463341505*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[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.505304586689633*pi,-0.4183866036723327*pi,1.21355755019697*pi) q[13];\nu3(0.510768349359085*pi,2.97568276186508*pi,3.87728162549451*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,-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(0.0*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[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.665757124044894*pi,2.88276822872463*pi,3.70640698680587*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[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(0.5*pi,-0.5*pi,0.5*pi) q[3];\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[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.774168479338962*pi,2.50085813293688*pi,3.63206912919606*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.516043413329651*pi,-0.11900641882882901*pi,3.7441694517521*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[5];\nu3(0.825604279458779*pi,0.78380742373457*pi,0.719355729202912*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[9];\nu3(0.445578791668475*pi,-0.019166142156464006*pi,4.44260134812811*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.117339835694501*pi,3.40981779477396*pi,1.196468918310968*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(3.5*pi,3.36451925710519*pi,0.5*pi) q[2];\nu3(0.542487490528706*pi,-0.389719578362673*pi,3.54267284994563*pi) q[3];\nu3(1.0*pi,0.0*pi,1.2542417140184*pi) q[5];\ncx q[6],q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.63492673888542*pi,0.285141879491567*pi,1.329518083222966*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[0];\ncx q[1],q[12];\ncx q[2],q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.37806780878217*pi,0.5*pi) q[6];\nu3(0.759976471709819*pi,3.39561425032656*pi,3.49504534390654*pi) q[9];\nu3(1.0*pi,0.0*pi,1.160666459075405*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[0];\nu3(3.5*pi,3.43245781311182*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,4.40966626968141*pi) q[5];\ncx q[6],q[10];\nu3(0.850871429686572*pi,0.152117857655647*pi,1.241856925282661*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.199726627565979*pi) q[12];\ncx q[0],q[8];\ncx q[1],q[12];\ncx q[2],q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.4826327247305*pi) q[10];\nu3(3.5*pi,3.35408542480349*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(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,3.41853974910135*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[10];\nu3(1.0*pi,0.0*pi,1.2615601842715352*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.2457204142984581*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.4652590395528104*pi) q[12];\ncx q[0],q[8];\ncx q[1],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[7];\ncx q[4],q[11];\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[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\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(3.5*pi,3.46018111233016*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(1.0*pi,0.0*pi,1.332244231048487*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5580171383478989*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,4.418889134229261*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\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];\ncx q[3],q[7];\ncx q[4],q[11];\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[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[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(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,4.40313612586108*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,3.45421518425068*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];\nu3(1.0*pi,0.0*pi,1.3325965222145681*pi) q[13];\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(0.518557820439044*pi,0.68420245910367*pi,4.185370278199549*pi) q[2];\ncx q[3],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.879594778518846*pi,-0.285140616523539*pi,4.44301841993936*pi) q[5];\nu3(0.809446565690253*pi,-0.16184400117375602*pi,1.157132700009433*pi) q[6];\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];\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(0.515076783235627*pi,2.48135722412426*pi,3.60120758510693*pi) q[0];\nu3(0.176822952372638*pi,2.73308821155756*pi,0.9332977029104099*pi) q[1];\nu3(0.265118123578943*pi,3.08874077855888*pi,1.058589374187259*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(0.27975517820458*pi,0.8834664908799701*pi,4.2649197990445*pi) q[5];\nu3(0.336680660077342*pi,3.17414979951081*pi,0.765101320341925*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(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];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.471786950445519*pi) q[13];\nu3(0.58113124119655*pi,-0.040393133410877025*pi,0.518804237622179*pi) q[0];\nu3(0.437045116257365*pi,0.16681503682744703*pi,3.48905878919442*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(0.5*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(0.372673338426595*pi,0.56827935083661*pi,0.729660828738704*pi) q[8];\ncx q[9],q[13];\nu3(0.951549040908591*pi,2.71202329814034*pi,3.62452227050214*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(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(0.903599469975212*pi,-0.31074248440776897*pi,3.75204061500156*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(0.540939177185312*pi,3.27583000682508*pi,3.10188119300293*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.706193944673167*pi,0.03036363632904504*pi,4.25570499214571*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.432204729957794*pi,1.13326536403857*pi,4.13363472024771*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[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(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.543612176538986*pi,2.89185213284982*pi,3.79818457179568*pi) q[4];\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(0.0*pi,-0.5*pi,4.0*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.370883165742341*pi,0.372124721422154*pi,1.0727690797335159*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\ncx q[0],q[1];\nu3(0.64550759875714*pi,-0.35275315476451596*pi,4.47361069056848*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(0.0*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(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.650027917523866*pi,-0.390726109273259*pi,0.9139376243020441*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,3.48940587420956*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,1.2403872047824471*pi) q[1];\nu3(0.666380981900915*pi,0.42611660849576005*pi,1.50231838520673*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[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(0.71779144945288*pi,0.5421145151503399*pi,4.334402348517219*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[1];\ncx q[2],q[10];\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(0.107235295633121*pi,0.6410081281345399*pi,3.94922066024397*pi) q[7];\nu3(0.372667882857779*pi,3.33182941243323*pi,0.809731894686604*pi) q[9];\nu3(3.5*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(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.391062286210261*pi) q[1];\nu3(3.5*pi,3.47385942342811*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(0.663695137818584*pi,3.14003954422726*pi,3.91974933793351*pi) q[7];\nu3(0.686562440129924*pi,3.49574362366401*pi,3.39067252084839*pi) q[9];\nu3(1.0*pi,0.0*pi,1.4068163148751331*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,3.34072643848076*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,1.2515883761584559*pi) q[14];\ncx q[0],q[1];\ncx q[2],q[10];\ncx q[3],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[9];\ncx q[12],q[14];\nu3(0.0352678616193841*pi,0.470090718161041*pi,4.04704748278631*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,0.0*pi,0.5*pi) q[2];\nu3(3.5*pi,3.47707989930381*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.191532030135439*pi) q[5];\nu3(3.5*pi,3.45242352947826*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,4.4030017796217695*pi) q[10];\nu3(1.0*pi,0.0*pi,1.1219337152735611*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.295925825990996*pi,0.019562436754707035*pi,3.9549546663898*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.49315905860748*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];\ncx q[2],q[10];\ncx q[3],q[5];\ncx q[4],q[9];\ncx q[6],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\ncx q[12],q[14];\nu3(0.0*pi,-0.5*pi,4.0*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[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(3.5*pi,3.43017860833184*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.5531927186610002*pi) q[5];\nu3(0.5*pi,0.0*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,1.328713335317385*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5586756701102131*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[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[5];\ncx q[4],q[9];\ncx q[6],q[11];\ncx q[7],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(0.5*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(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(0.5*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(3.5*pi,3.43244261864014*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.125444263149364*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.4148274433045*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[14];\nu3(0.833121059727093*pi,2.34197648330489*pi,3.70165164508995*pi) q[0];\nu3(0.836926657759034*pi,0.32891226456756895*pi,4.170812687464419*pi) q[1];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\nu3(0.565922048008814*pi,2.55692451854013*pi,3.99757512534978*pi) q[3];\ncx q[4],q[9];\nu3(0.339445082899084*pi,-0.085300397100666*pi,4.4296706391686005*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],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[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.614971781966665*pi,-0.08523310626779301*pi,3.98286778642473*pi) q[0];\nu3(0.445765580639028*pi,2.92077356419764*pi,3.57751112353864*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.473605294511334*pi,-0.042679815544646005*pi,3.75897225689171*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.357228422056683*pi,2.54434489441211*pi,1.437081848036178*pi) q[5];\nu3(0.416133583097288*pi,3.16776161303077*pi,1.5760068904549*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5341821241542886*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(0.307041635067482*pi,-0.10151446272275999*pi,0.9368409348628199*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[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(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.301981857035838*pi,0.80441922563474*pi,4.09086003198485*pi) q[6];\ncx q[7],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(0.484757258302201*pi,0.56401275819064*pi,4.2903358986380695*pi) q[12];\nu3(0.132058069607089*pi,0.04043822128309105*pi,4.255807217993921*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(0.0*pi,-0.5*pi,1.0*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(0.0*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,1.0*pi) q[10];\nu3(0.636638049193603*pi,3.1135284966876*pi,3.04457596057442*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.260794306570517*pi,2.85310876973275*pi,0.927473263585644*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.850679587275396*pi,2.59376997159037*pi,4.070808384220539*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(0.5*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(0.422092265944498*pi,2.90654324974919*pi,1.68671670755559*pi) q[10];\nu3(0.445058177886555*pi,-0.4965701944755894*pi,1.8914180381372*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(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.512072468146098*pi,0.277165795017971*pi,4.16424401344309*pi) q[2];\nu3(0.36441583806052*pi,-0.10515258670615302*pi,4.28975827111758*pi) q[4];\nu3(0.780372693639534*pi,2.97485507922396*pi,3.73359503270942*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(0.476445115808038*pi,-0.318524945482344*pi,1.265018802328587*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[14];\ncx q[0],q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.81447992893708*pi,2.80784002838139*pi,3.45014148945453*pi) q[4];\nu3(0.212619724139268*pi,0.484356689425975*pi,0.77687079594976*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,4.0*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,3.39407041045254*pi,0.5*pi) q[0];\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(1.0*pi,0.0*pi,1.17123154169155*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.721510471332125*pi,3.16908533875203*pi,4.4743935241097805*pi) q[8];\nu3(0.79106170136746*pi,-0.18530950406040497*pi,1.0328228852377142*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\ncx q[0],q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.40284895165326*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.220446185362237*pi,-0.251500126239588*pi,0.616563474886094*pi) q[8];\nu3(0.503075075968356*pi,0.463168518902461*pi,0.72945641750048*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.2128031974856919*pi) q[11];\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[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.5471994751040108*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];\ncx q[10],q[13];\ncx q[0],q[5];\ncx q[2],q[6];\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[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,3.48788313016232*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.49792515705212*pi) q[11];\nu3(1.0*pi,0.0*pi,1.3931669982361061*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[9];\nu3(3.5*pi,3.47605447640318*pi,0.5*pi) q[2];\ncx q[3],q[11];\nu3(3.5*pi,3.34559595480778*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,1.220070427557763*pi) q[6];\nu3(1.0*pi,0.0*pi,1.266225553675772*pi) q[7];\nu3(1.0*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[0];\nu3(3.5*pi,3.4538733139565*pi,0.5*pi) q[1];\ncx q[2],q[6];\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(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.2472780841284559*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,4.4867639414426*pi) q[13];\nu3(0.599352707601318*pi,-0.15798427842357599*pi,1.006009986755907*pi) q[0];\ncx q[1],q[9];\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,4.33376319329925*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.640680190486943*pi) q[7];\ncx q[8],q[14];\ncx q[10],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.904992342319482*pi,-0.24000158006648797*pi,1.087587478073406*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];\ncx q[4],q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,3.49721461182665*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.362893678084641*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[13];\nu3(1.0*pi,0.0*pi,1.174940219663198*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[9];\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(0.1875825493148*pi,3.4966410644274*pi,1.79940934571989*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[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[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[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.271904962056167*pi,1.17105749896634*pi,4.20543332247171*pi) q[4];\nu3(0.568291987752891*pi,3.4166316651319*pi,3.11887993083189*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(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[13];\nu3(0.0*pi,-0.5*pi,4.45809485651197*pi) q[14];\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(0.738751964015048*pi,3.46301893679266*pi,3.07556526985541*pi) q[3];\nu3(0.505528951391865*pi,-0.09233142514398202*pi,0.819099984767423*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];\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(0.232277758104604*pi,3.47286269841322*pi,0.555240063939654*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(3.5*pi,3.42762592170084*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(0.31109478797977*pi,0.10426981274290503*pi,0.699992848277456*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,-0.5*pi,0.5*pi) q[6];\nu3(0.521358192164006*pi,0.22379767108319504*pi,3.60210045722088*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(0.734184635742979*pi,-0.02681614956740902*pi,4.149861587656909*pi) q[11];\nu3(1.0*pi,0.0*pi,1.091539513743103*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];\ncx q[0],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.135549999854696*pi,3.09866730162741*pi,1.416014749370692*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,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.560085757470745*pi,-0.12220929490197802*pi,1.251137405800679*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(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,0.0*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0202793506314488*pi,-0.4821411376979928*pi,4.34690019621106*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(0.0*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,1.0*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.48187918931977*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];\ncx q[0],q[12];\nu3(0.719464284021146*pi,3.19471948545516*pi,4.31408170405561*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(0.77220820864305*pi,-0.16751409449265697*pi,0.890667369519866*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(0.624018250905694*pi,3.08427157161075*pi,4.454706308988349*pi) q[9];\nu3(0.240317588402137*pi,3.19078111643645*pi,0.5605098680877945*pi) q[10];\nu3(0.583426094626595*pi,0.28457642908340697*pi,4.40221478102143*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[0];\nu3(0.112421954591322*pi,-0.343445396077871*pi,1.0639149752856318*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.556813724145459*pi,0.5415614625785601*pi,4.41549413481527*pi) q[6];\ncx q[7],q[11];\nu3(0.496552430661595*pi,0.33574779130325805*pi,4.49706252747276*pi) q[8];\nu3(0.42723617480591*pi,2.33627472408436*pi,1.239925476538547*pi) q[9];\nu3(0.394435008977239*pi,2.96695870623371*pi,0.854082324934009*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.764158106176138*pi,-0.253975714613039*pi,1.1265531151106392*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(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[6];\nu3(3.5*pi,3.38850086718962*pi,0.5*pi) q[7];\nu3(0.229609384697745*pi,0.06623750652113203*pi,3.68941219519292*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,1.327299865732733*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,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[6];\ncx q[7],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(0.5*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];\nu3(0.948051567447445*pi,0.24818659272838905*pi,1.19154908570196*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[4],q[13];\ncx q[5],q[9];\ncx q[6],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.3159128238799696*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.298806403864377*pi,0.343655928443488*pi,3.35419639474201*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(3.5*pi,3.39558645100173*pi,0.5*pi) q[4];\nu3(3.5*pi,3.37024008905967*pi,0.5*pi) q[5];\nu3(3.5*pi,3.32530817464175*pi,0.5*pi) q[6];\ncx q[7],q[11];\nu3(1.0*pi,0.0*pi,1.244056913982035*pi) q[8];\nu3(1.0*pi,0.0*pi,1.320366938599462*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.340892501635836*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.381749513604376*pi,-0.083632105393744*pi,0.609274847334239*pi) q[0];\ncx q[1],q[10];\ncx q[4],q[13];\ncx q[5],q[9];\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[11];\nu3(0.372519995325241*pi,3.30569885719197*pi,1.96977773648188*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.697528340136646*pi,0.413468301058327*pi,1.439314346050214*pi) q[0];\nu3(3.5*pi,3.41076484379911*pi,0.5*pi) q[1];\ncx q[2],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(0.5*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,0.62406229171652*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.479641750946*pi) q[9];\nu3(1.0*pi,0.0*pi,1.2686560154868909*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.440375374547089*pi,0.5148562033850901*pi,3.86306803724348*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.737425730390299*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[10];\nu3(3.5*pi,3.49859977266217*pi,0.5*pi) q[2];\ncx q[4],q[13];\ncx q[5],q[9];\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[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.294893227466431*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];\ncx q[2],q[14];\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,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,4.31371362786017*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(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[10];\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(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(0.0*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(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.3459126737804805*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[14];\nu3(0.49394235262861*pi,0.89527260203159*pi,4.0749093083052195*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.548576883609726*pi,-0.262515835811787*pi,0.5339723133929437*pi) q[6];\nu3(0.371383698426655*pi,3.21909331609394*pi,1.269653946400453*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(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.331357208951218*pi,3.10101431844762*pi,1.2963679447973289*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[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.560919170310728*pi,3.24901284002807*pi,3.44951175082458*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.48988959915321*pi,-0.325172761862431*pi,4.3744147439110606*pi) q[6];\nu3(0.649782773893942*pi,-0.4660384751535123*pi,3.08972351844962*pi) q[7];\nu3(0.79578963058499*pi,3.16354378411802*pi,3.85391073822936*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(0.501250071556996*pi,3.14308904818118*pi,4.0990488880308895*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[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(0.849832116228275*pi,0.6731547253190799*pi,0.5653139818424237*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(0.48588216669995*pi,0.9664320582727799*pi,4.23623421762405*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(0.274632851292216*pi,0.34267255112516304*pi,3.80586075678803*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\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(0.251280236828579*pi,3.46811547846049*pi,1.85408640359053*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(0.5*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(0.407093531791287*pi,3.14274142794501*pi,1.065542574734605*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,3.34330685172772*pi,0.5*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(1.0*pi,0.0*pi,1.326911587870373*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[8];\nu3(0.444777920242867*pi,0.53266036999736*pi,3.76100950904398*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(1.0*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.252037624817374*pi,2.81004253149395*pi,0.9337618887259*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[8],q[11];\nu3(0.376805758402911*pi,0.7921680536812801*pi,0.5859416803668105*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,0.0*pi,0.5*pi) q[0];\nu3(0.181728440961851*pi,-0.4014718709568891*pi,4.32359680771633*pi) q[1];\nu3(0.838279748202834*pi,0.40704573530646204*pi,1.486756425266576*pi) q[2];\nu3(0.0*pi,-0.5*pi,0.5913427537125224*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,3.3906921027479*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,4.0*pi) q[10];\nu3(1.0*pi,0.0*pi,1.278252480944559*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[4];\nu3(0.113095584650494*pi,-0.107337788356907*pi,0.8406074727432931*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\ncx q[8],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.406800428719145*pi,3.13821475857957*pi,1.274147410748723*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(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(3.5*pi,3.33316661275944*pi,0.5*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[8];\nu3(1.0*pi,0.0*pi,1.270463482017926*pi) q[9];\nu3(0.600470191417449*pi,2.9450536966765*pi,3.16444933921291*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.44569076391997*pi) q[11];\nu3(0.780439791529592*pi,0.339074478907853*pi,4.26870066240526*pi) q[14];\nu3(0.347152318991849*pi,0.488354765199394*pi,4.0983966666210705*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[6];\ncx q[3],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[8],q[11];\nu3(0.614053741290402*pi,3.40943114477217*pi,3.93516018648824*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.465368996355261*pi,3.46763156710979*pi,1.95215403923783*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.41582466758498*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(1.0*pi,0.0*pi,1.2274049382818601*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.35648383120761*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[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];\ncx q[2],q[6];\ncx q[3],q[9];\nu3(0.377089347657704*pi,-0.21180499570009798*pi,4.28067781222936*pi) q[4];\ncx q[7],q[14];\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(1.5*pi,0.0*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[3];\nu3(0.123739201977629*pi,-0.4343656952254308*pi,1.2406240449049641*pi) q[4];\ncx q[5],q[10];\nu3(0.0*pi,-0.5*pi,0.5661620547065811*pi) q[6];\nu3(3.5*pi,3.49267190651017*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(1.0*pi,0.0*pi,1.205454433169773*pi) q[14];\nu3(3.5*pi,3.39367044840111*pi,0.5*pi) q[1];\ncx q[2],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[4];\nu3(3.5*pi,3.44531914695316*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[9];\nu3(1.0*pi,0.0*pi,1.238700281633959*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.279719538301108*pi) q[12];\ncx q[1],q[12];\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];\ncx q[5],q[10];\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[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.625057679156594*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.910005129411212*pi,0.289824835523114*pi,3.90649256703365*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[5];\nu3(0.295146317558443*pi,0.9199026497791001*pi,4.2240154993256205*pi) q[6];\ncx q[7],q[14];\nu3(0.408165151707901*pi,0.27987682699386396*pi,4.10128482974607*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.49161569664456*pi) q[10];\nu3(0.171296360057747*pi,3.18712216956077*pi,1.3254199440500392*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.690542029149264*pi) q[12];\ncx q[1],q[12];\nu3(0.469539437796028*pi,-0.13888641732324503*pi,3.64096568453753*pi) q[2];\nu3(0.694765275283561*pi,3.19881374761903*pi,4.01355674173974*pi) q[3];\ncx q[5],q[10];\nu3(0.37169769330539*pi,3.4191302440771*pi,1.386086079437383*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.73564339647984*pi,0.5160782712999501*pi,0.631876063141697*pi) q[8];\nu3(1.0*pi,0.0*pi,4.0*pi) q[9];\nu3(0.185009185898871*pi,0.005789730510198043*pi,3.51243920578273*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[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.197533272604709*pi,-0.276560256258893*pi,3.90496857863802*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(0.905664149032873*pi,-0.21007766903563901*pi,1.2105815903839852*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.112786311534205*pi,2.59404157981734*pi,1.425079388534996*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(0.470004437155951*pi,0.376883029598135*pi,3.75364857658101*pi) q[14];\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[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.862294585832842*pi,2.93627233077779*pi,3.36138606086782*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.409629656688531*pi,2.98351509850147*pi,1.174117579199522*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(0.36278276287809*pi,-0.15572606208152*pi,0.5497323391128776*pi) q[14];\nu3(0.184621771722546*pi,0.33501152799787504*pi,0.8250812776920691*pi) q[1];\ncx q[2],q[8];\nu3(0.5*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[13];\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(0.0*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(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.589147623775298*pi,0.21123491329884403*pi,1.2076674158908491*pi) q[1];\nu3(3.5*pi,3.3669308684411*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,3.32998238924293*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,1.2996322181473619*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(1.5*pi,0.0*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,1.107370752384767*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[1];\ncx q[2],q[8];\nu3(0.56833570430965*pi,3.4485564535304*pi,0.74857493564625*pi) q[5];\ncx q[6],q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\ncx q[11],q[14];\nu3(0.627775483437204*pi,2.42714258363854*pi,3.75141292796414*pi) q[12];\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(0.762271484668157*pi,3.07105579015439*pi,4.39359437504707*pi) q[5];\nu3(0.5*pi,0.0*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,0.5688563791842443*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,3.47590008682679*pi,0.5*pi) q[11];\nu3(0.296470790225549*pi,-0.14640959265999898*pi,0.83828074553573*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5362373141028773*pi) q[13];\nu3(1.0*pi,0.0*pi,1.202932763416426*pi) q[14];\ncx q[1],q[3];\ncx q[2],q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[13];\ncx q[7],q[9];\nu3(0.455147389425354*pi,3.13101337470344*pi,0.651521714326992*pi) q[10];\ncx q[11],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,3.45117866770823*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,1.340358030963227*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,3.44293639478439*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,1.1845619029751369*pi) q[9];\nu3(0.888515903173434*pi,3.4682975754679*pi,0.87631856293623*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(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.41837152964205*pi) q[14];\ncx q[0],q[12];\ncx q[1],q[3];\nu3(0.44523147747107*pi,-0.363694256314131*pi,0.70847144218544*pi) q[2];\nu3(1.0*pi,0.0*pi,4.0*pi) q[6];\ncx q[7],q[9];\nu3(0.957368753606579*pi,0.09323657321210099*pi,4.46549820512581*pi) q[8];\nu3(3.5*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[13];\nu3(3.5*pi,3.46352573815721*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.296468539947638*pi,3.33670193208571*pi,4.16351594739088*pi) q[2];\nu3(0.0*pi,-0.5*pi,0.5729236132706343*pi) q[3];\nu3(0.792332833106969*pi,2.7468675533868*pi,3.36560448823307*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.59728379460919*pi,0.8297591005926399*pi,1.156033914561456*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.66366961111244*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,1.3181654411689872*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];\ncx q[0],q[12];\ncx q[1],q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[5],q[10];\nu3(0.786535957550071*pi,0.5615865989241*pi,1.0247633398270701*pi) q[6];\ncx q[7],q[9];\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(0.757427670595817*pi,0.212758397376536*pi,1.140132975339885*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(0.5*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,3.46758465867889*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(0.5*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,0.0*pi,1.112427917079357*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.613751245226173*pi) q[12];\nu3(0.720429367844209*pi,3.09795889841229*pi,3.19875444409232*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[12];\nu3(0.400912365611238*pi,2.84609731590831*pi,0.804892728942773*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.452332596052215*pi,2.72295987139041*pi,3.76388392753465*pi) q[3];\ncx q[5],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[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(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.86326988391635*pi,0.17241242609880303*pi,3.79029974848135*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.110749788470877*pi,-0.335029816578965*pi,4.33949797757879*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.765857026660803*pi,0.09012311431592201*pi,3.88611389584304*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5430566708049896*pi) q[10];\nu3(0.862672667621628*pi,2.93295260433222*pi,3.48928202694774*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(0.511692857315541*pi,-0.268248500169956*pi,0.965290149382524*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[13];\ncx q[5],q[10];\nu3(0.647435645804235*pi,0.36065916661487196*pi,0.523611257317154*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0713549777641222*pi,3.20491344087409*pi,0.5644756222348702*pi) q[11];\nu3(0.615371609362116*pi,0.19845923264769105*pi,4.4917226211304*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.767683995507297*pi,0.18812071836851896*pi,3.9404803870064*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,3.41565774931209*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,3.46228783962486*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,1.36051612861727*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.619762412060557*pi,-0.143503952446412*pi,1.08122737692737*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(0.49808204275415*pi,-0.4846338136296318*pi,0.821388377063874*pi) q[12];\nu3(1.0*pi,0.0*pi,1.3538191665793389*pi) q[13];\nu3(0.249182195905045*pi,-0.161858997274483*pi,0.929845302293488*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[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[13];\nu3(0.41059272615104*pi,0.377438408006175*pi,1.120687671411349*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.464441459244593*pi,2.95803569047008*pi,1.59310285121646*pi) q[9];\nu3(0.552384921293154*pi,0.05013090248234897*pi,1.469336614623461*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(0.36265180473208*pi,0.396184837254266*pi,3.70446408356863*pi) q[14];\nmeasure q[5] -> c[5];\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(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,0.567172450861386*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(0.228516164557132*pi,3.37158816522807*pi,1.10530561496814*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.45012086813855*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[0];\ncx q[2],q[6];\ncx q[3],q[8];\ncx q[4],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[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(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,3.40365716868607*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[6];\ncx q[7],q[11];\nu3(1.0*pi,0.0*pi,1.1545704803586099*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[13];\ncx q[0],q[14];\ncx q[1],q[10];\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[6];\nu3(3.5*pi,3.44323765237751*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,1.2811284686723279*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(3.5*pi,3.48130688235383*pi,0.5*pi) q[0];\nu3(3.5*pi,3.45857665317012*pi,0.5*pi) q[1];\nu3(0.58248791144363*pi,0.58320247233689*pi,4.1625122732068*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[6];\ncx q[7],q[11];\nu3(0.0*pi,-0.5*pi,0.5517764042386304*pi) q[8];\ncx q[9],q[12];\nu3(1.0*pi,0.0*pi,1.3481692530304041*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.1491917635561308*pi) q[14];\nmeasure q[2] -> c[2];\ncx q[0],q[14];\ncx q[1],q[10];\ncx q[3],q[8];\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(3.5*pi,3.47644002174317*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.32583547128351*pi) q[11];\nu3(1.0*pi,0.0*pi,1.228106130402913*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(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[4];\nu3(0.514804027778157*pi,2.79892888640135*pi,3.64354856849794*pi) q[6];\ncx q[7],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[12];\nu3(0.0*pi,-0.5*pi,0.5924579996145716*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.48140080510189*pi) q[14];\nmeasure q[6] -> c[6];\ncx q[0],q[14];\ncx q[1],q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.870708000297741*pi,3.14147742864967*pi,3.00651404562799*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(0.5*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,0.5447779051266486*pi) q[12];\nu3(0.206719067823145*pi,-0.237765951266191*pi,4.32825331030375*pi) q[13];\nmeasure q[4] -> c[4];\nmeasure q[13] -> c[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.250499720103012*pi,3.02295082694072*pi,1.77917076756617*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];\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[14];\nmeasure q[3] -> c[3];\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[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[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.745319693156757*pi,3.39245629060302*pi,3.20372218958653*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.446757498107424*pi,-0.170606272322955*pi,4.02691291716112*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(0.0*pi,-0.5*pi,1.5*pi) q[14];\nmeasure q[1] -> c[1];\nmeasure q[8] -> c[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,4.0*pi) q[7];\nu3(0.557708837829585*pi,3.17561602173855*pi,3.45954878191974*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,-0.5*pi,0.5*pi) q[14];\nmeasure q[9] -> c[9];\nu3(0.729883956678383*pi,0.272062703102272*pi,1.234944707513732*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.654765815324359*pi,0.79833740335189*pi,0.79587107517142*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];\nmeasure q[0] -> c[0];\nmeasure q[10] -> c[10];\nu3(0.594374120551415*pi,0.43044938336958405*pi,0.651413593202192*pi) q[7];\nu3(1.0*pi,0.0*pi,4.0*pi) q[11];\nu3(0.71151080375307*pi,3.40552398814603*pi,3.84265428579563*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nmeasure q[7] -> c[7];\nmeasure q[12] -> c[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.302791392348062*pi,3.00686557924502*pi,1.55331445985673*pi) q[14];\nmeasure q[14] -> c[14];\nu3(0.699627290527196*pi,-0.141252845856652*pi,0.634758208509502*pi) q[11];\nmeasure q[11] -> c[11];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(0.396420964235108*pi,0.59487247173302*pi,4.38656021659222*pi) q[0];\nu3(0.425521561824419*pi,0.006502895415397947*pi,0.5245325693050841*pi) q[1];\nu3(0.775362481389339*pi,1.19607058175438*pi,0.7808455161832151*pi) q[2];\nu3(0.465395736318977*pi,2.71956281123193*pi,3.63833423895056*pi) q[3];\nu3(0.431473495238734*pi,3.26077705546421*pi,4.49123355498223*pi) q[4];\nu3(0.627049685802969*pi,0.258731346100869*pi,4.403512476194869*pi) q[5];\nu3(0.517827035848893*pi,0.73324981714405*pi,0.8465311611098101*pi) q[6];\nu3(0.739995342274944*pi,3.30943516638924*pi,4.30769314526711*pi) q[7];\nu3(0.268818049975945*pi,2.95339200635551*pi,1.57042589510941*pi) q[8];\nu3(0.669498741031858*pi,0.81838191687768*pi,1.081701330192818*pi) q[9];\nu3(0.902919356407348*pi,3.10826822686425*pi,3.78248138059505*pi) q[10];\nu3(0.300223112294162*pi,0.19167498404621897*pi,0.5016133181662702*pi) q[11];\nu3(0.783221812153408*pi,-0.11568602772408199*pi,4.01597552997485*pi) q[12];\nu3(0.80417293335936*pi,0.19626308510406099*pi,3.71102275968108*pi) q[13];\nu3(0.562145293024516*pi,0.58886764456614*pi,4.38093137447402*pi) q[14];\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(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(3.5*pi,-0.5*pi,0.5*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(0.5*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(0.5*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(0.5*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];\ncx q[0],q[2];\nu3(1.0*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[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(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,3.45791146126178*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.1475247448907009*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,3.47248536205092*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(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.358184335719013*pi) q[14];\ncx q[0],q[2];\ncx q[1],q[6];\ncx q[3],q[5];\ncx q[4],q[14];\ncx q[7],q[10];\ncx q[8],q[11];\ncx q[9],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.49695039547981*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,0.5886250147770139*pi) q[2];\nu3(3.5*pi,3.41751238919112*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,1.215853402761877*pi) q[5];\nu3(1.0*pi,0.0*pi,1.327532101069359*pi) q[6];\nu3(3.5*pi,3.4796539938676*pi,0.5*pi) q[7];\nu3(3.5*pi,3.49044318687906*pi,0.5*pi) q[8];\nu3(3.5*pi,3.4828356787504*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.242539986035697*pi) q[10];\nu3(1.0*pi,0.0*pi,1.201251152633499*pi) q[11];\nu3(1.0*pi,0.0*pi,1.224368148352839*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.425489887516489*pi) q[14];\ncx q[0],q[2];\ncx q[1],q[6];\ncx q[3],q[5];\ncx q[4],q[14];\ncx q[7],q[10];\ncx q[8],q[11];\ncx q[9],q[13];\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,-0.5*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(0.0*pi,-0.5*pi,0.610666040787913*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.624396083500478*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(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5323345704393603*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5171380816206086*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.46521201421398*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.762720905730948*pi,0.498203513452001*pi,1.064394653400739*pi) q[0];\ncx q[1],q[6];\nu3(0.698166067060496*pi,-0.201240534922142*pi,3.9653675269976*pi) q[2];\ncx q[3],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[7],q[10];\ncx q[8],q[11];\ncx q[9],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.538742601640512*pi,0.23550331879324105*pi,0.5303590455846549*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.690620903587877*pi,-0.25362070772469303*pi,1.163329573907715*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(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(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[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(0.5*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(0.0*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(0.5*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[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(0.609384933238891*pi,3.36210765808189*pi,4.1240022437829005*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.890624103201197*pi,2.95547811995736*pi,4.26243319669053*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(0.131569443089232*pi,3.45547024006919*pi,0.627996916572078*pi) q[7];\nu3(0.265945410336825*pi,0.62172313804265*pi,3.95635918065378*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[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.508535021812212*pi,0.84997596308353*pi,4.154045738944021*pi) q[1];\nu3(0.653299338947619*pi,0.07071900256032304*pi,3.95613029108238*pi) q[3];\nu3(0.423781474826886*pi,0.34073625114917605*pi,3.82037389944347*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(0.439605549453488*pi,2.47311483542306*pi,1.394036930140779*pi) q[7];\nu3(0.662852885885641*pi,-0.272240359974965*pi,3.74146720933357*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(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.243361327180471*pi,0.05139291719683503*pi,0.929533264225308*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.623629708348511*pi,3.09437123722727*pi,3.0375655546552*pi) q[4];\nu3(0.329570651830078*pi,3.18271165764824*pi,0.68162783111734*pi) q[5];\nu3(0.757778449145482*pi,0.19610096499352103*pi,4.17802048595453*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(0.207985899424236*pi,0.52431838354672*pi,3.99310709271543*pi) q[9];\nu3(0.280324108056644*pi,0.6575346979312*pi,3.76252849861007*pi) q[10];\nu3(0.817873975413017*pi,3.05484720140985*pi,4.15670041692422*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.279289062040104*pi,2.32039804441025*pi,1.2401583244202659*pi) q[14];\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,-0.5*pi,0.5*pi) q[4];\nu3(0.595263009861124*pi,3.37513102092936*pi,0.842516631524066*pi) q[5];\nu3(0.380136408550845*pi,2.76631378165226*pi,1.2727570004603979*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(0.595762399893421*pi,-0.067132306684211*pi,4.41425038505169*pi) q[9];\nu3(0.639820599751318*pi,3.32256679090996*pi,4.27362062618279*pi) q[10];\nu3(0.619568922578052*pi,0.07808476279420296*pi,4.45845485147999*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(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[3],q[7];\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(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(0.663440245303882*pi,2.9779306152235*pi,3.74196108519522*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[1];\nu3(3.5*pi,3.48826726379876*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(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.305214375909785*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.668918093147547*pi,3.49544036405234*pi,3.38254796702686*pi) q[13];\ncx q[0],q[5];\ncx q[1],q[2];\ncx q[3],q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\ncx q[9],q[10];\ncx q[11],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,3.40574569445536*pi,0.5*pi) q[0];\nu3(3.5*pi,3.4723975043828*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.1977729997637399*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.1471303686129302*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.4772045043149795*pi) q[7];\nu3(3.5*pi,3.32726634915493*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.094938491144934*pi) q[10];\nu3(3.5*pi,3.42211776826243*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,1.16731489088043*pi) q[14];\ncx q[0],q[5];\ncx q[1],q[2];\ncx q[3],q[7];\ncx q[6],q[8];\ncx q[9],q[10];\ncx q[11],q[14];\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(0.0*pi,-0.5*pi,0.5186763961193526*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,0.637739147344444*pi) q[5];\nu3(3.5*pi,3.44691890551469*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,1.259200883434497*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.459079483434881*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(3.5*pi,3.4250912481837*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.214288054733381*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.49546092358808*pi) q[14];\ncx q[0],q[5];\ncx q[1],q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[6],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[9],q[10];\ncx q[11],q[14];\ncx q[12],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(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(0.5*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,0.665384809877893*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,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.4569672041071104*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.600109300607864*pi,2.95384140902099*pi,3.16818403049855*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(0.641028003528982*pi,0.34407310539345703*pi,0.704989540722329*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[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[14];\nu3(0.494762636357353*pi,-0.31214797713643*pi,0.741878439401009*pi) q[0];\nu3(0.145522898720214*pi,0.173261984438022*pi,3.94786729322731*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(0.454330286407183*pi,3.48327029839274*pi,1.3524294121418379*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(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(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.845379927594346*pi,0.324895743468645*pi,0.780260758386925*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.548640941368077*pi,0.7104578934783601*pi,0.668626353093803*pi) q[3];\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(0.678361198413137*pi,1.02989319359297*pi,0.782191705954095*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(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(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.11244916568769*pi,0.38138060543611296*pi,0.753204070065375*pi) q[2];\nu3(0.389629992850375*pi,2.74042566981187*pi,0.833724849195862*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.546549429396119*pi,3.18981083608678*pi,4.30316182941995*pi) q[6];\nu3(0.85339476479747*pi,2.55107933549498*pi,3.48762231383398*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.427071525621161*pi,0.74806088322608*pi,4.32144597529231*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(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[1];\nu3(0.231768388013435*pi,3.31104372240417*pi,1.3337810662341338*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(0.648178846727597*pi,0.6056574997327899*pi,0.883460835443839*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(0.510277608945459*pi,3.47730403377289*pi,4.06313414129343*pi) q[9];\nu3(0.293364109535528*pi,-0.300447835460402*pi,0.901164936627769*pi) q[10];\nu3(0.286235872761241*pi,3.32291469411799*pi,1.83302349083102*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(0.0433061411964949*pi,-0.4884814337587574*pi,1.88920469213802*pi) q[14];\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(0.0*pi,-0.5*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];\nu3(0.407109570915284*pi,0.27389018783919095*pi,0.712103165452902*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.273360658477421*pi,-0.067740575881445*pi,0.5000105254012623*pi) q[10];\nu3(0.903890874186736*pi,0.498907460476978*pi,4.3986187109744*pi) q[11];\nu3(0.457559400833035*pi,3.01758088331287*pi,1.0008204097685232*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.49590945128552*pi,3.26715842282946*pi,0.999095684526029*pi) q[14];\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(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.324467070083211*pi,2.6730972418702*pi,1.114594654478743*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(0.46551299838036*pi,-0.135936596814075*pi,3.89763332031095*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(1.5*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,-0.5*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[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(0.448374561565785*pi,-0.4173810024667704*pi,1.22910273535914*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[10];\ncx q[1],q[14];\ncx q[3],q[7];\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[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.849632310746486*pi,2.657122264445*pi,3.57494136233284*pi) q[13];\nu3(3.5*pi,3.38888297347298*pi,0.5*pi) q[0];\nu3(3.5*pi,3.47027924143376*pi,0.5*pi) q[1];\nu3(3.5*pi,3.48788868671881*pi,0.5*pi) q[3];\ncx q[4],q[8];\ncx q[6],q[9];\nu3(1.0*pi,0.0*pi,1.228143559493878*pi) q[7];\nu3(1.0*pi,0.0*pi,1.238409630241427*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(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.273944660663168*pi) q[14];\ncx q[0],q[10];\ncx q[1],q[14];\ncx q[3],q[7];\nu3(3.5*pi,3.45255270937975*pi,0.5*pi) q[4];\ncx q[5],q[12];\nu3(3.5*pi,3.36701649427938*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.2514889452222548*pi) q[8];\nu3(1.0*pi,0.0*pi,1.1890113887122848*pi) q[9];\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(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[8];\nu3(3.5*pi,3.45603551894225*pi,0.5*pi) q[5];\ncx q[6],q[9];\nu3(0.0*pi,-0.5*pi,0.5077645516051041*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.39926099521931*pi) q[10];\ncx q[11],q[13];\nu3(1.0*pi,0.0*pi,1.3834126108237799*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.589498511042077*pi) q[14];\ncx q[0],q[10];\ncx q[1],q[14];\ncx q[3],q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[5],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.47803927421874*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.37519141746085*pi) q[9];\nu3(3.5*pi,3.48375452748232*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.241369312202636*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[3];\ncx q[4],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[6],q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\ncx q[11],q[13];\nu3(0.0*pi,-0.5*pi,4.34037566054817*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(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];\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];\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[11];\nu3(0.0*pi,-0.5*pi,0.5004798720087451*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(0.494566475625595*pi,3.19796811098885*pi,4.35539430327116*pi) q[1];\nu3(0.661522665847606*pi,0.55576073121236*pi,0.5551511998317469*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];\ncx q[11],q[13];\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[0];\nu3(0.0829046361075709*pi,-0.4863604406270715*pi,1.099615178417896*pi) q[1];\nu3(0.495917521762399*pi,3.35318016153555*pi,0.80340749103666*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(0.0*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(0.5*pi,-0.5*pi,0.5*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(0.0*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,-0.5*pi,0.5*pi) q[6];\nu3(0.373815225799712*pi,3.35371220937356*pi,2.03122569600371*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[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(0.806211698306763*pi,0.78872189074141*pi,1.12018167862867*pi) q[14];\nu3(0.348777357634258*pi,-0.18363886002135899*pi,1.225783005184946*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(0.578083504166162*pi,2.95504286903977*pi,3.10109406183148*pi) q[4];\nu3(1.0*pi,0.0*pi,4.0*pi) q[5];\nu3(0.398832542165359*pi,0.8213952710371999*pi,4.30903503054168*pi) q[6];\nu3(0.430885834905822*pi,-0.08266622424241299*pi,4.27312880127846*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(0.357574085167789*pi,3.25363749601229*pi,0.925447520690429*pi) q[10];\nu3(0.694289431257014*pi,2.76762240855772*pi,4.01287026936762*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(0.298491264851318*pi,2.92509521593642*pi,0.804933651812906*pi) q[14];\nu3(0.22144400310496*pi,0.62381581821691*pi,4.1233385768723405*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.587657922455341*pi,2.70462191081562*pi,3.5810169610226*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.473074290738455*pi,0.32547921342003305*pi,4.24332128913929*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(0.216749199728355*pi,-0.15664486664327099*pi,4.105889063401801*pi) q[10];\nu3(0.623812063144968*pi,0.8609116559432299*pi,0.5569098730814864*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,4.0*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[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(0.531930482108317*pi,0.21125264174360003*pi,1.134028461436217*pi) q[8];\nu3(0.384436842262125*pi,0.9098882437757101*pi,4.063086879235151*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(0.482006759692418*pi,3.01424595559752*pi,0.781916834453191*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[7];\ncx q[3],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.726950135009389*pi,0.63828048161623*pi,0.5464467717996574*pi) q[8];\nu3(0.35555361186064*pi,0.2488024897483*pi,1.236444295547383*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[12];\nu3(0.320020805852525*pi,3.31884770689513*pi,1.63847276545943*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.38899206425669*pi,0.5*pi) q[1];\ncx q[2],q[14];\nu3(3.5*pi,3.3596366459721*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.644955152057443*pi,0.26175630452254905*pi,1.355212454448486*pi) q[5];\nu3(1.0*pi,0.0*pi,1.175700256318249*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(1.0*pi,0.0*pi,1.276197911396583*pi) q[10];\nu3(0.711272641585596*pi,0.328844626371253*pi,4.3907820462866205*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[1],q[7];\nu3(3.5*pi,3.49448399608989*pi,0.5*pi) q[2];\ncx q[3],q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.138666657303596*pi,-0.232451482468656*pi,1.57437093312262*pi) q[5];\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(0.366990713197208*pi,0.237344741466486*pi,4.00945420090906*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.438041570894169*pi) q[14];\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(0.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[9];\nu3(0.0*pi,-0.5*pi,0.658153953788747*pi) q[7];\ncx q[8],q[13];\nu3(0.0*pi,-0.5*pi,4.417283627534919*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\ncx q[0],q[5];\ncx q[1],q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[10];\nu3(3.5*pi,3.49430421954567*pi,0.5*pi) q[6];\nu3(3.5*pi,3.46579220292371*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.340628126162228*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.308989377933756*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.6582153411069129*pi) q[14];\nu3(3.5*pi,3.34587759578177*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*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,1.217943232014619*pi) q[5];\ncx q[6],q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\ncx q[11],q[12];\ncx q[0],q[5];\nu3(0.481904949402937*pi,0.9003318677815599*pi,4.3829633199093205*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[6];\nu3(0.321304803316535*pi,0.14233300615058997*pi,3.49225289800488*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.611029469460433*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(3.5*pi,3.42365095165264*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.2461013221851451*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5072855053059683*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(0.157894014311491*pi,0.00580456742372204*pi,3.70652462186639*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,4.4733545807421695*pi) q[5];\ncx q[6],q[9];\nu3(0.635360096272136*pi,0.38209061318191695*pi,0.6046082403256869*pi) q[7];\ncx q[8],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\ncx q[11],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[5];\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(0.352558913780753*pi,2.59473605365881*pi,1.2288482077085*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*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(1.0*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,4.46385660525752*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(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.768350236643043*pi,-0.40490583816209313*pi,3.83423883177241*pi) q[2];\nu3(0.155164637351432*pi,0.9010383361138601*pi,3.97361136140759*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.685258950875518*pi,-0.4923717187260103*pi,4.27121978930812*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.303168577635556*pi,2.98671158722312*pi,1.1931521138876149*pi) q[8];\nu3(0.776269157621883*pi,0.43591016935766*pi,0.673625642927151*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\ncx q[11],q[12];\nu3(0.595205220131779*pi,-0.4551875701958506*pi,4.085356608877159*pi) q[13];\nu3(0.326134498054455*pi,0.19109921757190096*pi,0.755368000272145*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.611745040705532*pi,2.427152073479*pi,3.77602621098066*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[5];\nu3(0.341181684881468*pi,2.73403244200665*pi,1.242013890777238*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.149926763839396*pi,3.03744349083805*pi,0.750515858604464*pi) q[8];\nu3(0.488100824025121*pi,3.14457305064528*pi,0.691368998754874*pi) q[9];\nu3(0.912874063680551*pi,-0.206488580871446*pi,0.8880638504063381*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(0.0567523304301571*pi,3.114877414864*pi,0.674999645704*pi) q[13];\nu3(0.0380201760573428*pi,3.34177499545865*pi,0.886350556168224*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[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(3.5*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,-0.5*pi,0.5*pi) q[9];\nu3(0.68885939734679*pi,-0.035346781118894*pi,4.21146855875842*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[14];\nu3(1.0*pi,0.0*pi,4.0*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(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*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(0.0*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(0.541981684455253*pi,3.01790820603862*pi,3.94581750609956*pi) q[0];\ncx q[1],q[6];\ncx q[2],q[13];\ncx q[3],q[7];\nu3(1.0*pi,0.0*pi,4.0*pi) q[5];\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(0.410042363040549*pi,-0.227275039927875*pi,3.82234105589897*pi) q[0];\nu3(3.5*pi,3.39741115560635*pi,0.5*pi) q[1];\nu3(3.5*pi,3.44258690811386*pi,0.5*pi) q[2];\nu3(3.5*pi,3.49505913822942*pi,0.5*pi) q[3];\nu3(0.73622894844658*pi,3.14807079429537*pi,2.95408260973468*pi) q[5];\nu3(1.0*pi,0.0*pi,1.243763006477149*pi) q[6];\nu3(1.0*pi,0.0*pi,1.3780780120657559*pi) q[7];\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,1.311027855017417*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[6];\ncx q[2],q[13];\ncx q[3],q[7];\nu3(0.687183133442383*pi,3.16695787954479*pi,4.4668424480467*pi) q[5];\nu3(0.550603861501486*pi,3.48149114067195*pi,3.10632824922311*pi) q[11];\nu3(0.582474210882342*pi,2.47558272733008*pi,3.66094963392976*pi) q[12];\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(0.5*pi,0.0*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[5];\nu3(0.0*pi,-0.5*pi,0.5837028502673576*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.693070764454874*pi) q[7];\nu3(0.677104692918889*pi,3.07226798713621*pi,3.42806193262663*pi) q[11];\nu3(0.763541640555771*pi,0.6115651152219901*pi,0.723425081949147*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.757924074967181*pi) q[13];\ncx q[0],q[10];\ncx q[1],q[6];\ncx q[2],q[13];\ncx q[3],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\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,3.37238611116688*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(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,0.0*pi,1.1477082942500378*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];\ncx q[0],q[10];\nu3(0.50338996478745*pi,-0.03088459133980198*pi,1.441978137184638*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];\ncx q[4],q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.658154865012965*pi,0.325053235443175*pi,0.972430078068458*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[9],q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.538847124637785*pi,0.60949867946022*pi,0.748466144646516*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(3.5*pi,3.48069698719687*pi,0.5*pi) q[4];\ncx q[5],q[14];\nu3(0.899250207381756*pi,0.421984232171809*pi,0.797794507027417*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[7];\nu3(3.5*pi,3.48147954127563*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5442544585252622*pi) q[10];\nu3(1.0*pi,0.0*pi,1.272686479645482*pi) q[11];\nu3(1.0*pi,0.0*pi,1.305215265256457*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.148893203376146*pi,0.5565748921560201*pi,0.784518325052984*pi) q[2];\nu3(0.476544653345597*pi,0.98396430099846*pi,4.20833500966026*pi) q[3];\ncx q[4],q[12];\nu3(3.5*pi,3.45892018170723*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.26181020740691*pi,-0.4070221421407586*pi,1.465475538857097*pi) q[7];\ncx q[9],q[11];\nu3(0.148364022341811*pi,2.85205660914526*pi,0.988022750648424*pi) q[13];\nu3(1.0*pi,0.0*pi,1.246344419331777*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(0.414071996218016*pi,3.05385300912904*pi,1.6824022168474*pi) q[2];\nu3(0.426618132117053*pi,-0.09072674670119102*pi,1.2006629397306101*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[5],q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.173156716065855*pi,-0.311780923770204*pi,4.49231983865862*pi) q[7];\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,4.3810919519841995*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.36725236386312*pi) q[12];\nu3(0.665652424681733*pi,-0.20839083431649302*pi,4.3360046475579*pi) q[13];\nu3(0.177758461570184*pi,0.99903952652975*pi,4.13515836699574*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];\ncx q[4],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[9],q[11];\nu3(0.47708516763291*pi,0.483800126890059*pi,3.80647504418132*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.4056811312131*pi) q[14];\nu3(0.55759451450537*pi,2.94421387895371*pi,3.9535507478311*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,-0.5*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,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.324083767727658*pi,2.99790169377316*pi,0.759023992159384*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[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(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,1.5*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(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(3.5*pi,3.37984565057735*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,1.296116506216739*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[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[14];\ncx q[1],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(1.5*pi,0.0*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[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,4.478773035814839*pi) q[3];\nu3(0.671925509215562*pi,2.55297662969592*pi,3.97923583961331*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[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(1.0*pi,-0.5*pi,0.5*pi) q[14];\ncx q[1],q[3];\nu3(0.538458723255602*pi,0.42043937796226405*pi,0.730789842903744*pi) q[4];\nu3(0.413153073702919*pi,3.29094636551643*pi,4.19546437911365*pi) q[5];\nu3(0.668963245332501*pi,0.7579199793488101*pi,0.86261975250087*pi) q[9];\nu3(3.5*pi,3.36038466643962*pi,0.5*pi) q[10];\nu3(0.164778875428352*pi,3.18284319018636*pi,4.345852391742071*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.1496375406274169*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,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.405673133392119*pi,0.024837855926049035*pi,0.979147792116666*pi) q[5];\nu3(0.335212461317817*pi,2.58874559749508*pi,1.07878595239258*pi) q[9];\ncx q[10],q[13];\nu3(0.609686863657986*pi,0.390213529164508*pi,0.703890358155722*pi) q[11];\nu3(0.469168489850445*pi,0.36389116254834597*pi,4.34802928540504*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[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(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*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,-0.5*pi,0.5*pi) q[11];\nu3(0.813795861609249*pi,2.92305786855953*pi,3.68624585192597*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.628663355473657*pi) q[13];\nu3(0.665355167521608*pi,-0.30181897509845*pi,4.3438027962323*pi) q[14];\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[3];\ncx q[4],q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\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[12];\nu3(0.594013721445274*pi,-0.28022888881171604*pi,4.27800396324914*pi) q[14];\nu3(3.5*pi,3.31768461727027*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];\nu3(3.5*pi,3.4747832831665*pi,0.5*pi) q[4];\ncx q[6],q[9];\nu3(1.0*pi,0.0*pi,1.0593247834610628*pi) q[7];\ncx q[8],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.119439146826763*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];\ncx q[0],q[11];\nu3(0.287951645918005*pi,0.08628127165872501*pi,0.5055519283257871*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[7];\nu3(3.5*pi,3.40252177153734*pi,0.5*pi) q[6];\nu3(3.5*pi,3.30876536116307*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.256754074597536*pi) q[9];\nu3(0.569325199517671*pi,3.36412834745747*pi,4.23133297439651*pi) q[10];\nu3(1.0*pi,0.0*pi,1.116937042757091*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,0.0*pi,0.5*pi) q[0];\nu3(0.744167303873719*pi,-0.36755386192664097*pi,4.3601845249214*pi) q[1];\ncx q[2],q[14];\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[6],q[9];\nu3(0.0*pi,-0.5*pi,4.45138107795152*pi) q[7];\ncx q[8],q[12];\nu3(0.964834230527348*pi,0.388264048481728*pi,0.68702385332655*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.48148552385881*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\ncx q[0],q[11];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[1];\nu3(3.5*pi,3.3782284557349*pi,0.5*pi) q[2];\nu3(0.329575792911268*pi,0.047270014330837995*pi,0.96017809303259*pi) q[3];\ncx q[4],q[7];\nu3(0.5*pi,0.0*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,0.5924364367022887*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5096919608350032*pi) q[12];\nu3(0.487019996754742*pi,-0.346872112635911*pi,4.35062336551628*pi) q[13];\nu3(1.0*pi,0.0*pi,1.2172707603308068*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[14];\nu3(0.450177557225843*pi,0.24620913164860303*pi,4.40007199457566*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[6],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[12];\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(0.340005489253606*pi,0.430181026841282*pi,4.36123950797179*pi) q[13];\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(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[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[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,4.42018089896015*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\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];\ncx q[5],q[13];\nu3(0.519474721616008*pi,0.62397150041443*pi,4.19572168248738*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(0.424668015190892*pi,-0.135093213443421*pi,4.15674066206173*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,4.0*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(3.5*pi,3.32057795604833*pi,0.5*pi) q[5];\nu3(0.504670180369241*pi,-0.012821024450113017*pi,1.2566613659132901*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.533401666004827*pi,-0.049436420738249*pi,3.49261648345641*pi) q[8];\nu3(0.740754652083087*pi,0.33023881136991495*pi,4.41354952380333*pi) q[9];\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,1.2643938578112661*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.827371327790523*pi,3.38822626548373*pi,4.2112752596864205*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];\ncx q[5],q[13];\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(0.636017348777236*pi,0.19274827414024698*pi,0.77555626785844*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,4.0*pi) q[11];\nu3(0.521806303694301*pi,2.92183829989543*pi,3.67748336739827*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.484503052789193*pi,0.8918747163043399*pi,3.93717906638935*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.815731554595422*pi,0.64227052559543*pi,0.521081639488501*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(0.111869686142898*pi,3.2798906573728*pi,1.95614822653018*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(0.514485740692971*pi,-0.49659217641353914*pi,3.24658562451807*pi) q[11];\nu3(0.403431738194467*pi,-0.342206826220333*pi,4.00185749559469*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.431818785884969*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(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.626696170434709*pi,0.5952865637034901*pi,4.18877883377616*pi) q[4];\ncx q[5],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.554578001218639*pi,3.16299935552482*pi,0.632888360657997*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.338413376668615*pi,3.27445678826776*pi,2.0140206241085403*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(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[6];\nu3(0.244474464928283*pi,-0.4587389259887854*pi,0.9384689013863821*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(3.5*pi,-0.5*pi,0.5*pi) q[7];\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];\ncx q[0],q[11];\nu3(3.5*pi,3.44335722222567*pi,0.5*pi) q[1];\nu3(0.760681781500019*pi,-0.052103031126945976*pi,1.0044240064453671*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(1.0*pi,0.0*pi,1.3693075093683609*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[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.35007631113394*pi,0.5*pi) q[0];\ncx q[1],q[6];\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(0.0*pi,-0.5*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,1.1913831769684942*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.349724203148136*pi,2.92175151474163*pi,1.76925432622132*pi) q[14];\ncx q[0],q[11];\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(1.5*pi,0.0*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,4.45941189079014*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[13];\nu3(0.449096478738018*pi,0.16193967850787605*pi,1.0703264661414549*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[6];\ncx q[2],q[3];\ncx q[4],q[12];\nu3(0.337557666291377*pi,-0.221376543286459*pi,1.66684130169186*pi) q[5];\ncx q[7],q[9];\nu3(0.0*pi,-0.5*pi,0.5380428935835271*pi) 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];\ncx q[0],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,3.43556405385425*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.2287358077958959*pi) q[3];\nu3(3.5*pi,3.3844099154434*pi,0.5*pi) q[4];\nu3(0.588455558464782*pi,-0.271991348197466*pi,3.90983810690363*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,3.42537478152715*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.260928736949782*pi) q[9];\nu3(1.0*pi,0.0*pi,1.256990750963634*pi) q[12];\nu3(0.725143156739084*pi,0.11090848974836298*pi,4.28168337399134*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];\ncx q[2],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];\ncx q[7],q[9];\ncx q[10],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.459665438571216*pi,3.3315146559846*pi,1.409770046993214*pi) q[13];\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(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.43056699239476*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(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.607160130056811*pi) q[9];\nu3(3.5*pi,3.38297214630791*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,4.44184125936294*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.2656699159508*pi) q[14];\nu3(0.112788991690414*pi,3.26480373939708*pi,1.65265776542102*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[3];\ncx q[4],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[9];\ncx q[10],q[14];\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(0.277703491198611*pi,-0.14507745896358198*pi,4.128282269081041*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(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.0*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[13];\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(0.252565513882252*pi,0.30730434551210795*pi,4.18882187951968*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.309622480446469*pi) q[14];\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(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[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,3.408466771989*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[10],q[14];\nu3(0.396768415872319*pi,0.81461960890134*pi,3.91577810028909*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.215807418284018*pi) q[13];\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(0.0*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,1.0*pi) q[6];\nu3(0.773660707848621*pi,-0.352601029365024*pi,4.36752241429821*pi) q[7];\ncx q[8],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[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[14];\nu3(0.299180995109196*pi,2.78691943681801*pi,1.7441662590894*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(0.924548446717951*pi,0.45341498826911397*pi,4.26412628125904*pi) q[6];\nu3(0.249703907651602*pi,2.84084062086944*pi,1.82164616573142*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(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,0.5981751582233912*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.519496260651094*pi,2.6419913034765*pi,3.78449538419199*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(0.353604998783754*pi,3.37977060096657*pi,1.426274016311212*pi) q[4];\nu3(0.0724484670471468*pi,0.7368304104737*pi,4.36247915172791*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[13];\nu3(0.754954839379205*pi,2.68299307368691*pi,3.57020989002569*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[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.505411712514345*pi,-0.11902334856337299*pi,3.51325719530335*pi) q[2];\nu3(0.166542293401199*pi,-0.167763343944213*pi,0.627635972476043*pi) q[3];\nu3(0.336622994949948*pi,0.15747224544037497*pi,4.20568324778265*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(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.540799325974109*pi,0.053936334726500945*pi,4.173451283456259*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[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[1];\nu3(0.156615055491131*pi,0.33328695041424605*pi,3.84996865082153*pi) q[2];\nu3(0.755205375832767*pi,-0.35092393833401003*pi,3.57593779605672*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(0.670848225945725*pi,-0.266233732740231*pi,1.001719240694827*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(0.380630224214096*pi,0.382885624716392*pi,3.7460514660659*pi) q[12];\nu3(0.478420329920312*pi,-0.19069633101412498*pi,3.95901963039534*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[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(0.451781603657559*pi,-0.026556677257590977*pi,1.29501866133938*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.610667772743098*pi,0.0032102680369100467*pi,1.0252903212117062*pi) q[10];\nu3(0.818630706878553*pi,2.89972517818463*pi,3.37061314691125*pi) q[12];\nu3(0.889978162900449*pi,3.23858138615381*pi,4.01667154584835*pi) q[13];\nu3(0.397746290780019*pi,-0.16843766363206503*pi,4.30044845478531*pi) q[14];\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];\ncx q[6],q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.343191172709559*pi,-0.30308192275617596*pi,4.29269722123629*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(0.219030678410777*pi,0.42873914673345603*pi,4.31057350811095*pi) q[14];\ncx q[1],q[4];\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,3.40708027543249*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.168422301605888*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];\ncx q[0],q[12];\nu3(3.5*pi,3.46709538828727*pi,0.5*pi) q[1];\ncx q[2],q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.185173679904938*pi) q[4];\ncx q[6],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[14];\nu3(3.5*pi,3.48674366664385*pi,0.5*pi) q[0];\ncx q[1],q[4];\nu3(3.5*pi,3.35917281270917*pi,0.5*pi) q[2];\ncx q[3],q[14];\nu3(1.0*pi,0.0*pi,1.206243044608297*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\ncx q[7],q[10];\nu3(0.0*pi,-0.5*pi,0.5458520379045703*pi) q[9];\nu3(1.0*pi,0.0*pi,1.330316702918189*pi) q[12];\ncx q[0],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[5];\nu3(3.5*pi,3.4330595954387*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.41015940685297*pi) q[4];\ncx q[6],q[9];\nu3(3.5*pi,3.47676587507889*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.1793305926679079*pi) q[10];\nu3(1.0*pi,0.0*pi,1.207347676509709*pi) q[14];\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];\ncx q[3],q[14];\nu3(0.0*pi,-0.5*pi,0.5515893207394211*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5054038764955824*pi) q[12];\ncx q[0],q[12];\nu3(0.0*pi,-0.5*pi,1.5*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(0.792613190166194*pi,0.58662003412318*pi,4.27872598842235*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.563820115115668*pi,-0.395670124209515*pi,4.07813763591742*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5021806405537493*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.30032470320546*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(0.0*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(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.843729287948524*pi,0.29652114750452696*pi,3.90587289465312*pi) q[6];\ncx q[7],q[10];\nu3(0.34762479903326*pi,-0.12864265623446802*pi,1.219264182302049*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.563966326634409*pi,2.75649105845591*pi,3.48223906239838*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.942404829346548*pi,2.69679336272187*pi,3.61146745108239*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(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(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.391430963142512*pi,3.01877858193609*pi,1.0979349488907642*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.102252476559427*pi,0.476996200189318*pi,0.836048123713656*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.433149794454686*pi,-0.275549160265869*pi,0.712457933282218*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(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.719672202172071*pi,0.35932165448381204*pi,1.456676392523884*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.804035512246905*pi,3.33475449280594*pi,3.97452831026122*pi) q[10];\nu3(0.190758829123461*pi,2.7569081813809*pi,0.957069655562089*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(0.444625296497687*pi,2.59105739507993*pi,1.0268518833076659*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(0.535909603249386*pi,0.88401826954259*pi,0.641662629775514*pi) q[5];\ncx q[6],q[9];\nu3(0.690940237761073*pi,0.80477006131*pi,0.719458220966806*pi) q[7];\nu3(0.421070284218186*pi,3.12153497399057*pi,1.473609225728254*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(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.810948249134571*pi,0.5439260086634801*pi,0.861206822066806*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(0.60675782824164*pi,-0.11540635045520897*pi,4.1425458155220305*pi) q[5];\nu3(3.5*pi,3.45536254043464*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,1.321056210028933*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[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[2];\nu3(0.9133634132584*pi,0.07216911894606204*pi,4.40251652485791*pi) q[3];\nu3(0.495046474038563*pi,0.61772215218423*pi,0.731730641207509*pi) q[4];\nu3(1.0*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(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.459510121240268*pi,0.446000854097896*pi,4.27311305277646*pi) q[3];\nu3(0.51450118601074*pi,0.10779357324098704*pi,1.318327067182173*pi) q[4];\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[13];\nu3(0.0*pi,-0.5*pi,4.36128088819617*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[1],q[10];\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[12];\ncx q[6],q[9];\nu3(3.5*pi,3.487065956928*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.339889615306939*pi) q[13];\nu3(0.791675946877424*pi,2.98534572287209*pi,3.91445827864233*pi) q[14];\nu3(3.5*pi,3.35508707674675*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[4];\nu3(3.5*pi,3.35113544452462*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,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.257217142085262*pi) q[10];\nu3(1.0*pi,0.0*pi,1.25357605876418*pi) q[12];\nu3(0.672566129595172*pi,0.5186833432609399*pi,1.220589285029708*pi) q[14];\ncx q[1],q[10];\ncx q[2],q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[5],q[12];\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,0.5775338941484157*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[1];\nu3(3.5*pi,3.46501646749365*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,1.256914791252085*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[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.35599063859764*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5457224324694008*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[1],q[10];\ncx q[2],q[4];\ncx q[3],q[8];\ncx q[5],q[12];\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];\ncx q[11],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[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(3.5*pi,3.42122165613932*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.350764607397879*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(0.147731036848489*pi,0.340870914048533*pi,1.0799069179627239*pi) q[7];\nu3(1.0*pi,0.0*pi,1.2191472209768461*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,3.47791344899348*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.578505808863083*pi,3.23150802173618*pi,1.67766867209754*pi) q[13];\nu3(1.0*pi,0.0*pi,1.14753772572879*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[4];\ncx q[3],q[8];\nu3(1.0*pi,0.0*pi,4.0*pi) q[5];\nu3(0.890328675548385*pi,-0.334093033586062*pi,3.87386657025275*pi) q[6];\nu3(0.562674114973293*pi,0.00098675334712095*pi,4.18122259193024*pi) q[7];\nu3(0.482213712234709*pi,-0.4143040188162576*pi,1.236250378771963*pi) 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,1.5*pi) q[12];\nu3(0.170241627188593*pi,-0.4842297085563776*pi,1.419825387468858*pi) 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[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(0.618823046512818*pi,-0.310006928624258*pi,4.49640666143863*pi) q[5];\nu3(0.0194987427898558*pi,-0.173466830821064*pi,0.818778161733539*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.628278366789346*pi) q[8];\nu3(0.178430142439899*pi,-0.36874029696717703*pi,1.53532255640757*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,4.0*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5152021493232168*pi) q[14];\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[3],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.500441502642432*pi,0.72595322688055*pi,0.9877738173866211*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(1.0*pi,-0.5*pi,0.5*pi) q[10];\ncx q[11],q[14];\nu3(0.874627079797193*pi,0.18854804031823902*pi,3.76250574458324*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.242367347897017*pi,3.11410993854049*pi,1.78069113423599*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,1.5*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[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(0.870191143560812*pi,0.476801299736042*pi,3.9913607588091*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.866797382613562*pi,3.34914792855491*pi,0.61200711935157*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(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.728122261036639*pi,0.09183212537991403*pi,4.43246149158386*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[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.595516662568238*pi,3.20754426051889*pi,3.09484603223874*pi) q[2];\nu3(0.720831820290088*pi,-0.41020788301205247*pi,3.95954187192045*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(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.632106485113803*pi,3.42983733702222*pi,3.9922799584585*pi) q[10];\nu3(0.445968865333685*pi,-0.07551334799800902*pi,0.752839054292838*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];\ncx q[0],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.462485144184284*pi,2.84497412020303*pi,3.84663011918435*pi) q[2];\nu3(0.945643091840942*pi,2.8617600360719*pi,3.37835833987369*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];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.672807716244674*pi,-0.235876594360458*pi,1.1871517990450489*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.48385502058348*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(0.80288395059981*pi,0.72954300742744*pi,4.2622804104827*pi) q[4];\nu3(3.5*pi,3.47112654978553*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.230494713079834*pi) q[7];\nu3(0.825869585569326*pi,1.12741188042752*pi,0.785129711836354*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,0.0*pi,1.2723916553390668*pi) q[12];\nu3(0.478767960833207*pi,2.67528751181067*pi,3.84697028431756*pi) q[14];\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[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.525149907636912*pi,0.34077086863293105*pi,0.5530461876101961*pi) q[4];\ncx q[6],q[7];\nu3(0.506745695489093*pi,2.90549597872626*pi,3.6436770805255*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(0.0646564181521931*pi,-0.4523527441183957*pi,0.919191257166283*pi) q[14];\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(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,0.5452964767988608*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(0.0*pi,-0.5*pi,4.26449332250039*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[12];\nu3(3.5*pi,3.3837674271407*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.2482595055824541*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];\ncx q[6],q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\ncx q[10],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];\ncx q[1],q[2];\ncx q[3],q[11];\ncx q[4],q[9];\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[14];\nu3(3.5*pi,3.41480126474299*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,1.292394901136942*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(0.0*pi,-0.5*pi,4.48815095410587*pi) q[2];\nu3(3.5*pi,3.40756443242629*pi,0.5*pi) q[3];\nu3(3.5*pi,3.45617579550931*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(3.5*pi,3.37682799054559*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.210398163307*pi) q[9];\ncx q[10],q[13];\nu3(1.0*pi,0.0*pi,1.09647395720052*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.340914994689205*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[2];\ncx q[3],q[11];\ncx q[4],q[9];\nu3(0.231809323764533*pi,3.33050683715209*pi,1.61805196950539*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],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[12];\nu3(0.0*pi,-0.5*pi,0.5552007588369121*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[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(0.576953123629353*pi,0.019282410927109028*pi,0.671837108243763*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,0.5862515511971853*pi) q[9];\ncx q[10],q[13];\nu3(0.0*pi,-0.5*pi,0.5040876279791311*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.36927973506499*pi) q[14];\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];\ncx q[3],q[11];\ncx q[4],q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.469193422432123*pi,2.47924628433852*pi,1.035302095226551*pi) q[7];\ncx q[8],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[12];\nu3(1.0*pi,-0.5*pi,0.5*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(0.0*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[6];\nu3(0.686832833024942*pi,-0.37327229516712*pi,4.31275664045298*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(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(0.503728302692778*pi,3.21009316905283*pi,4.23505897197305*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(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.884350522601319*pi,-0.156202569272698*pi,3.57573415388249*pi) q[4];\ncx q[5],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(0.70196130524074*pi,0.243922604338752*pi,3.92260118801423*pi) q[9];\nu3(0.200870712192997*pi,3.39178796130172*pi,4.27912064137639*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(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.901404645277965*pi,0.35075408361777105*pi,0.9143316504626859*pi) q[0];\nu3(0.645796740384736*pi,-0.4706556646291911*pi,3.41332665586269*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.275850215314187*pi,0.43336285843087297*pi,4.21211227643532*pi) q[3];\nu3(0.625216417207012*pi,3.11978468817428*pi,4.03001207389913*pi) q[4];\nu3(3.5*pi,3.36592766504208*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.281790750979144*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(0.534043222757443*pi,0.020322609315448048*pi,1.455260531442737*pi) q[9];\nu3(0.506925087319479*pi,0.06705602173490499*pi,4.1663594635361*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(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.441860553631411*pi,2.58933376847054*pi,1.011483636883813*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.398262283487961*pi,0.471036675419797*pi,0.664755353723724*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[4];\ncx q[5],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(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.735454377664718*pi,0.18689678781255703*pi,3.76945137423818*pi) q[12];\nu3(0.327922748325246*pi,-0.03509473882717101*pi,1.51199956687509*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,4.0*pi) q[1];\nu3(0.707479997878639*pi,-0.351846610641248*pi,4.10826439020375*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,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.5684937049138322*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(0.416258837486117*pi,0.80613402645063*pi,0.676088974223837*pi) q[11];\nu3(0.632490022272228*pi,0.21768913425803005*pi,4.44859802468903*pi) q[12];\nu3(0.244191375348409*pi,0.06271963982627904*pi,0.769454271813965*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(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.530940519652156*pi,3.33581313350414*pi,0.700327288284769*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[6];\ncx q[7],q[10];\nu3(0.689482327591861*pi,3.02218859457482*pi,4.14899229212781*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.427715406213947*pi,0.073535494731092*pi,1.023626839769701*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(0.600519820891994*pi,0.03260848871922395*pi,1.306591975001258*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(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*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,3.46986166729883*pi,0.5*pi) q[7];\nu3(0.906330966201792*pi,3.16396644478279*pi,4.03373560006488*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.2548354786060099*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(0.1555075822273*pi,2.88228760254604*pi,0.727501435406573*pi) q[14];\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[3];\nu3(0.154214210290544*pi,-0.035087340111562004*pi,3.82826702411612*pi) q[5];\nu3(0.294095291804973*pi,0.8027783251153799*pi,3.9452756765707*pi) q[6];\ncx q[7],q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*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];\ncx q[0],q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[13];\nu3(0.282798002658778*pi,0.21237894934687995*pi,3.53324151401704*pi) q[5];\nu3(0.654898973014539*pi,-0.371135846397325*pi,4.18807987119066*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,0.692202612215908*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(3.5*pi,3.43354519011383*pi,0.5*pi) q[0];\ncx q[1],q[4];\nu3(3.5*pi,3.3866236834874*pi,0.5*pi) q[2];\ncx q[3],q[8];\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(1.0*pi,0.0*pi,1.109399448438511*pi) q[11];\ncx q[12],q[14];\nu3(1.0*pi,0.0*pi,1.337510614835964*pi) q[13];\ncx q[0],q[11];\nu3(3.5*pi,3.48756424706551*pi,0.5*pi) q[1];\ncx q[2],q[13];\nu3(3.5*pi,3.45554789419147*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.427418476903699*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(1.0*pi,0.0*pi,1.215831238442378*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,3.39537682279968*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.290499234335692*pi) q[14];\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];\ncx q[3],q[8];\nu3(0.498493112423137*pi,3.18022106696823*pi,4.2231511061231*pi) q[7];\nu3(0.57608321844773*pi,0.52167963999594*pi,1.144018585501696*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.4983965838829*pi) q[11];\ncx q[12],q[14];\nu3(0.0*pi,-0.5*pi,0.5249662750577565*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(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,0.704974218076897*pi) q[4];\nu3(0.937114631708379*pi,1.11493887017042*pi,0.6313988334988461*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.6317295064782951*pi) q[8];\nu3(0.494469999225076*pi,0.7845565207605101*pi,0.775192912933452*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.47553062173304*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[8];\nu3(3.5*pi,-0.5*pi,0.5*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];\ncx q[12],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[0];\nu3(1.0*pi,0.0*pi,4.0*pi) q[1];\nu3(0.364405888523621*pi,3.36286255509352*pi,4.23555873506422*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[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,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.639890787502112*pi,2.66011903161916*pi,4.087425148600801*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(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.692281117561289*pi,0.24854011526105002*pi,3.89744859070241*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[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(0.354210884128242*pi,3.26149874949734*pi,0.764797973615525*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(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.501088686566773*pi,3.19843512779224*pi,0.989974918339811*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[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(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.729219080882772*pi,-0.05621259002655499*pi,0.5859444775723144*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(0.339304210598291*pi,0.45264031073435096*pi,3.83048746230789*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[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,-0.5*pi,0.5*pi) q[14];\nu3(0.588627195803125*pi,0.49473803370052005*pi,4.13491193084608*pi) q[0];\nu3(0.302362162561139*pi,3.38317395187999*pi,1.2225381558902129*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(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.378957534262504*pi,-0.387998190053854*pi,0.943092195776392*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.214629471218831*pi,2.9999241556342*pi,0.740043274856816*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(0.553220595499055*pi,2.44703894099194*pi,3.776468405741*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(0.0*pi,-0.5*pi,1.0*pi) q[4];\nu3(0.680752446758913*pi,3.38009025699046*pi,3.60181710923941*pi) q[8];\nu3(0.657107102900206*pi,2.84263408264448*pi,3.79038087188128*pi) q[11];\nu3(0.446141431663114*pi,-0.06429823761658399*pi,0.5683791605721836*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[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[3],q[13];\nu3(0.356681950151263*pi,0.34958054316878595*pi,3.51714982491594*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.312700968970924*pi,2.73393136450858*pi,0.8129438947126639*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.221536080550367*pi,3.3485768365044*pi,1.4993153678189999*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(3.5*pi,3.28585549492773*pi,0.5*pi) q[3];\nu3(0.397399935188654*pi,-0.4250773680472538*pi,1.52027845861711*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[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.167971925105109*pi) q[13];\nu3(0.162039747626149*pi,0.51308902767079*pi,3.52277057705957*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];\ncx q[3],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[6],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[14];\ncx q[0],q[7];\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(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,3.49432445243977*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.321875807794754*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.4939548031476*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.42794912981499*pi,0.5*pi) q[0];\ncx q[1],q[10];\nu3(3.5*pi,3.48813322300564*pi,0.5*pi) q[2];\ncx q[3],q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\ncx q[6],q[8];\nu3(1.0*pi,0.0*pi,1.327016672844952*pi) q[7];\nu3(1.0*pi,0.0*pi,1.319433903662795*pi) q[11];\ncx q[12],q[14];\ncx q[0],q[7];\nu3(3.5*pi,3.48528589924553*pi,0.5*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,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.688850159784451*pi) q[8];\nu3(1.0*pi,0.0*pi,1.128004171549327*pi) q[10];\nu3(3.5*pi,3.42904698488713*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,1.1143358301871809*pi) q[14];\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];\ncx q[4],q[5];\ncx q[6],q[8];\nu3(0.0*pi,-0.5*pi,0.5980222476879269*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.444579931117779*pi) q[11];\ncx q[12],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\ncx q[0],q[7];\nu3(0.5*pi,0.0*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,3.36928997314239*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.232537201742009*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,4.48723760475011*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(0.0*pi,-0.5*pi,0.608612089091825*pi) q[14];\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(1.0*pi,0.0*pi,4.0*pi) q[3];\ncx q[4],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(1.0*pi,0.0*pi,4.0*pi) q[8];\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(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(0.233623729748392*pi,-0.27061966047531*pi,0.729522499944273*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.41484145354619*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(0.0*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(1.0*pi,0.0*pi,4.0*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.159498818357158*pi,3.48807458807273*pi,4.38726846320403*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(0.363001443877091*pi,2.78935503891065*pi,1.11733104053328*pi) q[3];\ncx q[4],q[5];\nu3(0.508534296516499*pi,-0.02177885051086298*pi,4.10622288155426*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.208275466993313*pi,0.53732540685584*pi,0.818753941180404*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(0.114867691954673*pi,2.62704215298008*pi,1.005488440070096*pi) q[12];\nu3(0.331443817157778*pi,-0.401738730359137*pi,0.658214789163319*pi) q[13];\nu3(0.18704909216925*pi,-0.371995491345677*pi,1.1276843864218549*pi) q[14];\nu3(0.527758684854232*pi,2.79806895362282*pi,1.2797685620878672*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(0.962875729067051*pi,3.47126358019411*pi,4.415884668897149*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.506433205676719*pi,3.03277951834204*pi,1.61474670577648*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(0.690510513587556*pi,-0.125131007028229*pi,3.88580819789983*pi) q[12];\nu3(0.732872131387871*pi,-0.06599396618978698*pi,1.047038598298553*pi) q[13];\nu3(0.518958382997398*pi,-0.08391957398848998*pi,1.0251464139251079*pi) q[14];\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(0.507263525944698*pi,3.20534465473957*pi,1.5203376302852*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(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.846913278482072*pi,0.02270047309724299*pi,0.636412052073788*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[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,1.5*pi) q[0];\nu3(0.328128965849168*pi,3.06077639034081*pi,1.92005061746128*pi) q[1];\nu3(0.737078534008159*pi,2.91272381097423*pi,3.35307721034648*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(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.813193018954682*pi,0.37401762126940996*pi,0.886217123116807*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[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,-0.5*pi,0.5*pi) q[0];\nu3(0.121230540219666*pi,-0.0024941838001419914*pi,3.92577638729916*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(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.461488201016995*pi,-0.4186402345968593*pi,0.851906176391808*pi) q[11];\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(0.772637384262004*pi,-0.079483084422386*pi,1.06035589654865*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(3.5*pi,3.33906363995905*pi,0.5*pi) q[8];\nu3(0.679237134779488*pi,3.16844981835315*pi,3.54551036601553*pi) q[10];\nu3(0.542189077158921*pi,3.34389165754125*pi,3.02142397081624*pi) q[11];\nu3(1.0*pi,0.0*pi,1.13085075100403*pi) q[12];\ncx q[0],q[7];\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(0.64191282405938*pi,3.42426836219231*pi,3.66929764963457*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[8],q[12];\nu3(0.758098595866545*pi,3.47740004653052*pi,3.38259729118705*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,3.36758368151908*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,-0.5*pi,0.5*pi) q[4];\nu3(0.598005603122691*pi,3.30534710436709*pi,3.3329314760962*pi) q[5];\nu3(1.0*pi,0.0*pi,1.214068362576546*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(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5660381734673208*pi) q[12];\ncx q[0],q[7];\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(0.283170850248093*pi,3.28511563865481*pi,0.963719175878845*pi) q[5];\ncx q[8],q[12];\ncx q[9],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[14];\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[10];\nu3(0.0*pi,-0.5*pi,0.672005341898094*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,3.48892835143053*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.2827607164699129*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\ncx q[0],q[7];\nu3(3.5*pi,3.45966368779142*pi,0.5*pi) 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(3.5*pi,3.43430696972797*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,4.0*pi) q[8];\ncx q[9],q[11];\nu3(1.0*pi,0.0*pi,1.227375617514024*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.136103520147584*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[14];\ncx q[3],q[5];\ncx q[4],q[13];\ncx q[6],q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.646387660332035*pi,2.43858816718494*pi,3.78941303283513*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5118749864997092*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[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(3.5*pi,3.45522164479803*pi,0.5*pi) q[3];\nu3(3.5*pi,3.46327160818079*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.1429607329069031*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(0.321304855789235*pi,-0.4753156397013668*pi,0.8121509871503*pi) q[8];\ncx q[9],q[11];\nu3(0.0*pi,-0.5*pi,4.45066740494243*pi) q[10];\nu3(0.291852956465667*pi,-0.00662783468477901*pi,3.67244642916414*pi) q[12];\nu3(1.0*pi,0.0*pi,1.3338873965603248*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.4940117101520105*pi) q[14];\nu3(0.459628292102389*pi,0.7633752608589099*pi,0.708617341817557*pi) q[0];\ncx q[1],q[14];\ncx q[3],q[5];\ncx q[4],q[13];\ncx q[6],q[10];\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(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.434480704489657*pi,2.71586862739151*pi,1.080610914393628*pi) q[12];\nu3(0.161464170156673*pi,0.32114740704148304*pi,3.7082927160959*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,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.609842653924125*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(0.0*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(0.0*pi,-0.5*pi,4.304320833096019*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];\ncx q[3],q[5];\ncx q[4],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.184096523913841*pi,0.27279984047246697*pi,3.72271012350728*pi) q[7];\nu3(0.267311024623244*pi,0.50615219142697*pi,0.5290991632645724*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(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(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.527365244025802*pi,-0.4638994887669413*pi,3.89776615414171*pi) q[7];\nu3(0.226584750476821*pi,3.03197182256671*pi,1.97689420262485*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[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(0.5*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(0.0*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(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.337256617839765*pi,-0.4307286440668746*pi,1.52395416867835*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(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.476893089606094*pi,0.20634047373175102*pi,0.5371706470246796*pi) q[1];\nu3(0.64680577336414*pi,0.37945186353139504*pi,1.59425215741764*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(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.128663569889954*pi,-0.252511925246373*pi,4.08094560498136*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(0.334481742102403*pi,0.19935595520243998*pi,4.14370723613281*pi) q[1];\nu3(0.229852555573226*pi,2.80184971917573*pi,1.57661210576302*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(0.306985801773073*pi,-0.4634242460865512*pi,1.212700507769377*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.420366986914509*pi,-0.009893998132331994*pi,1.291222915235542*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];\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(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,4.0*pi) q[4];\nu3(0.333392078885421*pi,3.06491741227095*pi,1.66401513807186*pi) q[5];\nu3(0.372312305683658*pi,2.99197517746456*pi,1.55302000280984*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.550721871726013*pi,0.34568969482939804*pi,0.776938783159862*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(0.448115667163783*pi,0.426362964794214*pi,4.114652385150141*pi) q[14];\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(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.487418056041351*pi,3.0652569423619*pi,0.5914378555196012*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[13];\nu3(0.487028803463844*pi,2.7059530678032*pi,1.229787123947625*pi) q[14];\ncx q[0],q[3];\ncx q[1],q[9];\nu3(0.370141460150639*pi,0.8220121696113101*pi,4.43338441507989*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[10];\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(3.5*pi,3.4465629031559*pi,0.5*pi) q[0];\nu3(3.5*pi,3.36078327149934*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.227056486262636*pi) q[3];\nu3(0.723971197551954*pi,-0.398459699836094*pi,4.14468530225381*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[7],q[10];\nu3(1.0*pi,0.0*pi,1.158026054241708*pi) q[9];\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[3];\ncx q[1],q[9];\ncx q[2],q[5];\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(3.5*pi,3.380058353331*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.27841535586647*pi) q[10];\nu3(0.348400409946677*pi,-0.254010885104676*pi,1.186066618834284*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(3.5*pi,3.37687986194654*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.4698177672684505*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.35067343823499*pi) q[5];\ncx q[6],q[12];\ncx q[7],q[10];\nu3(0.0*pi,-0.5*pi,4.4823611281618305*pi) q[9];\nu3(0.401826167147397*pi,-0.06750043686748702*pi,0.5440453977508068*pi) q[13];\ncx q[0],q[3];\ncx q[1],q[9];\ncx q[2],q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,3.43882522987854*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,4.440310356022691*pi) q[10];\nu3(1.0*pi,0.0*pi,1.225047365327441*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[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(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.644624101057678*pi) q[5];\ncx q[6],q[12];\ncx q[7],q[10];\nu3(0.0*pi,-0.5*pi,1.5*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[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[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(0.0*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[13];\nu3(0.0*pi,-0.5*pi,0.5502885845762213*pi) q[12];\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];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,3.42040166470649*pi,0.5*pi) q[4];\nu3(1.0*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];\nu3(3.5*pi,3.46022225444145*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.3174727230322931*pi) q[13];\nu3(1.0*pi,0.0*pi,1.235388554469326*pi) q[14];\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(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[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(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[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0236861353009951*pi,2.81989818410654*pi,1.215600493702923*pi) q[0];\nu3(0.364916932502146*pi,0.008023566911944946*pi,3.93354760105157*pi) q[1];\nu3(0.250572455359729*pi,0.136712614690789*pi,0.769159727996843*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(1.0*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(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,0.0*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,0.695384770623038*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.31903464617589*pi) q[14];\nu3(0.537596144952155*pi,2.85559860751426*pi,3.74857561154735*pi) q[0];\nu3(0.251329808731262*pi,0.18837329873695796*pi,4.10702948069634*pi) q[1];\nu3(0.770654753842671*pi,0.36922562822874505*pi,1.332695626053968*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.545048073807963*pi,3.41353671014305*pi,0.6183969218733449*pi) q[6];\nu3(0.277079230252938*pi,-0.242674369817444*pi,1.256340157037557*pi) q[7];\nu3(0.185895756440486*pi,-0.4854557598363542*pi,0.571623291119009*pi) q[9];\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[12];\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(0.66894555054599*pi,-0.49409611978176526*pi,3.82048713802216*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.327623036987406*pi,2.98818062100638*pi,0.931811604013319*pi) q[5];\nu3(0.647264214532798*pi,3.12611612624423*pi,3.77105581075368*pi) q[6];\nu3(0.444657643228106*pi,0.43561727093053804*pi,3.9529659268075*pi) q[7];\nu3(0.905549612125867*pi,0.363447729248466*pi,0.5797305989582913*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(0.0*pi,-0.5*pi,1.5*pi) q[14];\nmeasure q[3] -> c[3];\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(0.867615950304062*pi,3.38592283180619*pi,4.10855534059439*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[9];\nu3(0.738624474608461*pi,2.53261152738438*pi,3.68329640748871*pi) q[10];\nu3(0.170197359447878*pi,-0.4886845965241969*pi,0.692418252524413*pi) q[11];\nu3(0.602144421129357*pi,-0.104190675586806*pi,1.293411403364759*pi) q[12];\nu3(0.569905525045858*pi,0.6428861148351399*pi,4.26264757836753*pi) q[13];\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(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];\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(0.0105581292811516*pi,0.45915760297685904*pi,0.689514381558702*pi) q[10];\nu3(0.160578238017758*pi,0.15310876793806405*pi,0.9972985355055299*pi) q[11];\nu3(0.531498299836975*pi,-0.338448922532099*pi,4.13508032491285*pi) q[12];\nu3(0.731653117506706*pi,0.50730208243758*pi,1.071853273516761*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,3.44566345157397*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(0.0*pi,-0.5*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,1.117120723221112*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(1.0*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[8];\nu3(0.665839867954615*pi,0.185804042455621*pi,3.80758287518769*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[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(0.0*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(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[10];\ncx q[2],q[11];\nu3(0.152470841827017*pi,2.48916153447612*pi,1.1893168806507979*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\ncx q[7],q[9];\nu3(0.0*pi,-0.5*pi,4.47478805315398*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[8];\nu3(3.5*pi,3.43789873011418*pi,0.5*pi) q[1];\nu3(3.5*pi,3.44496894972398*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[13];\nu3(3.5*pi,3.40590461291674*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.278176476199988*pi) q[9];\nu3(1.0*pi,0.0*pi,1.3019053857476521*pi) q[10];\nu3(1.0*pi,0.0*pi,1.143747750995674*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.632249569782561*pi,3.19285982763773*pi,3.73248532785592*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[10];\ncx q[2],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,3.49073653645418*pi,0.5*pi) q[5];\ncx q[7],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.2501018999810811*pi) q[13];\nu3(0.277566552337367*pi,3.3177484699927*pi,1.88143843532314*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(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],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[8];\nu3(0.0*pi,-0.5*pi,4.35592692613832*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5684077459999481*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.48502975992045*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];\ncx q[1],q[10];\ncx q[2],q[11];\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[7],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.49771211252375*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];\ncx q[4],q[6];\ncx q[5],q[13];\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,-0.5*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[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,3.46338065781954*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,1.2263013847615492*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(3.5*pi,3.43678580203932*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,1.3490351592673822*pi) q[14];\nu3(0.691569310202832*pi,-0.07358262672267102*pi,4.02445064464189*pi) q[0];\nu3(0.752176697431729*pi,0.21659231854635796*pi,4.43494274368018*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(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.448111651912139*pi,0.36671657805955904*pi,4.38317768230616*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[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nmeasure q[0] -> c[0];\nmeasure q[1] -> c[1];\nmeasure q[8] -> c[8];\nu3(0.5*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(0.0*pi,-0.5*pi,0.61508884489431*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(0.5*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,0.0*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,4.48072254097829*pi) q[14];\nu3(0.666870801842201*pi,0.11711817582596995*pi,4.04649905737868*pi) q[2];\ncx q[4],q[6];\nu3(0.5*pi,-0.5*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[9];\nu3(0.469582403133919*pi,-0.4514683930116915*pi,0.5216473266598043*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];\nmeasure q[2] -> c[2];\nmeasure q[10] -> c[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.467012335942521*pi,2.86393755004791*pi,0.901803215385977*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[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];\nmeasure q[5] -> c[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(0.257226852488576*pi,3.25418703904241*pi,1.171736146011766*pi) q[7];\nu3(1.0*pi,0.0*pi,4.0*pi) q[9];\nu3(0.719104873967813*pi,-0.006572142179629981*pi,0.972871493970073*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];\nmeasure q[7] -> c[7];\nmeasure q[11] -> c[11];\nu3(0.405395737016005*pi,-0.020279899277001023*pi,3.83288790550657*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[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.494352583481842*pi,-0.134969036174241*pi,1.288194814713659*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nmeasure q[4] -> c[4];\nmeasure q[13] -> c[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.535092379821891*pi,3.44600546421425*pi,3.24482396157184*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[14];\nmeasure q[9] -> c[9];\nu3(0.475260813533695*pi,3.26643054370093*pi,1.96859228686247*pi) q[6];\nu3(0.394698555902843*pi,1.03173865685424*pi,4.4278187603735795*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nmeasure q[6] -> c[6];\nmeasure q[12] -> c[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.859270323193245*pi,3.17520109148191*pi,3.07485849154793*pi) q[14];\nmeasure q[14] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(0.391020621677019*pi,0.61478940775582*pi,3.62034876023664*pi) q[0];\nu3(0.352577690576105*pi,-0.33834144994768*pi,0.849165663125441*pi) q[1];\nu3(0.611500763487285*pi,0.27560839819084004*pi,1.71660393711831*pi) q[2];\nu3(0.421109093770421*pi,-0.4849012170877308*pi,4.0857070952592895*pi) q[3];\nu3(0.482027883720074*pi,0.14800552905152298*pi,3.48842727352348*pi) q[4];\nu3(0.277925683703445*pi,3.11817780622078*pi,2.0917529016781202*pi) q[5];\nu3(0.194987201487052*pi,2.82473017404408*pi,1.63871313001615*pi) q[6];\nu3(0.226137418053491*pi,0.252450502948365*pi,4.07867413766789*pi) q[7];\nu3(0.61925342026597*pi,0.44289611678407403*pi,0.664678754562734*pi) q[8];\nu3(0.156559334109109*pi,2.57660896339736*pi,1.241239964318401*pi) q[9];\nu3(0.675839691409659*pi,0.400192085281617*pi,1.380759335021466*pi) q[10];\nu3(0.47026390776728*pi,0.32612821464402497*pi,4.42705670425639*pi) q[11];\nu3(0.384600083797661*pi,-0.06749566377233901*pi,0.731016159305129*pi) q[12];\nu3(0.627480189502343*pi,0.80722377721962*pi,0.897884093045933*pi) q[13];\nu3(0.082522108338422*pi,0.455527016944381*pi,3.65456594091434*pi) q[14];\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(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];\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(0.5*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,1.5*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(0.5*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(0.5*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(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[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[14];\ncx q[6],q[12];\ncx q[7],q[10];\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,3.44009617331457*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,3.41003140849453*pi,0.5*pi) q[4];\nu3(3.5*pi,3.31521761738037*pi,0.5*pi) q[6];\nu3(3.5*pi,3.4439539765733*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.271736711448824*pi) q[9];\nu3(1.0*pi,0.0*pi,1.282051430853741*pi) q[10];\nu3(1.0*pi,0.0*pi,1.235912275024941*pi) q[12];\nu3(1.0*pi,0.0*pi,1.2339984489379758*pi) q[14];\ncx q[0],q[5];\ncx q[1],q[8];\ncx q[2],q[9];\ncx q[3],q[13];\ncx q[4],q[14];\ncx q[6],q[12];\ncx q[7],q[10];\nu3(3.5*pi,3.3931141699775*pi,0.5*pi) q[0];\nu3(3.5*pi,3.48733475960517*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(3.5*pi,3.49394171792306*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,1.201526569430564*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(1.0*pi,0.0*pi,1.286125085110743*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.677269825946351*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5530538309077156*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.4040066465853105*pi) q[12];\nu3(1.0*pi,0.0*pi,1.172098755695818*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.48672430052513*pi) q[14];\ncx q[0],q[5];\ncx q[1],q[8];\ncx q[2],q[9];\ncx q[3],q[13];\ncx q[4],q[14];\ncx q[6],q[12];\ncx q[7],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(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(0.0*pi,-0.5*pi,0.5528048373352172*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,0.704321311817287*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(0.0*pi,-0.5*pi,0.5667626993309289*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[5];\ncx q[1],q[8];\nu3(0.250800041113143*pi,-0.25793096410167704*pi,3.85639339154668*pi) q[2];\ncx q[3],q[13];\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(0.0939063415342315*pi,-0.360832743382724*pi,1.288104481125003*pi) q[7];\nu3(0.73184436846903*pi,3.41238059227548*pi,3.00130280666538*pi) q[9];\nu3(0.427368529541065*pi,0.62649040197625*pi,0.675748425041046*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[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.446543345885347*pi,2.82847643959604*pi,0.8331331985256261*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(0.387834326881266*pi,-0.192685797715219*pi,4.26029629956402*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.686029431706976*pi,-0.029128444405499*pi,3.97682858416592*pi) q[9];\nu3(0.39767056082463*pi,0.8368194897783301*pi,3.85119730193283*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(0.5*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(0.5*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(1.0*pi,0.0*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(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,-0.5*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(0.119326257153276*pi,3.29969417531404*pi,4.31612066603839*pi) q[0];\nu3(0.541617118660659*pi,2.9813915611431*pi,4.08097225160455*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.457579888841296*pi,3.16106802015288*pi,1.040500242082031*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(0.453050626486863*pi,0.7999899930763901*pi,4.31631543243883*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(0.5*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,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(0.335641746033429*pi,-0.173920413088484*pi,4.35273502512662*pi) q[0];\nu3(0.452073525794224*pi,0.38354059325715995*pi,4.19440429001554*pi) q[1];\nu3(0.80826504393062*pi,-0.29963318627915003*pi,3.46972736076237*pi) q[3];\nu3(0.168991631550806*pi,3.45929220122153*pi,1.13024832521974*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.269125143545996*pi,3.17056965864096*pi,0.978480129602026*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.440034975126692*pi,2.8318624215875*pi,1.366003519915095*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.355988823126758*pi,3.32894720775978*pi,1.99873857163044*pi) q[14];\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[3];\nu3(0.700335988086471*pi,3.34311124906862*pi,3.72548225179119*pi) q[4];\nu3(0.446671381052659*pi,0.58632430847674*pi,4.07022258403079*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.217078630709485*pi,0.6833150432125099*pi,0.608581348294991*pi) q[8];\nu3(0.723996891437597*pi,0.6376564048720199*pi,1.024407852477428*pi) q[12];\nu3(0.784842955889209*pi,0.68451357899735*pi,0.61521831248036*pi) q[13];\nu3(0.581258186241958*pi,0.47995002474106196*pi,0.989604085663618*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(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.200422932245316*pi,-0.4769762572778386*pi,1.81794216226119*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.447879167535322*pi,2.9747058484598*pi,1.086174628682803*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.714898945587224*pi,-0.390840641056654*pi,3.95500343891679*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[11];\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(1.5*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[8];\nu3(0.5*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(3.5*pi,3.46295698407526*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\ncx q[6],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.22637558010583*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[11];\ncx q[1],q[10];\nu3(3.5*pi,3.49144455567174*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,3.47712774212442*pi,0.5*pi) q[4];\ncx q[5],q[7];\nu3(3.5*pi,3.4248257642258*pi,0.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.244650030411657*pi) q[9];\nu3(1.0*pi,0.0*pi,1.211014812015939*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.254134403237674*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.4374762828099*pi,0.5*pi) q[1];\ncx q[2],q[12];\ncx q[3],q[13];\ncx q[4],q[9];\nu3(3.5*pi,3.46926383181097*pi,0.5*pi) q[5];\ncx q[6],q[14];\nu3(1.0*pi,0.0*pi,1.2943009082358992*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.340395220086282*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.630905515580127*pi) q[11];\ncx q[0],q[11];\ncx q[1],q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(3.5*pi,3.48956242065677*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[5],q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.40936054518647*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.408987717850669*pi) q[12];\nu3(1.0*pi,0.0*pi,1.4168435801102701*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.44466248674264*pi) q[14];\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[12];\ncx q[3],q[13];\ncx q[4],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[6],q[14];\nu3(0.0*pi,-0.5*pi,4.27698277523095*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.8306844166735929*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0705170534439257*pi,-0.283055384934556*pi,4.24044431160291*pi) q[0];\ncx q[1],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,0.0*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[9];\nu3(0.191628965289998*pi,3.148023096328*pi,2.02296683370591*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.433491985976*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.693306562233575*pi,0.55369938223673*pi,0.730879599136474*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[13];\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(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.740094045079147*pi,0.22904716883251397*pi,0.895995745446177*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(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(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(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[0];\nu3(0.40494285591815*pi,3.33545383896991*pi,1.93365063455398*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[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(0.0*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(0.46988021686428*pi,2.70812436309734*pi,1.0327535210030692*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,-0.5*pi,0.5*pi) q[6];\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(0.5*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(0.5*pi,-0.5*pi,0.5*pi) q[14];\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(0.648039824810239*pi,-0.293712988392821*pi,0.5634491900539738*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.21381371137995*pi,-0.4400775850746929*pi,4.01349448199028*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.244587211385827*pi,-0.48026967083568*pi,0.51312262427489*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,3.44949656931801*pi,0.5*pi) q[8];\nu3(0.20991754209905*pi,0.03682462337107795*pi,0.944432901474954*pi) q[9];\nu3(0.891470311776782*pi,0.98603563458041*pi,0.5003018852839665*pi) q[10];\nu3(1.0*pi,0.0*pi,1.20402543677843*pi) q[11];\nu3(0.621366283106839*pi,2.9376375416895*pi,3.60647106976184*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.672844198579086*pi,-0.15493999595831598*pi,1.340633921315304*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.728382433089489*pi,3.40798732091879*pi,0.745892238184493*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.623258041352955*pi,2.87311090097433*pi,4.00175127884063*pi) q[4];\nu3(0.355078554080001*pi,0.199972570084478*pi,3.79111791298285*pi) q[5];\nu3(0.709430913726654*pi,0.204066733802577*pi,3.7870717836258*pi) q[6];\nu3(0.87048139391723*pi,0.15206906823557897*pi,4.46178373917307*pi) q[7];\ncx q[8],q[11];\nu3(0.217903089537921*pi,0.229850389060825*pi,0.751463092397715*pi) q[9];\nu3(0.384183011244469*pi,-0.389641797014732*pi,1.83608218571676*pi) q[10];\nu3(0.721584684154599*pi,0.003797428670584968*pi,1.426501982067756*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.363223602295925*pi,3.26988217697489*pi,1.058851842682056*pi) q[14];\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(0.0*pi,-0.5*pi,1.0*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.405555670772689*pi,-0.023613184406367005*pi,0.965027233146053*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.341380316204327*pi,2.672349884935*pi,0.94411782835204*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(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.44975646161434*pi) q[11];\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(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.251199005416315*pi,2.74743885752565*pi,1.314114623391357*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(0.5*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(0.5*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[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[14];\ncx q[2],q[10];\nu3(0.527064485856142*pi,3.40590296518395*pi,3.00627050576083*pi) q[3];\ncx q[4],q[6];\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(0.0*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(0.0*pi,-0.5*pi,1.0*pi) q[13];\nu3(3.5*pi,3.4271587451469*pi,0.5*pi) q[0];\nu3(3.5*pi,3.38943051894482*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.48781727815822*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,1.328042013706801*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,1.2072423080795351*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.680828435533067*pi,-0.050795751886868024*pi,0.847883965996895*pi) q[13];\nu3(1.0*pi,0.0*pi,1.181601139439258*pi) q[14];\ncx q[0],q[14];\ncx q[2],q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[4],q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,3.40777101775356*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,1.225389925564252*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.206135686088714*pi,2.78695541978428*pi,1.438877325464935*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[2];\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,0.708615001183427*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,4.43957239004806*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[13];\nu3(0.0*pi,-0.5*pi,4.40984751733094*pi) q[14];\ncx q[0],q[14];\ncx q[2],q[10];\ncx q[4],q[6];\ncx q[5],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.368270885841134*pi,2.91524611501641*pi,1.3958018085393809*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.43816135067751*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[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[4];\nu3(3.5*pi,3.48892153202575*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[9];\nu3(0.503601883633794*pi,3.03530522892835*pi,4.08534936648419*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,1.411443425097131*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];\ncx q[1],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.0*pi,0.0*pi,4.0*pi) q[4];\ncx q[5],q[12];\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(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(0.554507235463813*pi,-0.24941637546970202*pi,4.12764049779021*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,3.45715356691464*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(0.5*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(0.5*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(0.338475403624983*pi,-0.07011800053641498*pi,1.5342702161237*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5844625594180837*pi) q[12];\nu3(1.0*pi,0.0*pi,1.391185617751348*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];\ncx q[1],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[8];\nu3(0.67809772486028*pi,3.04948153186999*pi,2.97362978634256*pi) q[4];\ncx q[5],q[12];\nu3(0.126537389187081*pi,0.412463691058241*pi,3.89630103330498*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(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.243384717082231*pi,-0.222912134589822*pi,4.4528031876581196*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(3.5*pi,3.45884882640146*pi,0.5*pi) q[3];\nu3(0.485933135352965*pi,0.53278487480635*pi,0.5498806359819878*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.603724530339484*pi,0.58202723052058*pi,0.914362906974485*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.111899782386696*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(0.0*pi,-0.5*pi,0.5902235739169517*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.664257092002009*pi,0.15297039818409597*pi,4.27909840115384*pi) q[0];\ncx q[1],q[13];\nu3(0.63721236859374*pi,0.8773955273738501*pi,4.47591861708659*pi) q[2];\ncx q[3],q[8];\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,-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(0.190747198098106*pi,-0.09970232956244102*pi,0.5130055234298756*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[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(0.391226338427437*pi,-0.11024207804118202*pi,1.482426926260531*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(0.318783218225643*pi,0.099231687195531*pi,4.364941626586511*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.45955943090594*pi) q[8];\nu3(0.688145773727951*pi,-0.27465834499019903*pi,3.37926682816704*pi) q[9];\nu3(0.259867513270877*pi,0.17687550217801795*pi,0.70676785471099*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(0.171440514624712*pi,3.29329890324431*pi,4.43983848375588*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(3.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[8];\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(0.488286203447575*pi,0.31509222438484397*pi,0.80872231117658*pi) q[7];\nu3(0.212592646973441*pi,3.43174196340154*pi,1.93850723693595*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(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.254687924743612*pi,2.77956986032799*pi,0.869537697436126*pi) q[14];\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(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.869221819358342*pi,-0.011353463512443984*pi,3.85687757090772*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[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[12];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.490854622012086*pi,0.50193170467008*pi,0.953990713787212*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(0.785803415665723*pi,0.7712990640013999*pi,1.129820545298488*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(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[12];\nu3(0.390172900467326*pi,0.348095870692957*pi,0.773962999068572*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.173994621608483*pi,0.004355823793531055*pi,3.5434256750334*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[5];\ncx q[6],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];\ncx q[11],q[14];\nu3(0.550943215141856*pi,-0.341829053341147*pi,3.86897860602713*pi) q[12];\nu3(0.36153499387831*pi,0.406038067521859*pi,0.996158983816481*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[4];\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,3.42997590583114*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.345904557935791*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,3.37497484619007*pi,0.5*pi) q[11];\nu3(0.438783017363953*pi,3.10347898609436*pi,4.39079432694019*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.1974426673936711*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,3.44898155353805*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,1.3154356105036649*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\ncx q[6],q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[11],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[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[4];\nu3(0.368598684644576*pi,0.24897442272797898*pi,4.10835705629613*pi) q[3];\ncx q[5],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.45269115284903*pi) q[7];\nu3(0.578410494622188*pi,-0.17336152628485002*pi,4.0665078158496595*pi) q[8];\ncx q[10],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.3729186129124695*pi) q[14];\nu3(3.5*pi,3.29790696895138*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(0.252749337938647*pi,-0.242026356127725*pi,4.33518211961775*pi) q[3];\nu3(0.0*pi,-0.5*pi,0.7357718513950691*pi) q[4];\nu3(3.5*pi,3.30350037020288*pi,0.5*pi) q[5];\ncx q[6],q[7];\nu3(0.298673487097364*pi,0.114975181271604*pi,3.78100522287465*pi) q[8];\nu3(1.0*pi,0.0*pi,1.0558758302621332*pi) q[9];\nu3(3.5*pi,3.43388763563789*pi,0.5*pi) q[10];\ncx q[11],q[14];\nu3(1.0*pi,0.0*pi,1.103670494548246*pi) q[12];\nu3(1.0*pi,0.0*pi,1.3333949683626392*pi) q[13];\ncx q[0],q[12];\ncx q[2],q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\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(3.5*pi,-0.5*pi,0.5*pi) q[8];\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(0.5*pi,0.0*pi,0.5*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(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(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,4.49803123794634*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,0.5392110890091759*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5750229495610943*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[12];\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[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(1.0*pi,-0.5*pi,0.5*pi) q[8];\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(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.76916084128336*pi,2.49117913783134*pi,3.78957136900448*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,-0.5*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[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[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(0.491073645942496*pi,-0.15414304704793402*pi,3.60715092401183*pi) q[0];\nu3(0.479772907596116*pi,-0.322298641133707*pi,3.82552695401851*pi) q[2];\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(0.46177319609452*pi,0.8875896175671001*pi,4.36615213974411*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(0.262978117364702*pi,0.5769979730807*pi,0.5329444722022783*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(0.22561481813136*pi,0.22396940491775696*pi,3.66686706989826*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.586913807380633*pi,0.22263591879402*pi,4.0989065630623305*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.582577796729044*pi,0.326221501101143*pi,0.974072293869578*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(0.552090159785317*pi,-0.285646157474874*pi,4.44676124875053*pi) q[10];\nu3(0.273197135633469*pi,2.89736308641542*pi,1.63150604263061*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[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.534323884414105*pi,0.47966772187094*pi,4.1372519411008*pi) q[4];\nu3(0.449675690201787*pi,2.66124795511711*pi,3.73429090636108*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.658724166260905*pi,3.36878856241321*pi,0.668920190366127*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.304902838875121*pi,-0.19845397505995999*pi,4.17720796079523*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.565672903155628*pi,-0.325587553998846*pi,3.91039170309839*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.337107968006031*pi,0.06416767989107097*pi,3.6176981749106*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[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.695736386004142*pi,2.86458944296087*pi,3.73672348965426*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.286722247736598*pi,-0.130638129087442*pi,1.62176999241283*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(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.380166918708266*pi,0.7569716274036*pi,4.3472359396174305*pi) q[12];\nu3(0.254474128339593*pi,3.20617778363149*pi,1.89457534221735*pi) q[13];\nu3(0.15793779504508*pi,3.36485938837873*pi,0.750056717826464*pi) q[14];\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[4];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[11];\nu3(0.825390161853139*pi,0.262961437677517*pi,1.166065645092663*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(0.0820487188207116*pi,3.44571646085965*pi,1.99505235345957*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(3.5*pi,3.45763274882007*pi,0.5*pi) q[1];\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(1.0*pi,0.0*pi,1.25060996095349*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,3.43349417975881*pi,0.5*pi) q[8];\nu3(0.870623634590378*pi,0.007525047254063999*pi,0.7507789275313921*pi) q[9];\nu3(1.0*pi,0.0*pi,1.186080029363183*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];\ncx q[0],q[10];\ncx q[1],q[6];\ncx q[2],q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\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[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.41999582560299*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(3.5*pi,3.45347686177858*pi,0.5*pi) q[2];\ncx q[4],q[12];\ncx q[5],q[14];\nu3(0.0*pi,-0.5*pi,4.27935483510592*pi) q[6];\nu3(1.0*pi,0.0*pi,1.2380061521292651*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(1.0*pi,0.0*pi,1.193466084344231*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.46953707095009*pi) q[11];\ncx q[0],q[10];\ncx q[1],q[6];\ncx q[2],q[7];\ncx q[3],q[9];\nu3(3.5*pi,3.4166239189283*pi,0.5*pi) q[4];\nu3(3.5*pi,3.4787901232555*pi,0.5*pi) q[5];\ncx q[8],q[11];\nu3(1.0*pi,0.0*pi,1.2237280604079182*pi) q[12];\nu3(1.0*pi,0.0*pi,1.4340299931159088*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(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(3.5*pi,3.48319135318338*pi,0.5*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,0.7005162671309411*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.208367670889341*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5445258201982561*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[0],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[7];\ncx q[3],q[9];\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(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.39642765494638*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.4964222561167695*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];\ncx q[4],q[12];\ncx q[5],q[14];\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,4.425839515674721*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[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[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(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[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(0.547674652988387*pi,0.360603252615618*pi,4.31307557627541*pi) q[0];\nu3(1.0*pi,0.0*pi,4.0*pi) q[1];\nu3(0.654811115945225*pi,0.88484346309803*pi,4.49196074681185*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(0.579440924038996*pi,-0.333239510823492*pi,0.5519280330991884*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(0.217467717845715*pi,0.74460310485679*pi,4.2564821148234895*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.86263775380542*pi,3.27077938226073*pi,3.80599480423592*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,-0.5*pi,0.5*pi) q[7];\nu3(0.235122399848504*pi,0.274344627864472*pi,3.51648589116843*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,1.5*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(0.340752102941974*pi,-0.353867701519867*pi,0.635298670605245*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(1.0*pi,0.0*pi,4.0*pi) q[6];\nu3(0.476963274581751*pi,0.48853676581765904*pi,3.61636856334062*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(0.713547538149102*pi,0.07177833148442103*pi,0.7273450023728529*pi) q[10];\nu3(0.733933216917006*pi,3.1455200669055*pi,4.2701968982154295*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[0];\nu3(0.8464793919688*pi,3.27995865088468*pi,4.37521174354705*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(0.684305777269621*pi,-0.143048665695383*pi,1.294482807274881*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(0.387968954615845*pi,-0.16185182572894702*pi,1.52587673674691*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(0.428756395755417*pi,1.02340087165478*pi,4.12408812533805*pi) q[10];\nu3(0.329051346523801*pi,2.98936261525019*pi,1.344591250326012*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(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[3];\nu3(0.538044306529055*pi,-0.226130143000619*pi,4.01378474357624*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.6877291275908*pi,2.65286762730149*pi,4.1354909537232505*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(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(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.855187175479364*pi,3.26487462340988*pi,2.86141118836887*pi) q[3];\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(0.190800228137615*pi,0.016847964965075013*pi,0.922364257979319*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.232109219845796*pi,-0.2075080764981*pi,0.775383325485386*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(0.683564218078623*pi,-0.297705206656177*pi,4.09012442851815*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[14];\ncx q[0],q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[7];\nu3(0.373643885834147*pi,0.41567691289813*pi,3.51492568128503*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.760966962142012*pi,3.05367614604871*pi,3.74670153331437*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[8],q[11];\nu3(0.245148077154294*pi,0.362620101448314*pi,0.924924425260254*pi) q[9];\nu3(0.928107919250173*pi,-0.4942735714885071*pi,3.60626894205567*pi) q[12];\nu3(0.701006051340853*pi,0.17037225326053096*pi,4.03886844520187*pi) q[14];\nu3(3.5*pi,3.4092587400323*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(3.5*pi,3.4818294141611*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(0.204977399221537*pi,3.32314403595256*pi,0.899010169970613*pi) q[5];\nu3(1.0*pi,0.0*pi,1.348134415880955*pi) q[7];\nu3(3.5*pi,3.37470264447951*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,1.230272950573291*pi) q[10];\nu3(1.0*pi,0.0*pi,1.289562024301992*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.367878107345839*pi,0.007040276198540973*pi,0.5477277351144765*pi) q[14];\ncx q[0],q[10];\ncx q[2],q[7];\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(3.5*pi,-0.5*pi,0.5*pi) q[5];\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[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,0.0*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[4],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.4784313371536495*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5361335906273648*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5363336011551253*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];\ncx q[0],q[10];\ncx q[2],q[7];\ncx q[3],q[6];\nu3(3.5*pi,3.37094563930388*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\ncx q[8],q[11];\nu3(1.0*pi,0.0*pi,1.145908355084257*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[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.34704356134786*pi,0.5*pi) q[3];\ncx q[4],q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.234974502185769*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,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\ncx q[12],q[13];\nu3(0.5*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[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[5],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.694559968401687*pi,0.16551851527157302*pi,4.49043651653977*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5769968777745764*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.421162531931758*pi,0.5036390377394899*pi,0.5524322929664771*pi) q[11];\nu3(3.5*pi,3.41209546629048*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.078248079926577*pi) q[13];\nu3(0.519907413715272*pi,0.45602045208719*pi,1.028588887502097*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[9];\nu3(3.5*pi,3.39044119753342*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.37055228610184*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.459336843312976*pi,-0.174962935134363*pi,1.347866949179924*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.796110570064489*pi,0.251119584943739*pi,4.02622028338407*pi) q[11];\ncx q[12],q[13];\nu3(1.0*pi,0.0*pi,1.2602095985443111*pi) q[14];\nu3(0.888317505499699*pi,0.96001517705958*pi,0.768049433362656*pi) q[0];\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[4];\ncx q[5],q[14];\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[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,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.47100821853066*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[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(0.5*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,1.5*pi) q[9];\nu3(0.885488365316762*pi,0.14736091784220195*pi,4.175920817734021*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,4.36235050965405*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.864551463444185*pi,0.6805811090823899*pi,0.879448586044608*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0715328845561025*pi,0.06706600191182199*pi,1.4156510383018461*pi) q[4];\ncx q[5],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.246356000818952*pi,3.36694275709568*pi,1.132781577313871*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(0.627795429909349*pi,-0.10729986548517301*pi,3.95687340936702*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(0.413909405017382*pi,-0.4408376906582128*pi,1.257755096791826*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.375674427783937*pi,0.03318867740527898*pi,4.00109896359453*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(0.639871728132984*pi,2.90536275566899*pi,3.90412287114088*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(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(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[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(0.895810175948513*pi,-0.009632838103969976*pi,3.87854151359176*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[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(1.5*pi,0.0*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(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(0.535714495797557*pi,-0.4739144458254291*pi,4.4342099830204695*pi) q[9];\ncx q[10],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(0.13274923831234*pi,2.68799152583598*pi,1.247042553761315*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,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,3.46595661857439*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.078828152293281*pi) q[11];\nu3(0.134235200679254*pi,-0.4337354458665913*pi,3.93777939398975*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(0.59332870686238*pi,0.39215821849660804*pi,1.1578857903593431*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];\ncx q[10],q[11];\nu3(0.0713247188148206*pi,0.12003070856789799*pi,1.323912251783332*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[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.642536834963331*pi,0.91354028515144*pi,0.684353488928466*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.45146228547876*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.901346829303461*pi,-0.22646799629123798*pi,4.48755860124227*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[3];\nu3(0.396043667086681*pi,0.7306160872891201*pi,3.84680596439208*pi) q[5];\nu3(0.703749803971703*pi,1.0610907330189*pi,0.762542625628882*pi) q[6];\ncx q[10],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.554889886370587*pi,-0.253687451027201*pi,4.48546298489556*pi) q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.38112775225147*pi,3.47141844563979*pi,0.963243794620529*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\ncx q[8],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(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*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(3.5*pi,3.42315460758386*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(1.0*pi,0.0*pi,1.165184139361747*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.788374153305399*pi,-0.18499120458913998*pi,0.910387137351002*pi) q[14];\ncx q[2],q[13];\ncx q[3],q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[9];\ncx q[8],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(0.46311879715686*pi,-0.3755891773969*pi,1.2791290684753451*pi) q[14];\ncx q[1],q[5];\nu3(3.5*pi,3.48128096226874*pi,0.5*pi) q[2];\nu3(3.5*pi,3.43896683276285*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.278495686934874*pi) q[4];\nu3(3.5*pi,3.33025614820136*pi,0.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.2197391303566452*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,4.40117509388544*pi) q[12];\nu3(1.0*pi,0.0*pi,1.264196701690002*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.41644674608961*pi,0.5*pi) q[1];\ncx q[2],q[13];\ncx q[3],q[4];\nu3(1.0*pi,0.0*pi,1.31193856243326*pi) q[5];\ncx q[6],q[9];\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(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[14];\ncx q[1],q[5];\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,0.638173471370325*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[8];\nu3(0.0*pi,-0.5*pi,4.3831682171495405*pi) q[9];\nu3(0.309011410801794*pi,1.04558738851445*pi,4.426219931283891*pi) q[10];\nu3(0.738231198250181*pi,-0.248217573247567*pi,3.26463298047324*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.40165224580544*pi) q[13];\nu3(3.5*pi,3.49191480614764*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[13];\ncx q[3],q[4];\nu3(0.0*pi,-0.5*pi,0.5678029874238892*pi) q[5];\ncx q[6],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.520438701660154*pi,-0.225087929886639*pi,4.3207071978830704*pi) q[10];\nu3(0.265422420474419*pi,3.20738909814969*pi,1.0332538263983029*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.357582000533776*pi) q[14];\ncx q[0],q[14];\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];\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(0.0*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(0.0*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[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(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[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(0.5*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,4.4598648704953*pi) q[14];\ncx q[0],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(0.887491191342967*pi,0.79441969587453*pi,0.767280099945737*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(3.5*pi,3.27550052267471*pi,0.5*pi) q[7];\nu3(0.877997891466116*pi,-0.4843441464932033*pi,4.25426806030322*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.221326315420542*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[0];\nu3(0.725165596771043*pi,0.19362176549792698*pi,0.917648164660416*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.844347529179829*pi,2.68668578892008*pi,3.93610036160895*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,4.0*pi) q[6];\ncx q[7],q[11];\nu3(0.373438382394501*pi,-0.4271968820914805*pi,1.172823710478165*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[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(0.44032483544098*pi,2.57083110959864*pi,1.496421099512594*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(0.291027553896205*pi,0.44715800718639*pi,4.35285904042272*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.664146477852596*pi,0.5892716326901299*pi,1.03404303869418*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(1.0*pi,0.0*pi,4.0*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.4825812164427905*pi) q[11];\nu3(0.378597561715442*pi,3.01540653003754*pi,0.608869988565486*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(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.493650450473589*pi,-0.23182788730459097*pi,3.55927659049392*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.331981076891977*pi,-0.4659187455363403*pi,1.63224857223706*pi) q[4];\nu3(0.241866595899303*pi,0.10232532093965596*pi,1.261581644689008*pi) q[5];\nu3(0.509732365959733*pi,0.9522114634161101*pi,4.3750145517813*pi) q[6];\ncx q[7],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.484577327315933*pi,0.011989096077967054*pi,1.2805676821196421*pi) q[9];\nu3(0.586351851749783*pi,2.94356961499286*pi,3.81530330575117*pi) q[12];\nu3(0.567819984176162*pi,0.3866507850112*pi,0.5009111538878779*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(0.636473818123039*pi,-0.221591367959049*pi,0.784591053157565*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(0.724302712783268*pi,2.87368806355275*pi,4.28490397755494*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(0.145309917643137*pi,0.54595590725719*pi,4.05580620158206*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(0.648181028812145*pi,2.71479470567396*pi,3.65239391028902*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(0.0*pi,-0.5*pi,4.0*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,-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,4.0*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(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.221116212579611*pi,0.27415128696776503*pi,4.26334521956989*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[8];\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(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(0.669645732330471*pi,-0.12804502866795597*pi,4.27945955304501*pi) q[14];\nu3(0.167153021650183*pi,-0.369390484056231*pi,0.877391514850581*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.4298963128056*pi,0.5*pi) q[3];\ncx q[4],q[5];\nu3(3.5*pi,3.36915836993324*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,4.0*pi) q[7];\nu3(1.0*pi,0.0*pi,1.274123780518859*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.301973757023404*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\ncx q[12],q[13];\nu3(0.564750822309021*pi,2.74115476240649*pi,1.240575296360783*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[2];\ncx q[3],q[8];\nu3(3.5*pi,3.45486223602034*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.242201746563909*pi) q[5];\ncx q[6],q[10];\nu3(0.661964783759653*pi,-0.241741672306089*pi,3.84317784150051*pi) q[7];\nu3(1.0*pi,0.0*pi,4.0*pi) q[11];\nu3(3.5*pi,3.47049369070937*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.301041864732456*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(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.545687259478939*pi,-0.204505102299601*pi,3.59816269913149*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.4666494984157605*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.655909737051339*pi) q[10];\nu3(0.585532324701809*pi,0.23207161763817696*pi,1.62006705811967*pi) q[11];\ncx q[12],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[14];\ncx q[2],q[9];\ncx q[3],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.5710229798350865*pi) q[5];\ncx q[6],q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.199925359497287*pi,-0.32437427938601804*pi,1.57545978631782*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.641679537495383*pi) q[13];\nu3(3.5*pi,3.43524098925685*pi,0.5*pi) q[0];\nu3(3.5*pi,3.45499306735426*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.365970743793095*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];\ncx q[12],q[13];\nu3(1.0*pi,0.0*pi,1.252376073710891*pi) q[14];\ncx q[0],q[14];\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(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.334572701283654*pi,-0.18857836848236098*pi,3.98263601760189*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0711423107850634*pi,0.06498190806680604*pi,1.1870406623334389*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,0.0*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(0.791522452368684*pi,-0.4934666669004864*pi,3.39238909967949*pi) q[4];\nu3(0.237452592080978*pi,-0.007723415422619007*pi,4.23119346022147*pi) q[5];\nu3(0.703097400955419*pi,0.32071816216000304*pi,4.3192857531096305*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.48697732870227*pi) q[9];\nu3(0.299808802973544*pi,-0.386134020485125*pi,3.90962868886833*pi) q[10];\nu3(0.739973715481204*pi,-0.4561961914957307*pi,3.41931902562581*pi) q[12];\nu3(0.804979080235377*pi,2.54728843666673*pi,3.93805863091996*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.35919953976607*pi) q[14];\ncx q[0],q[14];\ncx q[2],q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.670510280862062*pi,-0.227078488411394*pi,0.5947645774322508*pi) q[4];\nu3(0.632769076950173*pi,0.028487247146481987*pi,0.67925915078503*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[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.281831285240838*pi,3.02913524654024*pi,1.224729389959541*pi) q[12];\nu3(0.291966792412344*pi,-0.19234054531226202*pi,4.154177443980339*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(0.556267734945111*pi,0.6523700062440501*pi,0.5740137059284611*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(1.5*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(0.5*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(0.0*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[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.512212202220507*pi,0.31523600475401503*pi,3.85986678924803*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(0.5*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(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,3.48826524745002*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[5];\ncx q[6],q[13];\nu3(0.560643081411802*pi,3.39281313987074*pi,0.8096355082603279*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.13407612670605*pi) q[10];\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[10];\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,3.39138691838269*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.260408940737934*pi) q[5];\nu3(3.5*pi,3.47181099513286*pi,0.5*pi) q[6];\nu3(0.810408198354201*pi,3.38673802526031*pi,0.5895813014549998*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.3202203619223511*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,0.0*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[7];\ncx q[4],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,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5360419062064951*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.337516628542806*pi,-0.10084565995570599*pi,1.2791397755726739*pi) q[0];\ncx q[1],q[10];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[2];\nu3(3.5*pi,3.35162911027841*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,4.438605635614159*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.155385539890595*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,0.6457847537846491*pi) q[13];\nu3(0.428422605783251*pi,0.210514025716786*pi,1.155398512145817*pi) q[14];\nu3(0.341582883340966*pi,3.15485140518846*pi,4.41155466442469*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.623566589832892*pi,3.08391183261922*pi,2.95926263955944*pi) q[2];\ncx q[3],q[7];\ncx q[4],q[5];\ncx q[6],q[13];\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(0.689383655050548*pi,0.9600364246492199*pi,0.658121698753224*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.345180241232787*pi,0.35169106746699197*pi,4.25086966698805*pi) q[1];\nu3(0.498934744910555*pi,2.59727842763907*pi,3.91620266518631*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(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.43210581067561*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[9];\nu3(0.336606581987394*pi,3.26514646970005*pi,1.266506095401724*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(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.609334087284343*pi,0.306236548958535*pi,1.230839587358381*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(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.287639441312496*pi,0.95791894740038*pi,4.0927987773435195*pi) q[6];\nu3(0.427672261815717*pi,3.38840319857492*pi,0.615581511787118*pi) q[9];\nu3(0.210837048051304*pi,3.18576362314538*pi,4.36748824854675*pi) q[10];\nu3(0.654116075683456*pi,-0.210803560933795*pi,4.097675408440081*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[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(0.656057947707319*pi,2.82841513273249*pi,3.58086027743066*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.410821291778392*pi,-0.06784232060649498*pi,4.13058978572632*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\ncx q[11],q[14];\nu3(0.57518216793168*pi,-0.04486054218497898*pi,3.80312655372191*pi) q[13];\ncx q[0],q[2];\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(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[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,3.45343448493236*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,1.253106818064765*pi) q[14];\nu3(3.5*pi,3.36739843211332*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.187729529025749*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(0.5*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(1.5*pi,0.0*pi,1.5*pi) q[9];\ncx q[11],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[2];\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(0.395935398279999*pi,3.35494049906002*pi,1.440959301748015*pi) q[4];\nu3(0.593311850537373*pi,0.271930239846489*pi,4.1648166833742195*pi) q[5];\nu3(1.0*pi,-0.5*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,4.39643813438051*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[8];\nu3(0.0*pi,-0.5*pi,0.5752289378499779*pi) q[2];\nu3(0.650014804434*pi,-0.22485931055924702*pi,0.763777011022332*pi) q[3];\nu3(0.538309226008133*pi,-0.282844589535708*pi,3.39805588640617*pi) q[4];\nu3(0.183066032942633*pi,2.75716577949725*pi,0.965497560651012*pi) q[5];\nu3(1.0*pi,0.0*pi,4.0*pi) q[7];\nu3(3.5*pi,3.44979155977531*pi,0.5*pi) q[9];\ncx q[11],q[14];\nu3(1.0*pi,0.0*pi,1.288871982417334*pi) q[12];\ncx q[0],q[2];\nu3(3.5*pi,3.40207063566615*pi,0.5*pi) q[1];\nu3(0.756277609071592*pi,0.378643332777575*pi,4.27382454305354*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(0.102969813004254*pi,0.54308880562809*pi,0.943873727744973*pi) q[7];\nu3(1.0*pi,0.0*pi,1.209726840436561*pi) q[8];\ncx q[9],q[12];\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[0];\ncx q[1],q[8];\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(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.402230427985245*pi,0.41571620839032797*pi,0.978857493318524*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,4.4789732210693*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.300862310068289*pi,-0.34443141792338*pi,0.793889283054554*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.333848205024189*pi,-0.137752611739766*pi,4.03686889812964*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[13];\nu3(1.0*pi,-0.5*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,4.41406309194296*pi) q[8];\ncx q[9],q[12];\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(0.203825097846184*pi,2.94033514184048*pi,1.3566572451674799*pi) q[0];\ncx q[1],q[8];\nu3(0.309948150278644*pi,2.8822686755862*pi,0.701739296124966*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.45270736209651*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[7];\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,1.220035768788903*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(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[13];\ncx q[5],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(0.5*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[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[2];\ncx q[3],q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(3.5*pi,3.38605581642811*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.2776916297971819*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(0.294012205526879*pi,0.368667264695006*pi,4.3520455288754505*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.40626033745452*pi) q[13];\nu3(0.208663234114872*pi,0.55811290380992*pi,0.890068772974334*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(3.5*pi,3.46426343767065*pi,0.5*pi) q[3];\ncx q[4],q[13];\ncx q[5],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,0.0*pi,1.137795028068596*pi) q[10];\nu3(0.465988107523073*pi,0.01225200547007299*pi,0.988982629844197*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.303702838645678*pi,2.73244704006239*pi,1.269674656114876*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];\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];\nu3(0.0*pi,-0.5*pi,4.337088571933791*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[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(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.298865317221432*pi,-0.429069529594158*pi,0.8175995029570939*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];\ncx q[5],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.497430287561273*pi,0.43417927909713006*pi,4.44007719262823*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.43294290217149*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.770417498101142*pi,0.60642976085693*pi,1.182649623413782*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(0.731838654739681*pi,-0.20643556581579697*pi,0.6579063676750581*pi) q[1];\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];\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(0.615926995394449*pi,-0.24309075005838598*pi,3.81390261277915*pi) q[9];\nu3(0.594683776389134*pi,2.92710241601756*pi,3.63993607002187*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[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(3.5*pi,3.47295357180881*pi,0.5*pi) q[7];\nu3(0.515045629548357*pi,-0.421229152112728*pi,4.16104723328842*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[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.241926269847252*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[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];\ncx q[7],q[14];\nu3(0.526284490380384*pi,0.6934042293156899*pi,0.984762754621637*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[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[9];\ncx q[1],q[11];\ncx q[2],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.531195587077353*pi,3.22127789982195*pi,1.62250159939126*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,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.246332221929857*pi,-0.263906272042984*pi,1.167475936531291*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.604925127602814*pi) q[14];\nu3(3.5*pi,3.4170425506953*pi,0.5*pi) q[0];\nu3(3.5*pi,3.4118401628552*pi,0.5*pi) q[1];\nu3(3.5*pi,3.39386399111403*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.234250946526753*pi,-0.056336655682789005*pi,4.05558846647474*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];\ncx q[7],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.340480104346059*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.292404396565102*pi) q[11];\nu3(1.0*pi,0.0*pi,1.243527659610052*pi) q[12];\nu3(0.418845665341909*pi,0.20857336525619496*pi,3.49720494647936*pi) q[13];\ncx q[0],q[9];\ncx q[1],q[11];\ncx q[2],q[12];\nu3(0.519458953470297*pi,2.5269901303134*pi,3.69205204719962*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(0.0*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[10];\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(0.5*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(0.402785340399318*pi,0.454068504065814*pi,0.5756838809709472*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.421081406904606*pi,0.28314665741522405*pi,3.76062100269996*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(0.0*pi,-0.5*pi,4.31665342556608*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.4749205363215605*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.43111314608759*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];\ncx q[0],q[9];\ncx q[1],q[11];\ncx q[2],q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.041179274889676*pi,0.321430239712561*pi,3.59528068970889*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.761596244277699*pi,3.35368731825464*pi,3.44815219962503*pi) q[7];\nu3(0.609586945809143*pi,-0.11622251579009402*pi,0.712819686425999*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(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(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.171478575645*pi,2.96280296818835*pi,1.80208902044845*pi) q[6];\nu3(0.0625255848782104*pi,2.84544098811413*pi,1.4568658554772251*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.690803648066689*pi,2.56215843461396*pi,3.57776916017509*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(0.5*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(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.549792874277939*pi,3.25515578436012*pi,0.877648085057378*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(1.5*pi,0.0*pi,1.5*pi) q[13];\nu3(0.53555107121297*pi,0.08716618434787304*pi,4.48539451116803*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];\ncx q[3],q[7];\ncx q[4],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[6];\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(0.408017468419615*pi,-0.379989851174164*pi,4.4113296004020395*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(3.5*pi,3.27886858588224*pi,0.5*pi) q[3];\nu3(3.5*pi,3.3154185324476*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.120406845134331*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.180777211905897*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,4.0*pi) q[14];\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];\ncx q[3],q[7];\ncx q[4],q[10];\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(0.5*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[0];\nu3(0.749512388205685*pi,0.76986606569678*pi,1.027647416429207*pi) q[1];\nu3(0.7074871290879*pi,0.88818216671146*pi,1.0241213339803341*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,0.507450172417995*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5013080698428696*pi) q[10];\nu3(0.751941161519052*pi,3.36691367074019*pi,4.20677768179008*pi) q[11];\nu3(0.450003625191368*pi,-0.05526092868517701*pi,4.17940995248696*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.163171406153341*pi,0.9304011312395599*pi,4.49792216257814*pi) q[0];\nu3(0.565232660648308*pi,0.6493965348436599*pi,4.45727704740895*pi) q[1];\nu3(0.764570233885093*pi,-0.4145094538147557*pi,0.9273711601593371*pi) q[2];\ncx q[3],q[7];\ncx q[4],q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[9];\nu3(0.162250740889223*pi,-0.4385118309856343*pi,1.415439617101863*pi) q[11];\nu3(0.456698082302047*pi,-0.389547854926007*pi,3.79725818735156*pi) q[12];\ncx q[13],q[14];\nu3(0.535266503167395*pi,2.69897368605127*pi,1.350709030611047*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(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(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(3.5*pi,3.46202047890606*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.410346283363684*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(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(1.0*pi,0.0*pi,4.0*pi) q[3];\nu3(1.0*pi,0.0*pi,4.0*pi) q[4];\ncx q[5],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[12];\nu3(0.465133701597343*pi,0.87212245897487*pi,4.09482326592945*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\ncx q[13],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(0.704962079075765*pi,-0.333496006293087*pi,0.654111122911306*pi) q[3];\nu3(0.524275114791011*pi,0.5127194241950901*pi,4.21209420256546*pi) q[4];\nu3(3.5*pi,3.28128362872053*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,4.0*pi) q[7];\nu3(3.5*pi,3.33899743462711*pi,0.5*pi) q[8];\nu3(0.503616694670763*pi,0.23092926216366305*pi,4.07680695110148*pi) q[9];\nu3(1.0*pi,0.0*pi,4.0*pi) q[10];\nu3(1.0*pi,0.0*pi,1.0486136457357689*pi) q[11];\nu3(1.0*pi,0.0*pi,1.233364894572895*pi) q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.27181293345844*pi) q[14];\ncx q[0],q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.585308889924114*pi,3.33023900197413*pi,3.02111234631189*pi) q[3];\nu3(0.874430279659002*pi,2.39471110080048*pi,3.63882747300299*pi) q[4];\ncx q[5],q[11];\nu3(0.387203009160116*pi,2.91913335046294*pi,1.81753469424909*pi) q[7];\ncx q[8],q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.489597654078208*pi,0.256019428139855*pi,3.59927033242567*pi) q[10];\ncx q[13],q[14];\nu3(3.5*pi,3.48669953028001*pi,0.5*pi) q[0];\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(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.221095095742118*pi) q[6];\nu3(0.660565227391951*pi,0.95535755103091*pi,1.012802032061228*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(0.214058247782571*pi,0.34317212984939005*pi,3.52798254928192*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.4886613887480795*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5210769210739783*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];\ncx q[0],q[6];\ncx q[2],q[9];\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[5],q[11];\nu3(3.5*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[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(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.38666654920932*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(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.4612534812632*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,0.0*pi,1.19928598334941*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(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[6];\ncx q[2],q[9];\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(0.65696405668552*pi,2.92471768295804*pi,3.75780419798225*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(0.0*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[0];\nu3(0.5*pi,0.0*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];\nu3(0.945615365425237*pi,2.91947974908712*pi,3.7034098956241*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.4458128162921895*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[0];\ncx q[2],q[9];\nu3(0.403682884219104*pi,-0.341794357041625*pi,0.62145190915079*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[11];\nu3(0.142723059838778*pi,3.49514178844958*pi,1.84327900494494*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(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.606538449664729*pi,0.56759030565663*pi,4.25758401125969*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(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.705259852262282*pi,3.32340926134409*pi,3.87086429928646*pi) q[12];\nu3(0.64417321261131*pi,3.30854912613316*pi,3.54317657473865*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[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];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.602657438446101*pi,3.28999012878544*pi,3.96094348450088*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.662541269179763*pi,0.459449795696681*pi,0.777273463155929*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[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.49331497656105*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(1.0*pi,0.0*pi,1.243199083471488*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.518513912750704*pi,0.048159891176810965*pi,3.52733155202927*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(0.746570973838977*pi,3.08066291285463*pi,3.8409172236081*pi) q[14];\nu3(0.477911060736771*pi,0.295612694113662*pi,4.3142252220192905*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[4],q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.469123782654483*pi,0.09136808482187997*pi,4.0812772775781205*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[10],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.754084670237733*pi,2.34181353273826*pi,3.77616840716117*pi) q[14];\nu3(0.140572684181692*pi,2.79848068078129*pi,0.8586697329483439*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[4];\nu3(0.832918462017764*pi,0.9164339619395601*pi,0.967353678219913*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.33682998552907*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,3.35229454340931*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,1.291148530463573*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(0.159228977952155*pi,3.23564757271768*pi,4.3570942478031*pi) q[2];\ncx q[4],q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.706819316410972*pi,-0.03313459671999702*pi,1.1042214711887381*pi) q[9];\ncx q[10],q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.0601807136770089*pi,0.220426857276376*pi,1.035309478814677*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[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.59033156873704*pi,0.479135049320598*pi,4.43422717212108*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.64486163883377*pi) q[13];\ncx q[0],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[6],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];\ncx q[10],q[13];\nu3(3.5*pi,3.33148799662425*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[4];\nu3(3.5*pi,3.46701414113483*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.147387945433508*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,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.1920252216299358*pi) q[14];\ncx q[0],q[14];\ncx q[1],q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[6],q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[12];\nu3(0.656517174851833*pi,0.29017808575634496*pi,4.127762897644541*pi) q[10];\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,3.48586455673902*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.224775124533529*pi) q[2];\nu3(0.366737984386677*pi,3.09871412692401*pi,1.6422148564005*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5488665493267649*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,3.44356599311232*pi,0.5*pi) q[9];\nu3(0.285573546780217*pi,0.57594835817448*pi,4.32014730894668*pi) q[10];\nu3(1.0*pi,0.0*pi,1.167093361942897*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5274021176881636*pi) q[14];\ncx q[0],q[14];\ncx q[1],q[2];\nu3(0.961691472545922*pi,0.5619293500584399*pi,4.1436754350661005*pi) q[4];\ncx q[6],q[7];\nu3(0.5*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(0.379111734857386*pi,-0.12364965928925398*pi,0.7597100078639589*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(0.0*pi,-0.5*pi,4.46129815890104*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(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.444349834961692*pi,0.5332843339300399*pi,3.59152672394801*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,4.47448164477596*pi) q[12];\nu3(0.47067778252739*pi,-0.10374218183351003*pi,4.46827600266694*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,4.0*pi) q[0];\ncx q[1],q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.93042459830429*pi,3.16708339414592*pi,3.07433420180891*pi) q[6];\nu3(0.428118599907509*pi,2.81584775373955*pi,1.5216229267442*pi) q[7];\nu3(0.224225034757378*pi,-0.4504466367078856*pi,4.10557341137269*pi) q[8];\ncx q[9],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(0.482188345810313*pi,0.25522927659261996*pi,3.99617873211455*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(0.614909526005945*pi,0.362124059538787*pi,3.89279484304164*pi) q[6];\nu3(0.560543608258707*pi,3.30603629617067*pi,3.65783661975947*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[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\nu3(0.213584557848041*pi,0.12834155011126602*pi,4.35955763009673*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[5],q[8];\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[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.489513482682962*pi,2.6143083459252*pi,3.67358509223328*pi) q[14];\nu3(0.0*pi,-0.5*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(3.5*pi,3.33598203794694*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,0.0*pi,1.146210320242397*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(0.664637212767538*pi,-0.4306426415855204*pi,3.84083931536186*pi) q[14];\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(1.0*pi,-0.5*pi,0.5*pi) q[2];\ncx q[4],q[6];\ncx q[5],q[8];\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[12];\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(0.51707604901969*pi,3.45205771844832*pi,3.58110764660176*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.38122675512091*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,1.231061910395781*pi) q[6];\nu3(3.5*pi,3.40832292755698*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5329037392560929*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.2821055063517721*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];\ncx q[0],q[3];\nu3(0.270802290602708*pi,-0.4256943872174051*pi,0.686149408658664*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[4],q[6];\ncx q[5],q[8];\ncx q[7],q[11];\nu3(0.256672218585783*pi,-0.053686492712403*pi,4.10010466631689*pi) q[9];\nu3(0.519586331588433*pi,3.31867289956793*pi,4.18491566548082*pi) q[12];\nu3(3.5*pi,3.48703598181019*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.639576211335975*pi,3.45004167751896*pi,4.14616118159013*pi) q[2];\nu3(1.0*pi,0.0*pi,1.4298143265952858*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,0.643764216670043*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(0.459712039550488*pi,0.16846194610825105*pi,0.83661562212647*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.48694684968174*pi) q[11];\nu3(0.608970778607558*pi,0.25157926364148897*pi,0.718612074325162*pi) q[12];\ncx q[0],q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.322237116239874*pi,0.6768776326113399*pi,3.78267934665298*pi) q[2];\ncx q[4],q[6];\nu3(0.157693409827264*pi,-0.12051739522174498*pi,3.78656790352095*pi) q[5];\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(3.5*pi,-0.5*pi,0.5*pi) q[12];\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(0.0*pi,-0.5*pi,4.23821797094196*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.515965209266339*pi,-0.378601950889524*pi,3.83905385319192*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(1.5*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,-0.5*pi,0.5*pi) q[12];\ncx q[0],q[3];\ncx q[1],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.175206016285105*pi,-0.4161208689875185*pi,1.50546807351586*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.366255745526047*pi,3.38176662138319*pi,1.196199129717789*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.113203107660811*pi,2.74074783365356*pi,1.236573432070943*pi) q[8];\ncx q[9],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[0];\nu3(3.5*pi,3.49168925698133*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(0.933351103295144*pi,-0.170662172778404*pi,3.59077238326356*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.523628407043612*pi,3.44735255435489*pi,3.4985050985068*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.76131310200772*pi,0.54142218896382*pi,0.631465669016963*pi) q[8];\nu3(3.5*pi,3.29687790554615*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,1.314820207917201*pi) q[12];\nu3(1.0*pi,0.0*pi,1.244284340929205*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[12];\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(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(3.5*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[11];\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[10];\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(0.0*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,0.0*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,4.23968633965735*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.657097643363875*pi) q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[0];\ncx q[1],q[12];\nu3(3.5*pi,3.37052005360696*pi,0.5*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];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.646083707896356*pi,2.80990545553038*pi,3.55658340482153*pi) q[7];\ncx q[9],q[13];\nu3(1.0*pi,0.0*pi,1.333067854959439*pi) q[10];\nu3(0.295727552294031*pi,0.015167621270431031*pi,4.36633709042632*pi) q[11];\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];\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(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.183650853665209*pi,0.351204856956262*pi,0.821950184719884*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.534367974178224*pi,-0.4444190399246038*pi,3.55451270655294*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[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[14];\nu3(3.5*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,0.5018051083590183*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,1.0*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[10];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[3];\nu3(3.5*pi,3.40185557975391*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.322610447928664*pi,0.21011522834645102*pi,0.7726400973985059*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,0.0*pi,4.0*pi) q[13];\nu3(1.0*pi,0.0*pi,1.3186545106071819*pi) q[14];\nu3(0.62378099314337*pi,-0.4628358559414359*pi,4.14054661785717*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(0.835193574397571*pi,0.60217210600333*pi,1.0309142907017002*pi) q[3];\ncx q[4],q[14];\ncx q[5],q[7];\ncx q[6],q[11];\nu3(0.595381299712124*pi,-0.253373767391495*pi,3.80118195941553*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[12];\nu3(0.188664970031295*pi,1.08167458892431*pi,4.28886398380414*pi) q[13];\nu3(0.322800127532013*pi,3.44228063798071*pi,1.56314973244339*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(0.454066699896086*pi,0.13328063651052602*pi,4.33463949814541*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(3.5*pi,3.37418206238129*pi,0.5*pi) q[5];\nu3(3.5*pi,3.49617634078791*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.120659479799052*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,1.1616067918037492*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.4215329920106*pi,2.84656977610548*pi,1.0578788025865449*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.4492882953160695*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.352908273872951*pi,-0.4035563219709565*pi,0.929659215523662*pi) q[1];\nu3(0.0833963245129544*pi,-0.417372702589704*pi,1.65076072376841*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[14];\ncx q[5],q[7];\ncx q[6],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(0.233393528940883*pi,2.9815859489905*pi,1.50520062083447*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(0.766550575187861*pi,0.15447521709057999*pi,0.518395609084056*pi) q[1];\nu3(0.894611154052942*pi,2.96287936383409*pi,3.27612669942997*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,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5551258713871698*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(0.0*pi,-0.5*pi,4.46233878780844*pi) q[11];\nu3(0.285673311642886*pi,-0.08209569341270201*pi,3.78929320160563*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(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[4];\ncx q[5],q[7];\ncx q[6],q[11];\ncx q[9],q[13];\nu3(0.221364130719844*pi,0.05743485253167202*pi,0.968444177634957*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.0*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(0.0*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(0.0*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,3.25613163621317*pi,0.5*pi) q[9];\nu3(0.429353408327993*pi,0.08757528301365103*pi,4.34776490643143*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,1.218277039081811*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\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];\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];\ncx q[9],q[13];\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[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.4548538863528*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,1.2570146593303861*pi) q[3];\nu3(0.530019035986032*pi,3.31519943395295*pi,3.48527898262064*pi) q[4];\nu3(0.221834304175245*pi,3.28444644203675*pi,1.54056898319014*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(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,0.5049738530614518*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[3];\ncx q[2],q[8];\nu3(0.381605600810843*pi,3.24721560862779*pi,1.91261329584018*pi) q[4];\nu3(0.630436626973447*pi,0.8262997286498*pi,1.032858982625618*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[9],q[13];\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(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.43512342685416*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.4799207338745894*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(0.612753086629513*pi,3.38409429945221*pi,0.831143076403129*pi) q[6];\nu3(0.585253030815239*pi,0.009307525393952965*pi,1.406847139035859*pi) q[7];\nu3(1.0*pi,0.0*pi,1.2416243824266688*pi) q[8];\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(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0330209508381753*pi,0.25593982797925596*pi,4.0357505608171405*pi) q[14];\ncx q[0],q[3];\ncx q[2],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.639436806118011*pi,3.49643766128349*pi,0.865849815959002*pi) q[6];\nu3(0.319610573787594*pi,-0.263241303507708*pi,1.397124105831608*pi) q[7];\nu3(0.241173662001201*pi,-0.05654708936515501*pi,1.3508874125018488*pi) q[9];\nu3(3.5*pi,3.45244490645622*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,1.3622826039709421*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.65115464343978*pi,-0.4196362561805706*pi,4.27826896536791*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[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(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,4.4204638000246*pi) q[8];\nu3(0.370790784096873*pi,-0.040459125263034024*pi,1.12002657114546*pi) q[9];\ncx q[10],q[12];\nu3(0.695584270378495*pi,3.14411422183406*pi,3.08708597348884*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[0];\ncx q[2],q[8];\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];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.754388653328278*pi,3.1851717727374*pi,4.42545261882792*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.655792901219145*pi) q[12];\nu3(0.553951993154042*pi,-0.377715918801432*pi,4.159499830603901*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nmeasure q[13] -> c[13];\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(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],q[12];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.40143804462657*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,1.1015024643642581*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,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(0.51802349320606*pi,3.14210066331457*pi,1.72338848965116*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[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(0.842078278795236*pi,-0.059037354964386*pi,4.18925082597546*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(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,0.5386403827133575*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[11];\nu3(0.0*pi,-0.5*pi,1.0*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[0];\ncx q[1],q[7];\nu3(0.184339612855935*pi,2.98988223278041*pi,0.773966566127373*pi) q[2];\nu3(0.389104980527034*pi,0.15531520748553995*pi,3.8204085434016*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,3.46624876021181*pi,0.5*pi) q[9];\nu3(0.57041629113856*pi,3.08668348294345*pi,4.44593355754929*pi) q[10];\nu3(1.0*pi,0.0*pi,1.401295584094465*pi) q[11];\nu3(0.30914192045391*pi,2.73060909757149*pi,1.2643647365989081*pi) q[12];\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(0.374174941379842*pi,-0.10759408652518798*pi,0.8005560317380049*pi) q[2];\nu3(0.473246226626612*pi,2.84798564427783*pi,0.8945101125964781*pi) q[3];\nu3(1.0*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[11];\nu3(0.611936355003924*pi,-0.4038588429687791*pi,0.5016765562105923*pi) q[10];\nu3(0.829416173084919*pi,0.19454617098132498*pi,4.40354482375034*pi) q[12];\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(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[7];\nu3(0.595828508121474*pi,3.4883568501646*pi,3.49645200365375*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(0.0*pi,-0.5*pi,0.753078620839187*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.701836929251831*pi,1.11285254126258*pi,0.652177432014163*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[7];\nu3(0.452538468510622*pi,0.5278477059928*pi,4.19947925019781*pi) q[8];\ncx q[9],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nmeasure q[1] -> c[1];\ncx q[0],q[10];\ncx q[2],q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[6],q[12];\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[11];\nu3(3.5*pi,3.43739166328511*pi,0.5*pi) q[0];\nu3(3.5*pi,3.31461942315042*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,1.122702736664539*pi) q[5];\nu3(3.5*pi,3.49393253624909*pi,0.5*pi) q[6];\nu3(0.62845099441932*pi,-0.337756144021934*pi,4.36225098634238*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,1.344161567984866*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.210219151463947*pi) q[12];\nmeasure q[7] -> c[7];\ncx q[0],q[10];\ncx q[2],q[5];\ncx q[3],q[14];\ncx q[4],q[8];\ncx q[6],q[12];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.0*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[2];\nu3(3.5*pi,3.40948165741429*pi,0.5*pi) q[3];\nu3(3.5*pi,3.39493797796567*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.5448715328223641*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.19192179279076*pi) q[8];\nu3(0.625136484841633*pi,-0.4817567033356294*pi,4.12387153616292*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.609973699042008*pi) q[10];\nu3(0.50469213361466*pi,2.72384198978357*pi,3.6451886958248*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.378149809996939*pi) q[12];\nu3(1.0*pi,0.0*pi,1.260286193344426*pi) q[14];\nmeasure q[9] -> c[9];\nmeasure q[11] -> c[11];\ncx q[0],q[10];\ncx q[2],q[5];\ncx q[3],q[14];\ncx q[4],q[8];\ncx q[6],q[12];\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(0.5*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[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5505826416023902*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,0.606329342515465*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\ncx q[3],q[14];\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];\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(0.663367428928738*pi,0.8945944731508799*pi,4.4228168637044*pi) q[0];\nu3(0.367032102455665*pi,-0.350485927473275*pi,0.5129851678802925*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,4.0*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[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,-0.5*pi,0.5*pi) q[14];\nmeasure q[0] -> c[0];\nmeasure q[2] -> c[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(0.536078069137134*pi,0.011012694587116956*pi,0.694623762505284*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[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];\nmeasure q[5] -> c[5];\nu3(0.0933188658592114*pi,-0.3305086934097*pi,4.349664080092801*pi) q[3];\nu3(0.707831564239887*pi,3.37102637881027*pi,3.41639538723203*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(0.666408846892874*pi,-0.010097560874365974*pi,3.94761706062808*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];\nmeasure q[3] -> c[3];\nmeasure q[4] -> c[4];\nmeasure q[10] -> c[10];\nu3(0.567291905867498*pi,0.23288830281421702*pi,3.90236644688554*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.843058933555206*pi,-0.18564875878367*pi,4.18136083895153*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nmeasure q[6] -> c[6];\nmeasure q[12] -> c[12];\nu3(0.123449324083972*pi,2.87561229845493*pi,0.650526429510308*pi) q[8];\nu3(0.720277411457592*pi,0.146938832405209*pi,1.413167324952013*pi) q[14];\nmeasure q[8] -> c[8];\nmeasure q[14] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(0.282797355004598*pi,3.0705856543567*pi,1.8154389765414*pi) q[0];\nu3(0.229890206488236*pi,0.62891547959622*pi,4.19585089771404*pi) q[1];\nu3(0.846058897792348*pi,0.99737301336424*pi,0.65181855105981*pi) q[2];\nu3(0.465816702574831*pi,3.24112911654673*pi,1.018466893271758*pi) q[3];\nu3(0.702966619240173*pi,0.66781853281903*pi,1.195661228558986*pi) q[4];\nu3(0.788190456167147*pi,-0.23301711212529702*pi,0.958220866448502*pi) q[5];\nu3(0.365616360689815*pi,0.04289933743570695*pi,4.33583309907625*pi) q[6];\nu3(0.73382516016433*pi,0.8391694360481201*pi,1.071679393574235*pi) q[7];\nu3(0.865152348519379*pi,0.16545038167692205*pi,1.64147316522911*pi) q[8];\nu3(0.681636934131311*pi,0.0038869188075659755*pi,3.51620180884182*pi) q[9];\nu3(0.290587506471751*pi,3.46052665076058*pi,0.5519439134027309*pi) q[10];\nu3(0.352005489086625*pi,1.01630583456063*pi,4.43722119640075*pi) q[11];\nu3(0.810934614982089*pi,0.6193951748339299*pi,0.997465551471777*pi) q[12];\nu3(0.407728774528917*pi,-0.22860993542534802*pi,0.952686851503457*pi) q[13];\nu3(0.322648380995339*pi,3.2652184932466*pi,1.51222031879687*pi) q[14];\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(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(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[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(0.0*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(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.5*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(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(0.5*pi,-0.5*pi,0.5*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(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[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[12];\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(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,3.49700677306616*pi,0.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(3.5*pi,3.44881335153223*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.21260121569215*pi) q[10];\nu3(1.0*pi,0.0*pi,1.271779367623259*pi) q[12];\ncx q[0],q[8];\ncx q[1],q[14];\nu3(3.5*pi,3.34041656936177*pi,0.5*pi) q[2];\ncx q[4],q[13];\ncx q[5],q[10];\ncx q[6],q[9];\ncx q[7],q[12];\nu3(1.0*pi,0.0*pi,1.126939626677466*pi) q[11];\nu3(3.5*pi,3.48752780537613*pi,0.5*pi) q[0];\nu3(3.5*pi,3.41203925407468*pi,0.5*pi) q[1];\ncx q[2],q[11];\nu3(3.5*pi,3.47208748446468*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(3.5*pi,3.49852279920116*pi,0.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.1573329669168801*pi) q[8];\nu3(1.0*pi,0.0*pi,1.315455707686624*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5118219196235918*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5741076354676958*pi) q[12];\nu3(1.0*pi,0.0*pi,1.287925509750119*pi) q[13];\nu3(1.0*pi,0.0*pi,1.220190747256091*pi) q[14];\ncx q[0],q[8];\ncx q[1],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[4],q[13];\ncx q[5],q[10];\ncx q[6],q[9];\ncx q[7],q[12];\nu3(0.0*pi,-0.5*pi,0.527924185511671*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[11];\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(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.4621936676087905*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5504786653537828*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,0.5970639336525512*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.47976366180312*pi) q[14];\ncx q[0],q[8];\ncx q[1],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[4],q[13];\nu3(0.246273107948996*pi,0.465609675881694*pi,0.5412659548208483*pi) q[5];\ncx q[6],q[9];\nu3(0.600786964668285*pi,2.97319494294685*pi,3.54365364399882*pi) q[7];\nu3(0.467632459152176*pi,3.27412919393208*pi,1.90626190205413*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.799986176400433*pi,0.005759985602234008*pi,1.181109626533084*pi) q[12];\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(0.258090292710312*pi,0.5452598535823601*pi,3.72175594591212*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.634334251489195*pi,3.37997668972047*pi,3.38053109245635*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.608966320430949*pi,-0.319191499215358*pi,3.35149227104503*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(0.686050804643655*pi,3.45576577572858*pi,0.5422905097452624*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.851464708876265*pi,-0.430631671916316*pi,3.20494782576914*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[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.239729892528082*pi,3.27326829398802*pi,1.9897027797659*pi) q[2];\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(0.0*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,-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[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(0.692403849196696*pi,3.1013989680592*pi,4.01103173300511*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.448933305066275*pi,3.05255024128519*pi,1.218028105876407*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(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.860593981685682*pi,0.7297898087622301*pi,1.2481718020954489*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(0.5*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];\ncx q[3],q[7];\nu3(0.538928068438007*pi,0.22461178828156603*pi,1.382466114979289*pi) q[4];\nu3(0.79876062734875*pi,-0.305747162629024*pi,0.99342630424737*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[9];\nu3(0.159210365968068*pi,3.26320988841307*pi,1.8634874781221*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(0.20692306377982*pi,0.6826619441280499*pi,4.4002699253425*pi) q[0];\nu3(0.287415368044649*pi,0.34116996343364303*pi,3.9786777476059*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.49356352927604*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(1.0*pi,0.0*pi,1.2376501245662421*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.262894600812212*pi,3.3015163285566*pi,1.147591386639464*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.606220501905293*pi,0.7326038613083199*pi,4.25297798934215*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.200894006504133*pi,3.20158979833245*pi,2.09629322247992*pi) q[0];\nu3(0.398676038264602*pi,0.07602390833449102*pi,3.95500080373605*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[3],q[7];\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,-0.5*pi,0.5*pi) q[8];\nu3(0.798168766624523*pi,-0.461317735455416*pi,0.991062441522477*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0839343452969861*pi,-0.379328654880295*pi,1.229143026311377*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];\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(0.0*pi,-0.5*pi,0.5760416085365767*pi) q[7];\nu3(0.863257741078724*pi,-0.09094924005571497*pi,4.04816006959288*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(0.339033402583844*pi,-0.147091791952495*pi,4.263248646891499*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];\ncx q[3],q[7];\ncx q[5],q[9];\nu3(0.188922288917363*pi,0.36394604386710505*pi,3.9132417367731*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.796948163850627*pi,0.5897917020394601*pi,1.368360404687568*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(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,3.35079130537303*pi,0.5*pi) q[5];\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(1.0*pi,0.0*pi,1.197918343571931*pi) q[9];\ncx q[10],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(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[5],q[9];\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,3.41873724539185*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.213466312329225*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[12];\ncx q[1],q[11];\ncx q[2],q[14];\nu3(0.447336993359796*pi,0.11169690913099395*pi,0.5274592990188496*pi) q[3];\ncx q[4],q[8];\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(0.0*pi,-0.5*pi,0.5557299416998043*pi) q[9];\ncx q[10],q[13];\nu3(3.5*pi,3.42771507346636*pi,0.5*pi) q[0];\nu3(3.5*pi,3.40137429965956*pi,0.5*pi) q[1];\nu3(3.5*pi,3.48443964686149*pi,0.5*pi) q[2];\nu3(0.43247413273235*pi,3.19985980988561*pi,1.51039183331277*pi) q[3];\nu3(3.5*pi,3.37149673461467*pi,0.5*pi) q[4];\ncx q[5],q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.1129094728844269*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.284152497025866*pi) q[11];\nu3(1.0*pi,0.0*pi,1.23433740823592*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.618830027980606*pi) q[13];\nu3(1.0*pi,0.0*pi,1.315796236923334*pi) q[14];\ncx q[0],q[12];\ncx q[1],q[11];\ncx q[2],q[14];\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(0.464916597542733*pi,3.029738292532*pi,1.8259859496492*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],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(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,4.0*pi) q[5];\nu3(0.397972658601931*pi,0.334886302849951*pi,0.838992646619101*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5293257958579685*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,0.5957921479688935*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.44595384959194*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.41494301827395*pi) q[14];\ncx q[0],q[12];\ncx q[1],q[11];\ncx q[2],q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[4],q[8];\nu3(0.183107893615957*pi,3.30297504958725*pi,1.83471957654284*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,4.0*pi) q[9];\nu3(0.158573642213613*pi,-0.142834654089265*pi,4.44203153136388*pi) q[10];\nu3(0.216924278537854*pi,0.71656039209935*pi,4.09535687697207*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[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.49767959114421*pi,-0.253995380972942*pi,4.456427794749819*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(0.679825603653926*pi,0.27569251118985005*pi,1.4287931744570659*pi) q[9];\nu3(0.674169537201833*pi,-0.043364757971983026*pi,3.8304841541937*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(0.314195041472232*pi,-0.15661099446014598*pi,4.37114867013634*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(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.322979928139755*pi,2.94600545608382*pi,0.966545729654926*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(0.399608903389354*pi,2.78103878637871*pi,1.73706941627707*pi) q[8];\nu3(0.666540411021201*pi,0.7423003016431899*pi,4.36891559699222*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];\nu3(0.0*pi,-0.5*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[0];\nu3(0.427482975528096*pi,-0.289700394627494*pi,0.603062528971969*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.320148026879962*pi,0.45659314436116905*pi,0.5624738927487597*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(0.242308757921449*pi,0.77902711826495*pi,4.02889513864837*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(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(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.785171631639762*pi,0.29165992706631605*pi,1.228194759194738*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(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[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(0.459649987173343*pi,0.42447659356049405*pi,4.08434296400104*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[1];\nu3(0.716457857083554*pi,0.15593929318856004*pi,4.05976205014794*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[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.344790679858937*pi,0.46131737677762796*pi,0.9199236079087301*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(0.685055030043625*pi,3.1929004536132*pi,3.05449763012162*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.349608318407324*pi,0.33721328752716095*pi,1.032704817090681*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\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(0.426889072375589*pi,2.99730913144761*pi,1.2147212065065451*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(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(1.5*pi,0.0*pi,1.5*pi) q[4];\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(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.439576936998421*pi,-0.4712133517779501*pi,1.254683777485541*pi) q[12];\nu3(0.672622897843722*pi,0.02284366715030095*pi,0.8476106630260161*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[9],q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.561886612528144*pi,0.36479653888583397*pi,4.0203710016713*pi) q[12];\nu3(0.249495465738612*pi,3.25665499148962*pi,4.43997756992931*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.49512751102488*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\ncx q[8],q[11];\nu3(3.5*pi,3.48685931750312*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.465820230658057*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.380767481418089*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[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(3.5*pi,3.41301199688856*pi,0.5*pi) q[8];\ncx q[9],q[10];\nu3(1.0*pi,0.0*pi,1.1322949928450279*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];\ncx q[0],q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[6];\ncx q[4],q[14];\ncx q[7],q[12];\ncx q[8],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5122030513228699*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.48579430881254*pi) q[13];\nu3(3.5*pi,3.47003137357601*pi,0.5*pi) q[0];\ncx q[1],q[13];\nu3(3.5*pi,3.42474449435903*pi,0.5*pi) q[2];\nu3(3.5*pi,3.41110883227127*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.191147209544671*pi) q[5];\nu3(1.0*pi,0.0*pi,1.331216424113785*pi) q[6];\nu3(3.5*pi,3.43421903787016*pi,0.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\ncx q[9],q[10];\nu3(0.0*pi,-0.5*pi,0.615620805563948*pi) q[11];\nu3(1.0*pi,0.0*pi,1.2476343898822448*pi) q[12];\nu3(1.0*pi,0.0*pi,1.258444209352755*pi) q[14];\ncx q[0],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[6];\ncx q[4],q[14];\ncx q[7],q[12];\ncx q[8],q[11];\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[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(0.5*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,4.44452240865835*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.30530333818466*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(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,0.5277790223823735*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.722401084924977*pi) q[14];\ncx q[0],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[6];\ncx q[4],q[14];\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(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(0.0*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(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.723750138484355*pi,1.17038923016386*pi,0.674499437308781*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(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[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(0.0*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(0.204086678957758*pi,2.43680735745199*pi,1.0764110385126862*pi) q[8];\nu3(0.253197453355997*pi,-0.4765332261732419*pi,4.4684815591613*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[14];\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(0.337867629728786*pi,3.48354554207729*pi,4.39097761731893*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(0.413357015356656*pi,0.04901295469664102*pi,3.46625352759636*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.205232825416929*pi,3.39346731780981*pi,0.5313820701343746*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[10];\nu3(0.553590605477124*pi,-0.4310380847256649*pi,3.59412533220643*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[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(0.301273035407878*pi,2.83112734877431*pi,1.52396005628246*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(0.343658162901683*pi,2.85593143753634*pi,1.196306398173518*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(0.248356803378388*pi,2.79708782490268*pi,1.2412662699424701*pi) q[10];\nu3(0.281833896752959*pi,-0.41663803473952843*pi,4.24252201204189*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(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.78313411907156*pi,0.7105695689884901*pi,4.36821641662052*pi) q[0];\nu3(0.744613935113367*pi,2.46375607978924*pi,3.84353574039985*pi) q[1];\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(0.0*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[9];\nu3(0.513641110829246*pi,-0.18127183108153*pi,4.267622846499981*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.219068887976436*pi,2.96059840556063*pi,1.61767681263326*pi) q[12];\nu3(0.636176511408503*pi,-0.209415017729026*pi,4.04463058928069*pi) q[13];\nu3(0.313267917038175*pi,0.6909196346594499*pi,3.74514166920654*pi) q[14];\nu3(0.519219595328271*pi,3.04557286148968*pi,1.5470625093509*pi) q[0];\nu3(0.283673673166218*pi,0.69978552649073*pi,0.5405639057977834*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(0.0*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[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.24222215716465*pi,3.34189094392912*pi,1.81519810896837*pi) q[12];\nu3(0.68328679954996*pi,-0.4333279361460664*pi,3.87449710702587*pi) q[13];\nu3(0.735611256400108*pi,0.6207099273215599*pi,1.274533316910945*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(0.396729140052605*pi,0.39951907420724697*pi,3.70470223505568*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.364390731197533*pi,2.549574797096*pi,1.3783957640902669*pi) q[5];\nu3(1.0*pi,0.0*pi,4.0*pi) q[6];\ncx q[9],q[11];\nu3(0.5*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[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(0.766607499201059*pi,3.26676400038883*pi,4.27985786572574*pi) q[2];\ncx q[3],q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.217683201797566*pi,3.46382728708351*pi,0.683634095263634*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,3.33510963550923*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.2486540218162139*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(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.33175931637918*pi,0.5*pi) q[3];\ncx q[4],q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.437450366233706*pi,0.77394396374261*pi,0.788171057211686*pi) q[6];\ncx q[9],q[11];\nu3(1.0*pi,0.0*pi,1.1328518547398772*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[13];\nu3(3.5*pi,3.37795628755989*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,3.40601600866118*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.813738025836748*pi,0.9813941235130601*pi,0.712338166049116*pi) q[6];\nu3(1.0*pi,0.0*pi,1.1562056729145151*pi) q[7];\nu3(1.0*pi,0.0*pi,1.245913490610219*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.41778122508705*pi) q[11];\nu3(3.5*pi,3.40847710636566*pi,0.5*pi) q[0];\ncx q[1],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[7];\ncx q[5],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[9],q[11];\nu3(0.0*pi,-0.5*pi,4.43189863353163*pi) q[12];\nu3(1.0*pi,0.0*pi,1.380249549986589*pi) q[13];\ncx q[0],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[3],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(3.5*pi,3.46530994888483*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,0.640357505584269*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5279574647582121*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,0.0*pi,1.260938065428199*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[8];\ncx q[2],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[7];\ncx q[5],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(0.0*pi,-0.5*pi,0.752871312799161*pi) q[13];\ncx q[0],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.38436126291167*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(1.0*pi,0.0*pi,1.316815746495249*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(0.0*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,0.5953527649326726*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.49459841656865*pi,-0.328088913236795*pi,4.21815198949803*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];\ncx q[5],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.491586111311185*pi,-0.08126333137389602*pi,4.143155207633789*pi) q[8];\nu3(0.248339267705093*pi,0.7331975743939301*pi,4.00269624707769*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(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.758780193076308*pi,3.44782837030996*pi,4.43559064907009*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.131997625975543*pi,3.39531829546072*pi,2.04509715952047*pi) q[3];\nu3(0.6727464891167*pi,3.38447360135081*pi,4.45820158007831*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.4943322129458405*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.62270902233086*pi,0.007100477459151988*pi,1.27623621381804*pi) q[8];\nu3(0.540760773225504*pi,2.97808951549744*pi,3.83734971713991*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(0.5*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,1.0*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[1];\ncx q[2],q[6];\nu3(0.738234555679981*pi,3.18047049728814*pi,4.00466536918195*pi) q[3];\nu3(0.59013822705829*pi,3.47874250157971*pi,0.8219570950583359*pi) q[4];\nu3(0.455388332499011*pi,0.25339575212950805*pi,4.41172589775259*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(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.55827813596942*pi,-0.225796209375153*pi,0.9345900248504719*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(0.749543170991149*pi,0.367746489448309*pi,0.9452514698328329*pi) q[14];\nu3(0.30983914199963*pi,-0.050577234987533026*pi,3.71359572192804*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(0.52364607139061*pi,0.55553999718079*pi,4.147453423642871*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.776025208635053*pi,0.53210087750811*pi,1.237642104526399*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(0.857708021449988*pi,0.08322498739113504*pi,1.147037122143641*pi) q[11];\nu3(0.349886222009961*pi,3.04867682396606*pi,0.966252561233883*pi) q[12];\nu3(0.603997372034782*pi,3.06650296092172*pi,3.34833606536962*pi) q[13];\nu3(0.438933662873358*pi,-0.129290599897655*pi,1.102031582781648*pi) q[14];\nu3(0.107428633376191*pi,-0.21057935498714803*pi,1.370883345118838*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(1.0*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(0.389984807687925*pi,-0.07467636148094398*pi,1.220388708366186*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[11];\nu3(0.59123071159519*pi,-0.203931262146554*pi,0.56024988201024*pi) q[12];\nu3(0.626702142899446*pi,0.6989118193069599*pi,4.47324505078186*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[0];\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(0.5*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(1.5*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[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(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[14];\ncx q[4],q[10];\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[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[0],q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.491438316539*pi,0.5*pi) q[3];\nu3(3.5*pi,3.34901491320721*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,3.49369753080539*pi,0.5*pi) q[8];\ncx q[9],q[12];\nu3(1.0*pi,0.0*pi,1.307481028435223*pi) q[10];\nu3(1.0*pi,0.0*pi,1.216379911698741*pi) q[11];\nu3(1.0*pi,0.0*pi,1.226030747506031*pi) q[14];\nu3(3.5*pi,3.46638112291394*pi,0.5*pi) q[0];\nu3(0.452233759245698*pi,-0.4202481126845238*pi,1.211854881245595*pi) q[2];\ncx q[3],q[14];\ncx q[4],q[10];\nu3(1.0*pi,0.0*pi,1.26055232500969*pi) q[5];\nu3(0.193214004029836*pi,0.15865167719611595*pi,3.97194242707624*pi) q[6];\ncx q[8],q[11];\nu3(3.5*pi,3.4628023686356*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.298550115921469*pi) q[12];\ncx q[0],q[5];\nu3(0.888650040712911*pi,-0.381819250668238*pi,3.88759714761496*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(0.379261579339851*pi,0.5014499699022901*pi,3.95998683490499*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\ncx q[9],q[12];\nu3(0.0*pi,-0.5*pi,4.413013228342599*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5492641195339163*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.647060299456373*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[14];\ncx q[4],q[10];\nu3(0.0*pi,-0.5*pi,4.492871718013371*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[8],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.4889996558946095*pi) q[12];\ncx q[0],q[5];\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(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[12];\nu3(0.0*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[14];\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(0.579888652075541*pi,0.44654055572957796*pi,4.465452102235799*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];\nu3(0.391089236657877*pi,3.47880588581019*pi,1.1038574440385052*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(0.900548236630427*pi,0.46647691191392004*pi,0.9375343521252419*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.710937822010187*pi,-0.32383663096328597*pi,4.01538254067135*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[2];\nu3(0.650546830461148*pi,-0.21032150519694098*pi,0.618575475884486*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,3.48892377350241*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.2752575374456558*pi) q[7];\nu3(0.755736883537512*pi,-0.0004275979648790118*pi,4.13570747460832*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(0.463725669915286*pi,3.0216859714684*pi,1.651370750597*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.268346937983865*pi,-0.336031769235299*pi,1.169619196240646*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[2],q[13];\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[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(1.0*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(0.0*pi,-0.5*pi,4.0*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,3.48374289676896*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(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.49260500808651*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(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,1.3264053418893869*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[0];\ncx q[2],q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.608562990656489*pi,0.8014353373868299*pi,1.060139844148888*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[7];\nu3(0.510401919276826*pi,2.7497056756585*pi,3.6174758838898*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(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.946134708984472*pi,-0.319366820116117*pi,4.216610633921389*pi) q[0];\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(0.48210950712009*pi,-0.4744091901064594*pi,1.076460983480257*pi) q[4];\nu3(0.728240737042205*pi,0.9844397708128101*pi,0.5616194350948692*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(0.499300961432405*pi,0.72578208872108*pi,4.2642105131573995*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[12];\nu3(0.0*pi,-0.5*pi,4.30157660736484*pi) q[13];\nu3(0.464878976418028*pi,0.89373999290864*pi,4.36296579053178*pi) q[0];\ncx q[2],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.15975877150759*pi,2.881288378102*pi,0.84394603445953*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(0.690402469767061*pi,0.06795121607391297*pi,0.891156225867384*pi) q[10];\nu3(0.231790731606318*pi,3.16577626975524*pi,2.0743513487488503*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[0];\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[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(0.655846707835715*pi,0.53624446501718*pi,1.33296355517422*pi) q[10];\nu3(0.79538622556135*pi,3.41771540372064*pi,0.508159385761464*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(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[4],q[8];\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[10];\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[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.38545210209435*pi,0.5*pi) q[4];\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,0.0*pi,1.201083049456295*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(0.0*pi,-0.5*pi,1.5*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[2];\ncx q[4],q[8];\ncx q[5],q[10];\nu3(0.653187399580644*pi,-0.324004132508544*pi,3.51967519512127*pi) q[6];\nu3(0.696646512283388*pi,3.48918193991513*pi,3.0873939534078*pi) q[7];\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(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(3.5*pi,3.49755536259483*pi,0.5*pi) q[5];\nu3(0.217483536231104*pi,-0.391827819760643*pi,0.6871919583635819*pi) q[6];\nu3(0.5599221365596*pi,0.5263470819432701*pi,0.666343947075258*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.47729999748581*pi) q[8];\nu3(1.0*pi,0.0*pi,1.263792561576883*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\ncx q[0],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[4],q[8];\ncx q[5],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[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(3.5*pi,3.48092683325416*pi,0.5*pi) q[0];\nu3(0.685181535371089*pi,-0.211240793623447*pi,0.5779484965466456*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(0.5*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,4.3493101399676*pi) q[10];\nu3(1.0*pi,0.0*pi,1.4062598224184542*pi) q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[13];\ncx q[0],q[11];\nu3(0.4750346237831*pi,0.77932006498344*pi,4.17279532340864*pi) q[2];\ncx q[3],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[10];\ncx q[7],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\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,4.0*pi) q[2];\nu3(3.5*pi,3.47436119376306*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,1.1921932509345892*pi) q[6];\nu3(3.5*pi,3.48124802162249*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,1.1914516486117481*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.40093123928756*pi) q[11];\nu3(0.474523093378879*pi,0.6504982367955401*pi,0.925924873119877*pi) q[13];\ncx q[0],q[11];\nu3(3.5*pi,-0.5*pi,0.5*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];\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(0.420319187784093*pi,0.19303466285090898*pi,0.689427613173916*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(0.5*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,4.3359503850729*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,0.5118922474651626*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[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[6];\nu3(0.130075495170992*pi,0.84570315028813*pi,4.34995824834489*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[7],q[9];\nu3(0.334857075052123*pi,2.95713140527546*pi,1.59652318352403*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[13];\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(0.743150357347267*pi,0.474761146751414*pi,1.3629147817354799*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(0.449950075379326*pi,3.21753620881884*pi,1.104982170614976*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(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[13];\ncx q[2],q[12];\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(0.579647712561144*pi,3.31877713578222*pi,0.7767469936163169*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.499597852616772*pi,-0.12383820983050497*pi,3.81258765613871*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.79857776389964*pi,0.8707908811395999*pi,0.697678511250483*pi) q[9];\nu3(0.348924509910917*pi,2.5232847335198*pi,1.031367418549702*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[0];\nu3(3.5*pi,3.46117184705928*pi,0.5*pi) q[1];\nu3(3.5*pi,3.49200155106319*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(0.549058435094964*pi,0.69914368613612*pi,0.655289191921754*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.411875409604565*pi,0.16811294979443003*pi,4.05622157018121*pi) q[7];\nu3(0.436047976298111*pi,2.95157116932501*pi,1.2636667678410411*pi) q[9];\nu3(0.434673580217926*pi,-0.170069899099888*pi,4.3025004727772505*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.374358140589478*pi) q[12];\nu3(1.0*pi,0.0*pi,1.412158262602768*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[0];\ncx q[1],q[13];\ncx q[2],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[8];\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(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(0.465726531171453*pi,3.33658717236504*pi,1.465939376220593*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(0.666454991628502*pi,2.80011260270667*pi,3.5717889928571*pi) q[3];\nu3(3.5*pi,3.35341537723577*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(1.0*pi,0.0*pi,1.253357670316149*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,4.22347225599158*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.4094606096946904*pi) q[13];\nu3(0.356468568354074*pi,0.14726242545748003*pi,3.87114264322734*pi) q[0];\ncx q[1],q[13];\ncx q[2],q[12];\nu3(0.793251073674255*pi,-0.364852396304601*pi,4.356422005811*pi) q[3];\ncx q[4],q[8];\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[9];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[11];\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,4.0*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.26818216996139*pi,-0.09840902894564801*pi,1.173703636190102*pi) q[6];\ncx q[7],q[10];\nu3(0.0*pi,-0.5*pi,0.66248095109477*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.839178335360576*pi,2.48547637043514*pi,3.89557259732294*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[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];\ncx q[4],q[8];\nu3(0.315539852246408*pi,-0.388121530591353*pi,4.42287151365156*pi) q[6];\nu3(3.5*pi,3.31630176263046*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.190686736566981*pi) q[10];\nu3(0.217104530560072*pi,-0.06742881310668303*pi,1.16937591715195*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[0],q[5];\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(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[10];\nu3(1.0*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[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(3.5*pi,3.49592711060225*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];\ncx q[3],q[14];\nu3(1.0*pi,0.0*pi,4.0*pi) q[4];\nu3(1.0*pi,0.0*pi,1.3295148568677289*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,0.5633304663334129*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(1.0*pi,0.0*pi,4.0*pi) q[13];\ncx q[0],q[5];\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,3.47683565024371*pi,0.5*pi) q[3];\nu3(0.473060654610149*pi,3.06562233028289*pi,1.52365368307947*pi) q[4];\ncx q[7],q[10];\nu3(1.0*pi,0.0*pi,4.0*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(1.0*pi,0.0*pi,1.385275819392736*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(0.0*pi,-0.5*pi,1.0*pi) q[2];\ncx q[3],q[14];\nu3(0.476408526193964*pi,0.02661562799013395*pi,0.724516621446767*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.5134932810044269*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.203703645028314*pi,-0.156145621599872*pi,0.947429577592354*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(0.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[5];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[1];\nu3(0.401633390028344*pi,0.12441998216932204*pi,0.763452219232035*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(0.34605351472642*pi,0.52093451726462*pi,0.656972509464938*pi) q[7];\nu3(0.20888601951422*pi,-0.4962467172553527*pi,1.314495368665583*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,1.0*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.4498815367249005*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.543769912251257*pi,3.29339474175348*pi,2.97381046825047*pi) q[1];\nu3(0.796829460997052*pi,-0.373165408284438*pi,3.3820565570956*pi) q[2];\ncx q[3],q[14];\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(0.125280118226989*pi,0.002236452428813984*pi,3.5489494989537*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,1.0*pi) q[12];\nu3(0.296869234623245*pi,-0.24637795577549698*pi,1.344601407247214*pi) q[13];\nu3(0.961333625943481*pi,-0.304811885412129*pi,3.96603175841863*pi) q[0];\nu3(0.21443162971722*pi,-0.159650504348256*pi,1.279173416525041*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(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.392921826016492*pi,0.032483791018736996*pi,1.401538054713519*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(0.600224129453289*pi,0.8040656714768799*pi,0.8172734293710711*pi) q[10];\nu3(0.954090865498575*pi,2.53711328075937*pi,3.93533633265343*pi) q[12];\nu3(0.681569588323164*pi,-0.10287023428480102*pi,4.3433851979744595*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.531751438010497*pi,-0.06913467318481997*pi,3.81946575130179*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(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.646676791707984*pi,-0.092305264948154*pi,4.17862696459314*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.535561618860608*pi,0.6457885352888*pi,4.21017949108095*pi) q[10];\nu3(0.512570568115614*pi,-0.381372441955195*pi,3.84914402946439*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[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];\ncx q[4],q[8];\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(0.0*pi,-0.5*pi,4.0*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,1.5*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[6];\ncx q[2],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,3.39611357806637*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(1.0*pi,0.0*pi,1.3352889087682631*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(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[5];\nu3(3.5*pi,3.48946866072151*pi,0.5*pi) q[1];\nu3(3.5*pi,3.43097866552796*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[8];\nu3(1.0*pi,0.0*pi,1.2807062040740549*pi) q[6];\ncx q[9],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.204210321629338*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.40470184306785*pi,0.5*pi) q[0];\ncx q[1],q[6];\ncx q[2],q[13];\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,1.17403661494457*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.687139899858118*pi) q[8];\nu3(3.5*pi,3.37165225718897*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.278345859565235*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[5];\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,1.0*pi) q[3];\ncx q[4],q[8];\nu3(0.0*pi,-0.5*pi,4.44793225779615*pi) q[6];\ncx q[9],q[12];\nu3(0.0*pi,-0.5*pi,4.430217000154871*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[6];\ncx q[2],q[13];\nu3(0.521816877953938*pi,-0.230997678745605*pi,0.5144548958320848*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.47732132886428*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,0.735955614432403*pi) q[12];\nu3(0.690767863308754*pi,3.0964881500854*pi,4.40541505881865*pi) q[14];\ncx q[0],q[5];\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(0.434787458990605*pi,0.460330380281459*pi,4.12862397708288*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[8];\ncx q[9],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.667873501539182*pi,2.47946438765753*pi,3.85943403949297*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(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.530579605661772*pi,0.18506129497165102*pi,4.36006864376022*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[8];\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,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[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(0.153617838681819*pi,2.82655662724979*pi,0.86136010439416*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[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,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[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[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(0.529870264054994*pi,3.24734764666712*pi,0.9049841027507011*pi) q[8];\nu3(0.367899654879163*pi,3.31422198327619*pi,0.758089139726388*pi) q[9];\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[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];\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(0.631157325593435*pi,0.11938594263272495*pi,1.4104220635094071*pi) q[8];\nu3(0.345372737867824*pi,0.338173036372882*pi,0.899336478311198*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[0];\nu3(0.461429462915297*pi,-0.135606186521872*pi,1.321352155123994*pi) q[1];\nu3(0.500016864537858*pi,-0.361188540107039*pi,0.5515681763703181*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.33416305923739*pi,-0.392098498387331*pi,0.5052162080330251*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(0.681324728010285*pi,3.25101418828959*pi,4.43210560239949*pi) q[12];\nu3(0.64083218650016*pi,0.43851581188323796*pi,4.44551055545172*pi) q[13];\nu3(0.41145704689242*pi,0.6798371818824*pi,4.07044672232663*pi) q[0];\nu3(0.723240971274568*pi,3.46340638902683*pi,4.38164874776605*pi) q[1];\nu3(0.210405411919713*pi,0.16805491590630794*pi,3.3324726836891*pi) q[2];\nu3(0.921315559059882*pi,3.09515259949692*pi,3.03417332990329*pi) q[5];\nu3(0.133927861392265*pi,0.07203035295044002*pi,4.19290083398802*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(0.223591043208499*pi,2.70179247665259*pi,0.931283839392142*pi) q[12];\nu3(0.0645530691129027*pi,-0.168002813395858*pi,1.0743809497051329*pi) q[13];\nu3(0.128514429295914*pi,-0.064010357396734*pi,4.46720639732038*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(0.353625595630422*pi,0.35913169737531503*pi,0.900181949626473*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[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[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[5];\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[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(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[3],q[13];\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(1.5*pi,0.0*pi,1.5*pi) q[9];\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(3.5*pi,3.40046181253191*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(3.5*pi,3.45886973328817*pi,0.5*pi) q[7];\ncx q[9],q[10];\nu3(1.0*pi,0.0*pi,1.316181367674465*pi) q[12];\nu3(1.0*pi,0.0*pi,1.102103039110086*pi) q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[11];\ncx q[3],q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\ncx q[6],q[14];\ncx q[7],q[12];\nu3(3.5*pi,3.49064308220892*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.38205007552604*pi) q[10];\nu3(3.5*pi,3.44086879142561*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(3.5*pi,3.48020936749343*pi,0.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\ncx q[9],q[10];\nu3(1.0*pi,0.0*pi,1.3545293136531389*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.489312248694199*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.536348778253927*pi) q[13];\nu3(1.0*pi,0.0*pi,1.177087256888416*pi) q[14];\ncx q[1],q[11];\ncx q[3],q[13];\ncx q[6],q[14];\ncx q[7],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5640156842282025*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*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[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[9],q[10];\nu3(0.0*pi,-0.5*pi,4.45585407015894*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,0.5868516673431015*pi) q[14];\ncx q[1],q[11];\nu3(0.378956938751034*pi,-0.09521902389426001*pi,0.898406486688871*pi) q[3];\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[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(0.802980797650781*pi,3.49286815497255*pi,0.5960574403803788*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.233213059406271*pi,1.1442150499292*pi,4.30518011850627*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[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(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.266634780404754*pi,-0.300118093082265*pi,3.88413861392345*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[1];\nu3(3.5*pi,-0.5*pi,0.5*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(0.5*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(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[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.383602072557512*pi,3.3406784584247*pi,0.920498509153636*pi) q[6];\nu3(0.813564294545903*pi,2.69655361008462*pi,3.85324006750212*pi) q[7];\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[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[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.671528296133305*pi,2.57092366872931*pi,3.67023419987706*pi) q[6];\nu3(0.532824509969672*pi,0.78837764516531*pi,4.11480279928622*pi) q[7];\nu3(0.823710529647629*pi,-0.389845531987365*pi,3.33820649023557*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[14];\nu3(0.692493237364206*pi,2.75958326848145*pi,4.03416418164063*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[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.305345885687341*pi,0.08540681326412802*pi,3.54098954802217*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(0.656617994374743*pi,0.74102142679879*pi,0.565550037926079*pi) q[12];\nu3(0.414514692416157*pi,0.85166273687138*pi,4.02105312796424*pi) q[14];\nu3(0.382376265756477*pi,0.52130000079879*pi,0.968754270921767*pi) q[1];\ncx q[3],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,-0.5*pi,0.5*pi) q[9];\nu3(0.656998996306872*pi,-0.022432998475518995*pi,1.252023955916171*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.273159458788277*pi,0.09911881441835102*pi,4.462562421651921*pi) q[12];\nu3(0.710557761874683*pi,-0.373008361868157*pi,3.64724533662529*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.3698042012807*pi,0.5*pi) q[3];\ncx q[5],q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.171909599989477*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.495879257170309*pi,-0.07737097343710703*pi,1.294932201306825*pi) q[10];\nu3(0.61299969980102*pi,3.28119864122422*pi,4.313104080580651*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(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[9];\ncx q[3],q[8];\nu3(3.5*pi,3.4906072198568*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.193395364098564*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(0.146585683960372*pi,0.22826610385631696*pi,0.5599684354310756*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];\ncx q[0],q[14];\ncx q[1],q[4];\nu3(3.5*pi,3.39047703350316*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[5],q[6];\nu3(0.0*pi,-0.5*pi,4.4700451142701905*pi) q[8];\nu3(1.0*pi,0.0*pi,1.2577510167897419*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(3.5*pi,3.47656665277*pi,0.5*pi) q[0];\nu3(3.5*pi,3.43458836104987*pi,0.5*pi) q[1];\ncx q[2],q[9];\ncx q[3],q[8];\nu3(1.0*pi,0.0*pi,1.1500504462456869*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.36253571506465*pi) q[6];\ncx q[10],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.196184743730621*pi) q[14];\ncx q[0],q[14];\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];\ncx q[5],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.661060743025753*pi) q[9];\nu3(3.5*pi,3.42345231444911*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,1.29125865045434*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];\ncx q[2],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,0.5440174085343121*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];\ncx q[10],q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.4943726357374505*pi) q[14];\ncx q[0],q[14];\ncx q[1],q[4];\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(0.0*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];\ncx q[11],q[12];\nu3(0.0*pi,-0.5*pi,0.5142706492828718*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];\nu3(0.761510591409801*pi,0.72045248267149*pi,4.48414341130984*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(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.642821801444166*pi,0.08379508929295998*pi,1.418185018261003*pi) q[9];\ncx q[10],q[13];\nu3(3.5*pi,3.41956684436149*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.260468452818065*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(0.594583228046012*pi,0.21386211764916996*pi,3.96195282015606*pi) q[1];\nu3(0.566932558340111*pi,0.86172161003694*pi,0.68936199341476*pi) q[2];\nu3(0.690963602627432*pi,-0.41055540043823147*pi,3.63289691560113*pi) q[3];\nu3(0.935375994481811*pi,2.89836954462667*pi,4.08143554847491*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[8];\nu3(0.570833730285684*pi,-0.33524007638406*pi,0.704328822083192*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[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(0.584408789209907*pi,2.63801434252016*pi,3.68280308871474*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.63082702447234*pi,2.56717360628005*pi,3.58247342290089*pi) q[3];\nu3(0.298013090265934*pi,3.20274453874782*pi,2.18242793380757*pi) q[4];\nu3(0.149897099863275*pi,2.99977931677456*pi,0.623306404648961*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(0.37491690024359*pi,0.269676959422971*pi,1.085907052956958*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.678265267053801*pi) q[12];\nu3(0.348676225471633*pi,0.19969750298025202*pi,0.8161766540320721*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(1.5*pi,0.0*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[4];\nu3(0.424600506698678*pi,3.20307907564289*pi,0.883091096191179*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.42992510535328*pi,2.46899251832872*pi,1.163642597111438*pi) q[8];\nu3(0.540916183360503*pi,0.40099800515252504*pi,0.743463463064999*pi) q[10];\ncx q[11],q[12];\nu3(0.210478501264496*pi,0.7585071979595299*pi,0.664244597208543*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.299875116985408*pi,3.12220065834377*pi,1.63016445705385*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(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.712043656950742*pi,0.8423325818417999*pi,0.736236762669136*pi) q[6];\nu3(0.452005468732837*pi,3.25096650473922*pi,4.28853728952066*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(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.540053203856731*pi,1.00435873792339*pi,0.973195838101547*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[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.314859759501326*pi,0.49566821499937097*pi,0.746848483186572*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(0.5*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(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[3];\ncx q[4],q[13];\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(0.34387120026491*pi,3.15830966225902*pi,1.29882557184095*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.651482615289796*pi,0.016143874613175013*pi,3.75693281917553*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[5];\nu3(3.5*pi,3.46164460600552*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.993219404821975*pi,-0.09349623219669201*pi,3.44663855045266*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.240674955315179*pi) q[13];\nu3(0.289929811503862*pi,-0.19327662591266298*pi,3.83264208743953*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.48178461814839*pi,0.5*pi) q[1];\ncx q[3],q[6];\ncx q[4],q[13];\nu3(1.0*pi,0.0*pi,1.106447126305522*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.801842232083918*pi,0.07398421108235398*pi,3.83360808446766*pi) q[12];\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[5];\nu3(3.5*pi,3.37898718196575*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,1.353749155758766*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.730599329585671*pi,3.31815174709101*pi,4.32397001754254*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5524938981859192*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[3],q[6];\ncx q[4],q[13];\nu3(0.0*pi,-0.5*pi,4.49037795938371*pi) q[5];\ncx q[7],q[11];\ncx q[10],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,3.4177492657409*pi,0.5*pi) q[0];\ncx q[1],q[5];\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,0.666520057911419*pi) q[6];\nu3(3.5*pi,3.38903054522228*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.243385475500674*pi) q[8];\nu3(3.5*pi,3.39583197386101*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.194311660387906*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,0.0*pi,1.251360090376725*pi) q[14];\ncx q[0],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[12];\ncx q[3],q[6];\nu3(0.765355517416212*pi,3.35434048527785*pi,3.98383179178295*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[7],q[11];\ncx q[10],q[14];\nu3(0.68723245346373*pi,3.07676299843677*pi,3.55134344530963*pi) 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(3.5*pi,3.37754815276797*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.691855082788505*pi,-0.11547168963648702*pi,0.836632627919397*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,0.587305863757372*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.46894287354592*pi) q[11];\nu3(1.0*pi,0.0*pi,1.1927343213006179*pi) q[12];\nu3(0.632648219577375*pi,0.7142911003224699*pi,0.912856661298463*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.667560277932341*pi) q[14];\ncx q[0],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[12];\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];\ncx q[7],q[11];\ncx q[10],q[14];\nu3(3.5*pi,-0.5*pi,0.5*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];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.983985629386767*pi,0.26764314003827305*pi,1.65064303833616*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(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,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5304789151522858*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[0];\nu3(0.45408699876291*pi,-0.07521748421427399*pi,1.444168058028637*pi) q[1];\ncx q[2],q[12];\nu3(0.703007949061188*pi,3.34481634747613*pi,4.0581868248754*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(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.489514264721482*pi,-0.231450170027114*pi,0.5049536733979104*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.778988885114716*pi,2.40427576612713*pi,3.79581454982881*pi) q[14];\nu3(0.791561818046023*pi,-0.38125167752045297*pi,3.68885115413172*pi) q[0];\nu3(0.266993291024145*pi,0.49626660705092496*pi,0.795354949508685*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[5];\nu3(0.117684348311426*pi,-0.33522847601774897*pi,1.432562334774739*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(0.502228428445039*pi,-0.356178854241442*pi,3.890524771557*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(0.91940010103781*pi,3.15558742825116*pi,0.5413770649399913*pi) q[14];\nu3(0.381741488402134*pi,1.16283657508329*pi,4.25354987280255*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.215935159515532*pi,0.79247052882252*pi,3.88838237619442*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.757277264639733*pi,-0.16878824873882198*pi,3.51260777512224*pi) q[5];\nu3(0.439722624373291*pi,3.47183316816519*pi,0.823488653315799*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[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.345380990915466*pi,0.299719600747415*pi,3.69807539887743*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[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.771482936008192*pi,0.89178441673276*pi,0.933045490805708*pi) q[2];\ncx q[3],q[13];\nu3(0.540337451956957*pi,0.02723707580874002*pi,0.9152511948403901*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.198160100531116*pi,-0.136785133280307*pi,1.4510225526132379*pi) q[7];\nu3(0.490051127394485*pi,0.7340301515768299*pi,4.40389392396532*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(0.670676202490721*pi,3.05147894672188*pi,4.49223955291216*pi) q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.48370339155727*pi,0.5*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(0.715756141711867*pi,0.237013502779028*pi,0.950479599222865*pi) q[7];\nu3(0.602966470832751*pi,2.95665243044342*pi,4.38687388754638*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(1.0*pi,0.0*pi,1.269362952301572*pi) q[13];\nu3(3.5*pi,3.49612301731131*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[3],q[13];\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(1.0*pi,0.0*pi,1.278278526298877*pi) q[10];\nu3(0.655801801466101*pi,-0.373462082529551*pi,0.723133319344249*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\ncx q[0],q[12];\ncx q[1],q[10];\ncx q[2],q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\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(0.702821148435322*pi,3.27542389856219*pi,3.75901642529653*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.34142827301514*pi) q[13];\nu3(3.5*pi,3.40913974776798*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(3.5*pi,3.47696871168027*pi,0.5*pi) q[2];\ncx q[3],q[13];\nu3(1.0*pi,0.0*pi,1.287817924986401*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(0.0*pi,-0.5*pi,0.712758884414123*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.246947473721634*pi) q[12];\ncx q[0],q[12];\ncx q[1],q[10];\ncx q[2],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[7],q[14];\ncx q[8],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,0.0*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[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.4594045861799305*pi) q[5];\ncx q[6],q[11];\nu3(3.5*pi,3.34253381602591*pi,0.5*pi) q[7];\nu3(3.5*pi,3.28626455294264*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.181861718363027*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.41488491816187*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.135501901457412*pi) q[14];\ncx q[0],q[12];\nu3(0.729214618470203*pi,3.27343931985959*pi,0.503546789560163*pi) q[1];\ncx q[2],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,3.43417024833779*pi,0.5*pi) q[6];\ncx q[7],q[14];\ncx q[8],q[9];\nu3(0.669898848076388*pi,-0.268983722452542*pi,3.24673983931464*pi) q[10];\nu3(1.0*pi,0.0*pi,1.3448543052973019*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(0.169229707831384*pi,0.153927604012433*pi,4.10231431592384*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(0.5*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,4.393688141853589*pi) q[9];\nu3(0.352784051852125*pi,-0.256744942246742*pi,0.900793098248472*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,4.49718813497197*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(0.0*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(0.5*pi,0.0*pi,0.5*pi) q[6];\ncx q[7],q[14];\ncx q[8],q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5482458464128365*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[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(0.225367857697939*pi,2.9182527910297*pi,1.222604163941807*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];\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(0.908371062906165*pi,0.5342432226931799*pi,1.202412675069733*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[2];\nu3(0.556789159262674*pi,3.31988448517065*pi,0.5692100159615269*pi) q[3];\ncx q[4],q[10];\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(0.0*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(0.187012978470892*pi,0.035988313839208974*pi,4.09959885782079*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[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.39434621022386*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.544283316135418*pi,0.60428799305976*pi,4.31180479010802*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,1.1626486243308571*pi) q[10];\nu3(0.422012085956366*pi,0.7254149739820599*pi,3.86198186033507*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(0.33141583273691*pi,-0.18244348727874*pi,0.9971467991281859*pi) q[0];\nu3(0.713696706991256*pi,0.95289097000298*pi,0.9416377349051139*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[4],q[10];\nu3(0.12359802758861*pi,3.16833224064731*pi,0.8261993382749*pi) q[5];\nu3(0.682657775919573*pi,-0.03298215551387601*pi,0.716218439131779*pi) q[6];\nu3(0.850860174494158*pi,0.343594084578811*pi,4.11160391714023*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(0.234328283246906*pi,-0.10348687977544901*pi,4.37830779558555*pi) q[11];\nu3(0.37918211182886*pi,3.43013088260367*pi,1.53184808255954*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(0.596573202854264*pi,-0.4779308695513004*pi,0.892319753814004*pi) q[0];\nu3(0.367568077778183*pi,3.02178393972879*pi,1.76142176413185*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.443180045343387*pi,3.28595514409049*pi,1.465350037419591*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.457150946086453*pi,0.6284768230562201*pi,4.12067718741629*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(0.0*pi,-0.5*pi,0.5044548548867039*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.841384757137938*pi,0.8242668311433801*pi,1.0251949140287109*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(3.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[4],q[10];\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(0.603538273143444*pi,0.498255940834638*pi,1.138844823208103*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,4.0*pi) q[12];\nu3(0.643390786906894*pi,0.477273119665084*pi,4.19299670825007*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[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(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.453921518419246*pi,2.5737953992187*pi,1.3123689316982041*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(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.269824852155022*pi,2.79253953557775*pi,1.64227308676552*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[3],q[7];\nu3(0.154581996673313*pi,3.22054657842918*pi,1.74846335457863*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];\nu3(0.696074100522149*pi,0.7411291361302399*pi,0.965548008136503*pi) q[9];\nu3(0.67976518831766*pi,0.9100457061481599*pi,0.5983385923646878*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[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(3.5*pi,3.49527874113694*pi,0.5*pi) q[3];\nu3(0.103830111573338*pi,3.07024703964071*pi,4.454897363343051*pi) q[4];\ncx q[5],q[12];\nu3(1.0*pi,0.0*pi,1.185647913761912*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.683376971061959*pi,0.038838652105202986*pi,0.9053319971569129*pi) q[9];\nu3(0.722948527998136*pi,0.50556722468224*pi,0.8558115431757529*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[1];\ncx q[3],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,3.49140387476911*pi,0.5*pi) q[5];\ncx q[6],q[14];\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(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.427560282252243*pi) q[12];\nu3(3.5*pi,3.46733423921579*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,1.300615364825759*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];\ncx q[5],q[12];\nu3(3.5*pi,3.42664196063065*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5110120589456028*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(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.1564299105397882*pi) q[14];\ncx q[0],q[1];\ncx q[3],q[7];\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[14];\ncx q[8],q[13];\ncx q[9],q[11];\nu3(0.0*pi,-0.5*pi,0.649000593949191*pi) q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.3784158517643*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[5],q[12];\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,3.41022280415274*pi,0.5*pi) q[8];\nu3(3.5*pi,3.44297145604515*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.153990861297228*pi) q[11];\nu3(1.0*pi,0.0*pi,1.328366782325583*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.60043856541116*pi) q[14];\ncx q[0],q[1];\nu3(0.0502821606045328*pi,3.04117691755734*pi,0.704422490975258*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[14];\nu3(0.511648672195544*pi,1.02278281735246*pi,0.758922209601256*pi) q[7];\ncx q[8],q[13];\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[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.310180243922608*pi,2.71438487496289*pi,1.56215819911435*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(0.283735841641081*pi,2.88263613385753*pi,0.866783776492671*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,4.3673407000222095*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.2923250363991095*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(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[5];\nu3(0.483353301067725*pi,-0.28692652972395*pi,1.253726774595042*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[13];\ncx q[9],q[11];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[12];\nu3(0.561294344232776*pi,0.12188365842432403*pi,3.86771893367645*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[3];\nu3(0.340166062374451*pi,-0.13101690655460302*pi,4.04562798424005*pi) q[5];\nu3(0.571557410456943*pi,0.058408689067195985*pi,0.789788461979277*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(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.494912883120448*pi,0.04783863499548302*pi,4.36573430356584*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.681594773898863*pi,0.21112014130618495*pi,1.496183931058249*pi) q[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(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.621659284720431*pi,-0.21690013002535602*pi,3.42590805663956*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(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.648858670573365*pi,0.14358761922666996*pi,0.689809701463661*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(0.655435889214724*pi,0.7649091749966099*pi,4.43972601791789*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(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.0*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(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.781686527544277*pi,0.13387127701771195*pi,4.43151315306201*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],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[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(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.191135205670708*pi,0.8508231230126699*pi,4.41014991572664*pi) q[1];\nu3(3.5*pi,3.48454775214349*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\ncx q[7],q[12];\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(0.5*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,0.0*pi,1.34642088222571*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.698026647170107*pi,0.202604315025243*pi,1.079711924754905*pi) q[1];\ncx q[2],q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(3.5*pi,3.48200697920559*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.630803997478027*pi,0.37774209459500996*pi,4.17748456404375*pi) q[9];\nu3(0.450984258913244*pi,0.368549186353362*pi,4.098937228814179*pi) q[11];\nu3(1.0*pi,0.0*pi,1.3249211791203979*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[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[7],q[12];\nu3(0.293052705753015*pi,2.77053682946881*pi,0.901359019452409*pi) q[8];\nu3(0.553922240461892*pi,-0.367773755456168*pi,0.675380844158832*pi) q[9];\nu3(0.458472961381453*pi,3.13753784399973*pi,1.077361545592036*pi) q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.692937946725793*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.761996354273121*pi,2.87548985688543*pi,3.73259444471327*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,0.5223067649719307*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[7],q[12];\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[11];\nu3(0.383490567468545*pi,2.85299773561293*pi,0.978231117327666*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,3.37152464106056*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,1.240637353007331*pi) q[1];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\ncx q[6],q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*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[12];\nu3(0.411508181489492*pi,-0.4706575300347174*pi,1.71353954808384*pi) q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\ncx q[0],q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[5],q[8];\nu3(3.5*pi,3.45440226223398*pi,0.5*pi) q[6];\nu3(0.650029168559751*pi,0.462969329453798*pi,4.45526416058384*pi) q[7];\nu3(1.0*pi,0.0*pi,1.302140096777313*pi) q[9];\nu3(3.5*pi,3.41612457159541*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.196884698920498*pi) q[11];\nu3(0.69236494699346*pi,2.76881800572278*pi,4.08995750598071*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,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.42295412851762*pi) q[1];\nu3(0.239565527561967*pi,3.27818556105969*pi,1.266004112209207*pi) q[2];\ncx q[4],q[13];\nu3(3.5*pi,3.48002492828754*pi,0.5*pi) q[5];\ncx q[6],q[9];\nu3(0.218991524587762*pi,0.5076708289965499*pi,0.819480056728065*pi) q[7];\nu3(1.0*pi,0.0*pi,1.202890731856872*pi) q[8];\ncx q[10],q[11];\nu3(0.330027110476647*pi,2.39853305538758*pi,1.378419987023177*pi) q[12];\nu3(0.434835616529552*pi,0.55052488412905*pi,4.40402485009644*pi) q[14];\ncx q[0],q[1];\nu3(0.21024542276071*pi,0.6141874795803399*pi,3.62949299612735*pi) q[2];\nu3(3.5*pi,3.30953491165654*pi,0.5*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];\nu3(0.0*pi,-0.5*pi,0.5515585855529554*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.633273102964919*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.0802024636058531*pi) q[13];\nu3(0.881920448001057*pi,-0.4198487910507463*pi,3.11223745546564*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(3.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[4],q[13];\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,0.5454539183731089*pi) q[8];\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,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(0.5*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];\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(0.0*pi,-0.5*pi,0.5625023123750057*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];\ncx q[4],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.26354497826506*pi,-0.40487502736052927*pi,1.50695151989962*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(0.101273867828346*pi,0.434862874783837*pi,0.770218982652439*pi) q[9];\nu3(0.369899164508474*pi,0.12963735131438803*pi,3.78450262620655*pi) q[10];\nu3(0.455055109131281*pi,3.21188045075344*pi,3.3175886032509*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(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.736153826478472*pi,0.8784597907984799*pi,4.430945973268781*pi) q[6];\ncx q[7],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.279709283586915*pi,0.57942077510525*pi,0.911536932273754*pi) q[9];\nu3(0.189917065856722*pi,0.8038735676377*pi,4.462475680620241*pi) q[10];\nu3(0.560241156457964*pi,3.13154543887191*pi,2.94137932474285*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[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.405070770404337*pi,0.6767979323303399*pi,4.47224267312946*pi) q[4];\nu3(0.423413960784365*pi,-0.195256000063331*pi,4.39099068048606*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,3.46104485970225*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(1.0*pi,0.0*pi,1.2583710456210149*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.719062402559068*pi,-0.489167956275804*pi,3.35637934053244*pi) q[0];\nu3(0.799831758216498*pi,-0.05275450322328801*pi,3.53316147119493*pi) q[1];\nu3(0.492584289806808*pi,0.76915756370566*pi,0.751453565984513*pi) q[4];\nu3(0.387222214610791*pi,-0.16392938560995401*pi,0.712602237924296*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(0.5*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(0.048441763916976*pi,0.944017573232*pi,4.14031731454703*pi) q[0];\nu3(0.723380405156081*pi,-0.20661415588363002*pi,3.8694928607191*pi) q[1];\ncx q[3],q[11];\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(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.307229739470146*pi,2.92166393549193*pi,1.80939511004517*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.40922871019175*pi) q[12];\nu3(0.658227702377268*pi,0.46210540866719396*pi,4.09982240679207*pi) q[13];\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(3.5*pi,3.48141777224035*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[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\ncx q[7],q[12];\nu3(0.389443983667767*pi,0.43484479138850896*pi,3.64534712243314*pi) q[8];\nu3(1.0*pi,0.0*pi,1.171096624927418*pi) q[11];\nu3(0.36765674825765*pi,2.95062647127994*pi,1.51271220668161*pi) q[13];\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[11];\ncx q[4],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[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[9];\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(3.5*pi,3.36791704788867*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.1425244815545161*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,0.5107179543601936*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[13];\nu3(3.5*pi,3.48780727940095*pi,0.5*pi) q[0];\ncx q[1],q[10];\ncx q[2],q[8];\ncx q[3],q[11];\ncx q[4],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.3051819976477579*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\ncx q[13],q[14];\ncx q[0],q[9];\nu3(3.5*pi,3.34461053800218*pi,0.5*pi) q[1];\nu3(3.5*pi,3.43647365604254*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,0.5191720650383925*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.06159035895175*pi) q[8];\nu3(1.0*pi,0.0*pi,1.202482298547228*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(3.5*pi,3.37080651432149*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.255268404566209*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[10];\ncx q[2],q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[5];\nu3(0.607841551252651*pi,2.87214057493788*pi,3.67529990747934*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.720932119887572*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[13],q[14];\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(0.153152023431693*pi,0.16966315933487597*pi,4.423151510754391*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(0.342017341756789*pi,0.42539404808028103*pi,0.697000283087511*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.4888646311108005*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5323235889994256*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,0.0*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.4144241208944095*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[10];\ncx q[2],q[8];\nu3(0.527399932224416*pi,2.68239803576997*pi,1.308491640276793*pi) q[3];\nu3(0.372615430863009*pi,3.14385570329432*pi,1.4674794182351851*pi) q[4];\nu3(0.381203252951426*pi,2.93467439837834*pi,1.68621943248014*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(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.371092120975104*pi,3.4178942000592*pi,1.2360482520209959*pi) q[12];\ncx q[13],q[14];\nmeasure q[12] -> c[12];\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(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.728251987387261*pi,2.62031792097129*pi,4.09522182253858*pi) q[4];\nu3(0.421995755776806*pi,0.68378173004393*pi,4.411347675059099*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(1.0*pi,0.0*pi,4.0*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.367746708485723*pi,2.68871679871273*pi,0.979027970829638*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[0];\nu3(0.578601088981577*pi,-0.16858677757917*pi,4.2614332745483*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[4];\nu3(0.0*pi,-0.5*pi,4.0*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(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.356799963544973*pi,0.42859645738306695*pi,4.34745003231329*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(0.102271196082857*pi,-0.348372428363731*pi,0.816174543417663*pi) q[0];\nu3(0.381560072012375*pi,3.37218208126498*pi,1.82117585936346*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(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.739620328825789*pi,-0.07030619844566699*pi,3.87825303097663*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[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.315960694400888*pi,-0.12283857266981402*pi,3.65171849772508*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[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.418486336766036*pi,0.36372367598477995*pi,0.770822107174644*pi) q[9];\nu3(0.606893752802738*pi,-0.36078683432242*pi,0.630244072433959*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(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\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(0.0398389682445724*pi,1.06029256684666*pi,4.3552587063046495*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(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.568207496141659*pi,3.38015160530176*pi,1.86755387354402*pi) q[2];\nu3(0.159871673619551*pi,-0.421622368420859*pi,4.17353520469329*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[10];\nu3(0.716504465427526*pi,-0.17895053074335499*pi,1.061206733397714*pi) q[13];\nu3(0.372987830904762*pi,3.03955435223504*pi,1.26789818920874*pi) q[14];\ncx q[0],q[4];\nu3(0.587410279546703*pi,0.6590951049585301*pi,0.791510600259706*pi) q[2];\nu3(0.181793399926034*pi,-0.34194058874808*pi,1.56885976227011*pi) q[8];\ncx q[9],q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.570472098494282*pi,0.317816670305622*pi,4.2799717805232405*pi) q[13];\nu3(0.0782753697841377*pi,-0.287106558213358*pi,1.118261957299684*pi) q[14];\nu3(3.5*pi,3.48299872397793*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.1753394518540738*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,3.45051212659464*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,1.349099948764674*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];\ncx q[0],q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[5],q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],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(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[13];\ncx q[2],q[7];\ncx q[3],q[14];\nu3(0.0*pi,-0.5*pi,4.46742231410035*pi) q[4];\nu3(3.5*pi,3.49057028612482*pi,0.5*pi) q[5];\ncx q[6],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.378640588131156*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.344233317138659*pi) q[11];\ncx q[0],q[4];\nu3(3.5*pi,3.49898714292993*pi,0.5*pi) q[1];\nu3(3.5*pi,3.47575303697103*pi,0.5*pi) q[2];\nu3(3.5*pi,3.45650226258258*pi,0.5*pi) q[3];\ncx q[5],q[10];\nu3(3.5*pi,3.47151199467168*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.303195647804075*pi) q[7];\nu3(1.0*pi,0.0*pi,1.3509223560720471*pi) q[8];\ncx q[9],q[11];\nu3(1.0*pi,0.0*pi,1.179832362336809*pi) q[13];\nu3(1.0*pi,0.0*pi,1.270044979798839*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[13];\ncx q[2],q[7];\ncx q[3],q[14];\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[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.46823045763709*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[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(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5124064173362111*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5103919863182207*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,0.578834035898795*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.46558639309582*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[13];\ncx q[2],q[7];\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[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[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(0.0*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(0.0*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[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(0.41696451431141*pi,3.21830400811631*pi,1.81644403374582*pi) q[1];\nu3(0.790181100987332*pi,0.6130577551121701*pi,4.16856182868469*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,-0.5*pi,0.5*pi) q[6];\nu3(0.639361336784888*pi,0.7728611483271*pi,4.4123635337144*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(0.661884545463322*pi,3.1518899683198*pi,3.30338941014345*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nmeasure q[1] -> c[1];\nmeasure q[2] -> c[2];\nmeasure q[7] -> c[7];\nmeasure q[13] -> c[13];\nu3(0.570439538703499*pi,3.28790877351003*pi,0.7599153255772191*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.371164497853607*pi,0.236729875192504*pi,1.136494129197886*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.393145179686643*pi,-0.494899037647063*pi,4.26976705467138*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.632677926010772*pi,0.25429989031936595*pi,1.168993882565438*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0158182392125652*pi,3.09631332407796*pi,1.066691073981748*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nmeasure q[0] -> c[0];\nmeasure q[4] -> c[4];\nmeasure q[6] -> c[6];\nmeasure q[9] -> c[9];\nmeasure q[11] -> c[11];\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[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[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.595198289274462*pi,0.57351487728005*pi,4.192289027264*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[14];\nmeasure q[8] -> c[8];\nu3(0.298103496774655*pi,0.76990556459735*pi,3.90261222501263*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[10];\nu3(0.401990935285637*pi,0.19140412106624205*pi,1.197701598621817*pi) q[14];\nmeasure q[3] -> c[3];\nmeasure q[14] -> c[14];\nu3(0.623916924267962*pi,0.25742552137405905*pi,1.025762777804851*pi) q[5];\nu3(0.619587950475837*pi,0.78825154807871*pi,4.39558830985208*pi) q[10];\nmeasure q[5] -> c[5];\nmeasure q[10] -> c[10];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(0.0432255348856351*pi,2.86758633387158*pi,0.937216456879825*pi) q[0];\nu3(0.305113086408635*pi,0.85517954510545*pi,4.4238688668723505*pi) q[1];\nu3(0.378649932560141*pi,2.60412758634782*pi,1.52778503537605*pi) q[2];\nu3(0.835933913854824*pi,2.73017795089066*pi,3.36898714104526*pi) q[3];\nu3(0.151457596092052*pi,-0.43386776387071213*pi,1.234136512995423*pi) q[4];\nu3(0.823619648179817*pi,0.43902993743269003*pi,0.5951399507695662*pi) q[5];\nu3(0.319862852843235*pi,2.92548696196309*pi,1.87197026971508*pi) q[6];\nu3(0.609854788148362*pi,2.9690619417132*pi,3.83016871200437*pi) q[7];\nu3(0.271896428245294*pi,0.009062842020508*pi,0.67602867305475*pi) q[8];\nu3(0.693247177572892*pi,-0.16448768828167898*pi,0.633365656630844*pi) q[9];\nu3(0.687414840454598*pi,0.0044008582236529925*pi,1.282066096426935*pi) q[10];\nu3(0.512752283654056*pi,3.072763235461*pi,4.2797743248936495*pi) q[11];\nu3(0.478926337008193*pi,2.56718794977942*pi,1.1916305690976219*pi) q[12];\nu3(0.632741165038816*pi,3.22108811813841*pi,3.09825576888856*pi) q[13];\nu3(0.38953039390638*pi,-0.386737211697038*pi,1.118727384898503*pi) q[14];\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(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[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(0.0*pi,-0.5*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(0.5*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[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,-0.5*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(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];\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(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[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[3],q[4];\ncx q[6],q[14];\ncx q[8],q[12];\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[13];\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,3.34072945105108*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.265419511137297*pi) q[4];\nu3(3.5*pi,3.45816673124553*pi,0.5*pi) q[6];\nu3(3.5*pi,3.34267326880224*pi,0.5*pi) q[8];\ncx q[9],q[13];\nu3(3.5*pi,3.34333744639406*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.156477285261159*pi) q[11];\nu3(1.0*pi,0.0*pi,1.28773343697887*pi) q[12];\nu3(1.0*pi,0.0*pi,1.294672758220221*pi) q[14];\ncx q[0],q[2];\ncx q[1],q[7];\ncx q[3],q[4];\ncx q[6],q[14];\ncx q[8],q[12];\nu3(3.5*pi,3.48767317234181*pi,0.5*pi) q[9];\ncx q[10],q[11];\nu3(1.0*pi,0.0*pi,1.3978452720696959*pi) q[13];\nu3(3.5*pi,3.46789238988533*pi,0.5*pi) q[0];\nu3(3.5*pi,3.46509634440081*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.3300710703248702*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.41624403028511*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.342609551690376*pi) q[7];\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,0.5458335098232832*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.3060041459363*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5415342247046633*pi) q[14];\ncx q[0],q[2];\ncx q[1],q[7];\ncx q[3],q[4];\ncx q[6],q[14];\ncx q[8],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\ncx q[10],q[11];\nu3(0.0*pi,-0.5*pi,0.5134907053359831*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(0.0*pi,-0.5*pi,4.4406777213629*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[6];\nu3(0.0*pi,-0.5*pi,4.18563826127997*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,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[14];\ncx q[0],q[2];\ncx q[1],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];\nu3(0.885526061087226*pi,0.60956116215652*pi,1.32465826748901*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(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(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.491047475309488*pi,3.44382706760776*pi,4.19307282444251*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[4];\nu3(0.723143140764171*pi,0.57663633448959*pi,1.055277032648816*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(0.342014467640567*pi,3.10284184445244*pi,1.4809166857572449*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(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.826861177145258*pi,-0.368458406380371*pi,0.5190062043647152*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,0.0*pi,4.0*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[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(0.0*pi,-0.5*pi,1.0*pi) q[9];\nu3(0.620529682694596*pi,0.14584201689389098*pi,4.40974668454421*pi) q[10];\nu3(0.644425106954877*pi,3.40466050548915*pi,2.91470803968979*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.0*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[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(0.728654007737039*pi,0.32571257462198*pi,4.4736208402623205*pi) q[3];\nu3(1.0*pi,0.0*pi,4.0*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[7];\nu3(0.396824190808502*pi,0.90620158321314*pi,4.39087624259004*pi) q[8];\nu3(0.465737329998921*pi,-0.00954093650084098*pi,0.805327113277136*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[10];\nu3(0.7493615685222*pi,0.42451390401881794*pi,1.088793738407884*pi) q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[12];\nu3(0.913439581637794*pi,-0.11710473928216902*pi,1.3401606189847701*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[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(0.513173566269384*pi,0.5634860966661499*pi,0.8322263306352631*pi) q[3];\nu3(0.407649665027406*pi,-0.28661490851538496*pi,4.39002664635148*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.444710700793895*pi,2.83966577048055*pi,1.095258258912978*pi) q[8];\nu3(0.0696360878787555*pi,2.8588290475842*pi,1.52232985175838*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[11];\nu3(0.539528923999954*pi,-0.11004491945033801*pi,0.661584749510969*pi) q[12];\nu3(0.112566629074151*pi,-0.4014960450985579*pi,4.36321560850274*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.515279982075357*pi,3.14652573285002*pi,0.803362369306464*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(0.236676975198108*pi,0.5377608332222901*pi,3.55254517125087*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(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(0.291672175307612*pi,-0.377200693838387*pi,4.05140284623842*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.326921551699507*pi,3.27492024804018*pi,0.874771822844483*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[3];\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(0.5*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(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[0];\nu3(0.635376669946368*pi,3.14057759507489*pi,3.73935691734797*pi) q[1];\nu3(0.536700204966203*pi,3.34416382096649*pi,0.605583248543632*pi) q[2];\ncx q[3],q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(1.0*pi,0.0*pi,4.0*pi) q[7];\ncx q[11],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.213039284390198*pi,3.15995578886778*pi,1.65346456160335*pi) q[1];\nu3(0.45489185299907*pi,0.05375544852766301*pi,1.117046818187579*pi) q[2];\nu3(3.5*pi,3.48202843255242*pi,0.5*pi) q[3];\ncx q[4],q[8];\ncx q[6],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.2041321190360121*pi) q[9];\nu3(3.5*pi,3.4676095298854*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.386394634716815*pi) q[14];\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];\ncx q[3],q[9];\nu3(3.5*pi,3.46787095708445*pi,0.5*pi) q[4];\nu3(3.5*pi,3.42587237092518*pi,0.5*pi) q[6];\nu3(0.431008991175636*pi,-0.321014911606135*pi,4.0340277193153*pi) q[7];\nu3(1.0*pi,0.0*pi,1.350263171085208*pi) q[8];\ncx q[11],q[14];\nu3(1.0*pi,0.0*pi,1.3089228310294811*pi) q[12];\ncx q[0],q[10];\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];\ncx q[4],q[8];\ncx q[6],q[12];\nu3(0.252405182190754*pi,-0.27217687371641797*pi,1.2094619643673359*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.34780412019908*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.29601371218338*pi) q[14];\nu3(3.5*pi,3.49787113643092*pi,0.5*pi) q[0];\ncx q[1],q[13];\ncx q[2],q[5];\ncx q[3],q[9];\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,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5096021718872377*pi) q[8];\nu3(1.0*pi,0.0*pi,1.3633549246506*pi) q[10];\ncx q[11],q[14];\nu3(0.0*pi,-0.5*pi,4.38646016950608*pi) q[12];\ncx q[0],q[10];\nu3(3.5*pi,3.42831720747456*pi,0.5*pi) q[1];\nu3(3.5*pi,3.43011455139955*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[8];\nu3(1.0*pi,0.0*pi,1.3558650436267738*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[11];\nu3(1.0*pi,0.0*pi,1.2488426369569798*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];\ncx q[1],q[13];\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(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.42232984626511*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];\ncx q[0],q[10];\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(0.0992646366955563*pi,0.075066198243253*pi,4.4095945101517*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.40645234842798*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(0.894744226226364*pi,0.464236382617222*pi,0.8748725244229141*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,4.43862521501535*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[13];\ncx q[2],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.729375711099529*pi,3.25681073775865*pi,3.26158473633101*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.532114496511475*pi,3.3371234739975*pi,1.71972443764241*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,0.0*pi,4.0*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,-0.5*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,4.0*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(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[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(0.742919346368045*pi,2.88514740798093*pi,3.24958547636109*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(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.577134040013973*pi,0.406938337139807*pi,0.614210467994487*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(0.5*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(0.711447736743172*pi,-0.112668954877224*pi,3.54722190951946*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(0.759305985790381*pi,-0.4220210873581866*pi,0.5506475020775959*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.340139011331056*pi,0.7303575829750599*pi,4.29829479316112*pi) q[9];\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(0.600745703172393*pi,0.14337900229161205*pi,1.479528191815307*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[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[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(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.585661696053307*pi,0.023632538453932983*pi,0.5865393987285503*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(0.792033567344984*pi,1.20710144498048*pi,0.7648396801639821*pi) q[11];\nu3(0.372232752318643*pi,0.75001379207283*pi,0.661752441198636*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.54053817605242*pi,3.30467347107461*pi,0.5753119870362869*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(0.5*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(0.0*pi,-0.5*pi,4.0*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(0.361361656229096*pi,-0.06866365615696202*pi,0.788897612024572*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(0.600003641172318*pi,0.8367680863023601*pi,0.5111587071885259*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[0];\nu3(0.634152937994802*pi,0.5150682159256099*pi,4.18202337462819*pi) q[1];\nu3(0.401355100554806*pi,2.99653857561308*pi,1.93538500880858*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.623508049892674*pi,0.67743730883374*pi,1.230305330394587*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.0*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(0.456185391038041*pi,2.88587968428577*pi,1.88174803772765*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.838810447008508*pi,2.98583860406556*pi,3.33484560644925*pi) q[0];\nu3(0.79170962195902*pi,0.66063489924211*pi,0.5583330920247467*pi) q[1];\nu3(0.449374943593048*pi,0.19222799992543205*pi,4.21502922005849*pi) q[2];\nu3(0.653004314770378*pi,-0.016924969160651004*pi,4.04470346314495*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.710251228514583*pi,-0.054432863344231974*pi,4.32445884400895*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.491670905102187*pi,3.2550813152711*pi,4.189649040376009*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.776532062135222*pi,2.87977583974163*pi,3.96493825038131*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[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[14];\nu3(0.7026046145115*pi,-0.4460729746949838*pi,0.5254669300657655*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,4.0*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[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(3.5*pi,3.42837975781515*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[13];\nu3(1.0*pi,0.0*pi,1.079930913771654*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];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[4],q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[11];\ncx q[7],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[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[8];\nu3(3.5*pi,3.40557323941837*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(3.5*pi,3.48751496898381*pi,0.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.400181621169962*pi) q[11];\nu3(1.0*pi,0.0*pi,1.2945511906001261*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5268187403150213*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[9];\nu3(3.5*pi,3.49261523890358*pi,0.5*pi) q[2];\ncx q[4],q[13];\ncx q[5],q[12];\ncx q[6],q[11];\ncx q[7],q[14];\nu3(1.0*pi,0.0*pi,1.433135899672699*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(3.5*pi,3.40305026288433*pi,0.5*pi) q[1];\ncx q[2],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(3.5*pi,3.4132104212359*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(1.0*pi,0.0*pi,1.3089968194962531*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.574829950909205*pi) q[11];\nu3(1.0*pi,0.0*pi,1.2646761118359748*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5483196410186477*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[3];\ncx q[1],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[4],q[13];\ncx q[5],q[12];\ncx q[6],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.18327610305097*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,3.45514466368178*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[8];\nu3(1.0*pi,0.0*pi,1.385835456976469*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(0.518071268278013*pi,3.04579351517306*pi,3.32764958401811*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.465924020875169*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.660902402594581*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];\ncx q[0],q[3];\ncx q[1],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.721110415502445*pi,3.19756693207267*pi,2.82460519737843*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,-0.5*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];\nu3(0.0*pi,-0.5*pi,4.295039241585171*pi) q[3];\nu3(0.374110360867488*pi,-0.266130368705003*pi,1.3889192824409151*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(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[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(0.166326870517717*pi,0.5492080669925701*pi,4.40658293216996*pi) q[14];\ncx q[0],q[3];\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(0.728236622644737*pi,2.6284459139695*pi,3.57223528697808*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(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(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(0.325072088589991*pi,0.25897560831336397*pi,3.54483302801829*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(1.0*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(0.911041093424667*pi,-0.335528012805477*pi,3.23674778508046*pi) q[5];\nu3(0.406782305154547*pi,0.174786339694474*pi,4.04181301489574*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,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.660523908770501*pi,3.40633933726929*pi,3.99307585330197*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(0.5*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(0.822025583177524*pi,-0.009278280285334006*pi,1.12146501233338*pi) q[5];\nu3(0.214861936514264*pi,3.22656587900069*pi,1.492548230117448*pi) q[6];\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,1.0*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.529952914898789*pi,-0.11475495056748197*pi,3.58571022008137*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(0.529514052652469*pi,0.179931074392226*pi,0.941613930397402*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[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(0.296530053253784*pi,0.86035978552703*pi,3.88190486683553*pi) q[11];\nu3(0.510762516602958*pi,-0.397957223148666*pi,1.0759865903435961*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[0];\nu3(0.50072168806323*pi,3.11694566196675*pi,4.3057647643385*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];\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(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.710160901324747*pi,0.34320171865444205*pi,0.694858819483791*pi) q[11];\nu3(0.484305732164177*pi,0.23214356942663505*pi,3.503853551318*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[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.511469894928866*pi,0.36690752191359*pi,1.458032685675633*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(0.395655872980636*pi,0.05898525087928297*pi,1.0631831145274289*pi) q[8];\nu3(0.578353261015575*pi,0.66202347531729*pi,4.46386883441149*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[12];\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(0.640112197237157*pi,-0.04762274084739798*pi,3.85605830726708*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[5];\ncx q[7],q[11];\nu3(0.462200593640958*pi,-0.4542254709102043*pi,1.4663608147330849*pi) q[8];\nu3(0.0753814217606246*pi,-0.34558535776436*pi,1.63882007347945*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.302353616663457*pi,0.15742611044531796*pi,3.66474685192768*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(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[5],q[6];\nu3(3.5*pi,3.24906556283857*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(1.0*pi,0.0*pi,1.232721339018413*pi) q[11];\ncx q[12],q[13];\nu3(0.615606122026118*pi,0.57650107602839*pi,4.16716793730314*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[3];\nu3(3.5*pi,3.39358209358633*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.109497334839082*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,3.42354058525005*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.266341259968905*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[2];\nu3(0.737086761076354*pi,0.73648473466211*pi,4.463195061591859*pi) q[3];\ncx q[4],q[9];\ncx q[5],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(0.0*pi,-0.5*pi,0.629772974609109*pi) q[11];\ncx q[12],q[13];\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(0.51238041626475*pi,3.10965865606187*pi,0.694654268143911*pi) q[3];\nu3(3.5*pi,3.43146114738408*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,4.40849342790076*pi) q[6];\ncx q[7],q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.200087805694937*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.643809715579683*pi) q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[2],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[9];\ncx q[5],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\ncx q[12],q[13];\ncx q[0],q[3];\nu3(3.5*pi,3.44028161913329*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(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,0.0*pi,4.0*pi) q[7];\nu3(3.5*pi,3.45538004229139*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5972885335384975*pi) q[9];\nu3(1.0*pi,0.0*pi,1.206663290950085*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,0.0*pi,1.247808006258043*pi) q[14];\nu3(3.5*pi,3.33183197475281*pi,0.5*pi) q[0];\ncx q[2],q[14];\nu3(1.0*pi,0.0*pi,1.254748293980944*pi) q[3];\ncx q[4],q[9];\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(0.188410362098955*pi,0.27767153876221395*pi,0.910424467461415*pi) q[7];\ncx q[8],q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[11];\nu3(0.780523115317193*pi,-0.107513177931014*pi,4.27125459607786*pi) q[12];\nu3(0.618910006221928*pi,-0.191308862657169*pi,4.11006962986238*pi) q[13];\ncx q[0],q[3];\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(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.815701078270081*pi,0.0021429248241500165*pi,0.882563463041366*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,4.4816714906659705*pi) q[10];\nu3(0.473566623403447*pi,0.037635421889891996*pi,0.5785419946975177*pi) q[11];\nu3(0.541294832550767*pi,0.047369468844801976*pi,0.8300763693995981*pi) q[12];\nu3(0.671986943396045*pi,-0.378860631657038*pi,4.39549918321916*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.505181260885303*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[2],q[14];\nu3(0.0*pi,-0.5*pi,4.43272661684767*pi) q[3];\nu3(0.0118907913345232*pi,0.093542336126757*pi,3.65054718055058*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,4.0*pi) q[7];\ncx q[8],q[10];\nu3(0.796171074326415*pi,2.76457002762744*pi,3.54667068781032*pi) q[9];\nu3(0.326144406992771*pi,0.15877187951646798*pi,1.118037829040893*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];\ncx q[0],q[3];\ncx q[1],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0893827346502267*pi,2.9142073393595*pi,1.429622337790911*pi) q[4];\nu3(0.583590826249128*pi,-0.05756469964984201*pi,0.790008940483456*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(0.127017465399508*pi,0.168383002517431*pi,0.5080268466241387*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(1.0*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,3.33100126107137*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(0.410921776674872*pi,0.334057095033904*pi,3.61196546227923*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(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.263040385743977*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[13];\nu3(0.421439736163404*pi,2.78208079566625*pi,1.1572183985686*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(0.468320204713247*pi,-0.003924667962793005*pi,4.41310657230378*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];\ncx q[11],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(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.778042282093358*pi,3.25176644922514*pi,3.83042201603063*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[5];\nu3(0.424054156735988*pi,3.04337009116612*pi,1.2742527602907319*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[10];\nu3(3.5*pi,3.39728476247642*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.06325474545022*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.6106910968231349*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.645177803787842*pi,0.439640288710898*pi,1.443843778810749*pi) q[0];\ncx q[1],q[13];\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,-0.5*pi,0.5*pi) q[6];\nu3(0.697545765490441*pi,2.59166745005051*pi,4.046578313778641*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\ncx q[11],q[12];\nu3(0.912998596796291*pi,0.183980326492722*pi,4.23398441600885*pi) q[14];\nu3(0.215869888670451*pi,0.32998779579983495*pi,3.80959792921865*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(0.522861207449949*pi,0.084720814473074*pi,0.657926274088994*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];\nu3(0.0*pi,-0.5*pi,0.5164149061653669*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.231610469018748*pi,2.93127483335778*pi,1.465980127781217*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.380236861319561*pi,0.6777023582561501*pi,0.685749503066799*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.714557332889837*pi,3.45053248891916*pi,3.00150698747307*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.609521367116271*pi,-0.10733167344780398*pi,1.125423419079038*pi) q[10];\ncx q[11],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[0];\nu3(0.52071185077775*pi,-0.06737807932291401*pi,4.35704817165655*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.453704124850701*pi,-0.280740262596134*pi,0.693578687447994*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.528335373598072*pi,-0.13608294287371298*pi,4.42041272338431*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(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(3.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[5],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.274014279077093*pi,-0.10397150378289399*pi,0.99162981461497*pi) q[11];\nu3(0.628655024316735*pi,0.235379583533606*pi,3.95413837265755*pi) q[12];\nu3(0.85254221457776*pi,0.37327738895434504*pi,1.3468803108045049*pi) q[13];\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(3.5*pi,3.42897176615868*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.614146488108501*pi,3.21106005594006*pi,4.097221306927731*pi) q[11];\nu3(0.664346937660562*pi,-0.06759856129166197*pi,3.96073636035194*pi) q[12];\nu3(0.662382945939537*pi,0.5185688341148*pi,1.4634927975303311*pi) q[13];\nu3(1.0*pi,0.0*pi,1.2323614111537902*pi) q[14];\ncx q[0],q[9];\nu3(3.5*pi,3.49773308714938*pi,0.5*pi) q[2];\ncx q[3],q[8];\ncx q[4],q[10];\ncx q[5],q[14];\nu3(1.0*pi,0.0*pi,1.4600298135783611*pi) q[7];\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,3.47146608880257*pi,0.5*pi) q[0];\ncx q[2],q[7];\nu3(3.5*pi,3.37226412322287*pi,0.5*pi) q[3];\nu3(3.5*pi,3.49692561505102*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,1.2934474873497361*pi) q[8];\nu3(1.0*pi,0.0*pi,1.232515243400935*pi) q[9];\nu3(1.0*pi,0.0*pi,1.1196831344168459*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,4.34035679130774*pi) q[14];\ncx q[0],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[8];\ncx q[4],q[10];\ncx q[5],q[14];\nu3(0.0*pi,-0.5*pi,0.5633599449765031*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[2],q[7];\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(0.0*pi,-0.5*pi,0.5386589097007698*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.4306193592747*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5694767231089598*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[9];\nu3(1.0*pi,0.0*pi,4.0*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];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\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[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(0.0*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(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.695349551050298*pi,-0.358092865666503*pi,0.705959875187138*pi) q[3];\nu3(0.896639086042735*pi,3.39235918655809*pi,4.31279776406781*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[7];\nu3(0.444394842281241*pi,0.038047824272464004*pi,3.94457128421012*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.671446538446061*pi,3.29443584232566*pi,3.29376136955619*pi) q[10];\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,1.0*pi) q[2];\nu3(0.82609284735077*pi,2.90555770489476*pi,3.84114644221013*pi) q[3];\nu3(0.756117682871376*pi,3.14232034773367*pi,4.24321274367587*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(0.784794915775582*pi,-0.159258782918618*pi,3.49304589563285*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.643474577852575*pi,-0.269937242472304*pi,3.85514799289003*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[0];\nu3(0.417670331338303*pi,3.20946701541685*pi,3.27056278028391*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(0.175262470265661*pi,3.14052618845374*pi,0.5896893322393184*pi) q[5];\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(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.413136083166234*pi,2.81657656845626*pi,1.60406584308679*pi) q[14];\nu3(0.845922987296371*pi,2.80365777752192*pi,4.23847865146202*pi) q[0];\nu3(0.571420412299147*pi,0.07103945643727905*pi,3.75654895299759*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(0.719840659887358*pi,0.81787854341136*pi,0.9327366190056601*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.0*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(0.551062532150533*pi,0.48015486734330104*pi,4.19144467459075*pi) q[14];\nu3(0.275475843557601*pi,1.1410727693482*pi,4.2569448595577395*pi) q[0];\ncx q[1],q[4];\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(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.308284287720929*pi,0.288830814133486*pi,3.67292304437949*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[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[0];\nu3(3.5*pi,3.39667201713894*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,1.21712092960896*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.204054963146471*pi,2.92593490905051*pi,0.859375013274793*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.457752687219043*pi,3.32353318156249*pi,1.86522419951296*pi) q[9];\nu3(3.5*pi,3.39636183911749*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.223419418631185*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[4];\ncx q[2],q[12];\ncx q[5],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(0.805478511986512*pi,-0.295857927016539*pi,3.80617237216728*pi) q[9];\ncx q[10],q[13];\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(3.5*pi,3.37735857057008*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,0.5314664796230157*pi) q[4];\nu3(3.5*pi,3.32484984682412*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.160316617843748*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.181232076323674*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.49553579789782*pi) q[13];\ncx q[0],q[3];\ncx q[1],q[4];\ncx q[2],q[12];\ncx q[5],q[6];\ncx q[7],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],q[13];\nu3(3.5*pi,3.44244149284207*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(1.0*pi,0.0*pi,1.4121509745906589*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(0.0*pi,-0.5*pi,4.47293605019874*pi) q[6];\nu3(3.5*pi,3.43148192528049*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[10];\nu3(0.0*pi,-0.5*pi,4.38581368083115*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.347205329576936*pi) q[14];\ncx q[0],q[3];\nu3(0.182904793179254*pi,-0.277483514538609*pi,3.83884076179699*pi) q[1];\ncx q[2],q[12];\nu3(0.758575540563245*pi,-0.26449605540313204*pi,1.084420787286926*pi) q[4];\ncx q[5],q[6];\ncx q[7],q[14];\ncx q[8],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(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.601569639887411*pi,0.22720363902122998*pi,1.58788662976277*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.40701820399353*pi) q[3];\nu3(0.490270867513621*pi,-0.31147359205929404*pi,3.88725916612488*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(3.5*pi,3.47325657252909*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.367338907722702*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,4.48291125926275*pi) q[14];\ncx q[0],q[3];\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(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];\ncx q[7],q[14];\ncx q[8],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[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(0.0*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,4.39514229120429*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];\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(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[11];\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(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[9];\nu3(0.491459160421726*pi,0.63382948639533*pi,4.06812807317249*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.584413075431927*pi,-0.20441465159321298*pi,3.66443075456919*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(1.0*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(3.5*pi,3.42583431213802*pi,0.5*pi) q[4];\nu3(0.547952036950441*pi,0.57026571410337*pi,1.147045956147956*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(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.742957221584916*pi,0.8156426752005399*pi,4.47139024938933*pi) q[10];\nu3(1.0*pi,0.0*pi,1.175989541432238*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.399184567990695*pi,3.29250270690695*pi,1.0336366772033259*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(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.67792291780649*pi,-0.14725530852777802*pi,4.34821052687205*pi) q[2];\nu3(1.0*pi,0.0*pi,4.0*pi) q[3];\ncx q[4],q[11];\nu3(0.672571427412046*pi,-0.10658663609213698*pi,3.63174498779257*pi) q[5];\nu3(0.479542738761048*pi,3.06612891588482*pi,0.9491942703837251*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(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.519715007837659*pi,-0.07020137228666201*pi,0.92430142559338*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,-0.5*pi,0.5*pi) q[0];\nu3(0.547637213118214*pi,3.16240779241804*pi,1.66079030022681*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(0.0*pi,-0.5*pi,4.0*pi) q[5];\nu3(0.758076282116816*pi,0.73777124570625*pi,4.386398986809899*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,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.618101656202332*pi) q[11];\nu3(0.656149588145514*pi,0.5309194799447501*pi,0.89878768531331*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[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];\ncx q[4],q[11];\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(0.684521114240714*pi,0.054864009623354026*pi,0.645129361449722*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(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.672294046099948*pi,-0.03514548642118398*pi,3.80947025704096*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.0*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[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[6];\nu3(0.802797367342341*pi,3.46841676540988*pi,3.5046174475265*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(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[13];\nu3(0.309879779413558*pi,0.11542054260093104*pi,1.2408426533405499*pi) q[14];\nu3(0.549980540031084*pi,3.3034960624223*pi,0.738235713237292*pi) q[0];\nu3(0.86719784052144*pi,-0.4514967634261851*pi,3.4575890635789*pi) q[3];\nu3(0.4491927529776*pi,0.37624475452985195*pi,3.41783626314464*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.0*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(0.174305209221129*pi,2.55913605630988*pi,1.331162252721809*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.450596357393295*pi,-0.11038070516673398*pi,1.416870660539925*pi) q[0];\nu3(0.347022932491405*pi,3.17656096569737*pi,1.468313401181917*pi) q[3];\nu3(0.106489998522513*pi,0.8643561718208701*pi,3.95898797184993*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.329481103667111*pi,2.88080697664388*pi,0.9021806276322459*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.603124192657803*pi,0.29294549457391295*pi,0.922736096864341*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[0];\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(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.194399564893516*pi,-0.36793884116756204*pi,1.1119324320339041*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[11];\ncx q[13],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[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.693756912477801*pi,-0.4546421886869498*pi,0.8622635527575699*pi) q[9];\nu3(3.5*pi,3.46370346373341*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.197284433020603*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[3];\nu3(3.5*pi,3.49089320273488*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.36289574597228*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.543647719387408*pi,3.08053700705214*pi,4.48236040772176*pi) q[9];\ncx q[13],q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[3];\ncx q[5],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,0.0*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.4915460167123005*pi) q[14];\ncx q[0],q[6];\nu3(3.5*pi,3.44119713435212*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.371966751884502*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.4911837155143495*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[13],q[14];\nu3(3.5*pi,3.48855836192466*pi,0.5*pi) q[0];\ncx q[1],q[3];\ncx q[2],q[9];\ncx q[5],q[7];\nu3(1.0*pi,0.0*pi,1.1917530881611351*pi) q[6];\ncx q[8],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];\ncx q[0],q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(3.5*pi,3.45899055254921*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,0.623832788547027*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[7];\nu3(3.5*pi,3.4621724694855*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.1919440040169929*pi) q[9];\nu3(1.0*pi,0.0*pi,1.27713321713641*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(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[3];\ncx q[2],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.5997988068226645*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[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[6];\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,-0.5*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[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5400170089859738*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.38471980682411*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(0.0*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];\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(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[10];\nu3(0.725907312999466*pi,3.39192433536948*pi,3.34884107960998*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(0.5*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[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[10];\nu3(0.315204840620887*pi,2.9104817609315*pi,1.72985867153033*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.594304445846963*pi,-0.353453929137993*pi,0.772411918744939*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[1];\nu3(0.620437395478755*pi,0.84370777794305*pi,0.775729683500774*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[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(0.392832794753665*pi,0.20069232264458303*pi,3.58208428994071*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(0.519752881264276*pi,-0.22307455415362498*pi,3.8957804652779*pi) q[14];\nu3(0.815471550379847*pi,2.63589551586307*pi,3.49387611727135*pi) q[0];\nu3(0.449006653371237*pi,0.04211501287741104*pi,3.50655705948682*pi) q[1];\nu3(0.834153188243293*pi,3.23306534338423*pi,3.5899118515828*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(0.5*pi,-0.5*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,1.5*pi) q[8];\nu3(0.825967060248867*pi,3.0632019384016*pi,2.95654739626535*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(0.18084426615289*pi,3.01353656696759*pi,0.903284413206467*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[0];\nu3(0.244057413821731*pi,0.386965120176191*pi,3.76705176284904*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(0.829752609787925*pi,0.36207128881969397*pi,0.8167638476352961*pi) q[5];\nu3(0.62621515578726*pi,2.47138174270113*pi,3.58410047873109*pi) q[6];\nu3(0.275486456697723*pi,2.56246243369447*pi,1.122518051556606*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(3.5*pi,-0.5*pi,0.5*pi) q[14];\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(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.612205089640698*pi,3.00999863320507*pi,3.71897934857402*pi) q[3];\nu3(0.687225211599075*pi,0.70346472859054*pi,1.082523681722602*pi) q[5];\nu3(0.667588362045449*pi,3.38115569275047*pi,4.23935280046081*pi) q[6];\nu3(0.205083455459502*pi,-0.013091618260820004*pi,4.2512096444251295*pi) q[7];\nu3(0.194156526295289*pi,-0.24098335961483303*pi,3.87186627239326*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[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];\ncx q[2],q[9];\nu3(0.234992603040247*pi,-0.330150637408981*pi,0.6497459053290611*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(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.515415661201653*pi,0.9626141124752099*pi,1.0186568409117531*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[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.30712742007952*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(1.5*pi,0.0*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(1.0*pi,0.0*pi,1.24186229584777*pi) q[9];\nu3(0.364381240455451*pi,0.07440144920055403*pi,3.91717846133882*pi) q[10];\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[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[12];\ncx q[7],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.768473285768077*pi,0.8832001521681201*pi,0.7274976063182*pi) q[10];\ncx q[1],q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(3.5*pi,3.42197211700469*pi,0.5*pi) q[6];\nu3(3.5*pi,3.26279302461558*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,0.654693120315782*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[10];\nu3(1.0*pi,0.0*pi,1.166974576527525*pi) q[11];\nu3(1.0*pi,0.0*pi,1.122123761751229*pi) q[12];\nu3(3.5*pi,3.44206044100442*pi,0.5*pi) q[1];\ncx q[2],q[9];\nu3(3.5*pi,3.37901294686839*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.326105655628526*pi) q[4];\ncx q[5],q[14];\ncx q[6],q[12];\ncx q[7],q[11];\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,0.0*pi,1.19626619546807*pi) q[13];\ncx q[1],q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[13];\nu3(3.5*pi,3.38447669446343*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(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,0.5802848891172045*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5371640682886976*pi) q[12];\nu3(1.0*pi,0.0*pi,1.25886434562053*pi) q[14];\ncx q[0],q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.38695170119327*pi) q[4];\ncx q[5],q[14];\ncx q[6],q[12];\ncx q[7],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5378679463696358*pi) q[13];\nu3(3.5*pi,3.39304557039564*pi,0.5*pi) q[0];\ncx q[1],q[4];\nu3(0.444160379187069*pi,2.8283765545287*pi,0.894297013100384*pi) q[2];\ncx q[3],q[13];\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(1.0*pi,0.0*pi,4.0*pi) q[9];\nu3(1.0*pi,0.0*pi,1.362715210965906*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(0.0*pi,-0.5*pi,4.3350045467696*pi) q[14];\ncx q[0],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.766485754585089*pi,0.36957975625226*pi,1.015603733746919*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[14];\nu3(0.21346352273282*pi,3.12641080119085*pi,0.746134887522539*pi) q[6];\nu3(1.0*pi,0.0*pi,4.0*pi) q[7];\nu3(0.478952473117927*pi,2.73583431017601*pi,1.051432233453587*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.205719122341919*pi,0.9431865438087601*pi,4.40926586559749*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,1.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.343950609659534*pi,2.706035544354*pi,1.036308580610817*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(0.324704613439805*pi,-0.251099756923407*pi,1.158878120666468*pi) q[6];\nu3(0.445063210233309*pi,0.89802085880755*pi,0.650977779211776*pi) q[7];\nu3(0.143720454325405*pi,0.192049022103421*pi,3.72166874990359*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.694569588164707*pi) q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[11];\nu3(0.580443013203611*pi,0.5861557673029401*pi,1.071327275249884*pi) q[12];\nu3(0.425503090158533*pi,2.96418779108314*pi,1.416454525584081*pi) q[13];\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(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.28331428480697*pi,-0.023512607823402976*pi,1.006549864508996*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(0.558909814607969*pi,0.17014911102167396*pi,3.73954473596836*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.677679914161847*pi,3.23822635314739*pi,3.03881851771651*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.664788985179617*pi,0.20805164897879402*pi,3.94920457527654*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(0.5*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(1.0*pi,-0.5*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[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(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.044135046576636*pi,3.26542164420528*pi,0.5153517853516562*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(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.325923225452599*pi,0.38737864875748396*pi,3.72965655462623*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(0.5*pi,-0.5*pi,0.5*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(0.5*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[0];\nu3(0.715307245220607*pi,3.15446164837464*pi,3.44310433396383*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(1.0*pi,0.0*pi,4.0*pi) q[5];\ncx q[6],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(0.0*pi,-0.5*pi,1.5*pi) q[14];\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(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.0946496626115241*pi,0.376842420729646*pi,3.71101402825432*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,3.38778614241365*pi,0.5*pi) q[6];\ncx q[8],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.345505588450749*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.610406242608158*pi,-0.4627203615314454*pi,0.8473418580082279*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[3],q[7];\nu3(0.246494543096278*pi,3.09809412885951*pi,0.9543150720037921*pi) q[4];\nu3(0.88022245481111*pi,0.09747170236156899*pi,0.6679325831673459*pi) q[5];\ncx q[6],q[13];\nu3(3.5*pi,3.37155303404406*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,1.201397068917942*pi) q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\nu3(0.675188001186853*pi,-0.265958673725767*pi,3.36402100675716*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.38204466181258*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.904773897517646*pi,-0.4088936469707142*pi,4.26233876201637*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.262289939290302*pi) q[7];\ncx q[8],q[11];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.40406451711238*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];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[3],q[7];\nu3(0.5*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[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.802662165116926*pi,-0.332482566157701*pi,0.709427498582227*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5244925260885593*pi) q[11];\nu3(0.369923310539764*pi,3.42980864719476*pi,1.021904034569058*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[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,0.63586291402651*pi) q[7];\ncx q[8],q[11];\nu3(0.457815057899342*pi,0.34989863275643496*pi,3.86908937755601*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.595095562581805*pi,-0.301890456424453*pi,1.15866637173684*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[3],q[7];\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(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[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[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(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*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(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[4];\ncx q[2],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\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(0.76720808813887*pi,0.5795710982804401*pi,1.2570732777808389*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,1.5*pi) q[13];\nu3(3.5*pi,3.49228980607481*pi,0.5*pi) q[0];\nu3(3.5*pi,3.40579869987041*pi,0.5*pi) q[2];\nu3(0.329131832895564*pi,2.95453180089791*pi,0.921555518039163*pi) q[3];\nu3(1.0*pi,0.0*pi,1.149378397694707*pi) q[4];\nu3(3.5*pi,3.49944151794297*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(0.740002139247138*pi,-0.23416169385887597*pi,4.31776124510972*pi) q[8];\nu3(1.0*pi,0.0*pi,1.3043633765960991*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(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.3552518181745121*pi) q[14];\ncx q[0],q[4];\ncx q[2],q[14];\nu3(0.840456689372321*pi,3.01888379727124*pi,3.63808494492982*pi) q[3];\ncx q[5],q[9];\nu3(0.725058917598883*pi,-0.4888170344358632*pi,0.910565817471675*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];\ncx q[10],q[12];\nu3(0.131706180018105*pi,-0.23724536627228*pi,4.1318717258922*pi) q[11];\nu3(0.45978944511595*pi,2.96602768437537*pi,0.9898003356140981*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[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.49758748239318*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.721931714892348*pi,0.73101296116361*pi,0.5097767302583844*pi) q[6];\nu3(0.13838366960019*pi,-0.17418589178487498*pi,0.848670625848226*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.38900535044594*pi) q[9];\nu3(3.5*pi,3.40784855423819*pi,0.5*pi) q[10];\nu3(0.273253313900926*pi,0.6641572409970999*pi,4.10500765293008*pi) q[11];\nu3(1.0*pi,0.0*pi,1.2795685276178559*pi) q[12];\nu3(0.58740963023317*pi,0.216419844764271*pi,3.95472746519833*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.688063144127733*pi) q[14];\ncx q[0],q[4];\ncx q[2],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[5],q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.555377440282642*pi,0.34416172269519296*pi,0.758478397487544*pi) q[7];\ncx q[10],q[12];\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[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(0.0*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,-0.5*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(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.631488845049197*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(0.5*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(0.0*pi,-0.5*pi,1.5*pi) q[5];\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[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.164926023601655*pi,3.33770505958776*pi,0.841866335111169*pi) q[2];\nu3(3.5*pi,3.35524407038936*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,1.213510455960121*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(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[0];\nu3(0.794644697023521*pi,3.02752096078545*pi,3.51367517571653*pi) q[2];\ncx q[3],q[7];\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(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[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.700806994061899*pi,0.262431210924691*pi,1.1146531864777232*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(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.419519533674752*pi,0.39716672417174803*pi,0.7666945441306929*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.49925776055832*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.137279595555775*pi,0.480756555908073*pi,0.720663932703846*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.119243705349243*pi,-0.20720090811500702*pi,0.896503080373972*pi) q[14];\nu3(0.752367001564808*pi,2.73387432159846*pi,3.31464970681793*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.819118000849657*pi,-0.071859420669864*pi,0.715903845702933*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.257427135305055*pi,-0.12583785857325402*pi,1.355846040747392*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.448953118895707*pi,0.6102511120685401*pi,4.4243032107085*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.590823013772951*pi,3.26717592165802*pi,0.5402093556190957*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(0.627906493452641*pi,3.49464012077839*pi,3.46684382318966*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.431958813505694*pi,0.287246908006203*pi,3.9373773696978*pi) q[12];\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(3.5*pi,3.48311162832041*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.334808407427414*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.259891890365406*pi,0.5710227796862799*pi,4.00759330309074*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(0.194825923302119*pi,3.23891503037886*pi,1.5624665358048*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.503931864765349*pi,-0.4191107636356657*pi,1.088802262008224*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[1],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[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\ncx q[11],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,0.616646374433095*pi) q[2];\nu3(0.366478908255178*pi,-0.331407593541657*pi,1.310123164706068*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[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],q[13];\nu3(3.5*pi,3.37679235606013*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,1.162415882144318*pi) q[14];\ncx q[0],q[12];\ncx q[1],q[2];\nu3(0.295314677478141*pi,-0.12118408863816899*pi,3.79769923480412*pi) q[3];\ncx q[4],q[6];\ncx q[5],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,3.29972486211199*pi,0.5*pi) q[10];\ncx q[11],q[14];\nu3(1.0*pi,0.0*pi,1.188914672248003*pi) q[13];\nu3(3.5*pi,3.37095905905706*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(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.40840263126372*pi,0.5*pi) q[4];\nu3(3.5*pi,3.41730010647222*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.2250664806236609*pi) q[6];\nu3(0.518518180504583*pi,0.43688961352895495*pi,0.610794733205288*pi) q[7];\nu3(1.0*pi,0.0*pi,1.281942142286847*pi) q[9];\ncx q[10],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.294716686832676*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.38456280880623*pi) q[14];\ncx q[0],q[12];\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];\ncx q[4],q[6];\ncx q[5],q[9];\nu3(0.307017651892318*pi,3.2737318646055*pi,1.08084235743639*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\ncx q[11],q[14];\nu3(0.0*pi,-0.5*pi,0.5737456501733833*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.959719393156553*pi,0.13485535277125205*pi,4.31545678555256*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,0.0*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,4.44012971864187*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5404093878726731*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,0.6362745107876859*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[12];\nu3(0.0998491623861252*pi,0.13184340563338603*pi,4.35860625164846*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];\ncx q[4],q[6];\ncx q[5],q[9];\nu3(1.5*pi,0.0*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(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[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.293718110316892*pi,0.77480391190263*pi,4.42873064398627*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(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.458111948914233*pi,-0.016641186486357984*pi,0.9179818380930009*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(0.249791547075116*pi,0.150603763275865*pi,4.23444307444837*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.603914360402051*pi,-0.33590195918544197*pi,1.0087331306637242*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.353913845194159*pi,3.31381458821023*pi,0.7595415612673571*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.4575938850941*pi,3.0992876947957*pi,1.73457730099865*pi) q[9];\nu3(0.564842657653615*pi,0.04299493574614799*pi,0.653547095321275*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.436113575480858*pi,0.011773990922064992*pi,4.16439509839572*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(0.38504651398781*pi,0.8949137194955299*pi,4.4641865545822*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(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.627891419846804*pi,0.16368537223524604*pi,4.43765068963537*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.143962813462311*pi,3.29825907067661*pi,1.56603121843973*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(0.043034754586719*pi,-0.239887195004566*pi,1.4959201848001111*pi) q[12];\nu3(0.367988735569972*pi,3.31272416574957*pi,1.71471998534036*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];\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(0.0*pi,-0.5*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[10];\nu3(0.570225178633647*pi,1.01670453364822*pi,0.897943695818884*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.225883859543002*pi,3.26862815316962*pi,1.142165755459637*pi) q[13];\nu3(0.803317799689735*pi,0.21019286397841097*pi,4.4319211499412*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],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];\ncx q[8],q[10];\nu3(0.356573139797488*pi,0.27755069700176804*pi,3.74347327702412*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(0.143127270712787*pi,0.6454077871266699*pi,3.73566159571705*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.35224022843887*pi,0.5*pi) q[1];\nu3(0.924352276756932*pi,0.09008497848833896*pi,0.725449098452152*pi) q[4];\ncx q[5],q[12];\nu3(0.435287011192307*pi,0.05311689180694801*pi,3.72069887474386*pi) q[6];\nu3(3.5*pi,3.3680683511764*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.258513729839392*pi) q[9];\nu3(1.0*pi,0.0*pi,1.271589988247473*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(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[9];\nu3(0.197881289875714*pi,2.31248736038218*pi,1.208513961608048*pi) q[4];\nu3(3.5*pi,3.45288554921288*pi,0.5*pi) q[5];\nu3(0.460290176066655*pi,0.8977484205066599*pi,4.173243618167*pi) q[6];\ncx q[7],q[13];\ncx q[8],q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.229711634256788*pi) q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,3.47449036627974*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,4.35999938624731*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.4431224464324*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.322250025326354*pi) q[13];\ncx q[1],q[9];\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];\ncx q[7],q[13];\ncx q[8],q[10];\ncx q[11],q[14];\nu3(0.0*pi,-0.5*pi,4.4932231663405*pi) q[12];\ncx q[0],q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[3],q[6];\ncx q[5],q[12];\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(3.5*pi,3.28766819460082*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5528432723009994*pi) q[13];\nu3(1.0*pi,0.0*pi,1.115743576617668*pi) q[14];\nu3(3.5*pi,3.45227181507991*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,3.41574566747335*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.3392952141280041*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.103338761264127*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[10];\ncx q[11],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\ncx q[0],q[4];\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[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[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(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.4645275019474*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(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,0.668254776238214*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.49594513135211*pi) q[6];\nu3(0.95839175642099*pi,3.34170648818473*pi,4.4535798020033805*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];\ncx q[11],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.401739776224853*pi,2.87401590614838*pi,1.113584971817966*pi) q[13];\ncx q[0],q[4];\nu3(1.0*pi,0.0*pi,4.0*pi) q[1];\ncx q[3],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.478197014579835*pi,-0.360276561128387*pi,1.274669696416429*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(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.220854875426887*pi,0.428431284768086*pi,3.67348360994214*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(0.776353590319323*pi,3.25829815222478*pi,3.52127409494988*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[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(0.827142740180369*pi,2.46762874337514*pi,3.9080600744068*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.62727927949485*pi,-0.06788801319760601*pi,3.87768007930499*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(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[0];\nu3(0.851324154926465*pi,3.49323411387501*pi,3.64577377458325*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(0.243042302613843*pi,0.97702922056556*pi,4.281302779523*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(0.472219091011978*pi,-0.377433214900514*pi,4.3833698718166705*pi) q[8];\nu3(1.0*pi,0.0*pi,4.0*pi) q[9];\nu3(0.512340421253898*pi,3.40937442198278*pi,0.8407699020387309*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.634090697896876*pi,2.71342407301588*pi,3.61308024097144*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(0.459728684018958*pi,0.13043706283204504*pi,0.66546074459297*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(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.678504022296511*pi,0.31669770831072896*pi,1.477440401711104*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(0.782065416131087*pi,0.254104885242905*pi,1.69703964965468*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.494021999022732*pi,-0.211284871629226*pi,4.0706013483238195*pi) q[11];\nu3(0.397663950518801*pi,2.76784544807652*pi,1.0875587646746219*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.628859811134185*pi,0.43032673298034296*pi,1.3365530912234749*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[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(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.589357056813509*pi,2.70254785838396*pi,3.45124246228233*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.495376579503079*pi,0.14163020875579702*pi,4.263010094562199*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[0];\nu3(0.765293141928721*pi,0.8100479571540999*pi,0.747873612986985*pi) q[3];\nu3(0.59832457568583*pi,-0.474807824310839*pi,3.40372864962485*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[13];\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(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.941371998300185*pi,-0.301269985343921*pi,4.0010047442365195*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.437807852174479*pi,-0.4151609458752554*pi,0.5041818756564069*pi) q[3];\nu3(0.282810162190208*pi,-0.303545462358351*pi,0.650933408054005*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,3.41213707801838*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[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,0.0*pi,1.291045827465617*pi) q[13];\nu3(0.323565956712965*pi,-0.4592737728177975*pi,1.54153833778256*pi) q[14];\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(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.368111508810817*pi,0.249121174926077*pi,4.31670770531663*pi) q[6];\ncx q[7],q[13];\ncx q[8],q[9];\ncx q[10],q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[12];\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(0.295218780281643*pi,0.7903329553282601*pi,4.18455459800147*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(3.5*pi,3.47901678655961*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.195321993523115*pi) q[9];\nu3(3.5*pi,3.47740639163176*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.2153963169852862*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.616793036937216*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.36002450999433*pi,0.5*pi) q[0];\ncx q[1],q[14];\ncx q[2],q[4];\ncx q[3],q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[13];\ncx q[8],q[9];\ncx q[10],q[11];\nu3(1.0*pi,0.0*pi,1.1069643333243842*pi) q[12];\ncx q[0],q[12];\nu3(3.5*pi,3.41660192657708*pi,0.5*pi) q[1];\nu3(3.5*pi,3.3878141428547*pi,0.5*pi) q[2];\nu3(3.5*pi,3.43877827149606*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.294195437751501*pi) q[4];\nu3(1.0*pi,0.0*pi,1.332588505551171*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(0.0*pi,-0.5*pi,0.5531219491401038*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.39310333804134*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.2959706769433281*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[14];\ncx q[2],q[4];\ncx q[3],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];\ncx q[10],q[11];\nu3(0.0*pi,-0.5*pi,4.4356032580025495*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\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(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,0.5991704287117678*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.5379957545545114*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.390263085437893*pi,3.41403742677023*pi,1.464643924215282*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,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.496658324547679*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[14];\ncx q[2],q[4];\ncx q[3],q[5];\nu3(0.232508943704362*pi,-0.042311283290979995*pi,1.46653175798847*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(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*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(0.5*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[7];\nu3(0.726251045021617*pi,2.85907307376727*pi,3.35969844378273*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(0.183806151441003*pi,0.24387868142638203*pi,3.45416889268376*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(0.330272861595519*pi,0.049587470411209034*pi,1.010030727249122*pi) q[2];\nu3(0.535584854333975*pi,0.31028081745563396*pi,0.810186659442914*pi) q[3];\nu3(0.644033963246476*pi,-0.04494681651013699*pi,3.90921108129981*pi) q[4];\nu3(0.441156606606131*pi,0.295794610014089*pi,3.67036296079074*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.860034561639311*pi,-0.08786686964743301*pi,0.647813235921743*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(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.606701117691292*pi,0.50145460109668*pi,1.276333736224756*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.324562089313071*pi,-0.100167933928837*pi,0.832280426917495*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.642638632284053*pi,-0.19651667772493497*pi,3.64656112770497*pi) q[2];\nu3(0.789654932645837*pi,0.24715439819636897*pi,1.072577233829667*pi) q[3];\nu3(0.81953747960789*pi,-0.12783413507957903*pi,3.79625674489045*pi) q[4];\nu3(0.579422041939287*pi,0.6934347382331401*pi,0.8721464561387511*pi) q[5];\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(0.220635788354823*pi,2.59438141849543*pi,1.447506357164544*pi) q[9];\nu3(0.318407118441423*pi,1.06989154037454*pi,4.282124699299089*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(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.43895905929439*pi,0.350336293994566*pi,3.87873520501561*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(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.349160835382431*pi,-0.235494002406128*pi,3.90614951654195*pi) q[9];\nu3(0.55604558859251*pi,0.15956397937134204*pi,4.10799729079563*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(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(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(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.192919320784354*pi,2.86776523512173*pi,1.56561500566428*pi) q[11];\nu3(0.437999209245643*pi,-0.030154320422944025*pi,1.2833082720448479*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[0];\nu3(0.346284945462916*pi,0.410143921122719*pi,0.6610302350296899*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(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.649500477392331*pi,2.53894340704926*pi,3.98687251250979*pi) q[11];\nu3(0.571732294036261*pi,0.27366619708264905*pi,1.51865243463015*pi) q[12];\nu3(0.273572185981226*pi,-0.03150020597277298*pi,3.77686542114815*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.809353561471408*pi,-0.4120728731438864*pi,3.99011948283845*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[5];\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(0.0516026273062725*pi,-0.33079622770196304*pi,1.60847395989505*pi) q[14];\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[2],q[3];\ncx q[4],q[10];\ncx q[5],q[13];\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[14];\ncx q[0],q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(3.5*pi,3.47029457985927*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.163122971048883*pi) q[3];\nu3(3.5*pi,3.45114940865413*pi,0.5*pi) q[4];\nu3(3.5*pi,3.48589292309581*pi,0.5*pi) q[5];\ncx q[6],q[11];\ncx q[7],q[12];\nu3(1.0*pi,0.0*pi,1.257743725570902*pi) q[10];\nu3(1.0*pi,0.0*pi,1.196031979880839*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.48606098682559*pi,0.5*pi) q[0];\ncx q[1],q[14];\ncx q[2],q[3];\ncx q[4],q[10];\ncx q[5],q[13];\nu3(3.5*pi,3.45090091479023*pi,0.5*pi) q[6];\nu3(3.5*pi,3.40723341379342*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.358111240059635*pi) q[9];\nu3(1.0*pi,0.0*pi,1.3417610774719742*pi) q[11];\nu3(1.0*pi,0.0*pi,1.3040426639611509*pi) q[12];\ncx q[0],q[9];\nu3(3.5*pi,3.41690737488106*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,4.44381816833288*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[11];\ncx q[7],q[12];\nu3(0.0*pi,-0.5*pi,0.718050881188692*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5585534827898999*pi) q[13];\nu3(1.0*pi,0.0*pi,1.238734113270822*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[14];\ncx q[2],q[3];\ncx q[4],q[10];\ncx q[5],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(0.0*pi,-0.5*pi,0.612410345262254*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.365864957029681*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5314391117022592*pi) q[12];\ncx q[0],q[9];\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(1.0*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[7],q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5800565128749232*pi) q[14];\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[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(0.5*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,-0.5*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(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(0.486642633250789*pi,-0.34256889768418*pi,0.5474866620118215*pi) q[4];\nu3(0.399004202979661*pi,-0.246454377620917*pi,4.0224047495133*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(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(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.390460682277593*pi,3.02676674933944*pi,1.6046682674441*pi) q[0];\nu3(0.237579706848286*pi,-0.15350000979581502*pi,0.842418578768133*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(0.554640524662178*pi,3.31814360580546*pi,3.96207791661039*pi) q[4];\nu3(0.325375202258738*pi,2.80405493938597*pi,1.71538318075655*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.553047281526285*pi,3.35770647650271*pi,3.64174555634272*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(0.445097046389877*pi,-0.4077810368412458*pi,4.27941108140333*pi) q[14];\nu3(0.758901657954569*pi,-0.321207301571211*pi,1.030289735796499*pi) q[0];\nu3(0.782031915767818*pi,-0.2610416232814*pi,3.94015549198927*pi) q[1];\nu3(0.588770445993393*pi,2.6386060163861*pi,3.90608960544358*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(0.247152530342012*pi,-0.06951022515085897*pi,1.141405599015485*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.493691198857684*pi,0.64323697805357*pi,4.20401282664127*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(0.501601347669346*pi,0.363030018538092*pi,4.06639021338089*pi) q[13];\nu3(0.793286781789798*pi,0.62081497374185*pi,0.7540323005824421*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(0.672762608538073*pi,3.2169972344374*pi,4.096152308032281*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(1.5*pi,0.0*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(0.226480071745733*pi,3.40650955932618*pi,0.875621377492135*pi) q[9];\nu3(0.625708052034253*pi,2.8772486366182*pi,3.25064741326556*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.533115834735362*pi,0.13617070366842599*pi,1.445657318132863*pi) q[12];\nu3(0.399528310094062*pi,-0.300464486407426*pi,0.934511946608934*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(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.453990870153603*pi,-0.37218672567309397*pi,4.05535124536692*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.286813178269792*pi,2.97300670991148*pi,1.3216931148026099*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(0.240986889188355*pi,3.09655573247822*pi,1.03286721063139*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(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.669483564097083*pi,-0.4667643317553199*pi,0.5266290978583064*pi) q[3];\nu3(0.334208941676911*pi,0.281625180604021*pi,4.367293017622989*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,0.0*pi,4.0*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];\ncx q[0],q[13];\ncx q[1],q[7];\ncx q[2],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.292627060216182*pi,-0.384145189352863*pi,1.447238595716207*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(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,3.44466748510823*pi,0.5*pi) q[0];\nu3(3.5*pi,3.335894312313*pi,0.5*pi) q[1];\nu3(3.5*pi,3.39627858896512*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[5],q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.246895785715423*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.748359424886347*pi,0.58112682871137*pi,4.39687302178274*pi) q[11];\nu3(1.0*pi,0.0*pi,1.343177167912128*pi) q[13];\nu3(1.0*pi,0.0*pi,1.280114071392559*pi) q[14];\ncx q[0],q[13];\ncx q[1],q[7];\ncx q[2],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.43561127263229*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(0.850573533371861*pi,3.46838461115396*pi,4.15660559808249*pi) q[11];\nu3(1.0*pi,0.0*pi,1.272538325240065*pi) q[12];\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(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[5],q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.4708683488120595*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,0.727589092660493*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.31101989755869*pi) q[14];\ncx q[0],q[13];\ncx q[1],q[7];\ncx q[2],q[14];\ncx q[3],q[8];\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(3.5*pi,3.42372197034224*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.34873365832803*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.629251081503218*pi) q[12];\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,3.43375666358744*pi,0.5*pi) q[3];\ncx q[4],q[11];\ncx q[5],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.2562149359935662*pi) q[8];\ncx q[9],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(1.0*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];\ncx q[3],q[8];\nu3(3.5*pi,3.4908904030852*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(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.650698070107168*pi) q[10];\nu3(1.0*pi,0.0*pi,1.23310674805273*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[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[11];\nu3(0.690623980554189*pi,0.07993748678318802*pi,1.013347161234412*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.36116197715789*pi) q[8];\ncx q[9],q[10];\nu3(0.648765518905811*pi,-0.399977391129321*pi,0.629360953091869*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(0.0385533950058645*pi,0.3158531730706*pi,3.67059514048894*pi) q[0];\nu3(0.77693155556943*pi,3.14074297627155*pi,3.5042159352355*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.460653610279316*pi,3.15551350775458*pi,0.692930310791497*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[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5106776079066994*pi) q[11];\nu3(0.476098937031719*pi,0.0027848410265139956*pi,3.83191416038383*pi) q[12];\nu3(0.648764517171688*pi,0.38143117136666704*pi,4.301420167006389*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nmeasure q[1] -> c[1];\nu3(0.427768712912429*pi,-0.14656227310667602*pi,4.2208224831487*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];\ncx q[4],q[11];\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,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(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.689410273416275*pi,2.7385419392425*pi,3.8581367314578*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];\nu3(0.304524434200349*pi,3.47533416136341*pi,1.6536826151305*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(0.770842295560324*pi,0.447375036147328*pi,0.634318616115897*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.365132169188672*pi,0.291252771003938*pi,3.47309567767426*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(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.397798295179203*pi,-0.4241017088472745*pi,1.66012397191239*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.602909187877769*pi,0.5408640025029201*pi,0.858066561182401*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.64528387805865*pi,2.87557486603931*pi,3.73203719917799*pi) q[4];\nu3(0.0986144157142602*pi,3.19869329404226*pi,1.59264128017165*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.40808616854447*pi,2.83970405082966*pi,3.66465023525873*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.411558991050409*pi,3.40786695391567*pi,0.5332122799188996*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.768263110632792*pi,2.43808592356418*pi,3.59316593687566*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[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.386392283455822*pi,-0.147789202911021*pi,4.314355512663759*pi) q[4];\ncx q[5],q[13];\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[9];\nu3(0.297969336866884*pi,-0.140851257458304*pi,0.663320984093825*pi) q[10];\nu3(0.703542730354039*pi,2.50856362337538*pi,3.51937536088823*pi) q[11];\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(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.0870251566869771*pi,0.024538098049667*pi,1.269183371239448*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,3.49876423344218*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(0.58037212167715*pi,0.29498348125459495*pi,1.180425680132081*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.353233705349796*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[2],q[7];\nu3(0.504968729083669*pi,0.82558605058043*pi,4.4961180487831705*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],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[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\ncx q[12],q[14];\nu3(3.5*pi,3.38712414542503*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(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[6],q[11];\nu3(1.0*pi,0.0*pi,1.185481544056815*pi) q[7];\nu3(0.723619644655599*pi,3.04304547626671*pi,3.13369536366781*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,3.48051717108537*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.17249987948927*pi) q[13];\nu3(1.0*pi,0.0*pi,1.256851623329925*pi) q[14];\ncx q[2],q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\ncx q[5],q[13];\nu3(3.5*pi,3.45614782952099*pi,0.5*pi) q[6];\nu3(0.0807890752763778*pi,3.38529608482813*pi,1.75101694949708*pi) q[8];\nu3(1.0*pi,0.0*pi,1.305543817368995*pi) q[11];\ncx q[12],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[9];\ncx q[4],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[11];\nu3(0.0*pi,-0.5*pi,0.628574065985301*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[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5010690667984437*pi) q[14];\ncx q[2],q[7];\nu3(3.5*pi,3.45422042095586*pi,0.5*pi) q[3];\nu3(3.5*pi,3.42745299688263*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(1.0*pi,0.0*pi,1.2806029182313758*pi) q[9];\nu3(1.0*pi,0.0*pi,1.1715507914826229*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.42264163190682*pi) q[11];\ncx q[12],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\ncx q[0],q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[9];\ncx q[4],q[10];\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(0.5*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(3.5*pi,3.47094091317493*pi,0.5*pi) q[0];\nu3(0.467050587732829*pi,0.06834897392616002*pi,3.91816840934986*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[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.330978370221946*pi,0.014291704979434994*pi,0.8424121563571629*pi) q[7];\nu3(1.0*pi,0.0*pi,1.126220296396214*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5494481656666785*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.37976425302916*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.286967924724726*pi,0.37138111350248504*pi,0.7530224332051569*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.698066166287173*pi,3.08024534317144*pi,0.5223619167733472*pi) q[14];\nmeasure q[2] -> c[2];\nmeasure q[7] -> c[7];\nmeasure q[12] -> c[12];\nmeasure q[14] -> c[14];\ncx q[0],q[8];\ncx q[3],q[9];\ncx q[4],q[10];\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[11];\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(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.449722654282648*pi,3.36988567545009*pi,4.49598757910855*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.48203009364551*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(0.453739852135962*pi,2.86382854090804*pi,1.53114072452641*pi) q[13];\nmeasure q[5] -> c[5];\nmeasure q[13] -> c[13];\ncx q[0],q[8];\nu3(0.810592990778775*pi,-0.13932158026514702*pi,0.79393907608111*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(0.65679192701373*pi,0.68801320871769*pi,4.34961569465388*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];\nmeasure q[3] -> c[3];\nmeasure q[9] -> c[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.965034501780265*pi,3.23863757387296*pi,3.86137173687135*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];\nmeasure q[6] -> c[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\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[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.727946761771645*pi,2.90148064605207*pi,3.65212009967517*pi) q[4];\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(0.686784030431417*pi,2.70984137856537*pi,3.44192157062464*pi) q[11];\nmeasure q[4] -> c[4];\nmeasure q[11] -> c[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\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(0.82948010905435*pi,0.440037316587665*pi,0.881822711048597*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.556322186776866*pi,-0.315216370667111*pi,4.32126391945319*pi) q[10];\nmeasure q[0] -> c[0];\nmeasure q[10] -> c[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.102577332761126*pi,0.54306754716635*pi,4.1364778446361505*pi) q[8];\nmeasure q[8] -> c[8];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(0.0716204905062264*pi,2.91262462813703*pi,1.393570687199361*pi) q[0];\nu3(0.416328099066206*pi,3.41400044650007*pi,4.48602697142329*pi) q[1];\nu3(0.680446745334691*pi,0.267211021420241*pi,0.5096595532798681*pi) q[2];\nu3(0.441951237071552*pi,3.34304298543593*pi,0.655337597373151*pi) q[3];\nu3(0.511040606134613*pi,-0.35834952961266897*pi,4.05403688208152*pi) q[4];\nu3(0.449425131027575*pi,0.15847779928945105*pi,1.076802765891198*pi) q[5];\nu3(0.46866464831217*pi,-0.24469792138573498*pi,4.45909365576496*pi) q[6];\nu3(0.630587636941862*pi,-0.08732870546680999*pi,3.77230884872758*pi) q[7];\nu3(0.351793915775024*pi,2.87192465020683*pi,1.55945209023007*pi) q[8];\nu3(0.679365564925671*pi,3.19690483281907*pi,2.83480973860794*pi) q[9];\nu3(0.100280700121689*pi,-0.4066326894371409*pi,0.9621167987952339*pi) q[10];\nu3(0.537684168950927*pi,0.40263267153573*pi,1.115807063166058*pi) q[11];\nu3(0.193712202273797*pi,3.12539630473084*pi,1.97355352338177*pi) q[12];\nu3(0.362708271668706*pi,0.47470681205601495*pi,1.004245923406309*pi) q[13];\nu3(0.495859126945297*pi,-0.126619860147626*pi,3.89285139504457*pi) q[14];\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(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(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*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(0.0*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(0.5*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(0.5*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[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[10];\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(1.0*pi,-0.5*pi,0.5*pi) q[8];\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,3.40077472829582*pi,0.5*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(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.305341064936481*pi) q[10];\ncx q[0],q[3];\ncx q[1],q[12];\ncx q[2],q[10];\ncx q[4],q[7];\ncx q[5],q[11];\ncx q[6],q[13];\ncx q[8],q[9];\nu3(3.5*pi,3.37025671494328*pi,0.5*pi) q[0];\nu3(3.5*pi,3.44009519898234*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.113769002669783*pi) q[3];\nu3(3.5*pi,3.47454686926174*pi,0.5*pi) q[4];\nu3(3.5*pi,3.44637427906223*pi,0.5*pi) q[5];\nu3(3.5*pi,3.43754689837099*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.229146047501517*pi) q[7];\nu3(3.5*pi,3.41005836424585*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.2087763564122351*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.561853593524127*pi) q[10];\nu3(1.0*pi,0.0*pi,1.318373321498848*pi) q[11];\nu3(1.0*pi,0.0*pi,1.342222482393188*pi) q[12];\nu3(1.0*pi,0.0*pi,1.120475959453454*pi) q[13];\ncx q[0],q[3];\ncx q[1],q[12];\ncx q[2],q[10];\ncx q[4],q[7];\ncx q[5],q[11];\ncx q[6],q[13];\ncx q[8],q[9];\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];\nu3(0.0*pi,-0.5*pi,0.5168499391445138*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(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5281011034688734*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.3643327892631305*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.35848875890607*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.39901875190397*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5171217019147147*pi) q[13];\ncx q[0],q[3];\ncx q[1],q[12];\nu3(0.490608066904938*pi,2.66407910208778*pi,1.254108451203207*pi) q[2];\ncx q[4],q[7];\ncx q[5],q[11];\ncx q[6],q[13];\ncx q[8],q[9];\nu3(0.845258633631645*pi,3.29633079031204*pi,3.08429647006644*pi) q[10];\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(0.878503441250692*pi,-0.43620553152061503*pi,3.60324308642709*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(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(0.491141386845564*pi,3.420150035821*pi,1.92419564851725*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(0.5*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(0.5*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(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(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.698013454043101*pi,0.52191154727751*pi,0.5403536893248833*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(0.41734008119599*pi,0.51494444664383*pi,4.08674827826787*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.712796608849033*pi,0.6311307513395099*pi,0.875008511003594*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[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(0.421198901150417*pi,-0.390227112731083*pi,1.2818746259628129*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,-0.5*pi,0.5*pi) q[3];\nu3(0.624635153131879*pi,0.27992532345700305*pi,4.15758988780861*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.660575218047576*pi,0.66695479903053*pi,4.33419628625422*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(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(0.5*pi,-0.5*pi,0.5*pi) q[13];\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(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.556192878654761*pi,0.455435745062716*pi,1.082941366645919*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(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.697209916343435*pi,3.04999924779604*pi,3.0326388527333*pi) q[7];\nu3(0.667248043139517*pi,-0.150879404669011*pi,1.14110525195201*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(0.80200429575403*pi,0.07147443958289101*pi,0.736710684446644*pi) q[13];\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(0.523486037302012*pi,0.33571058976224*pi,3.99940442410645*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(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.585921476737272*pi,3.29060711622123*pi,0.751747648710603*pi) q[7];\nu3(0.265625964368123*pi,0.25796507635015997*pi,0.884135686369679*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(0.521281280619111*pi,-0.368453311616051*pi,1.395934209020254*pi) q[13];\ncx q[0],q[4];\nu3(0.747662111977933*pi,0.94904385790613*pi,0.888333106991418*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.76151027910698*pi,-0.298092402635123*pi,1.0199674815705309*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(0.359800401554972*pi,3.22514523564239*pi,0.5637345566104143*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(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,3.43091569297482*pi,0.5*pi) q[0];\nu3(0.670479854783023*pi,-0.4078400660174127*pi,3.22553632343621*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.137213867931497*pi) q[4];\nu3(0.364657217428048*pi,0.215100664122851*pi,1.011667767434436*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(0.773907582729496*pi,0.68214198028349*pi,0.5956405542231306*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(0.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[7];\ncx q[3],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.710793117751784*pi,2.6201935954593*pi,3.66743435114849*pi) q[11];\nu3(0.216756416112062*pi,2.4167990519957*pi,1.24797458298954*pi) q[12];\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(3.5*pi,3.45254480528784*pi,0.5*pi) q[2];\nu3(3.5*pi,3.45269920822022*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,0.5290024947602551*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.348689076657413*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.722369679421308*pi,3.40447030759777*pi,3.21325926164551*pi) q[11];\nu3(0.658840904843442*pi,1.08987628839385*pi,0.812399888861412*pi) q[12];\nu3(1.0*pi,0.0*pi,1.1395445579367172*pi) q[14];\ncx q[0],q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[7];\ncx q[3],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\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[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*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,0.5034550562551452*pi) q[7];\ncx q[9],q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5573711651217147*pi) q[14];\nu3(0.307148808622292*pi,0.308230644389333*pi,4.48405956325003*pi) q[0];\nu3(3.5*pi,3.34656145679376*pi,0.5*pi) q[1];\ncx q[2],q[7];\ncx q[3],q[14];\nu3(0.886738918052461*pi,3.23333495429694*pi,2.92396568594575*pi) q[4];\ncx q[5],q[8];\nu3(3.5*pi,3.28509504639982*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.16811906979733*pi) q[10];\nu3(1.0*pi,0.0*pi,1.306591993102515*pi) q[11];\ncx q[12],q[13];\nu3(0.320297374433886*pi,2.58440467572344*pi,1.55164557827936*pi) q[0];\ncx q[1],q[11];\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(0.471475634679941*pi,3.13288863658868*pi,1.5917814484742*pi) q[4];\nu3(3.5*pi,3.4490974534992*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.230028264495624*pi) q[8];\ncx q[9],q[10];\nu3(3.5*pi,3.46295374007611*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.321793289556425*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];\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(0.709025830394806*pi,3.33132034492957*pi,2.83750219982312*pi) q[3];\nu3(3.5*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[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.60562559346529*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5062272233627776*pi) q[11];\ncx q[12],q[13];\nu3(0.494935616537672*pi,0.19262407116536395*pi,0.7589918575196211*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[11];\nu3(0.568301081131792*pi,2.94759027948364*pi,4.09626583317469*pi) q[2];\nu3(0.7302503811798*pi,0.039230369578762025*pi,3.98057211062311*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(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5205869194471933*pi) q[8];\ncx q[9],q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.2788971389312795*pi) q[13];\nu3(0.534024737488135*pi,3.21616809389224*pi,1.74899932417311*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.395365463976852*pi,3.02964615187881*pi,0.6845915921662871*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[5],q[8];\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(1.0*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(0.359663593575513*pi,-0.00251271636292999*pi,0.971246323638695*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(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.180293192221077*pi,-0.012880704298175005*pi,1.427324950979729*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.476026230314683*pi,0.8996128921455*pi,4.3686317506787*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(0.712979841076547*pi,0.28652112078662995*pi,1.357927333658628*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[5];\nu3(0.421191080307788*pi,-0.397364297258523*pi,1.865677035958*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.918076131349938*pi,3.08531318779387*pi,4.41146078411488*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(3.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[14];\nu3(0.105041106263346*pi,-0.06014622934855601*pi,4.155954795173891*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(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.213715825618497*pi,3.0293248439964*pi,1.244228022385652*pi) q[10];\nu3(0.80378273856324*pi,3.23594190538392*pi,0.6168072160141*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[1];\nu3(3.5*pi,3.35582761477496*pi,0.5*pi) q[2];\nu3(0.773217300119951*pi,0.077279491798658*pi,1.0248007330696232*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(0.134527409409609*pi,0.49079921148954797*pi,0.616251807878249*pi) q[10];\nu3(0.296407698272673*pi,0.22872206475687196*pi,1.229484310129091*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(1.0*pi,0.0*pi,1.098225353313513*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[9];\nu3(0.285343295815677*pi,2.35472910599528*pi,1.3291054368986739*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(0.5*pi,-0.5*pi,0.5*pi) 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(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,3.42797648588032*pi,0.5*pi) q[6];\nu3(0.193516152487*pi,-0.252553594236125*pi,3.99011520527947*pi) q[8];\nu3(1.0*pi,0.0*pi,1.145584075656882*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.255433932447642*pi,3.37752669269433*pi,1.454023527069669*pi) q[12];\nu3(0.60720694723507*pi,0.8318617691166299*pi,0.5931403820482735*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5119187998496169*pi) q[14];\ncx q[0],q[11];\ncx q[1],q[4];\ncx q[2],q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\ncx q[6],q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.267564448615944*pi,3.05919012605568*pi,1.67863251251035*pi) q[12];\nu3(0.161694898139829*pi,0.20698312201525804*pi,3.67757587069988*pi) q[13];\nu3(3.5*pi,3.47902496496369*pi,0.5*pi) q[0];\nu3(3.5*pi,3.46487032560649*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,1.1787086903922082*pi) q[4];\ncx q[5],q[10];\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,0.5459871512520219*pi) q[9];\nu3(1.0*pi,0.0*pi,1.25290318170103*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,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[11];\ncx q[1],q[4];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\ncx q[3],q[8];\nu3(3.5*pi,3.22102384239207*pi,0.5*pi) q[5];\ncx q[6],q[9];\nu3(1.0*pi,0.0*pi,1.142624232825288*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(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.54970604358316*pi,3.24751629963958*pi,3.46105063480666*pi) q[2];\nu3(3.5*pi,3.44456863407731*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.4835292563071505*pi) q[4];\ncx q[5],q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.252456870777735*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.43175095052097*pi) q[11];\ncx q[12],q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\ncx q[0],q[11];\ncx q[1],q[4];\nu3(0.557179040575595*pi,3.08181627456073*pi,3.99108744576941*pi) q[2];\ncx q[3],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.686311255611573*pi,-0.06394820730544898*pi,0.617997583127769*pi) q[6];\nu3(0.732550545522092*pi,-0.308729921747698*pi,3.82134755666144*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.41578056144167*pi) q[10];\nu3(3.5*pi,3.36450078108415*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.1888462909993551*pi) q[13];\nu3(0.538353922953996*pi,-0.19789645501235797*pi,3.85896646130099*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(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[10];\nu3(0.704533016923188*pi,2.49723415313072*pi,3.54834031551901*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.49617036486687*pi) q[8];\nu3(0.234772249952191*pi,-0.08500473710832701*pi,4.05770794610557*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[12],q[13];\nu3(0.589943116674603*pi,2.82420591778096*pi,3.81778937473384*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[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(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*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,0.5601997947713442*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(0.0*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(0.5*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];\ncx q[12],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,-0.5*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(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*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(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.483589362626946*pi,0.69711166200189*pi,4.200929846568631*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[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(0.256970849408047*pi,-0.4074101222873727*pi,1.374624755896939*pi) q[12];\nu3(0.547049588436614*pi,3.31221931156826*pi,3.41997784973218*pi) q[13];\nu3(0.149481776725856*pi,2.87304711414155*pi,0.891925573538618*pi) q[0];\nu3(0.370761015649182*pi,0.19372090079067705*pi,1.09155250025368*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(1.0*pi,0.0*pi,4.0*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[10];\nu3(0.200636691577922*pi,0.18093909099404804*pi,1.2048055455606121*pi) q[11];\nu3(0.722282890072779*pi,3.25595547056275*pi,3.75418491011657*pi) q[12];\nu3(0.771463844537839*pi,3.20424382484991*pi,0.5656387094072844*pi) q[13];\nu3(0.38774681620723*pi,2.7770666199491*pi,1.76246781098488*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(0.285644302946489*pi,0.24873409650745004*pi,1.113698108149267*pi) q[4];\nu3(0.139194840496518*pi,-0.3412560297514*pi,1.01269946958309*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[10];\nu3(0.370169544834322*pi,0.8290839434455699*pi,4.04798187334077*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,-0.5*pi,0.5*pi) q[0];\nu3(0.184609120510046*pi,-0.31763398708289403*pi,4.08138931219526*pi) q[3];\nu3(0.883855332620639*pi,3.21948932522726*pi,4.44600640129463*pi) q[4];\nu3(0.534050788901557*pi,3.46558781042845*pi,3.61679849945487*pi) q[5];\nu3(0.368205315269944*pi,2.83527450101087*pi,1.023894911866091*pi) q[8];\nu3(1.0*pi,0.0*pi,4.0*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(1.5*pi,0.0*pi,1.5*pi) q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.889884544288216*pi,0.69835891379464*pi,4.30448499550256*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(0.106849723754957*pi,-0.235253566781505*pi,1.51501986462934*pi) q[8];\nu3(0.45623126966785*pi,2.75269506525669*pi,1.58868205989346*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\ncx q[13],q[14];\ncx q[0],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(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.343637882463028*pi,0.19575045892126097*pi,0.6995095983295669*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,3.37544610779043*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.135169045312991*pi) q[14];\nu3(3.5*pi,3.36021823492372*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,1.3182891163473829*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(1.0*pi,-0.5*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,4.0*pi) q[10];\ncx q[13],q[14];\ncx q[0],q[1];\ncx q[2],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,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.41932386596146*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.24539051926594*pi) q[1];\nu3(3.5*pi,3.43299908063879*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.307609598661367*pi) q[3];\ncx q[4],q[6];\ncx q[5],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];\ncx q[13],q[14];\ncx q[0],q[1];\ncx q[2],q[3];\nu3(3.5*pi,3.39509760662199*pi,0.5*pi) q[4];\nu3(3.5*pi,3.46821830630719*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.298896601165509*pi) q[6];\nu3(1.0*pi,0.0*pi,1.1418054152049542*pi) q[7];\ncx q[8],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[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,0.5076517428173458*pi) q[3];\ncx q[4],q[6];\ncx q[5],q[7];\nu3(3.5*pi,3.47680391648622*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.2931313493842311*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(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];\ncx q[2],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,4.42709865212073*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.44436004172056*pi) q[7];\ncx q[8],q[9];\ncx q[10],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[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];\ncx q[4],q[6];\ncx q[5],q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5301771590913416*pi) q[9];\nu3(3.5*pi,3.48171913080512*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.3636406844562359*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,4.0*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.120161277112113*pi,-0.486301848579836*pi,0.964830788321341*pi) q[2];\nu3(0.864897678305016*pi,0.05083499233953903*pi,1.435710258906587*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];\ncx q[8],q[9];\ncx q[10],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(0.516213404480082*pi,-0.4733182580869991*pi,3.43788868602898*pi) q[0];\nu3(1.0*pi,0.0*pi,4.0*pi) q[1];\nu3(0.211551648757828*pi,0.8011796845741599*pi,0.5560094406285762*pi) q[2];\nu3(0.216770528387378*pi,-0.4044246143577577*pi,1.1718019160096271*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,0.5455935507693987*pi) q[11];\nu3(0.155330190539382*pi,0.027388780046653016*pi,0.9784524317909831*pi) q[13];\nu3(0.332297281376504*pi,-0.143509687509497*pi,1.242398110233533*pi) q[14];\nu3(0.529055456964489*pi,0.6815423551209501*pi,0.666977184457169*pi) q[0];\nu3(0.137896739989221*pi,0.92655205021492*pi,4.41419460231334*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(0.0*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[9];\ncx q[10],q[11];\nu3(0.667979858408062*pi,3.38509028810924*pi,0.724119275020092*pi) q[13];\nu3(0.325525786583519*pi,3.47643570397399*pi,4.44912213279313*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.890005827250336*pi,2.83672099550913*pi,4.1583104986915*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(0.5*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,-0.5*pi,0.5*pi) q[7];\nu3(0.486320341491658*pi,3.16494682758932*pi,4.24223047482002*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(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[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(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.734613445994209*pi,3.28934268509533*pi,4.1515984566844*pi) q[4];\nu3(0.666776504768528*pi,3.32996546569901*pi,3.11803840746487*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(0.253935266525259*pi,3.01428935169877*pi,0.5892051045783242*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[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(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.403498296632197*pi,0.57004297518915*pi,3.96309108497553*pi) q[4];\nu3(0.243807607960632*pi,-0.15882549211964497*pi,3.95348819988997*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[8];\nu3(0.283444095898379*pi,0.03536317137104705*pi,4.1970993679364295*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[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(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.74747157236256*pi,0.37489565076378095*pi,1.393753100383329*pi) q[6];\nu3(0.416807571331784*pi,-0.4591678544984714*pi,1.081759266425807*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.419219935155241*pi,2.73326648833496*pi,3.73914082061633*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(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.629142692977167*pi,0.6529101748011299*pi,4.17099923866558*pi) q[6];\nu3(0.439782828112056*pi,0.52910763830686*pi,0.965353364894762*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.215212004275681*pi,2.75220291324481*pi,1.3422067377336449*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\ncx q[1],q[8];\ncx q[2],q[4];\ncx q[3],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(0.434257947094405*pi,0.075950768665913*pi,3.82683691068496*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[11];\ncx q[0],q[9];\nu3(3.5*pi,3.48413039843331*pi,0.5*pi) q[1];\nu3(3.5*pi,3.46627483046988*pi,0.5*pi) q[2];\nu3(3.5*pi,3.37880044351833*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.283188306611538*pi) q[4];\nu3(1.0*pi,0.0*pi,1.313747145517911*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(1.0*pi,0.0*pi,1.300517670789053*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.684435501972943*pi,3.20711020526033*pi,2.79516163368164*pi) q[11];\nu3(3.5*pi,3.47060804803332*pi,0.5*pi) q[0];\ncx q[1],q[8];\ncx q[2],q[4];\ncx q[3],q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.310145251901086*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.151593008442261*pi,0.006293076873102987*pi,1.409044614894877*pi) q[11];\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(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.36678158510083*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.5616648539913967*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.3702036061167995*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(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[8];\ncx q[2],q[4];\ncx q[3],q[5];\ncx q[6],q[14];\nu3(0.0*pi,-0.5*pi,0.5413037488680055*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];\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];\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,3.40250805108826*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[10],q[12];\nu3(1.0*pi,0.0*pi,1.245551215054535*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,-0.5*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[14];\nu3(3.5*pi,3.47865867628488*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(3.5*pi,3.36457633591565*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.284749524326343*pi) q[11];\nu3(1.0*pi,0.0*pi,1.2894636639058419*pi) q[12];\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(0.176066980229248*pi,2.50885065471179*pi,1.354912316247473*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[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];\ncx q[10],q[12];\nu3(0.0*pi,-0.5*pi,0.6201147148499631*pi) q[14];\nu3(0.398878260241186*pi,3.23768844046076*pi,4.48071712592605*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(0.445303804936985*pi,0.52114993123571*pi,0.5449420816578691*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];\ncx q[6],q[14];\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(0.0*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,0.5032437346781402*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.34525862752831*pi) q[12];\nu3(0.870241546683343*pi,0.65354199351024*pi,0.5910130222417413*pi) q[0];\nu3(0.638115425354964*pi,0.63230441257301*pi,0.58097871777019*pi) q[1];\nu3(0.457158389327769*pi,3.17470143521656*pi,0.689515211633856*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(0.698341232924746*pi,1.12895447111352*pi,0.6878180491725561*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(0.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],q[12];\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(0.100103536571387*pi,-0.08138001796976002*pi,3.59864918184891*pi) q[1];\nu3(0.352907953582665*pi,-0.127182890892877*pi,3.7458553754567*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(0.70838855418435*pi,2.94367987150941*pi,3.37872701490215*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(0.417448033477751*pi,0.8131423730449201*pi,4.17833130106237*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[14];\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(0.730151935275107*pi,0.03508802735041705*pi,4.23205112524235*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.599302747038677*pi,3.07699531546569*pi,3.3972431375861*pi) q[6];\nu3(0.491930155468043*pi,-0.398965014071348*pi,3.65497580080309*pi) q[7];\nu3(0.522497134300078*pi,-0.4765218658834644*pi,3.10946215713807*pi) q[8];\nu3(0.655535062522742*pi,3.22960195475599*pi,4.22196320750436*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0961944995735547*pi,-0.21822452706502699*pi,1.3558091318532401*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(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.515969949392449*pi,-0.09087499241480801*pi,1.042495358987648*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0859460679789853*pi,3.27359061411005*pi,1.85425894812332*pi) q[6];\nu3(0.705777345358694*pi,2.78245872498617*pi,4.06561424784466*pi) q[7];\nu3(0.661659888640195*pi,2.56458497565656*pi,3.865334914113*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(0.0729235565843621*pi,0.491947002280248*pi,4.37779339235066*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[2];\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(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(0.0*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,-0.5*pi,0.5*pi) q[12];\nu3(0.338171204105595*pi,3.14223882880317*pi,0.6912410466317*pi) q[14];\ncx q[0],q[9];\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(1.5*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,0.0*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(0.487349215644716*pi,-0.272665649493375*pi,4.20141840267493*pi) q[14];\nu3(3.5*pi,3.4760840329383*pi,0.5*pi) q[0];\ncx q[1],q[7];\ncx q[2],q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\ncx q[6],q[8];\nu3(1.0*pi,0.0*pi,1.206371236721357*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(3.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[9];\nu3(3.5*pi,3.36480396553842*pi,0.5*pi) q[1];\nu3(3.5*pi,3.37667903008132*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.256908531673004*pi) q[5];\nu3(3.5*pi,3.24090755176143*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.3126765709999502*pi) q[7];\nu3(1.0*pi,0.0*pi,1.185473789957963*pi) q[8];\nu3(0.226706494847044*pi,-0.262503443893441*pi,4.2830480802987605*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[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[7];\ncx q[2],q[5];\ncx q[3],q[14];\ncx q[4],q[13];\ncx q[6],q[8];\nu3(0.0*pi,-0.5*pi,4.46393113853643*pi) q[9];\nu3(0.275662120171933*pi,-0.29331417895199496*pi,1.093294726632958*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\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(3.5*pi,3.41749491227507*pi,0.5*pi) q[3];\nu3(3.5*pi,3.41440199782247*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.396288157434141*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.4057720302389995*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.35770454888983*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[10];\nu3(0.348469629432675*pi,2.81666366573195*pi,0.901238762284932*pi) q[12];\nu3(1.0*pi,0.0*pi,1.303249075067996*pi) q[13];\nu3(1.0*pi,0.0*pi,1.319013141256712*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[7];\ncx q[2],q[5];\ncx q[3],q[14];\ncx q[4],q[13];\ncx q[6],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(0.374906635289834*pi,0.47895912725755596*pi,0.708498846208467*pi) q[12];\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,0.0*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(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.33767359435429*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.628681027132475*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];\ncx q[3],q[14];\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(0.0*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[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\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(0.0*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(3.5*pi,3.41474386750265*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.365157337811254*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[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(0.183947132811518*pi,3.36847551353524*pi,1.70062519991975*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(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];\ncx q[10],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.888846171605033*pi,0.251847987983958*pi,1.66451514297828*pi) q[14];\nu3(0.764504557851658*pi,0.15594604142368296*pi,0.665161934417134*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.31795354742268*pi,3.00531953195669*pi,0.5054460201825439*pi) q[2];\nu3(0.400450244453609*pi,3.42997382911554*pi,0.953037108269397*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(0.162345497250763*pi,-0.213337931232423*pi,1.436339028532559*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(0.433659067301938*pi,-0.19719300296276*pi,4.38206419301024*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.633630296961767*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.601494811853612*pi,0.07024238201724198*pi,3.87239911898864*pi) q[14];\nu3(0.74606116435064*pi,0.44365208563195*pi,1.1593396308322959*pi) q[0];\nu3(0.548103006973122*pi,0.007172215188466002*pi,0.998886188316646*pi) q[1];\nu3(0.209817628243867*pi,-0.4431992659357181*pi,1.73248958322157*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(0.378738419834298*pi,0.9514154491245901*pi,0.5279895135894197*pi) q[6];\nu3(0.0525448112205235*pi,3.00586068371583*pi,1.072397253465534*pi) q[7];\nu3(0.422472953403094*pi,3.14557112815283*pi,3.34075772736033*pi) q[8];\nu3(0.756163153914708*pi,3.2171421830581*pi,3.27167553730408*pi) q[9];\ncx q[10],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(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.473812475035021*pi,0.61476752598838*pi,0.9620795491290319*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(1.0*pi,0.0*pi,4.0*pi) q[4];\nu3(0.727325223706375*pi,0.470825039664552*pi,4.47941776395311*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.585575379995649*pi,0.10160557037474804*pi,1.3823639911828969*pi) q[7];\nu3(0.503059023719191*pi,-0.04357852434589499*pi,0.973731080668203*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(0.0*pi,-0.5*pi,1.5*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(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.348188004289486*pi,-0.4309481288467636*pi,4.1660927307877405*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[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,1.5*pi) q[13];\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[6];\nu3(0.538173691627542*pi,0.11121269831913605*pi,1.019439555650334*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[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(0.0*pi,-0.5*pi,1.0*pi) q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[13];\ncx q[0],q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(3.5*pi,3.49272153211785*pi,0.5*pi) q[3];\nu3(0.5526233220611*pi,0.17123982495524603*pi,4.10101846036342*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.147554543764401*pi) q[6];\ncx q[8],q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.592266187413542*pi,3.27775660326295*pi,3.67113672267723*pi) q[10];\nu3(0.339306089821895*pi,2.74257482991898*pi,1.2590456353941422*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,3.35053106839311*pi,0.5*pi) q[0];\ncx q[2],q[5];\ncx q[3],q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.1821095673983208*pi) q[7];\nu3(3.5*pi,3.3965996244386*pi,0.5*pi) q[8];\nu3(0.708553380067031*pi,3.12471881689206*pi,4.346811995969929*pi) q[10];\nu3(0.815167208111919*pi,-0.4382330072810547*pi,4.14698882151653*pi) q[11];\nu3(1.0*pi,0.0*pi,1.3024411912465639*pi) q[12];\nu3(0.321667631039643*pi,2.68612343635631*pi,1.302379567165004*pi) q[13];\ncx q[0],q[7];\nu3(3.5*pi,3.4276124863796*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,1.291057091245765*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.5580126201551644*pi) q[6];\ncx q[8],q[12];\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(0.785033565039481*pi,2.94805025085281*pi,4.20398096872597*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[2],q[5];\ncx q[3],q[6];\ncx q[4],q[14];\nu3(0.0*pi,-0.5*pi,0.5201439605958482*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[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.604297635498408*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[7];\ncx q[1],q[13];\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,3.34411136158912*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.38966473280185*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[8],q[12];\ncx q[9],q[11];\nu3(1.0*pi,0.0*pi,1.09695166539617*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,3.3528045173315*pi,0.5*pi) q[1];\ncx q[2],q[5];\nu3(0.636640321924001*pi,0.02051766974978697*pi,4.46253597649441*pi) q[3];\ncx q[4],q[14];\nu3(0.881986904161906*pi,0.09752481492163101*pi,4.4567276724203*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(3.5*pi,3.40406139078792*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.21495854829589*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.309834617051901*pi) q[13];\nu3(0.428190571579446*pi,3.2140945285028*pi,1.94327289451908*pi) q[0];\ncx q[1],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.448733451539024*pi,-0.309674218384072*pi,4.09872602743487*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(0.440290036629848*pi,0.0036399435677789693*pi,4.418758422179231*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.710259327077593*pi,-0.388559795605565*pi,4.27179919787178*pi) q[8];\ncx q[9],q[11];\nu3(0.747433891431562*pi,-0.10027712076832901*pi,3.47672960889887*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5273226649232692*pi) q[14];\nu3(0.445374302430406*pi,0.131051675033363*pi,1.313153766762099*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,-0.5*pi,0.5*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,4.0*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.934666897423301*pi,0.31789631614593195*pi,1.488928048944602*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.49990576524746*pi) q[11];\nu3(0.183817386774407*pi,-0.15854235531842498*pi,3.86742598807505*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5554879949295543*pi) q[13];\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(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(0.236212012583402*pi,-0.21159207090828902*pi,1.55238575043436*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],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(0.0*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[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(0.405641760032073*pi,3.46443271894184*pi,0.642822889951523*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[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(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.591080758098487*pi,-0.051369949981874*pi,4.09304391668656*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.614709503497355*pi,3.36165803448993*pi,3.91051444295326*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[9];\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(1.0*pi,0.0*pi,4.0*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.175323016954306*pi,0.21518819086791996*pi,4.41296580974982*pi) q[1];\nu3(0.643417851786703*pi,0.189082378269521*pi,1.59355136303746*pi) q[2];\nu3(0.62033767252483*pi,-0.155208703056888*pi,3.65810314838621*pi) q[4];\nu3(0.482521420062902*pi,0.41778662716456605*pi,3.98412611079819*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[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(0.535085268582714*pi,-0.40260345403328723*pi,0.704898523696912*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.261676667506984*pi,0.85878054078695*pi,4.4674583550386*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.401915972160361*pi,0.75608146293126*pi,3.92577038205058*pi) q[5];\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(0.675185470429133*pi,2.67860365395969*pi,3.6573972961812*pi) q[13];\nu3(0.688471374769365*pi,0.172106622000731*pi,4.3061233671123595*pi) q[14];\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(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[5];\nu3(0.277451270669011*pi,0.14816951121274802*pi,0.5240698172350993*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.282163820971648*pi,0.7284547657135201*pi,3.80208288457914*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[1],q[8];\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(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.122330380335181*pi,2.69415366477504*pi,1.65902449157105*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(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[2];\nu3(3.5*pi,3.35877851265679*pi,0.5*pi) q[1];\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,1.156313802893123*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.293704247368318*pi,-0.35592074150542996*pi,4.10033317074779*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,3.39744394818749*pi,0.5*pi) q[0];\ncx q[1],q[8];\nu3(1.0*pi,0.0*pi,1.263921109759021*pi) q[2];\ncx q[4],q[12];\ncx q[5],q[6];\ncx q[7],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.709489861399806*pi,0.10510978041844399*pi,3.81107817442083*pi) q[11];\ncx q[0],q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(3.5*pi,3.40420233334292*pi,0.5*pi) q[4];\nu3(3.5*pi,3.47148541789301*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.424745633779644*pi) q[6];\nu3(3.5*pi,3.37516146051006*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.62356102997448*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(1.0*pi,0.0*pi,1.273150346881639*pi) q[12];\nu3(1.0*pi,0.0*pi,1.182134549984689*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[8];\nu3(0.0*pi,-0.5*pi,0.5826583632218232*pi) q[2];\ncx q[4],q[12];\ncx q[5],q[6];\ncx q[7],q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\ncx q[0],q[2];\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(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.491904632*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];\ncx q[9],q[14];\ncx q[10],q[11];\nu3(0.0*pi,-0.5*pi,4.45587799561684*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5144647921739267*pi) 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(1.0*pi,-0.5*pi,0.5*pi) q[2];\ncx q[4],q[12];\ncx q[5],q[6];\ncx q[7],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,3.45593082109309*pi,0.5*pi) q[9];\nu3(3.5*pi,3.41827662136559*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.107541132971937*pi) q[11];\nu3(1.0*pi,0.0*pi,1.274631266947258*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.664171341594271*pi,0.7165322367595801*pi,0.825573165840946*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(0.0*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[9],q[14];\ncx q[10],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(0.754358154639331*pi,0.7062352403461201*pi,0.794128178209201*pi) q[0];\nu3(0.518267268800215*pi,3.17972958131538*pi,4.12867690026404*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(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.729721253135055*pi,1.08706367558552*pi,0.821215764194444*pi) q[7];\nu3(0.358505186907571*pi,0.494405458247523*pi,3.83742140781257*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,4.443940502683009*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.412916309330791*pi,-0.19579738252894402*pi,4.29470966499506*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.4983665641309205*pi) q[14];\nu3(0.684620083031269*pi,0.09871103182000895*pi,1.149343023959763*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[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(0.506971634763657*pi,0.43748674009161204*pi,4.30547879039792*pi) q[7];\nu3(0.720993680149837*pi,3.24642017943367*pi,3.74200542943987*pi) q[8];\ncx q[9],q[14];\ncx q[10],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.451573636678893*pi,0.5642717131987001*pi,0.5750910734876029*pi) q[13];\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(0.716225836313946*pi,3.46346863403168*pi,0.644534751811404*pi) q[2];\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,-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(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(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.444245805440719*pi,2.82295228513226*pi,1.50594528923349*pi) q[2];\nu3(0.655649345910816*pi,2.43625554941423*pi,3.75046183007063*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,-0.5*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(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[2];\nu3(0.42927172842456*pi,0.048833518672943055*pi,4.23640494600716*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(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[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(3.5*pi,-0.5*pi,0.5*pi) q[4];\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(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[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(0.390818286146784*pi,-0.179355138447783*pi,1.422539465554159*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[4];\nu3(0.886227794753982*pi,0.9153236535354901*pi,4.44767296207468*pi) q[5];\nu3(0.482331163437688*pi,0.097441932771556*pi,4.14464597876384*pi) q[6];\nu3(3.5*pi,3.31145440254007*pi,0.5*pi) q[8];\nu3(0.817156375406399*pi,-0.4753064049181187*pi,0.8076160408111079*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(0.676104887597634*pi,3.02320410112561*pi,3.47218035304132*pi) q[12];\nu3(1.0*pi,0.0*pi,1.23937809987628*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[2],q[4];\nu3(0.172366653249249*pi,3.47364850337476*pi,0.936866841450334*pi) q[5];\nu3(0.663953411055948*pi,3.18310679322367*pi,3.73960551652903*pi) q[6];\ncx q[8],q[13];\nu3(0.0744811676083834*pi,-0.004708863902819993*pi,1.217559774684919*pi) q[9];\nu3(0.70050588321591*pi,0.5236812673239299*pi,4.37737916404158*pi) q[10];\nu3(0.800382150441846*pi,2.70836335197072*pi,3.75415460741169*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(3.5*pi,3.41269641643094*pi,0.5*pi) q[2];\ncx q[3],q[12];\nu3(1.0*pi,0.0*pi,1.239861824608067*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,0.0*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.641052714455463*pi,-0.4179496974801959*pi,4.1411374116696695*pi) q[10];\nu3(0.47872406292213*pi,0.420038213165437*pi,1.2794910434104079*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.4059392438323*pi) q[13];\nu3(0.535694469962756*pi,0.6694560655872701*pi,4.30053075925741*pi) q[14];\ncx q[2],q[4];\nu3(3.5*pi,3.3056333441371*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];\ncx q[8],q[13];\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(1.0*pi,0.0*pi,1.218154343456413*pi) q[12];\nu3(0.482692328911946*pi,-0.271168338817686*pi,1.272806923627313*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[12];\nu3(0.0*pi,-0.5*pi,4.44496140385092*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[9];\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[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\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(3.5*pi,3.38264165936317*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,1.165979269793783*pi) q[9];\ncx q[10],q[11];\nu3(0.0*pi,-0.5*pi,4.4240801859009*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,3.43659385879459*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[14];\nu3(1.0*pi,0.0*pi,1.36442422291638*pi) q[6];\ncx q[7],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,3.39679171655931*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.2700313143334219*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\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[4];\nu3(3.5*pi,3.37661308646409*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,0.529350701463871*pi) q[9];\ncx q[10],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,0.0*pi,1.249117812721003*pi) 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(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,4.37319495688075*pi) q[6];\ncx q[7],q[9];\nu3(1.0*pi,0.0*pi,4.0*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.36835052990628*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[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[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(0.113680766486788*pi,0.386444044140663*pi,4.29523213314896*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*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,0.5663657944452698*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(1.0*pi,0.0*pi,4.0*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,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.537447722115147*pi,0.14184291509717994*pi,4.00177480285649*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(1.0*pi,0.0*pi,4.0*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.38556762403026*pi,3.14019647491463*pi,0.979329847034057*pi) q[2];\nu3(0.548619380741261*pi,2.78207393933302*pi,1.2376411424374512*pi) q[3];\nu3(0.499883527484557*pi,0.49318648314346103*pi,3.67787097157556*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(0.180338471549156*pi,0.13472207648678303*pi,3.83975722075292*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[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[12];\nu3(0.604374524967256*pi,0.11669191854549199*pi,0.934758511681008*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[1];\nu3(0.844208103530526*pi,2.68788096561853*pi,3.7634628893955*pi) q[2];\nu3(0.143509283635171*pi,2.82386734273576*pi,0.885350056509997*pi) q[3];\nu3(0.634432535246997*pi,0.6681350178160901*pi,1.2376684067836878*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(0.410548135719187*pi,-0.4272968469795973*pi,1.213031786912856*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(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.294481642140088*pi,3.05787681717923*pi,1.473064307029506*pi) q[12];\nu3(0.916548546045995*pi,0.052761722194549*pi,3.79899716192939*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[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(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.311847194435143*pi,1.18338344955092*pi,4.22812026842028*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(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.556730530388426*pi,3.21346522682089*pi,3.57494143477225*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(0.568876803526249*pi,3.27433720620595*pi,3.17229967266323*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];\ncx q[0],q[8];\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(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.570028097771754*pi,3.28475257897176*pi,4.47494387041327*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(0.568548852675637*pi,1.03848926859469*pi,0.5652861566449916*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(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.41845973770662*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[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.368646987294254*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.485024779911894*pi,-0.345413799051267*pi,0.94987394869596*pi) q[10];\nu3(0.133495319644549*pi,0.36960205376476896*pi,1.065235639856152*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.597274244965593*pi,3.10446819037482*pi,3.19161993279049*pi) q[14];\ncx q[0],q[8];\nu3(0.77850351701049*pi,0.35099348378276196*pi,1.35265697542852*pi) q[1];\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[9];\nu3(0.262243910610155*pi,0.15077189603722796*pi,4.40622343008202*pi) q[10];\nu3(0.228250392768707*pi,3.02281430331508*pi,1.200059822285992*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.740395721317753*pi,0.84075965282878*pi,0.8845117863883041*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.686598285935401*pi,0.32837767051587297*pi,1.433429687432536*pi) q[1];\ncx q[2],q[5];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5057584860996014*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[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[14];\ncx q[0],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,3.48371682001561*pi,0.5*pi) q[2];\ncx q[3],q[10];\nu3(1.0*pi,0.0*pi,1.138100327670289*pi) q[5];\nu3(0.487986056090138*pi,-0.35932387529548504*pi,0.689272573798394*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*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[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[5];\nu3(3.5*pi,3.31486568945749*pi,0.5*pi) q[3];\nu3(0.725190664197342*pi,3.33386707071562*pi,4.32598114521244*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.091160113399809*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(3.5*pi,3.49464491079475*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.281663297286457*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[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[10];\nu3(0.0*pi,-0.5*pi,4.43299538559931*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[11];\ncx q[12],q[13];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[0];\ncx q[1],q[4];\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[6];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.43849680760454*pi) q[10];\nu3(1.5*pi,0.0*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,0.5305694903273332*pi) q[13];\nu3(0.90498755900869*pi,3.4005790824941*pi,3.26752478242153*pi) q[0];\nu3(3.5*pi,3.33930862020972*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[10];\nu3(1.0*pi,0.0*pi,1.233327251389675*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(0.508398401617946*pi,-0.22312813055616298*pi,1.313367505333229*pi) q[8];\ncx q[11],q[14];\ncx q[12],q[13];\nu3(0.613162480248089*pi,3.47098132553647*pi,0.5042851297357889*pi) q[0];\ncx q[1],q[4];\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(0.106950857608267*pi,-0.34969363560697897*pi,0.950071362220724*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(3.5*pi,3.40581387160679*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,0.0*pi,1.397056595497872*pi) q[14];\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(0.0*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,0.5197441894775428*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],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];\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[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[4];\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(3.5*pi,3.4569759037293*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.196694225666832*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(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.273579712103219*pi,3.01313748163716*pi,1.506252550958*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.39857797867582*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(1.0*pi,0.0*pi,4.0*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];\ncx q[6],q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\ncx q[11],q[14];\nu3(0.348002438401139*pi,2.78729819373348*pi,1.326051785166264*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.661986006901467*pi,0.01071691550116205*pi,3.99996550720596*pi) q[1];\nu3(0.524493712365198*pi,3.3018343491734*pi,1.7210996976416*pi) q[2];\nu3(0.47542682061975*pi,-0.14006864557298798*pi,3.99052988487187*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.663181102626599*pi,3.26418408295376*pi,3.20586546829965*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5291445498350424*pi) q[7];\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(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.13025737690813*pi,-0.12873879384751002*pi,3.90935435332671*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.193847509244865*pi,0.42353761988471095*pi,3.67977123636244*pi) q[1];\nu3(0.293793179023424*pi,-0.10512534187942701*pi,1.357896415451945*pi) q[2];\nu3(0.500125862234907*pi,0.198230013705896*pi,0.680598688179998*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.583846081178798*pi,3.41099175689376*pi,3.80228080233002*pi) q[5];\ncx q[6],q[7];\nu3(0.676709114717383*pi,3.05025801128002*pi,3.07317150805891*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(0.650102982366545*pi,0.27093202157264495*pi,1.447436636615967*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[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(0.440494249932174*pi,0.26335667371069504*pi,0.996015084409986*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(0.546308970363344*pi,0.13172257315466496*pi,1.3976189773480021*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[13];\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(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.440035098332201*pi,3.26962288449689*pi,1.81286817985195*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[10];\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(1.0*pi,-0.5*pi,0.5*pi) q[14];\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,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.519722418562947*pi,-0.09801887413366*pi,4.05369315624907*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(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];\ncx q[1],q[13];\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(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.193738469254063*pi,-0.392761537416305*pi,1.61845861867532*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(0.0*pi,-0.5*pi,1.0*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.47735855134537*pi,0.5*pi) q[1];\ncx q[2],q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.122947968414148*pi,3.30402176054278*pi,1.7104285536885*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.442667490600438*pi,2.54310085373283*pi,0.9572303378624469*pi) q[11];\nu3(1.0*pi,0.0*pi,1.3832869058427422*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[1],q[13];\nu3(3.5*pi,3.42015760972056*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(3.5*pi,3.39420896910917*pi,0.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.298261901553891*pi,0.36592708496193904*pi,3.95800133038834*pi) q[7];\nu3(1.0*pi,0.0*pi,1.143500713340247*pi) q[8];\nu3(1.0*pi,0.0*pi,1.29908047554968*pi) q[9];\ncx q[10],q[12];\nu3(0.720530448945014*pi,0.275810090483951*pi,0.911956391194625*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[9];\ncx q[5],q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,3.48014331853562*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,1.250667788048611*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.632210329686691*pi) q[13];\nu3(0.239864755949433*pi,-0.396873602516318*pi,1.335272268419861*pi) q[14];\ncx q[1],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[6],q[7];\nu3(0.0*pi,-0.5*pi,0.5354012887946142*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.666274281404036*pi) q[9];\ncx q[10],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.738131245523193*pi,0.57987669815432*pi,1.031829266489251*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[9];\ncx q[4],q[11];\ncx q[5],q[8];\nu3(3.5*pi,3.27480701147302*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.1918458780367671*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.421264783873459*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[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.46134009423773*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],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];\ncx q[10],q[12];\nu3(1.0*pi,0.0*pi,1.2089827206170312*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,1.0*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[14];\ncx q[4],q[11];\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,0.5438797933682546*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,1.0*pi) q[13];\nu3(0.210486842315371*pi,0.132066851231191*pi,4.0057208786481695*pi) q[1];\nu3(0.43584434597895*pi,-0.4127941191078323*pi,4.09202464714235*pi) q[2];\nu3(3.5*pi,3.39572012599171*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.587297473927604*pi,2.7308210761493*pi,3.81943207206373*pi) q[5];\ncx q[6],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,0.602477695014803*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.567423114058558*pi,0.14450921081245705*pi,3.72332285356608*pi) q[13];\nu3(1.0*pi,0.0*pi,1.211693574611001*pi) q[14];\nu3(0.762626959773399*pi,0.345463261792854*pi,1.496945239099251*pi) q[1];\nu3(0.420578159047881*pi,3.42849173347729*pi,0.782049686080853*pi) q[2];\ncx q[3],q[14];\ncx q[4],q[11];\nu3(0.946045999933614*pi,0.67401352489375*pi,1.2841747756901771*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(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.404978795885486*pi,-0.12915685802118698*pi,0.621245149823444*pi) q[13];\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,0.0*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(1.0*pi,0.0*pi,4.0*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.165870229754441*pi,-0.040512083009745015*pi,1.009547134456636*pi) q[8];\nu3(0.139953442240582*pi,-0.4627264138836696*pi,4.34863782970168*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(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.6269845081312739*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];\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(0.472731627154337*pi,0.21364411786058302*pi,1.208153929890692*pi) q[6];\nu3(1.0*pi,0.0*pi,4.0*pi) q[7];\nu3(0.193765801514307*pi,3.25002537651677*pi,2.05522858468085*pi) q[8];\nu3(0.155480915756908*pi,3.20544927728082*pi,1.61163407238918*pi) q[9];\nu3(0.358243423917441*pi,0.21410934413734095*pi,3.59282318134699*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[3];\nu3(0.770277567776201*pi,0.08836530786437002*pi,1.468553780630236*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.760650362590974*pi,-0.177782478646765*pi,3.42793789064165*pi) q[6];\nu3(0.428296099991774*pi,-0.4867002387985432*pi,1.56249976614551*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(0.659301043286495*pi,0.025575635949439013*pi,3.71492727127131*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(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.712702198903998*pi,2.98592138636332*pi,3.58133609149343*pi) q[3];\nu3(0.6711920650274*pi,3.21984217662308*pi,3.7516108752855*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(0.44310506201535*pi,2.83693318181596*pi,1.5617387715222*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[11];\nu3(0.818287369445039*pi,0.28284128296767697*pi,4.456307886200181*pi) q[12];\nu3(0.664018170043941*pi,2.87354387907386*pi,3.80217877698312*pi) q[14];\ncx q[1],q[8];\nu3(0.81506619357397*pi,3.45516876145631*pi,0.714550444615363*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(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.544738800269701*pi,3.19357951051874*pi,3.89139599308748*pi) q[11];\nu3(0.241935945167103*pi,0.449572174980328*pi,0.731477144244397*pi) q[12];\nu3(0.56869556658686*pi,0.8700904039983599*pi,0.611268542205176*pi) q[14];\ncx q[0],q[10];\nu3(3.5*pi,3.48418482197344*pi,0.5*pi) q[1];\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(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,1.21754419663423*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.189763702184201*pi,-0.03666430826280298*pi,3.8414295192329*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(3.5*pi,3.49496514179049*pi,0.5*pi) q[0];\ncx q[1],q[8];\ncx q[2],q[7];\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[6];\nu3(1.0*pi,0.0*pi,1.139246369209764*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[14];\ncx q[0],q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(3.5*pi,3.43057713954535*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,0.0*pi,1.274198678744106*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5773447416066695*pi) q[8];\ncx q[9],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[8];\ncx q[2],q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[12];\ncx q[6],q[11];\nu3(3.5*pi,3.38338382750897*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.617687407390363*pi) q[10];\nu3(1.0*pi,0.0*pi,1.202701751468112*pi) q[14];\ncx q[0],q[10];\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(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,3.46710785990289*pi,0.5*pi) q[4];\nu3(3.5*pi,3.41864057988856*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.38121852763845*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,1.142072775035437*pi) q[11];\nu3(1.0*pi,0.0*pi,1.254979900470826*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.483230271184224*pi,0.404972712806574*pi,1.049225167812688*pi) q[1];\ncx q[2],q[7];\ncx q[3],q[13];\ncx q[4],q[12];\ncx q[6],q[11];\nu3(0.714388508774601*pi,-0.204640157608114*pi,4.247601379196119*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,4.3382614346833*pi) q[14];\nu3(0.610930864512592*pi,3.40259586105815*pi,3.86792675109037*pi) q[0];\nu3(0.784049285126053*pi,-0.4231175470696096*pi,4.32236174423653*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.4294925995255*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(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.567774491127281*pi,0.187006289841819*pi,4.15457818952212*pi) q[8];\ncx q[9],q[14];\nu3(0.553177982404659*pi,0.16280461864918205*pi,4.22503545040258*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.40531334512079*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.36457848910221*pi) q[12];\nu3(1.0*pi,0.0*pi,1.393769765780108*pi) q[13];\nu3(0.242701906216249*pi,3.26337138074476*pi,1.192659488203146*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[13];\ncx q[4],q[12];\ncx q[6],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[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.490051538122375*pi,3.35814685623979*pi,1.68622344798569*pi) q[10];\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(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(0.0*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(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(0.0*pi,-0.5*pi,4.369860362005641*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(1.0*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[13];\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[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(0.0*pi,-0.5*pi,1.5*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(0.5*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[10];\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[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[14];\nu3(0.880514670251613*pi,-0.09993121911249703*pi,3.92067333624725*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,3.42010717568053*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.925336402776706*pi,3.45581665432289*pi,3.1355349253626*pi) q[7];\nu3(0.500619592303028*pi,-0.252298752406937*pi,4.37384143455793*pi) q[9];\nu3(1.0*pi,0.0*pi,1.1012220158388382*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[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.345986308493986*pi,0.332084539690374*pi,1.133624685892073*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.164373585047356*pi,-0.4021478500225779*pi,0.8502827616188751*pi) q[4];\ncx q[5],q[10];\nu3(0.464057326461599*pi,0.303625100314344*pi,0.5641078241386613*pi) q[6];\nu3(0.621740125341825*pi,3.42088400347364*pi,4.43288286978531*pi) q[7];\nu3(0.33333827929401*pi,-0.40929716676888817*pi,4.0242953352632*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(0.5*pi,-0.5*pi,0.5*pi) q[14];\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(0.497631912275644*pi,3.44497910758411*pi,0.5390789245527944*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.421665967746389*pi,-0.385638778055464*pi,1.459602798039273*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[9];\nu3(0.0*pi,-0.5*pi,4.485381590012*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(0.528815242478534*pi,-0.16022656362604498*pi,3.94704009749849*pi) 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(3.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[10];\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(0.0970386027328961*pi,0.50633896816069*pi,4.12284346952175*pi) q[11];\nu3(0.245298465741393*pi,-0.326494622266645*pi,4.40999874294564*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.513630352442954*pi,2.85323515602235*pi,3.75338741162488*pi) q[14];\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(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(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.74800886684451*pi,0.009589218946987055*pi,1.156712585079722*pi) q[11];\nu3(0.204690634953435*pi,3.3565986294014*pi,1.73159517714249*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(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.760110453812857*pi,-0.309960927846917*pi,4.09260993741471*pi) q[3];\ncx q[4],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\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[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[14];\ncx q[2],q[6];\nu3(0.397688077188006*pi,2.80939997163456*pi,1.195159834288475*pi) q[3];\nu3(3.5*pi,3.48902758868332*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,1.353537393668229*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(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,1.0*pi) q[13];\ncx q[1],q[12];\nu3(3.5*pi,3.43428694736147*pi,0.5*pi) q[2];\nu3(3.5*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(1.0*pi,0.0*pi,1.262769785602073*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[11];\nu3(0.25897252483746*pi,-0.19081031139847898*pi,1.001927023806003*pi) q[13];\nu3(3.5*pi,3.48287680682996*pi,0.5*pi) q[1];\ncx q[2],q[6];\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(0.456763065676274*pi,3.06492711688285*pi,1.128585492399157*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.5751090220730095*pi) q[7];\ncx q[9],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.2374397820799952*pi) q[12];\nu3(0.618702420376764*pi,-0.11570709036134103*pi,3.68103618333068*pi) q[13];\ncx q[1],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[14];\ncx q[4],q[7];\nu3(0.397794335043507*pi,3.3044100107436*pi,0.5775848578062202*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.5288888725624044*pi) q[6];\nu3(3.5*pi,3.39831924704456*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,1.371098582765999*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[1];\ncx q[2],q[6];\nu3(3.5*pi,3.46631134590654*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[7];\ncx q[9],q[11];\nu3(0.31218908854247*pi,-0.4330752834815527*pi,4.49353009889632*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5540001833436401*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.35039704856258*pi) q[14];\ncx q[1],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[14];\nu3(0.536290332729842*pi,3.49416423532251*pi,0.918572645356265*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(0.621715086093737*pi,0.09576578814148595*pi,1.300865877509*pi) q[7];\ncx q[8],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.604120654551041*pi,3.38271817726771*pi,4.246605264426901*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.4792961825991195*pi) q[11];\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(0.186986870183766*pi,2.80530937546771*pi,1.335534996992891*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.360385026129467*pi,0.85667793995747*pi,4.03600940460122*pi) q[7];\nu3(3.5*pi,3.44832072226135*pi,0.5*pi) q[8];\ncx q[9],q[11];\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(1.0*pi,0.0*pi,1.148897345319706*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5186808287599142*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.164491164470558*pi,0.11127581209511195*pi,0.628737620244564*pi) q[2];\ncx q[3],q[14];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[4];\ncx q[5],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.740700706384322*pi,-0.10989350984377899*pi,3.9469417508546*pi) q[1];\nu3(0.307617899928849*pi,3.33980981308581*pi,1.124497069206062*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(3.5*pi,3.21755657193532*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,0.0*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,1.140540087883143*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,0.5648737811379035*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.837701994610133*pi,3.16856682467514*pi,3.65755945344512*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.366576861442142*pi,-0.07645870350596601*pi,4.17055224504797*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[10];\nu3(0.754303940842931*pi,0.429946232244796*pi,1.3899265442094682*pi) q[6];\ncx q[8],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(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.793927507158934*pi,3.09741621501985*pi,3.02317675482548*pi) q[14];\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(0.399368435433355*pi,0.438453942897569*pi,0.804036889247565*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(0.23212771151327*pi,3.0052392485936*pi,0.9471991183493109*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(0.0*pi,-0.5*pi,0.5434712278788867*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.467819686491513*pi,3.16703422388473*pi,1.0951382191817771*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.452665774706188*pi,-0.03998473939333702*pi,1.234356893944758*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],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];\ncx q[5],q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.15227209141303*pi,3.47833680398208*pi,4.2556300425364295*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(0.19905760323883*pi,0.74710183130523*pi,0.667627757478975*pi) q[12];\nu3(0.200074184713113*pi,0.031777265215570005*pi,1.117913173383948*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[1];\nu3(3.5*pi,3.44098965434565*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(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.3294998282057668*pi) q[7];\nu3(0.726424136921507*pi,0.004464598667921038*pi,3.72989883657583*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(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.374036210720858*pi,3.451744301447*pi,0.800770839107132*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[1];\ncx q[2],q[7];\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(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.416123290399831*pi,-0.4972488310942817*pi,1.83567317466216*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(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,3.49189000033891*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,1.386491394877549*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[4],q[14];\nu3(0.670386355354296*pi,0.45265732839164197*pi,0.5377247152293846*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.4860136452125605*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.296412670106949*pi,0.452184096290139*pi,3.66902760190326*pi) q[9];\nu3(1.0*pi,0.0*pi,4.0*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[1];\ncx q[2],q[7];\ncx q[3],q[13];\nu3(3.5*pi,3.44596203588538*pi,0.5*pi) q[4];\nu3(0.971466902938288*pi,3.35190417617358*pi,3.73960631810038*pi) q[5];\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(0.428483776285041*pi,0.06778877100390002*pi,0.9529809205333499*pi) q[10];\nu3(0.652374525777916*pi,2.90240915163503*pi,3.47514256995998*pi) q[11];\nu3(1.0*pi,0.0*pi,1.377490425552987*pi) q[14];\nmeasure q[10] -> c[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.49037079397192*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.49378286224551*pi,0.5*pi) q[3];\ncx q[4],q[14];\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[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.504894182012138*pi,0.4310061866393*pi,3.60979001960812*pi) q[11];\nu3(1.0*pi,0.0*pi,1.081037131346992*pi) q[13];\ncx q[0],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];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\ncx q[6],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.32868123941516*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];\ncx q[4],q[14];\nu3(3.5*pi,3.49249271183147*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,3.44398689515237*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.241198258076274*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.146146871735667*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.4576267201059405*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[2];\ncx q[3],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[6],q[9];\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[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,-0.5*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,0.0*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(0.0*pi,-0.5*pi,4.45116878715318*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5599657747024169*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[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.304291226331796*pi,3.060223739888*pi,0.931337135350501*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[9];\nu3(0.16904140901586*pi,-0.234503393583105*pi,1.158572249591633*pi) q[7];\ncx q[8],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(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.805974736975986*pi,0.14806136377936296*pi,3.88764880115902*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[6];\nu3(0.828866974665894*pi,0.330666753529376*pi,1.067834367566552*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[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[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,-0.5*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[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[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,1.0*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(0.5*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,1.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.594809790901302*pi,-0.4594943972476203*pi,3.86471488361835*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(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.323364125180681*pi,2.66852591714057*pi,1.077560663148099*pi) q[0];\nu3(0.896902574179417*pi,2.79409584168259*pi,3.84735820786802*pi) q[1];\nu3(0.532979830130602*pi,3.17484344225412*pi,4.22765597610001*pi) q[3];\nu3(0.415101484187229*pi,0.463559076074322*pi,0.968823999205157*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.318172876903982*pi,-0.091052958461034*pi,3.99201905163628*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(0.757942717745928*pi,0.98640518114489*pi,0.811435378621111*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.857205290522457*pi,3.27300635125546*pi,4.365311629287779*pi) q[0];\nu3(0.741142508882951*pi,3.44226855178503*pi,4.282311447222*pi) q[1];\nu3(0.534086995634497*pi,3.15610145939415*pi,0.5976213836673605*pi) q[3];\nu3(0.66656882733053*pi,0.12263946838398898*pi,3.66474074095902*pi) q[4];\nu3(0.590795447648129*pi,-0.4914263373596362*pi,4.3179245571651705*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(0.52981208619694*pi,0.8361046106000201*pi,4.19560972701934*pi) q[12];\nu3(0.512001690157827*pi,3.0377960665624*pi,4.34361426585034*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[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];\nu3(0.872688740253778*pi,3.32562584853485*pi,4.30595296104805*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(0.799756564633011*pi,3.05557124090084*pi,3.78565176231667*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.678879268698141*pi,0.26585127291514*pi,0.9832673175626*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];\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];\ncx q[7],q[8];\nu3(0.25190617434287*pi,3.02308557261211*pi,1.115408889485024*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(0.125385771322562*pi,-0.22526015856229298*pi,4.30591871988444*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[1];\ncx q[2],q[4];\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(3.5*pi,3.40642597423146*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.105934080324013*pi) q[8];\nu3(0.218918463751662*pi,0.34084762296395*pi,0.704444592754859*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\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(3.5*pi,3.40978216017615*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,1.1567814062061519*pi) q[4];\ncx q[7],q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[12],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[6];\ncx q[1],q[9];\ncx q[2],q[4];\ncx q[3],q[11];\ncx q[5],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.47757449654544*pi) q[8];\nu3(3.5*pi,3.48907926462519*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.28210564172225*pi) q[13];\nu3(3.5*pi,3.39591323931579*pi,0.5*pi) q[0];\nu3(3.5*pi,3.26271903514996*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(3.5*pi,3.39577994449265*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.48029259789476*pi) q[4];\nu3(3.5*pi,3.39915458581637*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.216540882899921*pi) q[6];\ncx q[7],q[8];\nu3(1.0*pi,0.0*pi,1.189056440785195*pi) q[9];\nu3(1.0*pi,0.0*pi,1.313224628873419*pi) q[11];\ncx q[12],q[13];\nu3(1.0*pi,0.0*pi,1.080105177236228*pi) q[14];\ncx q[0],q[6];\ncx q[1],q[9];\ncx q[2],q[4];\ncx q[3],q[11];\ncx q[5],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,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.491714359175861*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(0.0*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,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.39299106945715*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,0.623987892055734*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.52287897563071*pi) q[11];\ncx q[12],q[13];\nu3(0.0*pi,-0.5*pi,4.45906640582493*pi) q[14];\ncx q[0],q[6];\ncx q[1],q[9];\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[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(0.0*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[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(0.0*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(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[0];\nu3(0.34431850669195*pi,0.53646931494155*pi,0.5661038489500783*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];\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[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];\nmeasure q[1] -> c[1];\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(0.341008794484363*pi,0.8019303807043601*pi,0.677829693658007*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(0.422579526666556*pi,-0.35764424298861597*pi,0.60261114275502*pi) q[7];\nu3(0.731078111762183*pi,0.352382053763056*pi,1.1049207629738609*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(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];\nmeasure q[3] -> c[3];\nmeasure q[7] -> c[7];\nmeasure q[8] -> c[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.163795966246575*pi,0.26024733130195*pi,3.4911991794581*pi) q[2];\nu3(0.593557996495562*pi,3.08260593943189*pi,3.31535801670649*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(0.852832122111762*pi,-0.20692990196822503*pi,3.658502275906*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(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nmeasure q[2] -> c[2];\nmeasure q[4] -> c[4];\nmeasure q[9] -> c[9];\nu3(0.57691172987347*pi,0.38451124369005096*pi,0.902793896152783*pi) q[0];\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(0.701288149582052*pi,1.04723017115238*pi,0.620171202481565*pi) q[11];\nu3(0.727504879068363*pi,-0.197732966277826*pi,3.31631494915437*pi) q[12];\nu3(0.333731099767085*pi,0.12246299698688501*pi,1.140376159230956*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nmeasure q[0] -> c[0];\nmeasure q[11] -> c[11];\nmeasure q[12] -> c[12];\nmeasure q[13] -> c[13];\nu3(0.508803863313406*pi,3.20600501191338*pi,1.82895787265362*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.393582737355069*pi,3.0999722817579*pi,1.87815034407143*pi) q[14];\nmeasure q[5] -> c[5];\nmeasure q[14] -> c[14];\nu3(0.52426081490372*pi,0.34192008145031505*pi,1.199173052944348*pi) q[6];\nmeasure q[6] -> c[6];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(0.211174552240996*pi,-0.13178110010044303*pi,4.25849073642231*pi) q[0];\nu3(0.747970121704329*pi,0.007099249940589969*pi,0.943728304430729*pi) q[1];\nu3(0.585354765246835*pi,2.8658420996986*pi,3.2940226188517*pi) q[2];\nu3(0.703281250967428*pi,-0.138760589989677*pi,4.35687602383681*pi) q[3];\nu3(0.822116706576945*pi,-0.264624375726051*pi,1.05469334842095*pi) q[4];\nu3(0.209982748172288*pi,3.44802530754226*pi,0.803447716251*pi) q[5];\nu3(0.847794749195913*pi,0.07587138264094795*pi,4.33941116138087*pi) q[6];\nu3(0.878370593155779*pi,3.09041751037785*pi,3.11413215851441*pi) q[7];\nu3(0.308066792185115*pi,0.23735779032051296*pi,3.50357351026302*pi) q[8];\nu3(0.488490025455276*pi,3.10466171753706*pi,1.50627341699943*pi) q[9];\nu3(0.457363784602002*pi,2.829701478983*pi,3.59136186742764*pi) q[10];\nu3(0.539547138185814*pi,0.56914114467207*pi,1.0142029424333399*pi) q[11];\nu3(0.171365616238075*pi,-0.4412793781333229*pi,4.12477062376413*pi) q[12];\nu3(0.52807021990484*pi,0.94589809525692*pi,0.674870113673305*pi) q[13];\nu3(0.613990830140845*pi,3.20071197228328*pi,2.98886129599165*pi) q[14];\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(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(0.5*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(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(0.0*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(0.5*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(0.5*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];\ncx q[0],q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[5],q[6];\ncx q[7],q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\ncx q[10],q[13];\nu3(3.5*pi,3.4833725890554*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.247042487751497*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,3.36960572838757*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.3089369493648602*pi) q[6];\nu3(3.5*pi,3.40891862384946*pi,0.5*pi) q[7];\ncx q[8],q[11];\nu3(1.0*pi,0.0*pi,1.24658629084708*pi) q[9];\nu3(3.5*pi,3.33784254272728*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.309970353422063*pi) q[13];\ncx q[0],q[2];\ncx q[1],q[4];\ncx q[3],q[14];\ncx q[5],q[6];\ncx q[7],q[9];\nu3(3.5*pi,3.29656883665523*pi,0.5*pi) q[8];\ncx q[10],q[13];\nu3(1.0*pi,0.0*pi,1.10516301545832*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.36954898347148*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,4.410217296227859*pi) q[2];\nu3(3.5*pi,3.49113197421939*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.277638487338904*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.421688150483741*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\ncx q[8],q[11];\nu3(0.0*pi,-0.5*pi,0.5036962441634559*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.44289123641785*pi) q[13];\nu3(1.0*pi,0.0*pi,1.26484950224432*pi) q[14];\ncx q[0],q[2];\ncx q[1],q[4];\ncx q[3],q[14];\ncx q[5],q[6];\ncx q[7],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\ncx q[10],q[13];\nu3(0.0*pi,-0.5*pi,0.5061040472277476*pi) q[11];\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,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.47051645872025*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[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(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.462657916619429*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[4];\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(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.404110352472243*pi,2.80768296752313*pi,0.93539441223771*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.608108921949406*pi,-0.007417408465827002*pi,3.62091389420114*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(0.0*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(0.261075252300238*pi,2.83756093577258*pi,0.7666721462218891*pi) q[7];\nu3(0.70124870325653*pi,3.3533223196746*pi,0.822856794335876*pi) q[8];\nu3(0.639298134174103*pi,-0.06689709646386999*pi,3.72820000144394*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[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(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(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.63471487789212*pi,-0.256262741597372*pi,1.024311561478406*pi) q[8];\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(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(0.5*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(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,4.0*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.24796103638448*pi,3.43379167352173*pi,1.87545870736625*pi) q[10];\nu3(0.657071299681138*pi,3.20534757083608*pi,3.21352547060132*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(0.469467263034819*pi,-0.4986449648155334*pi,1.3424355837798592*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.57869001422771*pi,2.7102425542214*pi,4.03651277443749*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(0.370847836306768*pi,0.015123137131010989*pi,4.05310051575235*pi) q[5];\nu3(0.656179670884096*pi,-0.13099992450076497*pi,3.7293418925539*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.879007945174222*pi,-0.270575787856211*pi,3.40084290002222*pi) q[10];\nu3(0.464385271890637*pi,-0.048278942428676974*pi,3.70407283219958*pi) q[11];\nu3(0.711510485239734*pi,0.49565250031130104*pi,1.007402734443874*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.824654453699048*pi,1.04842114260293*pi,0.5676994643501437*pi) q[0];\nu3(0.501596591966404*pi,0.133780932025774*pi,0.848289249598722*pi) q[1];\nu3(0.154197643285291*pi,3.19543416881698*pi,4.37899204479156*pi) q[2];\nu3(0.256690419668483*pi,3.07405447558964*pi,0.7963231761286971*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.548064683403096*pi,-0.40548919918765647*pi,4.330294914093*pi) q[5];\nu3(0.149500065919846*pi,2.73811683643841*pi,0.931899475559397*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[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.344803766193287*pi,-0.292275078728662*pi,4.4081053644305*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(0.442201322580529*pi,0.047659602834574044*pi,4.27565700555592*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.25050419854277*pi,3.07542708693387*pi,1.79957335850566*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(0.0*pi,-0.5*pi,1.5*pi) q[6];\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(0.0*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[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(0.225280831330087*pi,0.65858390617391*pi,0.5540119455824006*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(1.5*pi,0.0*pi,1.5*pi) q[8];\ncx q[10],q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.336231602960775*pi,0.04687861187115605*pi,1.342115432394752*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(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.376670813782796*pi,2.94532849305737*pi,1.314048635957463*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,3.45888502282658*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.231568127664159*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.323756805310685*pi,-0.379599812632665*pi,1.369375573959024*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[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[6],q[11];\ncx q[8],q[13];\ncx q[10],q[12];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[14];\ncx q[0],q[9];\nu3(3.5*pi,3.42253180744612*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.342315109565463*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(3.5*pi,3.27732307568193*pi,0.5*pi) q[6];\nu3(3.5*pi,3.43905945988251*pi,0.5*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.192192875223689*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5413707903845666*pi) q[12];\nu3(1.0*pi,0.0*pi,1.39063670539099*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.44605107940404*pi,0.5*pi) q[0];\ncx q[2],q[3];\ncx q[4],q[7];\ncx q[6],q[11];\ncx q[8],q[13];\nu3(1.0*pi,0.0*pi,1.211884815259241*pi) q[9];\ncx q[10],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.49688320632122*pi) q[3];\nu3(3.5*pi,3.39191126140823*pi,0.5*pi) q[4];\ncx q[5],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.2477392862457188*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[10];\nu3(0.0*pi,-0.5*pi,0.652357237735876*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.36656090671453*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[2],q[3];\ncx q[4],q[7];\nu3(3.5*pi,3.471843996898*pi,0.5*pi) q[5];\ncx q[6],q[11];\ncx q[8],q[13];\nu3(0.0*pi,-0.5*pi,0.5827616982175754*pi) q[9];\nu3(0.496318155345153*pi,0.32663044696044896*pi,3.91344913722567*pi) q[10];\nu3(0.906492967155137*pi,3.38003175047298*pi,3.49444420191362*pi) q[12];\nu3(1.0*pi,0.0*pi,1.38084428336173*pi) q[14];\ncx q[0],q[9];\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[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.4722316829563304*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.242325418966404*pi,-0.240908220011055*pi,0.515123114436*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.340080258169825*pi,0.67610608764195*pi,4.08803375673281*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(0.0*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(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.655248420075563*pi,3.1298666361372*pi,3.02862067525968*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(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(0.0*pi,-0.5*pi,4.47368533866123*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[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(0.289064553241738*pi,2.99106172913493*pi,1.95449317450907*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(1.5*pi,0.0*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(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.595484164925506*pi,0.11477808640709597*pi,4.43354775261366*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(0.5*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(0.609963119960339*pi,2.78299421292255*pi,3.32343522483618*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(0.503398197962248*pi,0.315214714962085*pi,4.47972360749565*pi) q[0];\ncx q[1],q[6];\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(0.0*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(0.0903622242911932*pi,0.5993318303644799*pi,0.8766479848659781*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(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.28795509466446*pi,0.5*pi) q[1];\nu3(0.62832602437955*pi,0.5601599307232501*pi,0.7497207253696689*pi) q[2];\nu3(0.457350154312259*pi,3.05299921154944*pi,1.0834524784915431*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,1.167324107769789*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(0.824814776184786*pi,-0.29592172480408296*pi,0.750235952400055*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[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[6];\nu3(0.746589828478918*pi,3.28601629833352*pi,0.6124346370741169*pi) q[2];\nu3(0.584439159045506*pi,0.41844502070259304*pi,4.46379832344096*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(0.438979287378214*pi,0.5231604399816501*pi,0.5441664148762043*pi) q[8];\nu3(0.552765450639735*pi,0.014950480571728986*pi,1.370351288823578*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(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[12];\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,-0.5*pi,0.5*pi) q[3];\nu3(0.647320727017673*pi,3.1244683228914*pi,4.0424862963101305*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.538527429877103*pi) q[6];\nu3(0.643137689332855*pi,-0.4662292708876475*pi,3.23366915209311*pi) q[7];\nu3(0.59755363741662*pi,3.45001102482404*pi,2.96465640114752*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],q[11];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.44776641555519*pi,0.5*pi) q[0];\ncx q[1],q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.281851800701054*pi,0.34097542813037396*pi,3.50467283243971*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.763263070392512*pi,3.29422700852419*pi,4.02446311846345*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,3.39221428761945*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.232284781911219*pi) q[11];\nu3(1.0*pi,0.0*pi,1.138831241640029*pi) q[12];\nu3(0.194257854663322*pi,-0.4079977892661478*pi,1.69175433980555*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\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(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[10],q[11];\nu3(0.822239830065128*pi,0.11919940279669305*pi,4.20543046812267*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.524265644020154*pi,3.01111757429478*pi,3.84805059107506*pi) q[1];\ncx q[2],q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.0436854653243058*pi,0.05007765557806998*pi,0.825961739810274*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(0.0*pi,-0.5*pi,0.5031901609039792*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5764038584315941*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.445829663711829*pi,0.134021634040292*pi,0.7761112283798219*pi) q[14];\ncx q[0],q[12];\nu3(0.417101696619814*pi,0.341985116975398*pi,3.98914056256857*pi) q[1];\nu3(3.5*pi,3.48439975907719*pi,0.5*pi) q[2];\ncx q[4],q[9];\nu3(0.233405951441795*pi,0.06707766545299798*pi,4.06043301794541*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.229223168090456*pi) q[8];\ncx q[10],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.430589442636956*pi,3.45283615322559*pi,1.4135235998411*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];\ncx q[2],q[8];\nu3(3.5*pi,3.48402745695865*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.268454127831445*pi,0.05814738264020902*pi,0.894683914384357*pi) q[6];\ncx q[7],q[13];\nu3(1.0*pi,0.0*pi,1.142846284490401*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[14];\nu3(0.46033720965651*pi,-0.4809958925845016*pi,1.61425132839045*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[4],q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.412439530380599*pi,0.471158971538292*pi,3.93060036447867*pi) q[6];\nu3(3.5*pi,3.42494821261408*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.3827316593431*pi) q[8];\nu3(0.147551999908532*pi,0.06319626517936705*pi,4.07458348609263*pi) q[10];\nu3(0.399235997177825*pi,0.24309363189451805*pi,0.980752837442909*pi) q[11];\nu3(0.452597752275069*pi,3.02325813885808*pi,1.3294668604299749*pi) q[12];\nu3(1.0*pi,0.0*pi,1.1471913837107741*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.487309227203241*pi,-0.276596565251015*pi,1.322595709019407*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[5],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[13];\nu3(0.0*pi,-0.5*pi,4.39552499476724*pi) q[9];\nu3(0.391913624755989*pi,3.37852624439713*pi,0.7047986985154691*pi) q[10];\nu3(0.670256391622249*pi,0.33998168343519697*pi,3.91466915467945*pi) q[11];\nu3(0.825943526842187*pi,-0.231999153682596*pi,4.4168433722408*pi) q[12];\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[4],q[9];\nu3(3.5*pi,3.483517700255*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(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(0.0*pi,-0.5*pi,0.5706407567910003*pi) q[13];\nu3(1.0*pi,0.0*pi,1.241396828421458*pi) q[14];\nu3(1.5*pi,0.0*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];\ncx q[5],q[14];\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(0.5*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(3.5*pi,3.38102267503178*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,1.299712599324605*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[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[13];\nu3(0.0*pi,-0.5*pi,4.4406080845902*pi) q[14];\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];\ncx q[5],q[14];\nu3(0.552527276776401*pi,3.02251001091915*pi,3.52321927625755*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(0.565485477860791*pi,2.60053600652548*pi,3.41778899226668*pi) q[13];\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,4.35890643813475*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(0.690192652226519*pi,-0.098358890164995*pi,3.92012476695099*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(0.0726977377709032*pi,1.1105226942894*pi,4.12215493929264*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[1],q[3];\nu3(0.561171881570783*pi,0.50982522716735*pi,4.38404034128445*pi) q[2];\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(0.928181730263944*pi,-0.4595418133314268*pi,3.29881811392842*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(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.637946793506772*pi,0.459791791570762*pi,4.1865902650938995*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.820999617092303*pi,-0.49806295286673113*pi,3.1461802339536*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(0.148245327172612*pi,3.19473223659617*pi,1.57716341881786*pi) q[8];\nu3(0.540414425437683*pi,3.48976840689457*pi,0.720186788756524*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[14];\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(0.149008681220127*pi,3.22330585627381*pi,2.17881995169257*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(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.839550547968945*pi,0.60156391153949*pi,0.650225105602757*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];\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(0.5*pi,-0.5*pi,0.5*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(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[12];\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(0.285278057115471*pi,2.68203423660868*pi,1.57603899244611*pi) q[5];\ncx q[7],q[13];\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(0.349072358094998*pi,0.177854787440333*pi,0.8161758517013911*pi) q[14];\ncx q[0],q[9];\nu3(1.0*pi,0.0*pi,4.0*pi) q[1];\nu3(3.5*pi,3.49909731682664*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(0.124608672993606*pi,0.92508107645164*pi,3.99924883335105*pi) q[5];\nu3(3.5*pi,3.37825896788253*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,1.224639059812463*pi) q[12];\nu3(1.0*pi,0.0*pi,1.3373904071373581*pi) q[13];\nu3(0.660624550349993*pi,-0.280171746862096*pi,3.76271453460534*pi) q[14];\nu3(3.5*pi,3.43296341730344*pi,0.5*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];\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[7],q[13];\ncx q[8],q[10];\nu3(1.0*pi,0.0*pi,1.223044144180504*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[9];\nu3(0.242667747736821*pi,-0.316224677405594*pi,1.010242252793311*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[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(3.5*pi,3.44708582326956*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.207365297822622*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5264245244063173*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.41257539665052*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.278620025684049*pi,3.34690226529378*pi,1.88562665291435*pi) q[1];\ncx q[2],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.48400275330781*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.220746147897319*pi) q[6];\ncx q[7],q[13];\ncx q[8],q[10];\nu3(0.0*pi,-0.5*pi,4.39683590931239*pi) q[9];\ncx q[11],q[14];\ncx q[0],q[9];\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(0.613956127335728*pi,3.35874632263574*pi,3.28627771827302*pi) q[3];\ncx q[4],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,4.439135677536569*pi) q[10];\nu3(3.5*pi,3.48791578236763*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,1.180047463935535*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(0.713327372491249*pi,-0.4466612904213818*pi,0.603081606712356*pi) q[2];\nu3(0.0734896214341637*pi,3.07586133466187*pi,0.6397237294054681*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.5556100235123012*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[9];\ncx q[11],q[14];\nu3(0.416577744556876*pi,0.12455949176263703*pi,4.417620369954189*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(0.536127420351482*pi,0.5678672287847499*pi,0.684568252309304*pi) q[2];\nu3(3.5*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[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[11];\nu3(0.731624149338371*pi,0.0006894588326520346*pi,1.495479173171081*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.4478123105589304*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[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[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[14];\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[0];\ncx q[1],q[12];\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(0.0*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[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[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,3.32570088804267*pi,0.5*pi) q[1];\ncx q[2],q[5];\nu3(0.589384259911111*pi,0.6547450593950499*pi,0.850729914412871*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(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(1.0*pi,0.0*pi,1.247134659881034*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(0.823595923878092*pi,-0.32355023640721403*pi,4.10278523968447*pi) q[0];\ncx q[1],q[12];\nu3(3.5*pi,3.43744193794666*pi,0.5*pi) q[2];\nu3(0.694552170935889*pi,3.11813245339428*pi,3.69114313914776*pi) q[4];\nu3(1.0*pi,0.0*pi,1.167305785488743*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.665235526767141*pi,-0.4652306301968079*pi,3.45478105532242*pi) q[7];\nu3(0.756691513359438*pi,0.0008933066367099451*pi,0.8167991608974969*pi) q[8];\nu3(0.541004272875442*pi,-0.006688893717525013*pi,0.9630238443652099*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,4.0*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.750935252519515*pi,-0.387481220877948*pi,4.05051520091904*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.109230905438926*pi,3.14576591016735*pi,1.061079886363252*pi) q[6];\nu3(0.928683874067886*pi,0.6487391553676101*pi,1.026098203994526*pi) q[7];\nu3(0.548000620050199*pi,-0.4221154326916876*pi,0.714310321897865*pi) q[8];\nu3(0.117428468640767*pi,0.9122308430329*pi,4.4888602878002*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,0.5203627961820123*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[0];\ncx q[1],q[12];\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,0.5076444256906346*pi) q[5];\nu3(0.271601684320048*pi,3.47723808283223*pi,1.468144448045368*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(0.34452817542782*pi,0.474945061106697*pi,4.0525453017747495*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.870160133878836*pi,3.06966943942396*pi,3.10002234026227*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(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],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(0.219376842300371*pi,3.16714619868886*pi,1.55849643322465*pi) q[10];\nu3(0.313775328034013*pi,3.41401254095125*pi,1.51382782671314*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.647558556556789*pi,3.4091533689098*pi,0.5895234455196113*pi) q[13];\nu3(0.267978504110991*pi,0.68712057692742*pi,4.46695137754771*pi) q[14];\ncx q[0],q[7];\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(0.5*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[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.228426434644907*pi,-0.006611189595750022*pi,4.22370061749924*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(0.675001928523561*pi,-0.4518980632614539*pi,3.51485692689896*pi) q[14];\nu3(3.5*pi,3.2766081905126*pi,0.5*pi) q[0];\nu3(0.777054716909917*pi,2.87004092605972*pi,3.60933857908534*pi) q[1];\nu3(0.369575037295878*pi,0.59185527105947*pi,0.662831575289277*pi) q[2];\ncx q[3],q[6];\nu3(0.694625418856607*pi,-0.4276577434479036*pi,3.445139254842*pi) q[5];\nu3(1.0*pi,0.0*pi,1.1300083878782399*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(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(3.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[7];\nu3(0.356656549387907*pi,-0.297357028863735*pi,1.458102031087283*pi) q[1];\nu3(0.523907682445872*pi,0.47658924521929*pi,1.0483522653529609*pi) q[2];\nu3(3.5*pi,3.39976376123385*pi,0.5*pi) q[3];\nu3(0.184534026266805*pi,-0.125828101958033*pi,0.607920993670561*pi) q[5];\nu3(1.0*pi,0.0*pi,1.2335115405738901*pi) q[6];\ncx q[8],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.193277623531546*pi,-0.4079002246437522*pi,1.228034660908931*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];\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[6];\ncx q[4],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.41629410620539*pi) q[7];\nu3(3.5*pi,3.48132247189344*pi,0.5*pi) q[8];\ncx q[10],q[11];\nu3(0.273138423860131*pi,0.259338434959963*pi,0.634400066674214*pi) q[12];\nu3(1.0*pi,0.0*pi,1.331059878061958*pi) q[13];\ncx q[0],q[7];\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(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(3.5*pi,3.39731852927795*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,0.5523742907569872*pi) q[6];\ncx q[8],q[13];\nu3(3.5*pi,3.42091633674144*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.227988565329361*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.231208156760705*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[3],q[6];\ncx q[4],q[14];\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[10],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5849311088604696*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[3];\nu3(0.5*pi,0.0*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];\ncx q[8],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.646941993186907*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.601765187707516*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.149025047213995*pi,-0.17239502827756498*pi,1.122495659858794*pi) q[3];\ncx q[4],q[14];\nu3(0.450732505558315*pi,-0.23686857102883702*pi,4.0059208643545805*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[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[0];\nu3(0.59969630728058*pi,-0.241948320900517*pi,0.789390790509761*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.47232438512593*pi,0.58736844166342*pi,0.738969314178942*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[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(0.943190590606761*pi,0.0046297384128930474*pi,0.8140633744098891*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.773253351461059*pi,3.36607068568405*pi,3.4177479804668*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,4.0*pi) q[7];\nu3(0.792374590075654*pi,-0.27222408070369597*pi,4.49420077175014*pi) q[8];\nu3(0.181257449260013*pi,2.89280028641621*pi,0.985598291698577*pi) q[10];\nu3(0.830064527087955*pi,-0.36241289426592*pi,4.1156276528724*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.554549737273539*pi,0.14852318539062603*pi,1.486425787511672*pi) q[14];\nu3(0.298049161166512*pi,0.48259755043458596*pi,3.61219366648218*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.410910577791065*pi,-0.36642498193247497*pi,0.985547181232301*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.60811445374403*pi,3.44987693091054*pi,3.70691073028682*pi) q[7];\nu3(0.67868756352573*pi,0.024642926155548972*pi,0.8435182490048729*pi) q[8];\nu3(0.646229991477584*pi,0.143163109743216*pi,4.3848137875815105*pi) q[10];\nu3(0.548544541481302*pi,0.5723496083605599*pi,0.5386117861395116*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.922035238584457*pi,2.83757628346964*pi,3.24334944329199*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[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[6],q[9];\nu3(0.173158834188454*pi,3.38781796341334*pi,4.12239643813611*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(0.349048957552365*pi,-0.399823275308267*pi,1.134216066802417*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(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[5],q[14];\nu3(3.5*pi,3.35794020472744*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,1.312731393957334*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(0.550880339501615*pi,2.94008662271865*pi,3.0660498338259*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[3],q[11];\nu3(3.5*pi,3.30386906980065*pi,0.5*pi) q[5];\ncx q[6],q[9];\nu3(1.0*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[13];\nu3(1.0*pi,0.0*pi,1.286745740062943*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[2],q[13];\nu3(3.5*pi,3.39601632146896*pi,0.5*pi) q[3];\ncx q[5],q[14];\nu3(0.5*pi,0.0*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,4.27880890995031*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.328113212121079*pi) q[11];\ncx q[0],q[1];\nu3(3.5*pi,3.27678705176604*pi,0.5*pi) q[2];\ncx q[3],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[6],q[9];\ncx q[7],q[8];\ncx q[10],q[12];\nu3(1.0*pi,0.0*pi,1.229212013351322*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5816916762556992*pi) q[14];\nu3(3.5*pi,3.45678519724634*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,1.30517996508067*pi) q[1];\ncx q[2],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[5],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,3.30254272954195*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.1492825324118079*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(3.5*pi,3.4704475295848*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.4496263291012*pi) q[11];\nu3(1.0*pi,0.0*pi,1.188536675599891*pi) q[12];\ncx q[0],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[5];\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[12];\nu3(0.0*pi,-0.5*pi,0.552016182828805*pi) q[13];\nu3(1.0*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,0.6585030285401969*pi) q[1];\ncx q[2],q[13];\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(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.453885218860361*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,4.4483140756736095*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\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(0.304028058507207*pi,3.44059174035101*pi,4.2430329639798*pi) q[5];\nu3(1.0*pi,0.0*pi,4.0*pi) q[6];\ncx q[7],q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],q[12];\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,4.0*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,0.0*pi,4.0*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.795132988660181*pi,2.99757449353078*pi,4.00623562177616*pi) q[5];\nu3(0.358880797068043*pi,2.37310687542537*pi,1.150125230524465*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(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(0.315356709587696*pi,3.17568994440037*pi,1.121924546712495*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(0.657268614631271*pi,3.11140111302994*pi,4.36305778735356*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(0.732849394243018*pi,0.6387228358286401*pi,1.065909053317893*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(0.832501005939988*pi,0.423395635130409*pi,4.1271382980490205*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,0.0*pi,4.0*pi) q[13];\nu3(0.755627257218636*pi,3.43633463080919*pi,0.8067922743873011*pi) q[14];\nu3(0.281057451588874*pi,1.00675064959579*pi,4.47685318059786*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.511899790035716*pi,0.9555472653151*pi,4.48257212685983*pi) q[2];\nu3(0.807487995157527*pi,0.08380417614045499*pi,0.828418836681336*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];\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(0.74969704548815*pi,2.98491902882977*pi,3.52688759444803*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(0.552651959283309*pi,0.400338411106373*pi,0.978405062648547*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.712787396793193*pi,3.31552892362697*pi,0.693476419018503*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(0.339276757569322*pi,3.31911253996444*pi,2.0047676186848102*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.530813023799152*pi,2.57574426992983*pi,1.087759951303057*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[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(0.632565143287278*pi,0.07445715993192703*pi,1.128234560620938*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.287641883969099*pi,-0.40018861170052367*pi,4.00368568801632*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[6];\nu3(0.797924217982827*pi,3.39690975294334*pi,4.056012178144551*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(0.615240012556972*pi,0.364444196969438*pi,3.99307126829611*pi) q[10];\nu3(0.292009585818102*pi,-0.14401730644358002*pi,0.5133219879573079*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[0];\nu3(0.759317669398614*pi,3.38534428164579*pi,3.62565809545259*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(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.459901625848856*pi,0.009163774638398015*pi,3.93600037083868*pi) q[8];\ncx q[9],q[14];\nu3(0.118204083533475*pi,2.94568820031844*pi,1.4222564291083621*pi) q[10];\nu3(0.365336187611608*pi,0.21240226770095605*pi,3.51273846111538*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[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[7];\nu3(0.518813235105739*pi,0.19414503426830498*pi,1.069130611782498*pi) q[8];\nu3(3.5*pi,3.22840834273166*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(0.639893589397874*pi,-0.046564936851945016*pi,3.86434968643748*pi) q[12];\nu3(1.0*pi,0.0*pi,1.147697891322947*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[3];\nu3(1.0*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[14];\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(0.502264335587464*pi,0.7508901267557899*pi,4.41371795823848*pi) q[12];\ncx q[0],q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.46510181674462*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.251510258943825*pi) q[3];\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,0.0*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(0.0*pi,-0.5*pi,0.5667155486030979*pi) q[14];\nu3(3.5*pi,3.41113419484226*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[3];\nu3(1.0*pi,0.0*pi,1.3090383340369431*pi) q[5];\ncx q[8],q[10];\ncx q[9],q[14];\ncx q[11],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\ncx q[0],q[5];\ncx q[1],q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.43055170283221*pi) q[3];\ncx q[7],q[12];\nu3(3.5*pi,3.4857897714229*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,1.209891517203135*pi) q[10];\nu3(3.5*pi,3.33115789327941*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.1840345625414659*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.40850897886365*pi,0.5*pi) q[1];\ncx q[2],q[3];\nu3(1.0*pi,0.0*pi,1.319985613451009*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.41839959246316*pi) q[5];\nu3(3.5*pi,3.40539671339593*pi,0.5*pi) q[7];\ncx q[8],q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[9];\ncx q[11],q[13];\nu3(1.0*pi,0.0*pi,1.182570409659498*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[5];\ncx q[1],q[4];\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[7],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.666829118599812*pi,0.5208722678724*pi,4.06813645297146*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.46520661656945*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.4484427477757*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[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,0.5614601573821623*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];\ncx q[8],q[10];\nu3(0.719930095176129*pi,0.8026724047787299*pi,4.414681704502*pi) q[9];\ncx q[11],q[13];\nu3(0.0*pi,-0.5*pi,4.48631768697998*pi) q[12];\nu3(0.76905125921783*pi,-0.057802603414420006*pi,0.9098592963850041*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[4];\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[12];\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(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.385189528084663*pi,0.13556112561088896*pi,4.24297139496923*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,-0.5*pi,0.5*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(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[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(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.527146244031435*pi,0.9306945475702599*pi,4.4460077893393795*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[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,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[14];\nu3(0.453858479243738*pi,0.0038569983772780425*pi,1.018310611175464*pi) q[0];\nu3(0.565870838988514*pi,0.11104482454292797*pi,1.51157005682667*pi) q[1];\nu3(0.291722919417644*pi,2.66987349592699*pi,0.893933572824575*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[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,1.5*pi) q[10];\nu3(0.455712098087974*pi,3.45313688101676*pi,0.5782596457369201*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(0.201346856335139*pi,0.31256127696707603*pi,0.743263760993213*pi) q[0];\nu3(0.725683323462611*pi,2.94548517981455*pi,3.33375594678251*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.195929696219164*pi,2.84984724550311*pi,0.716198784363848*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(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.592718272185386*pi,2.4037435734404*pi,3.7163938992861*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[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(0.508999838820374*pi,-0.4433935367414367*pi,4.19062677007828*pi) q[3];\nu3(0.31821601845624*pi,2.87838123848632*pi,1.65863995301861*pi) q[4];\nu3(0.603259198656843*pi,0.32796145481793904*pi,1.2736677874741371*pi) q[5];\nu3(0.34918075581241*pi,0.14392441985780002*pi,1.056415066994222*pi) q[7];\nu3(0.452775497966276*pi,3.43032226449734*pi,0.7505006322451331*pi) q[8];\nu3(0.793297949409198*pi,-0.09604960824598602*pi,3.40461395432282*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(0.758868817537853*pi,2.85957444986912*pi,4.10935602673986*pi) q[13];\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[3];\nu3(0.366433365524438*pi,2.78918211681184*pi,0.804867552262592*pi) q[4];\nu3(0.258072797799378*pi,2.87468706164623*pi,1.38757486923673*pi) q[5];\nu3(0.141611072390992*pi,-0.38663811474632903*pi,0.928434060314155*pi) q[7];\nu3(0.665483272262573*pi,2.88298561517956*pi,3.84572630130162*pi) q[8];\nu3(0.164304642743659*pi,0.277764524674481*pi,3.92059148514716*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(0.424636663357481*pi,-0.34807405717136897*pi,4.48766553508589*pi) q[13];\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(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[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(0.530890296678214*pi,3.01744083017325*pi,3.40880629645295*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[2],q[10];\ncx q[3],q[11];\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(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.33153368428087*pi,2.75371262170556*pi,1.15664308548605*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[7];\nu3(3.5*pi,3.31318436895689*pi,0.5*pi) q[2];\nu3(3.5*pi,3.4082442323798*pi,0.5*pi) q[3];\ncx q[4],q[14];\ncx q[6],q[8];\ncx q[9],q[13];\nu3(1.0*pi,0.0*pi,1.1411827441916849*pi) q[10];\nu3(1.0*pi,0.0*pi,1.260840228539183*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,3.49270285058047*pi,0.5*pi) q[0];\ncx q[2],q[10];\ncx q[3],q[11];\nu3(3.5*pi,3.46100036453942*pi,0.5*pi) q[4];\nu3(3.5*pi,3.40531304877808*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.22127837072042*pi) q[7];\nu3(1.0*pi,0.0*pi,1.1590752311551729*pi) q[8];\nu3(3.5*pi,3.47127321745355*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.1938922616932182*pi) q[13];\nu3(1.0*pi,0.0*pi,1.329107645091361*pi) q[14];\ncx q[0],q[7];\ncx q[1],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];\ncx q[4],q[14];\ncx q[6],q[8];\ncx q[9],q[13];\nu3(0.0*pi,-0.5*pi,4.42666895373861*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5797585695599784*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.39948416958215*pi,0.5*pi) q[1];\ncx q[2],q[10];\ncx q[3],q[11];\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(0.0*pi,-0.5*pi,4.31054237629956*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5455748794558484*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.210460326367524*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.632583655845631*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.34298336682669*pi) q[14];\ncx q[0],q[7];\ncx q[1],q[12];\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];\ncx q[6],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(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(0.100289690050311*pi,0.04973654998494903*pi,0.899266417958677*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[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(0.657900624906232*pi,0.31135860427529605*pi,1.59122468441498*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.3682777596658*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[0];\ncx q[1],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.689019511379227*pi,0.31545307410272905*pi,1.167862816662303*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(0.0*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(0.543866525994527*pi,2.71676219877417*pi,3.72232713700852*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[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(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.747184812714235*pi,1.05332676626579*pi,0.933510550354702*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(0.0672816435392707*pi,3.21257239464936*pi,2.0933607025916903*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(0.0*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(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.300293139831412*pi,0.7453776422665099*pi,4.09999958736687*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(0.548252760941767*pi,3.29473807246724*pi,1.8168811868737*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(0.847924526358726*pi,-0.381449264583568*pi,4.30050404786293*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(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.489195777624326*pi,2.71162610977114*pi,3.71657755355874*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.555435352533163*pi,3.0190732573582*pi,3.13647430660638*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(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.195141000584047*pi,0.014735694413638978*pi,3.67233891499557*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.427975433969589*pi,0.463991318776798*pi,4.3526930918315205*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.729178408748239*pi,3.37124764838243*pi,3.49700154083858*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.221261488991545*pi,0.15682542928572196*pi,4.23759739156554*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(0.446152399809198*pi,2.94223479424207*pi,1.74406988466098*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(0.306523066784383*pi,0.369462163625088*pi,3.58455564563741*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.559979533076753*pi,1.01531286545656*pi,0.735589572257478*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.575380217594758*pi,0.42170742192022803*pi,1.329023073314957*pi) q[13];\nu3(0.474777562847837*pi,2.95211143147748*pi,0.8049067740000739*pi) q[14];\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(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.201768644142343*pi,2.93834346926548*pi,0.774881818220807*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.317921361266583*pi,0.42413337334010603*pi,3.54694479953448*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(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.736428400681161*pi,3.39472739916831*pi,3.53882785318481*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.424611474669071*pi,0.5575722464358199*pi,3.98692673572323*pi) q[1];\ncx q[2],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.306791706113492*pi,0.07221139775012198*pi,0.5176752926086272*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(0.368921197079952*pi,0.26598724905472204*pi,0.797592477077254*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[0];\nu3(0.520402654587608*pi,0.012483521400211028*pi,4.20228647325597*pi) q[1];\nu3(3.5*pi,3.48070484074598*pi,0.5*pi) q[2];\ncx q[6],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.3324722127591029*pi) q[11];\nu3(0.627038911059366*pi,2.60575310084328*pi,3.76105563986809*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[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[11];\nu3(3.5*pi,3.41088374534268*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[9],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.237343435212727*pi) q[13];\ncx q[0],q[5];\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[7];\ncx q[6],q[13];\ncx q[8],q[12];\nu3(3.5*pi,3.45134125931078*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.49885240160568*pi) q[11];\nu3(1.0*pi,0.0*pi,1.291628161505693*pi) q[14];\nu3(3.5*pi,3.4095428497825*pi,0.5*pi) q[0];\ncx q[1],q[4];\ncx q[2],q[11];\nu3(3.5*pi,3.48028128606721*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.288226870896568*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.292267084131609*pi) q[7];\nu3(3.5*pi,3.30864313092023*pi,0.5*pi) q[8];\ncx q[9],q[14];\nu3(1.0*pi,0.0*pi,1.241479881665188*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.3767512169411695*pi) q[13];\ncx q[0],q[5];\nu3(3.5*pi,3.35329012162461*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[7];\nu3(1.0*pi,0.0*pi,1.243617965122283*pi) q[4];\ncx q[6],q[13];\ncx q[8],q[12];\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,0.5616096466220665*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.43984831220775*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.609478254871131*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*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,4.48769619063052*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\ncx q[0],q[5];\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[7];\nu3(0.0*pi,-0.5*pi,4.4291746821112*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\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(0.0*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[0];\ncx q[1],q[4];\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(0.0*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(0.453859713440191*pi,0.24051631351163405*pi,3.39797251534829*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(0.475578607297192*pi,-0.4854889489422258*pi,4.07090545052043*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,-0.5*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[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(0.855368573131526*pi,-0.30774906786894496*pi,4.42815902435483*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(0.726810690538685*pi,0.67727124411685*pi,0.5419525430159645*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(0.562420720048813*pi,-0.294023886878766*pi,3.55560283274703*pi) q[2];\nu3(0.917800158781097*pi,-0.162411941342258*pi,4.157475591412259*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(0.420055039602178*pi,3.04793174046001*pi,1.8936751971156*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(0.259057881874574*pi,3.43834890989166*pi,1.55718896540618*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[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.386137038102481*pi,2.54844965178068*pi,1.53671542511108*pi) q[2];\nu3(0.733247310859227*pi,0.109300473001394*pi,3.6743917044442*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(0.208704822115878*pi,3.28759592409992*pi,1.56821646624251*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(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.383894174200035*pi,3.4379859969801*pi,2.02821922813527*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(0.441071143939295*pi,3.21759967401241*pi,4.3319056421947195*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(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.688365179894135*pi,0.07366555125966201*pi,0.813382687966565*pi) q[7];\nu3(0.789381179951399*pi,2.953124412429*pi,3.72735492246448*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[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[12];\nu3(0.297644267377813*pi,3.02070367418074*pi,1.297569517616391*pi) q[13];\nu3(0.746611141321699*pi,0.8062921849723701*pi,0.75872888039721*pi) q[0];\nu3(0.509501971759276*pi,0.66526789128449*pi,0.945980341350411*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(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.118548839146116*pi,2.68730231646087*pi,1.36906393925068*pi) q[7];\nu3(0.824726364718783*pi,0.331426340956155*pi,1.53913261297891*pi) q[8];\ncx q[9],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.565302139406143*pi,-0.30165228161853996*pi,4.40052364170963*pi) q[12];\nu3(0.776744141059874*pi,0.53182987917973*pi,0.80784843938402*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.296018225983709*pi,0.5735787200909901*pi,0.5797833459878496*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(0.295231088505521*pi,3.13888700751804*pi,1.92527687308185*pi) q[4];\nu3(0.440892477626659*pi,-0.317751557005635*pi,3.71985797094507*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,3.26007959898429*pi,0.5*pi) q[9];\nu3(0.318671482765064*pi,2.58037929389392*pi,1.464989053852388*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.1380997561925739*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];\ncx q[2],q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.731518822761927*pi,0.39583504368037903*pi,4.04950613507113*pi) q[4];\nu3(0.486385737681168*pi,3.11799897072618*pi,0.8795825575066041*pi) q[5];\ncx q[6],q[8];\ncx q[9],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\ncx q[0],q[11];\nu3(3.5*pi,3.26805520984698*pi,0.5*pi) q[2];\ncx q[3],q[10];\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,3.32659490351496*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.165920071736047*pi) q[7];\nu3(1.0*pi,0.0*pi,1.24127811672111*pi) q[8];\nu3(0.5*pi,0.0*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,4.460061290828969*pi) q[14];\nu3(3.5*pi,3.45232216375924*pi,0.5*pi) q[0];\ncx q[2],q[7];\nu3(3.5*pi,3.4599772297579*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];\ncx q[6],q[8];\ncx q[9],q[14];\nu3(1.0*pi,0.0*pi,1.1229080747487359*pi) q[10];\nu3(1.0*pi,0.0*pi,1.230051185633972*pi) q[11];\ncx q[12],q[13];\ncx q[0],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[10];\nu3(1.0*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,0.5294930857765494*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.52170608176512*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(3.5*pi,3.32709465616922*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.291111853955504*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];\ncx q[2],q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\ncx q[6],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.4846219336196*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.4189292262975695*pi) q[11];\ncx q[12],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[10];\ncx q[4],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];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.39091343823174*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(0.27696195417276*pi,-0.364147092685721*pi,0.9979951630999739*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,3.38003229514548*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.1712343337207969*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(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.592988949473734*pi,-0.09036548060119998*pi,4.13871442541564*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[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.63272561234605*pi,2.63617455275936*pi,3.75062238819167*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[5];\nu3(0.409185010348144*pi,-0.340784445049843*pi,4.43598293640558*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(0.032630147964206*pi,3.25684803760682*pi,1.93143940321529*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[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];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.5330498604591059*pi) q[5];\nu3(0.393089084584025*pi,2.65565917160173*pi,1.463211867485673*pi) q[6];\nu3(0.165294882425193*pi,2.43753029806591*pi,1.238836576661908*pi) q[7];\nu3(0.268147116187152*pi,0.8256639362787099*pi,0.5793854288087352*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(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.662654892865467*pi,3.39616348825222*pi,3.19653564838898*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(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.526169016966749*pi,0.35771696981536505*pi,1.51101410571048*pi) q[7];\nu3(0.251699965258996*pi,0.7485751399157601*pi,4.02507311533767*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(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.808824942338843*pi,-0.17804129830631*pi,3.32415957874321*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.666993736749511*pi,-0.4376955417164493*pi,4.0814445833046005*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(1.5*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];\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[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(0.595651273467508*pi,-0.209575259213371*pi,1.1730196080015851*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.438138616672728*pi,-0.245480150153707*pi,0.939635512664786*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(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.517837086410283*pi,0.227937086756411*pi,3.85106233753237*pi) q[11];\nu3(0.541719812732655*pi,-0.278176200631606*pi,0.688121294492975*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(0.715726600953366*pi,0.58269940828813*pi,4.11658284432529*pi) q[0];\ncx q[2],q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.739670815221639*pi,2.60049848156356*pi,3.90518494246198*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(0.166875354271097*pi,3.37298444896071*pi,1.171480644623458*pi) q[10];\nu3(0.311962364214645*pi,-0.26031706744594696*pi,1.127643247994943*pi) q[11];\nu3(0.772535804664603*pi,2.76148391097881*pi,3.55338974149551*pi) q[12];\nu3(0.143613307034488*pi,0.1304903573474*pi,1.141237042815785*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.4860259450455*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.169099818430937*pi,0.258358839693285*pi,4.4387494845811695*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(1.0*pi,0.0*pi,1.277256790045376*pi) q[9];\nu3(0.235498542672791*pi,2.61582053896647*pi,1.461898585673068*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(0.445128735800898*pi,0.87191551441765*pi,4.41945184609066*pi) q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[2],q[9];\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(0.612636473493922*pi,0.29041727795608197*pi,1.07259482639121*pi) q[5];\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(3.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],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(0.890422619739504*pi,3.10992053922325*pi,2.94593946717933*pi) q[5];\ncx q[7],q[11];\nu3(0.0*pi,-0.5*pi,0.5210286217675004*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,3.31756204070808*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,1.186582263893392*pi) q[1];\ncx q[2],q[9];\ncx q[4],q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[10];\nu3(3.5*pi,3.47923618826154*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.145192866921494*pi) q[11];\ncx q[12],q[13];\ncx q[0],q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.47053342399206*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,3.44053211288789*pi,0.5*pi) q[6];\ncx q[7],q[11];\nu3(1.0*pi,0.0*pi,1.2528185970243269*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.259138310668672*pi) q[10];\nu3(3.5*pi,3.45053691161657*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.135881001951602*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,0.5405150923913706*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[4],q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[10];\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,4.4311233685143705*pi) q[11];\ncx q[12],q[13];\ncx q[0],q[1];\nu3(0.931058075031306*pi,0.70351288924587*pi,0.5840412278801539*pi) q[2];\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,0.0*pi,0.5*pi) q[6];\ncx q[7],q[11];\nu3(0.0*pi,-0.5*pi,4.28178122543796*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.44085540647276*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5868207681249342*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];\nu3(0.582074396238263*pi,3.1890138303138*pi,4.2560915522709895*pi) q[2];\ncx q[4],q[8];\ncx q[5],q[14];\ncx q[6],q[10];\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];\ncx q[12],q[13];\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(3.5*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,3.42612493939078*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(0.0313515372303696*pi,0.72800688357671*pi,4.17036997371247*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(1.0*pi,0.0*pi,1.118354434296423*pi) q[14];\nu3(0.324464984449335*pi,2.47982169424324*pi,1.1079129731220099*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[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(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.308065327300012*pi,0.00902909144861297*pi,4.121360040361671*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(0.322160242464848*pi,3.10970490903574*pi,1.83605803306033*pi) q[12];\nu3(0.828943930846925*pi,0.7138497604152201*pi,0.9467947829068271*pi) q[13];\nu3(0.758353847807952*pi,-0.409739641796803*pi,3.85071216902616*pi) q[0];\nu3(0.435638652576331*pi,-0.35508162121695797*pi,1.73491391716382*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,0.0*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(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(0.640407666747308*pi,-0.294305025405843*pi,3.84046694538551*pi) q[12];\nu3(0.439606108053196*pi,2.70254652649309*pi,1.26245355839885*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.47083019338114*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.427386086150468*pi,3.45885504140883*pi,1.51362565874869*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];\ncx q[5],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.542649826810564*pi,0.448782932484613*pi,4.04306582422799*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(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.5*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,-0.5*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(0.361779931532073*pi,2.62375057436354*pi,1.370210346196901*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(0.5*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(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.432004621593678*pi,-0.314481574882821*pi,1.191828651032587*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.335413189683659*pi,3.3475230430994*pi,1.66384795820205*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.925203148930871*pi,0.040081780918651*pi,3.95651204027102*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.546995988247972*pi,-0.380655201699438*pi,3.59441926405595*pi) q[10];\nu3(0.41961579351504*pi,-0.4788669203006617*pi,1.2679908605022772*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.390968919582148*pi,3.21503309782455*pi,1.173902385987784*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.68522993855432*pi,0.080932794708369*pi,3.92155159547763*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.192079533304472*pi,3.15457652272612*pi,1.97774946821549*pi) q[8];\ncx q[9],q[13];\nu3(0.302705963966062*pi,0.06405371434707496*pi,4.02138304171139*pi) q[10];\nu3(0.621960585970277*pi,-0.372085198965888*pi,3.50841902780728*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[7];\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(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,3.41458867695048*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,0.0*pi,1.222746228704311*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.47076059941544*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.341086960053832*pi,0.14530482405127698*pi,0.955159794722928*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.289781683408524*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(0.5*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[7];\ncx q[2],q[11];\nu3(0.655916219683275*pi,-0.397843643771412*pi,3.60215032147896*pi) q[5];\ncx q[6],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,4.3939136902725195*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.43729050351881*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,3.36838068958793*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.70304174901456*pi) q[7];\nu3(1.0*pi,0.0*pi,1.1424043398385622*pi) q[8];\ncx q[9],q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.187999846592609*pi) q[11];\nu3(0.796760856390176*pi,2.85589462672931*pi,4.28633077150352*pi) q[14];\ncx q[0],q[7];\ncx q[2],q[11];\ncx q[4],q[5];\ncx q[6],q[8];\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[13];\nu3(0.502026829672341*pi,-0.383036090885977*pi,4.221694522563951*pi) q[14];\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(3.5*pi,3.30747457020997*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.1101687642443179*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,4.47170983715958*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(3.5*pi,3.48710175985276*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.36885833713538*pi) q[11];\nu3(1.0*pi,0.0*pi,1.267221891838469*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(0.683298349871203*pi,-0.086694900294983*pi,4.3431689310505*pi) q[0];\ncx q[2],q[11];\ncx q[4],q[5];\ncx q[6],q[8];\nu3(0.662092502392307*pi,2.82971915225385*pi,3.67756797590992*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[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.517528983662558*pi,3.16563582228046*pi,1.69378995663676*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.44661931373974*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.685674516258071*pi,0.11816354950814101*pi,3.71613131709758*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,4.34664154933178*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[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.49919885909844*pi,0.5*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[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.586685129397437*pi,0.89849247047132*pi,0.711482632677877*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,1.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.194926603858854*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[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];\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(0.932796659556361*pi,0.7088980556196101*pi,0.9749329838562291*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];\ncx q[0],q[7];\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(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(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(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.712505038494272*pi,0.37226988275621997*pi,0.621283415049939*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5754694973934495*pi) q[14];\nu3(3.5*pi,3.42833814520417*pi,0.5*pi) q[0];\nu3(0.539186350179816*pi,0.24357230886886005*pi,4.14140863706315*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];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.271876410223424*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(0.719791552176535*pi,2.61174820407395*pi,3.84675084907187*pi) q[13];\ncx q[0],q[7];\nu3(0.292591697847412*pi,0.60289210098823*pi,3.81343792837307*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(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.331535837925388*pi,-0.07827084104008702*pi,4.12923854036711*pi) q[6];\nu3(0.075632652368814*pi,-0.15614860980817902*pi,3.83677398488687*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(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[14];\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(0.14914716079332*pi,3.20430701402494*pi,4.35777130476578*pi) q[4];\nu3(1.0*pi,0.0*pi,4.0*pi) q[5];\nu3(0.648729844598277*pi,2.73105521541906*pi,4.01238021213698*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.44522558895669*pi) q[7];\nu3(0.553152958274106*pi,-0.340919039725995*pi,0.661784955355358*pi) q[8];\nu3(0.619775149519514*pi,0.462490037804865*pi,0.5786822643016004*pi) q[10];\nu3(0.192935074539725*pi,1.03826020538136*pi,4.14343271826933*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];\ncx q[0],q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.804285643699244*pi,-0.101928470401148*pi,1.0505081174988429*pi) q[3];\nu3(0.245110991529643*pi,0.9575074338127201*pi,4.0061627450129*pi) q[4];\nu3(0.230049151936549*pi,0.14156723439389196*pi,0.635443565100457*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(0.453435395900401*pi,-0.390246559950735*pi,4.303041964508401*pi) q[10];\nu3(0.639356936993572*pi,2.79492031064214*pi,4.05563140828697*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[0];\nu3(0.70674924051626*pi,3.42720878934585*pi,3.17806246914914*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.450833901537487*pi,3.24242291942029*pi,1.55031624714813*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(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.284830992939794*pi,-0.4953083277259226*pi,0.913188532716287*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[0];\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(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[13];\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(0.510573855875681*pi,3.35190163963357*pi,4.34658401554748*pi) q[12];\nu3(0.384830582756359*pi,0.87579434365797*pi,4.38831825798609*pi) q[14];\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(1.5*pi,0.0*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,3.39633762859486*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,1.241907855527907*pi) q[13];\nu3(0.877432227528344*pi,-0.10202229879651997*pi,4.254867957167329*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,3.49225844127623*pi,0.5*pi) q[1];\ncx q[3],q[9];\nu3(1.0*pi,0.0*pi,1.2406597049655899*pi) q[4];\nu3(3.5*pi,3.44474517810372*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[13];\nu3(1.0*pi,0.0*pi,1.167012668558769*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[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[4];\nu3(3.5*pi,3.43683264696619*pi,0.5*pi) q[3];\ncx q[6],q[10];\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,1.276426763311185*pi) q[9];\ncx q[11],q[12];\nu3(0.0*pi,-0.5*pi,0.5819138396838605*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.697090913644712*pi,0.375393180523904*pi,1.50523738338082*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,0.610817940882782*pi) q[4];\ncx q[5],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.490524856592664*pi,-0.298082709333096*pi,3.97901737324527*pi) q[7];\ncx q[8],q[13];\nu3(0.0*pi,-0.5*pi,4.4152315507317095*pi) q[10];\nu3(3.5*pi,3.42559126832005*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.239438382817688*pi) q[12];\nu3(0.820603853279533*pi,-0.336351624238303*pi,0.826017446099971*pi) q[0];\ncx q[1],q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(3.5*pi,3.49163181075176*pi,0.5*pi) q[5];\ncx q[6],q[10];\nu3(0.636635396867711*pi,2.37374573858378*pi,3.77493891386105*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5501359696433534*pi) q[9];\ncx q[11],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.2819570787598*pi) q[14];\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[3],q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[14];\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(0.789516449789417*pi,0.329240094707817*pi,4.32308373520737*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,4.42000054245682*pi) q[12];\nu3(0.581506978823492*pi,3.14896651573674*pi,4.24643848736466*pi) q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.47265315247609*pi,3.33839744620439*pi,0.778958073057566*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0613793536947827*pi,-0.4476312183828508*pi,0.5452508862093222*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(0.521564697626977*pi,3.38942798474399*pi,3.03844577580352*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[11],q[12];\nu3(0.346473525278068*pi,-0.34782404099381004*pi,0.646383951702024*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.4704599025455*pi) q[14];\nu3(0.904961111787349*pi,0.70178351018004*pi,0.696315841012731*pi) q[1];\nu3(0.209411259309283*pi,0.9583837103682*pi,4.28369718207162*pi) q[3];\nu3(0.802963022171418*pi,-0.31195644976299497*pi,3.75057807796513*pi) q[4];\ncx q[5],q[14];\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(0.46524457922725*pi,3.23594796513968*pi,1.045744031011068*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[1];\nu3(0.850996793029648*pi,2.78540693096212*pi,4.01420331434168*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(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.205886592560465*pi,0.73937576607577*pi,3.92893804227404*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(0.0*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[8];\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(0.5*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(0.0*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(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.39719615691019*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(0.399134225229279*pi,0.80716534042702*pi,3.92889886929237*pi) q[6];\nu3(1.0*pi,0.0*pi,1.259074692404747*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.591384704324771*pi,3.12556127280736*pi,3.87735271837806*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(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.52975673691746*pi,3.17459948415114*pi,1.61077157503249*pi) q[6];\nu3(0.349904664562494*pi,0.6126626847090899*pi,4.4462563219811795*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[14];\ncx q[1],q[4];\nu3(0.5*pi,0.0*pi,0.5*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(0.0*pi,-0.5*pi,4.39092929986745*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.344341169673891*pi,0.13622167238189697*pi,4.497931319413031*pi) q[11];\nu3(0.611326563836592*pi,-0.276078706667902*pi,3.64395211247327*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.45172777238753*pi,0.5*pi) q[1];\ncx q[2],q[8];\nu3(1.0*pi,0.0*pi,1.279725158222444*pi) q[4];\nu3(0.561606355435307*pi,-0.220902677080624*pi,4.34121705865854*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[10];\nu3(0.65352009853271*pi,3.35314639266619*pi,4.40383516663202*pi) q[11];\nu3(0.185314995974609*pi,0.5552481239296501*pi,4.45704965794898*pi) q[12];\nu3(0.932502109409544*pi,-0.060341095028109026*pi,3.96673244678178*pi) q[14];\ncx q[1],q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.579841436765388*pi,0.7364406426088299*pi,4.188329841973*pi) q[5];\ncx q[6],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(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.366251955634514*pi,-0.162522656790206*pi,0.625991926575252*pi) 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(0.0*pi,-0.5*pi,4.44466713756702*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,3.46011938159909*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.247137083986535*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(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[14];\ncx q[0],q[12];\ncx q[1],q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\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[10],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.49099899797776*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[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,4.4343608060593*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,3.38574220897949*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.2785569833235089*pi) q[12];\nu3(1.0*pi,0.0*pi,1.288838117151197*pi) q[13];\ncx q[0],q[12];\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,3.4982779677977*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];\ncx q[6],q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[10],q[13];\nu3(1.0*pi,0.0*pi,1.265585967548543*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(0.740772359877797*pi,-0.4535309082697653*pi,4.3544610556354*pi) q[2];\ncx q[3],q[14];\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(0.627727192632168*pi,3.48089036845021*pi,3.72648251687848*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.622054309755972*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.3879153017661405*pi) q[13];\ncx q[0],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.269485700868971*pi,0.41527545322137505*pi,3.68900812161042*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,3.40492127586927*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(0.306997261710113*pi,-0.4408912002203156*pi,4.27637417082895*pi) q[8];\nu3(1.0*pi,0.0*pi,1.13603911049435*pi) q[9];\ncx q[10],q[13];\nu3(0.0*pi,-0.5*pi,4.41168492456688*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.366783300444355*pi,2.91887926238436*pi,0.720678329455456*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[14];\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,4.0*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[13];\nu3(0.828876595106511*pi,3.24783497182411*pi,4.30791792372578*pi) q[0];\nu3(0.40829787979743*pi,-0.280312988138958*pi,1.68981171866606*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(0.5*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(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5731056687317082*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.132391136285107*pi,0.59885199390295*pi,4.0054578702639*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(0.251030032502754*pi,0.348772623986082*pi,0.563987657401164*pi) q[0];\nu3(0.0*pi,-0.5*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(0.189656887154303*pi,0.56809026502831*pi,4.19234514116764*pi) q[4];\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(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.259261067505552*pi,-0.202175852696995*pi,0.9609329258407711*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(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.07103846340139*pi,3.46552733532155*pi,0.7931672161688099*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.772303923158335*pi,-0.4658743184106815*pi,4.23125722862836*pi) q[6];\nu3(0.400270756833329*pi,0.6269233969496399*pi,4.16421910512703*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(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];\nmeasure q[6] -> c[6];\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[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(0.309216225598706*pi,3.1878911465254*pi,0.8123673623571259*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[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[0];\ncx q[1],q[8];\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(0.57812883614601*pi,2.75998362785434*pi,3.47185130215555*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[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\ncx q[11],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[0];\nu3(3.5*pi,3.48959808930633*pi,0.5*pi) q[1];\nu3(0.48405100732027*pi,0.23500571719373697*pi,0.5273810682877021*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.180638735120205*pi,3.44912630040408*pi,0.8550553765116651*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.388423404069081*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0866691269599438*pi,3.15282237383407*pi,1.95077611027263*pi) q[10];\nu3(3.5*pi,3.49952842955861*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.190344149329889*pi) q[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[13];\nu3(0.516788977095324*pi,0.318077347299787*pi,1.182706811698276*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[8];\nu3(0.223714846732803*pi,-0.314570474043664*pi,0.689417786395909*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[7];\nu3(0.400453222839537*pi,0.285879555127461*pi,3.90040419766879*pi) q[9];\nu3(0.813055822121022*pi,0.11935484210642*pi,0.8716686311958499*pi) q[10];\ncx q[11],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.395338528349363*pi,-0.002128963571259024*pi,0.734407648134324*pi) 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[3];\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(0.0*pi,-0.5*pi,0.618961660909492*pi) q[8];\nu3(0.49959719927882*pi,-0.11346008864859702*pi,1.2951016363864079*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,0.613918417000523*pi) q[12];\nu3(0.493887083318601*pi,0.17352223289012503*pi,3.70612316657053*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[1],q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[5];\nu3(1.5*pi,0.0*pi,1.5*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];\ncx q[11],q[12];\nu3(0.561273693543058*pi,3.41913662214312*pi,4.34342480707198*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,3.44149192678135*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.189423671116045*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(0.5*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,4.0*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.44089886395505*pi,0.5*pi) q[2];\ncx q[3],q[14];\ncx q[4],q[5];\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,1.246284444954268*pi) q[10];\nu3(0.690580004531337*pi,2.82802766886805*pi,4.0110193894379*pi) q[11];\nu3(0.247740847272269*pi,-0.345854640869443*pi,1.51377317168097*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nmeasure q[11] -> c[11];\nmeasure q[12] -> c[12];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[1];\ncx q[2],q[10];\nu3(3.5*pi,3.35777192905282*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,4.372819780677149*pi) q[5];\ncx q[7],q[9];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.344719915925545*pi) q[14];\ncx q[0],q[13];\nu3(0.550831178719851*pi,3.23793134820753*pi,3.26263232701498*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[14];\ncx q[4],q[5];\nu3(3.5*pi,3.42245451154814*pi,0.5*pi) q[7];\nu3(0.524934302226523*pi,0.26054432315201004*pi,1.416823133981656*pi) q[8];\nu3(1.0*pi,0.0*pi,1.383665831143585*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.3821557839745395*pi) q[10];\nmeasure q[1] -> c[1];\nmeasure q[8] -> c[8];\nu3(3.5*pi,3.47597485945926*pi,0.5*pi) q[0];\ncx q[2],q[10];\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];\ncx q[7],q[9];\nu3(1.0*pi,0.0*pi,1.399986704928366*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.615409933505213*pi) q[14];\ncx q[0],q[13];\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];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5804283337569887*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[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];\ncx q[7],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.4497679298458905*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.520807191025453*pi,0.11848060966184903*pi,0.5663546430861162*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[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(0.0*pi,-0.5*pi,1.5*pi) q[14];\nmeasure q[3] -> c[3];\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(0.29713105822548*pi,3.24329115128936*pi,0.806760104105006*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(0.0*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[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nmeasure q[4] -> c[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.529335314611422*pi,-0.14494094645683497*pi,4.02569642803096*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[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[13];\nu3(0.590344638035251*pi,-0.14247639760996*pi,3.91420478646489*pi) q[14];\nmeasure q[2] -> c[2];\nmeasure q[14] -> c[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.445404243096359*pi,0.12962072293013605*pi,0.798541114536149*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.0*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[13];\nmeasure q[5] -> c[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.323818399960985*pi,3.49309372989788*pi,4.19802134272292*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.139704517992141*pi,-0.289424958605763*pi,0.771686052325678*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nmeasure q[7] -> c[7];\nmeasure q[10] -> c[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.0*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[0];\nu3(0.669082210596246*pi,3.23871414608831*pi,3.46024323122737*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nmeasure q[9] -> c[9];\nu3(0.424829571489112*pi,-0.4565853013171522*pi,4.11321149586984*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nmeasure q[0] -> c[0];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[13];\nu3(0.365810982054842*pi,3.31613705467486*pi,0.988296276818502*pi) q[13];\nmeasure q[13] -> c[13];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(0.213223547465079*pi,-0.40239277844302*pi,1.03013815305852*pi) q[0];\nu3(0.914141635028732*pi,2.64576836428814*pi,3.79159671886779*pi) q[1];\nu3(0.146812013109881*pi,3.44283167576254*pi,0.601049339994019*pi) q[2];\nu3(0.33189549796261*pi,3.4198713229083*pi,1.80344444203637*pi) q[3];\nu3(0.828742223640038*pi,2.77115445080881*pi,3.25180444314367*pi) q[4];\nu3(0.623439328948745*pi,-0.13445079400775*pi,4.1358123831727*pi) q[5];\nu3(0.934650130713398*pi,0.6031814457861999*pi,0.869636104222878*pi) q[6];\nu3(0.266106114655755*pi,-0.187239411424224*pi,1.56910333980453*pi) q[7];\nu3(0.238557457526444*pi,1.01892956854349*pi,4.47832774893258*pi) q[8];\nu3(0.352090677901951*pi,0.484990287472606*pi,4.4121700087648*pi) q[9];\nu3(0.50016547122867*pi,0.25783767618617803*pi,3.96914804720602*pi) q[10];\nu3(0.50418670018515*pi,0.05402745695227196*pi,3.96645569901345*pi) q[11];\nu3(0.722805758295337*pi,0.269830593957881*pi,4.24656441423108*pi) q[12];\nu3(0.312529630073218*pi,-0.325558590898274*pi,4.09210597363586*pi) q[13];\nu3(0.564406421570657*pi,0.34433106304381*pi,1.62672022259042*pi) q[14];\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(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,4.0*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(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[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(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[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(1.0*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[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(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[4];\ncx q[3],q[13];\ncx q[6],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[14];\ncx q[0],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.39164083488206*pi,0.5*pi) q[2];\nu3(3.5*pi,3.4233205456737*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.333329692181535*pi) q[4];\nu3(3.5*pi,3.39654903645958*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.2519587351871069*pi) q[7];\ncx q[9],q[12];\nu3(3.5*pi,3.38935353599749*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.234475522851612*pi) q[13];\nu3(1.0*pi,0.0*pi,1.270037771033401*pi) q[14];\nu3(3.5*pi,3.26733667657055*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[4];\ncx q[3],q[13];\ncx q[6],q[7];\nu3(3.5*pi,3.34817017346663*pi,0.5*pi) q[9];\ncx q[10],q[14];\nu3(1.0*pi,0.0*pi,1.1175644879022069*pi) q[11];\nu3(1.0*pi,0.0*pi,1.2833275067633019*pi) q[12];\ncx q[0],q[11];\ncx q[1],q[8];\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,0.5243236958782989*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.44360651324061*pi) q[7];\ncx q[9],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.40220541238373*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.663670424779023*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.447994442493*pi,0.5*pi) q[1];\ncx q[2],q[4];\ncx q[3],q[13];\ncx q[6],q[7];\nu3(1.0*pi,0.0*pi,1.372977708349961*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\ncx q[10],q[14];\nu3(0.0*pi,-0.5*pi,0.5318157036019766*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5765322369359902*pi) q[12];\ncx q[0],q[11];\ncx q[1],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(0.5*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[9],q[12];\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(0.5*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(0.826351483950392*pi,0.10639743942617097*pi,0.5333889578966835*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.42400405646725*pi,3.30524066949698*pi,3.2585243346219*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,4.41660974014817*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.590606253062703*pi,3.23418185482884*pi,4.36452612796549*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[13];\nu3(0.589022752946725*pi,0.296707481581039*pi,1.21014838342786*pi) q[14];\nu3(0.71535858697985*pi,-0.016785890449097007*pi,1.318568548084283*pi) q[0];\ncx q[1],q[8];\nu3(0.422627976679694*pi,0.52581027938408*pi,4.19874445664279*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.301015759447286*pi,3.42089434978367*pi,1.89345480775631*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(0.257088267841866*pi,2.69980068826878*pi,1.4199795275324751*pi) q[9];\nu3(0.373365516679464*pi,0.09536900048110797*pi,1.246738800587393*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(0.696130773967059*pi,3.28674971573231*pi,4.36246220098937*pi) q[14];\nu3(0.855008110446726*pi,-0.009006135373618995*pi,3.59847988712379*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(0.0*pi,-0.5*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[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(0.452825076671993*pi,-0.4514492023284282*pi,1.4356719758004028*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,-0.5*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(3.5*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(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*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(0.630168984633427*pi,0.24497493095004397*pi,0.7842325491976421*pi) q[11];\nu3(0.323064359762702*pi,3.35253189048723*pi,0.997288285967812*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(1.5*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(0.339943446178403*pi,3.11039730309542*pi,1.32436294959001*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[14];\nu3(0.0177316571428679*pi,0.9950567036867599*pi,4.26214865522367*pi) q[6];\nu3(0.729519532493286*pi,3.16276683675517*pi,3.46707060582361*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(0.358099912762506*pi,0.89078433755743*pi,0.5872568464417921*pi) q[11];\nu3(0.579463028301157*pi,3.33305059169153*pi,4.4642130351751*pi) q[12];\nu3(0.505783638073808*pi,0.8447109125030401*pi,4.441482321752201*pi) q[13];\ncx q[0],q[10];\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(0.605767168856931*pi,-0.22154801697910698*pi,0.892084747957463*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,3.43802398318296*pi,0.5*pi) q[5];\nu3(0.119035949974102*pi,0.22072924396433002*pi,0.726526621654725*pi) q[6];\nu3(0.537085025310713*pi,2.72261737837079*pi,3.80522110679973*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,4.0*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.962354856369483*pi,-0.384835452533243*pi,3.13616481472533*pi) q[13];\nu3(1.0*pi,0.0*pi,1.2779092394845208*pi) q[14];\nu3(3.5*pi,3.47385838895012*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[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];\ncx q[5],q[14];\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(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.123906428507535*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];\ncx q[0],q[10];\nu3(0.0*pi,-0.5*pi,1.0*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];\nu3(0.5*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[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(0.0*pi,-0.5*pi,4.4757194004621095*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.474609456567575*pi,-0.383866905888988*pi,1.056869904270491*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[11];\ncx q[5],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[8];\nu3(3.5*pi,3.41528144948931*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.47542303923285*pi) q[10];\nu3(1.0*pi,0.0*pi,1.104326667894843*pi) q[12];\ncx q[0],q[10];\nu3(0.419363232523367*pi,-0.38487354654371597*pi,1.74796753176195*pi) q[1];\ncx q[2],q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,3.37939500355474*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,1.0*pi) q[8];\ncx q[9],q[12];\nu3(1.0*pi,0.0*pi,1.36280512543746*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,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.44042947669612*pi,0.5*pi) q[2];\ncx q[4],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.371315069750626*pi) q[6];\nu3(0.94498170506859*pi,-0.19025798224275797*pi,3.38006609900617*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,4.49225125049256*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];\ncx q[2],q[6];\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(0.446842516829105*pi,2.94833528613915*pi,0.84224241041512*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,0.5010369459783282*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(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[4],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.604255712073466*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(0.0*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[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[6];\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[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(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*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];\ncx q[3],q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.800787170200039*pi,2.71000049714278*pi,4.00205033429956*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(0.5*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(0.190036437298709*pi,-0.05592871404526201*pi,4.03434063265718*pi) q[14];\nu3(0.510727904233232*pi,0.8484192016097001*pi,4.22425022441129*pi) q[0];\nu3(3.5*pi,3.46245182674316*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.44992219816392*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.321319885455354*pi,0.5630136260224401*pi,0.815750638193632*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.210333834660656*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.159524479313362*pi,0.21194723726548004*pi,4.11082295547751*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,0.0*pi,1.348611475154811*pi) q[13];\nu3(0.816146156334558*pi,0.8228092698576399*pi,0.941908269210785*pi) q[14];\nu3(0.319439316911931*pi,-0.11476718803457597*pi,0.903327748495531*pi) q[0];\ncx q[1],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[8];\nu3(0.0*pi,-0.5*pi,1.0*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(0.661977177278786*pi,1.08338462305515*pi,0.743753660273374*pi) q[9];\nu3(0.975962429285741*pi,3.30884384694276*pi,3.9256598624226*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(3.5*pi,-0.5*pi,0.5*pi) q[14];\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(0.0*pi,-0.5*pi,1.0*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.585579772031736*pi,3.06692108914743*pi,3.20223923833044*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,4.389077087982351*pi) q[8];\nu3(0.376524660556151*pi,0.359178412919382*pi,4.32813950533019*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,4.3240590848711005*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];\ncx q[1],q[13];\nu3(0.5614642889451*pi,3.41698456925766*pi,3.54776124940279*pi) q[2];\ncx q[3],q[8];\nu3(0.428242156976348*pi,-0.27857188892463103*pi,0.63316654125935*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(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[11];\nu3(0.104775504521057*pi,-0.4317904639864681*pi,1.372762402819781*pi) q[12];\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(0.500330836393008*pi,3.2704410127015*pi,0.5270319232980275*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(1.5*pi,0.0*pi,1.5*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(0.782428637176901*pi,0.6492755129952501*pi,4.29928854410099*pi) q[11];\nu3(0.612723145847413*pi,3.25895378817265*pi,0.652500541943899*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[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(0.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[7];\nu3(0.248732706582834*pi,0.004447438811853055*pi,1.1143414101438989*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.590479103351892*pi,0.35733894732887905*pi,4.3260316805583106*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[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(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,3.49953417043694*pi,0.5*pi) q[5];\nu3(0.274271084227612*pi,0.78105740330713*pi,4.17043283776054*pi) q[6];\nu3(1.0*pi,0.0*pi,1.259924878422279*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[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];\nu3(3.5*pi,3.43550461791299*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,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.236116474073093*pi) q[4];\ncx q[5],q[7];\nu3(3.5*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,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[4];\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(0.409523514408881*pi,2.42704611752177*pi,1.116418987468304*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(0.0*pi,-0.5*pi,4.34145512802212*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[13];\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[14];\nu3(0.569036445865035*pi,0.21363130408214004*pi,4.24110629608067*pi) q[3];\nu3(0.0*pi,-0.5*pi,0.625727439800802*pi) q[4];\ncx q[5],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[13];\ncx q[0],q[4];\nu3(0.150766271651995*pi,3.21530850643935*pi,0.752515611321745*pi) q[1];\nu3(3.5*pi,3.4874185820233*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(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.377607871242177*pi,-0.013586025653438027*pi,4.37691072387974*pi) q[8];\nu3(1.0*pi,0.0*pi,4.0*pi) q[13];\nu3(1.0*pi,0.0*pi,1.359946138080318*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.589605079507854*pi,0.337596503718102*pi,4.42846414572593*pi) q[1];\ncx q[2],q[14];\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(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.843343988881536*pi,-0.4363986594464177*pi,0.99307161425953*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[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];\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(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.440056717941385*pi,2.72126327924158*pi,1.241067870391751*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.576968126597539*pi) q[14];\nu3(0.754005755772066*pi,0.22768637572031603*pi,3.92492674835733*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[14];\nu3(3.5*pi,3.49348756687484*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,0.0*pi,1.2060085130895781*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(0.631831334405066*pi,0.08858895028436597*pi,1.423483452424563*pi) q[13];\nu3(0.505654970463942*pi,3.22639738194105*pi,3.2664080534379*pi) q[0];\ncx q[1],q[9];\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[4];\nu3(0.228318235171055*pi,0.25614767686878004*pi,3.40274775872146*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],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(0.0*pi,-0.5*pi,4.0*pi) q[0];\nu3(3.5*pi,3.35265721057915*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(0.230402409227652*pi,3.02650339508251*pi,0.886339586845286*pi) q[4];\nu3(0.782391103467165*pi,3.20336130468984*pi,3.41028117773077*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.5978128315570568*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,3.38514946468675*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.093060243897177*pi) q[9];\nu3(1.0*pi,0.0*pi,1.299609438057011*pi) q[10];\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[0];\ncx q[1],q[9];\nu3(0.418454604863362*pi,-0.078283894384018*pi,4.48310561485759*pi) q[2];\ncx q[3],q[6];\nu3(0.85950946027143*pi,0.310960318939528*pi,1.3194725848559679*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[5];\nu3(0.333855277934995*pi,0.025634013047419968*pi,3.80084338741842*pi) q[7];\ncx q[8],q[10];\nu3(3.5*pi,3.34085330641725*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.192065472977386*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,0.0*pi,0.5*pi) q[1];\nu3(0.372717253942711*pi,-0.22891904904771698*pi,0.5072560707563677*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(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.672827572641551*pi,0.04377466380184403*pi,3.81828283727459*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5460658242931782*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.38005265168053*pi) q[10];\ncx q[12],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[1],q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.267876030376077*pi,3.4517956913812*pi,0.604568523882851*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(0.187039008750767*pi,0.5262360486843001*pi,4.066819039990261*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[7];\ncx q[8],q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.49229513613157*pi) q[13];\nu3(0.401556686205972*pi,3.47144823604401*pi,0.719499567901333*pi) q[14];\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(0.55199984009546*pi,-0.349867255338689*pi,4.45340157485975*pi) q[3];\nu3(0.295961821294426*pi,0.52116059998555*pi,4.08487972857898*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(0.0*pi,-0.5*pi,1.5*pi) q[10];\ncx q[12],q[13];\nu3(0.376760967851882*pi,-0.189358149226712*pi,4.30106492736747*pi) q[14];\nu3(1.0*pi,0.0*pi,4.0*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[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[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(0.291644761110722*pi,2.97363564415707*pi,0.5361916188737734*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\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,0.0*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[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(0.51771855535012*pi,0.50481342373105*pi,4.3538928765069596*pi) q[1];\ncx q[3],q[4];\nu3(3.5*pi,3.46775551681838*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,1.365995861162204*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.101491596549249*pi,2.90945882323485*pi,1.342297582663398*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];\ncx q[0],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.40361762796953*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.292094842773627*pi) q[4];\ncx q[5],q[7];\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(0.659761903488233*pi,-0.384096570667789*pi,3.53067233249118*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[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,3.43224186865507*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[3],q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.28115189608152*pi) q[7];\nu3(0.708078912228533*pi,-0.4546903174276819*pi,4.04702462623617*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.668569952010698*pi,0.31030866486147*pi,1.188492765331604*pi) q[10];\nu3(0.596453450589968*pi,0.053948722046719966*pi,0.728576884290573*pi) q[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[13];\nu3(1.0*pi,0.0*pi,1.405424133392608*pi) q[14];\ncx q[0],q[14];\nu3(1.0*pi,-0.5*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,4.43646922173132*pi) q[4];\ncx q[5],q[7];\nu3(0.447199644889517*pi,2.57907240801417*pi,1.57617853314597*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.508280935140608*pi,3.3432779955512*pi,1.5640551267686*pi) q[10];\nu3(0.726724021952329*pi,2.90629462412333*pi,3.18061177430165*pi) q[12];\nu3(0.045642281758434*pi,3.16444532745363*pi,1.446392958939636*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[1];\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[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[12];\nu3(0.619696695994058*pi,-0.4353827786962873*pi,3.14336650343369*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.4813449845656095*pi) q[14];\ncx q[0],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(0.0*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,-0.5*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[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[10];\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];\ncx q[9],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(3.5*pi,3.44002681189385*pi,0.5*pi) q[1];\nu3(3.5*pi,3.40875766750513*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,4.0*pi) q[5];\ncx q[6],q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[7];\nu3(1.0*pi,0.0*pi,1.17011063480211*pi) q[8];\nu3(3.5*pi,3.49819534635714*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.18410076263631*pi) q[10];\nu3(1.0*pi,0.0*pi,1.293899130975892*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];\ncx q[1],q[10];\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(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,3.38103187925667*pi,0.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\ncx q[9],q[12];\nu3(1.0*pi,0.0*pi,1.277159022957723*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(0.5*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,-0.5*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];\ncx q[6],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.42038229874845*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.47127179820656*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5814064673459036*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];\ncx q[1],q[10];\ncx q[2],q[8];\nu3(0.736639980523424*pi,3.41167053245054*pi,4.38941168714809*pi) q[3];\nu3(0.139867202089177*pi,0.6940794845354601*pi,4.48798957169625*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.0*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];\ncx q[9],q[12];\nu3(0.0*pi,-0.5*pi,4.4818615203596*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[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(0.388486116753894*pi,-0.394252487687047*pi,0.9043160055110679*pi) q[3];\nu3(0.423401370350226*pi,-0.398056614564079*pi,0.733742783788385*pi) q[4];\nu3(0.551118408922296*pi,3.15441972546342*pi,0.683955107801392*pi) q[5];\ncx q[6],q[13];\nu3(0.47257524131696*pi,2.92152184701532*pi,1.0505061914815021*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[12];\nu3(0.5*pi,-0.5*pi,0.5*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[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,4.0*pi) q[4];\nu3(0.181033224131194*pi,-0.4958203280052211*pi,1.448924456666132*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.826948838678365*pi,2.53088985709832*pi,3.94126855215503*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(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[14];\nu3(0.83044728549479*pi,-0.378358311914285*pi,3.68918662453251*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[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(0.0*pi,-0.5*pi,4.0*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.110473271798978*pi,0.65961425985152*pi,4.22818899834334*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(0.823520420713179*pi,0.6442344867529699*pi,0.9863595894638779*pi) q[14];\nu3(0.469279837123122*pi,3.22089384079099*pi,3.41071493832036*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[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(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.303708557430769*pi,1.03300892552545*pi,4.20742060223999*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(0.840297357625489*pi,3.30930441514535*pi,0.721791856382771*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[0];\nu3(0.457596903762965*pi,3.12484041263645*pi,1.73163232295525*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[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];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.597327339716838*pi,-0.27032648499504297*pi,1.2415487959637619*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[0];\nu3(0.832114788584658*pi,0.39364981858648396*pi,4.28913440457477*pi) q[1];\nu3(0.272157227968547*pi,0.248026829249117*pi,3.7952852030345*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.48093929905643*pi,-0.16889126881573902*pi,3.97721120897206*pi) q[6];\nu3(0.186183056043442*pi,3.10747631027698*pi,1.95707058697236*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(0.60138106518699*pi,3.34575243494206*pi,4.00614698560058*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[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.585427221075395*pi,0.034202630588897054*pi,3.65743077785748*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.206868525509115*pi,0.5217055908167001*pi,4.04773784001916*pi) q[6];\nu3(0.524081805982561*pi,0.49416736836213004*pi,0.5437863794847984*pi) q[8];\nu3(0.228401435984658*pi,3.11212133507854*pi,1.69177439892264*pi) q[10];\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(1.0*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];\ncx q[5],q[7];\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(0.660328545600344*pi,0.57030720607031*pi,0.880593078854511*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.515499531036372*pi,3.34150228419172*pi,0.8899885443676789*pi) q[13];\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(3.5*pi,3.44830919139757*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,1.361205257335506*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(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.841912719200466*pi,3.49209693214727*pi,3.81196853016789*pi) q[13];\ncx q[0],q[11];\ncx q[3],q[8];\ncx q[4],q[12];\ncx q[5],q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\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,3.45902357441021*pi,0.5*pi) q[0];\ncx q[2],q[10];\nu3(3.5*pi,3.46642455629628*pi,0.5*pi) q[3];\nu3(3.5*pi,3.47531400433741*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(0.0*pi,-0.5*pi,0.5296646697528038*pi) q[7];\nu3(1.0*pi,0.0*pi,1.256659129424744*pi) q[8];\nu3(1.0*pi,0.0*pi,1.391344148071688*pi) q[11];\nu3(1.0*pi,0.0*pi,1.3786436056294131*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\ncx q[0],q[11];\nu3(3.5*pi,3.46032801389247*pi,0.5*pi) q[2];\ncx q[3],q[8];\ncx q[4],q[12];\ncx q[5],q[7];\ncx q[6],q[9];\nu3(1.0*pi,0.0*pi,1.325384360898042*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[2],q[10];\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,3.48760095831517*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,0.562018757938483*pi) q[8];\nu3(1.0*pi,0.0*pi,1.338537892954492*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.307293984741079*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.41256491299535*pi) q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[13];\ncx q[0],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[8];\ncx q[4],q[12];\nu3(1.0*pi,-0.5*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,4.290748680140171*pi) q[10];\ncx q[13],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[2],q[10];\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(0.5*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,4.43968936544889*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,3.48907045874474*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.2452464721189052*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(0.825091921051027*pi,-0.288342970756574*pi,4.42090239989942*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];\ncx q[6],q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.465453699910925*pi,0.26838259686574995*pi,0.593691462516986*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];\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[2];\nu3(0.36716194935485*pi,0.182254852936112*pi,0.740861059618825*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.629384481559856*pi,3.24295217109159*pi,3.37507623525823*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(0.535229623178414*pi,0.6158369505224499*pi,4.0953429640611905*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,0.6091642889305819*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(0.0*pi,-0.5*pi,4.0*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.401314588763044*pi,0.54789621229525*pi,0.743508606816083*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(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(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[14];\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(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(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.625329821937702*pi,-0.396886032279415*pi,0.989054768809497*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(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[0];\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(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.433369868951823*pi,-0.007021147454797982*pi,4.40829461419159*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(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.879157432720729*pi,3.18854708993134*pi,3.53353364205194*pi) q[0];\nu3(0.508776582330475*pi,2.60914952175148*pi,3.58028898227554*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.344506194289604*pi,0.41390343809194996*pi,4.21621088531983*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(0.398504305924192*pi,-0.07772122434413398*pi,4.26810602458913*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(0.385608598429737*pi,2.69163979855217*pi,1.45332542871518*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.316712523494035*pi,-0.234851881244248*pi,1.331605926567836*pi) q[0];\nu3(0.672546745439404*pi,0.30535422306268*pi,4.2210903899067*pi) q[2];\nu3(0.672797933852304*pi,0.31448171464821895*pi,1.2895133979466609*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.702400335537694*pi,0.62422332652131*pi,0.665747382142443*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(0.364522690099279*pi,0.7524451268703001*pi,4.2234420451121*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[11];\nu3(0.676961024681557*pi,2.60132299242838*pi,3.89829551933448*pi) q[12];\nu3(0.219631407047381*pi,3.07231607717782*pi,0.757865525443405*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];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.798316209762676*pi,2.68438636636925*pi,3.76619475299054*pi) q[4];\ncx q[5],q[7];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[6];\nu3(0.432387336647057*pi,2.64660213601335*pi,1.397612363759166*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.728068523411136*pi,0.69209100416242*pi,4.2233328432403*pi) q[11];\nu3(0.450738178948048*pi,0.78823124910284*pi,4.34079305066007*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.255093430895663*pi,0.23852087919532805*pi,0.662099892528626*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[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,3.4662882189229*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,1.157274187551327*pi) q[7];\nu3(0.111544552734348*pi,3.33474323485788*pi,1.70636956431766*pi) q[9];\nu3(0.503542539308554*pi,-0.150806695490813*pi,4.2736526147938*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.409910344446983*pi,3.44921822699809*pi,1.7045118962411*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,1.5*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[9];\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[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[2],q[10];\ncx q[3],q[6];\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,4.46537326875296*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[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[8];\nu3(3.5*pi,3.34799885170996*pi,0.5*pi) q[2];\nu3(3.5*pi,3.49154526900136*pi,0.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\ncx q[5],q[7];\nu3(1.0*pi,0.0*pi,1.401518643448791*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.2051054128543321*pi) q[10];\ncx q[12],q[14];\nu3(3.5*pi,3.48455691106978*pi,0.5*pi) q[0];\ncx q[2],q[10];\ncx q[3],q[6];\ncx q[4],q[11];\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,0.0*pi,1.1160273369919729*pi) q[8];\ncx q[9],q[13];\nu3(3.5*pi,3.37294898272797*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.3240018160962421*pi) q[14];\ncx q[0],q[8];\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(3.5*pi,3.39711640004742*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,0.640491033121229*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,3.28334921923522*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.483599695210231*pi) q[10];\nu3(1.0*pi,0.0*pi,1.349640341317902*pi) q[11];\ncx q[12],q[14];\nu3(1.0*pi,0.0*pi,1.16130837108293*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[2],q[10];\ncx q[3],q[6];\ncx q[4],q[11];\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,4.47346394094026*pi) q[8];\ncx q[9],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5153195703245133*pi) q[14];\ncx q[0],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(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(1.0*pi,-0.5*pi,0.5*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,0.5705838771819849*pi) q[11];\ncx q[12],q[14];\nu3(0.0*pi,-0.5*pi,0.507237880479491*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(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[11];\nu3(0.806052408363845*pi,0.09343496785713801*pi,3.88924899049866*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[13];\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[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(0.0*pi,-0.5*pi,1.0*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.596964805999346*pi,3.3392929651538*pi,2.86257774067424*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[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(0.318554851675373*pi,0.031374667392700006*pi,3.82232743088898*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0275787876303047*pi,-0.4865908312358525*pi,1.50481808787371*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.806821879498472*pi,3.17416061125744*pi,3.85222929288617*pi) q[2];\nu3(0.785866747273252*pi,-0.07002883289338901*pi,0.833967646670117*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(0.689473141714706*pi,3.1025751390915*pi,3.69399506711186*pi) q[6];\nu3(0.880823825341827*pi,3.16183149076598*pi,2.91789961856901*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.346575806254323*pi,2.80013680453099*pi,1.4902855301341411*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(0.50398004950086*pi,2.96899264616158*pi,1.228904744771767*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.911968047842786*pi,-0.097248013456945*pi,0.940975695282886*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.692962428506852*pi,3.28477031392639*pi,3.77244417070382*pi) q[2];\nu3(0.647976762960058*pi,0.33463887944212*pi,0.953182794303041*pi) q[3];\nu3(0.200145564069438*pi,0.30476389378074*pi,0.727382380669609*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.341830711153926*pi,-0.4138296396145428*pi,1.70528067889414*pi) q[6];\nu3(0.385183546427204*pi,-0.195749380720331*pi,0.8534716996592511*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.353762033415396*pi,0.128969458090061*pi,3.81268862831956*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(3.5*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(0.160628332475795*pi,2.95491646783032*pi,1.170039179501128*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(0.337514085843799*pi,-0.208844278652145*pi,1.21161151267996*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(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.527625088549332*pi,0.47405823577289197*pi,4.3961607002629695*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(0.444987752996482*pi,-0.08333448706774799*pi,3.97894843823562*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.298233875005568*pi,0.005797438713434966*pi,1.421638862022504*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[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(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.45740642751293*pi,3.43126562074685*pi,1.90045517246835*pi) q[10];\nu3(0.798134630432082*pi,3.006779932865*pi,3.26882270413823*pi) q[11];\nu3(0.622933539732924*pi,-0.38856400691911097*pi,3.83837170096887*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[3],q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\ncx q[5],q[7];\ncx q[6],q[14];\nu3(0.91953170895677*pi,3.21299980868747*pi,0.610652438832657*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.699732377842473*pi,3.24756626875951*pi,3.80468141114734*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[0];\nu3(3.5*pi,3.43144777616644*pi,0.5*pi) q[3];\nu3(3.5*pi,3.49128506498893*pi,0.5*pi) q[5];\nu3(3.5*pi,3.37220716100429*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.329741591768581*pi) q[7];\nu3(0.651602605412176*pi,3.24475116948236*pi,0.6728985858558529*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(1.0*pi,0.0*pi,1.189644374381579*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.316685606254914*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[3],q[12];\ncx q[4],q[10];\ncx q[5],q[7];\ncx q[6],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[9],q[13];\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,3.44373192911003*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(0.0*pi,-0.5*pi,4.42116131697938*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,3.48365518975201*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.088383152197527*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5585156303384456*pi) q[12];\nu3(1.0*pi,0.0*pi,1.120709937514102*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.423013672711781*pi) q[14];\ncx q[0],q[1];\ncx q[3],q[12];\ncx q[4],q[10];\ncx q[5],q[7];\ncx q[6],q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\ncx q[9],q[13];\nu3(3.5*pi,3.46719511940465*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,1.282365501744325*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(0.0*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[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5159269812190622*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5338664643972387*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[1];\nu3(0.867122532786734*pi,-0.340726702201646*pi,0.798676617872224*pi) q[3];\ncx q[4],q[10];\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,3.35365081680793*pi,0.5*pi) q[8];\ncx q[9],q[13];\nu3(1.0*pi,0.0*pi,1.234064252987427*pi) q[11];\nu3(0.636471191900361*pi,0.05154219226324397*pi,4.0802048030825695*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,0.601850428828336*pi) q[1];\nu3(0.205168721337256*pi,3.37990387017273*pi,1.21627170436284*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];\ncx q[8],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[10];\nu3(0.60339104359326*pi,-0.35322426301395604*pi,3.23295145249089*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[0],q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.49567020466409*pi,-0.026119149865881985*pi,3.86787310663274*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,0.0*pi,0.5*pi) q[8];\nu3(0.632190439012218*pi,2.74975085147809*pi,3.74815703267876*pi) q[9];\nu3(0.788261170975448*pi,3.34177290917261*pi,3.09261727158938*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5869487006909702*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.539976948787638*pi,0.20875618870567703*pi,1.416444335352712*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(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.582992151866599*pi,1.07319767928769*pi,0.885292426334009*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];\ncx q[8],q[11];\nu3(0.407344946352494*pi,0.40587103924992396*pi,1.046598732057122*pi) q[9];\nu3(0.821510257322393*pi,-0.06310819652139499*pi,4.45582354686181*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.898378317443295*pi,3.30911973167129*pi,3.03128106330565*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[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,-0.5*pi,0.5*pi) q[4];\nu3(0.736917849861098*pi,3.49340007117209*pi,3.08209250329859*pi) q[5];\nu3(0.336546484555143*pi,-0.375967922173151*pi,1.60668986771702*pi) q[6];\nu3(0.587484249277877*pi,2.52984952245558*pi,4.00918782674295*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(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.228091701695919*pi,0.28404577018230903*pi,4.14275301993556*pi) q[14];\nu3(0.353181276107184*pi,-0.10783381508714102*pi,1.440067428320904*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(0.913600467920977*pi,2.47092389793605*pi,3.70473918690858*pi) q[5];\nu3(0.855691480462455*pi,0.19935422519204504*pi,0.841833530518127*pi) q[6];\nu3(0.113561465514016*pi,-0.41276218635096507*pi,1.63893724607494*pi) q[7];\nu3(0.310212843832347*pi,3.33304401771281*pi,0.759159707043475*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(0.165810095297516*pi,-0.16801270561778098*pi,0.7228328920188369*pi) q[14];\nu3(0.415256279091051*pi,0.324107160883092*pi,1.0402322872505931*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[3],q[10];\ncx q[4],q[12];\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(0.158671530221211*pi,0.7895899099276*pi,0.5263598663927829*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(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.662780417382859*pi,3.43520283320413*pi,3.90576030549844*pi) q[1];\nu3(3.5*pi,3.49742541361882*pi,0.5*pi) q[3];\nu3(3.5*pi,3.44271559875287*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,1.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.2209098322625929*pi) q[10];\nu3(0.281878542957563*pi,0.98673595411364*pi,4.2976004242623*pi) q[11];\nu3(1.0*pi,0.0*pi,1.249716326735503*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[0];\nu3(0.880677704200634*pi,3.26146996100358*pi,3.8441078912195*pi) q[1];\ncx q[2],q[5];\ncx q[3],q[10];\ncx q[4],q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.178995651330428*pi,3.32766564127328*pi,4.37376534477154*pi) q[11];\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,3.45015446714352*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(1.0*pi,0.0*pi,1.3020730691267128*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5873176086405865*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.3980255535941595*pi) q[12];\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[5];\ncx q[3],q[10];\ncx q[4],q[12];\ncx q[8],q[13];\ncx q[9],q[11];\ncx q[0],q[14];\ncx q[1],q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.45441424418436*pi) q[5];\nu3(3.5*pi,3.20234926454133*pi,0.5*pi) q[8];\nu3(3.5*pi,3.34787055865146*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,1.292923928442687*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.12323995278118*pi) q[13];\nu3(3.5*pi,3.38413255198305*pi,0.5*pi) q[0];\nu3(3.5*pi,3.49480672442124*pi,0.5*pi) q[1];\ncx q[2],q[5];\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,1.242462647457847*pi) q[6];\ncx q[8],q[13];\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,1.2580767857936261*pi) q[14];\ncx q[0],q[14];\ncx q[1],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.262723597512751*pi,0.04597885404717905*pi,3.89323466790819*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[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,4.32284258047339*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.40517599419011*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(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.519952763207478*pi,3.36345427031726*pi,3.55358758212026*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,0.5273463436256359*pi) q[6];\ncx q[8],q[13];\ncx q[9],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(0.0*pi,-0.5*pi,0.5586695835270841*pi) q[14];\ncx q[0],q[14];\ncx q[1],q[6];\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,1.5*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(0.543952936284565*pi,0.8156535881861899*pi,4.33600677993551*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[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(0.787200788099224*pi,0.392818046354383*pi,4.194319207639349*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[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.31486725752965*pi,0.19329272609569303*pi,1.201331611134721*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.575788907523576*pi,3.24210645075152*pi,3.53416785678654*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[0];\nu3(0.913006138611873*pi,3.00122703384665*pi,3.86248366589704*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.598790544023566*pi,3.38956458636102*pi,0.600628588123748*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.096556572671005*pi,3.09065306863512*pi,0.7384035669837901*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,4.0*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.431556256622803*pi,2.94762301635694*pi,0.925739985597384*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(0.469618330209975*pi,2.97448504914784*pi,1.7485785208964*pi) q[0];\nu3(0.40382212647035*pi,3.37265056263413*pi,1.97361242351207*pi) q[1];\nu3(0.474542174363027*pi,3.41354431085262*pi,4.27697812741797*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.735494324918083*pi,1.03442965522004*pi,0.660175222947222*pi) q[5];\nu3(0.80528550974965*pi,0.5489851602577001*pi,4.36230285872746*pi) q[6];\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(3.5*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(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.832892436797057*pi,0.7015875150086*pi,0.609719844410327*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.519053654370188*pi,0.50369850735003*pi,0.780195878876546*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.439628539784469*pi,-0.010819266263580984*pi,1.4587626793815969*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[8];\nu3(0.609856175942128*pi,0.66747604220238*pi,4.42965562354655*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[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(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(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.520695688021164*pi,0.382894906947818*pi,4.08224603296262*pi) q[8];\nu3(0.0598358596581931*pi,-0.128988258294642*pi,3.8604155416217*pi) q[9];\nu3(0.354512012977634*pi,0.10901626317553303*pi,1.227945161548835*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.141347830671487*pi,-0.059549423634492005*pi,1.238169649494255*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];\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[5];\nu3(0.865119435895662*pi,2.66964806707096*pi,3.90986542941128*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0936700509907944*pi,3.45927968971206*pi,0.739608329759223*pi) q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[13];\nu3(0.373525993232778*pi,3.11845887652692*pi,1.54008445810606*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[1];\ncx q[2],q[7];\nu3(3.5*pi,3.39560936099606*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.183579980750305*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(0.0*pi,-0.5*pi,4.0*pi) q[11];\nu3(0.600954743141546*pi,2.80162457795886*pi,3.85055378112555*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[5];\nu3(3.5*pi,3.32855074924516*pi,0.5*pi) q[2];\ncx q[3],q[6];\nu3(1.0*pi,0.0*pi,1.137103289209108*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(0.390902762678163*pi,3.1577351981623*pi,2.02301032448485*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.47307878780765*pi,0.5*pi) q[1];\ncx q[2],q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.203517751795548*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.6523668271746*pi) q[6];\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[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[1],q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[6];\nu3(0.0*pi,-0.5*pi,0.5441943196280308*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(3.5*pi,3.44953605449173*pi,0.5*pi) q[9];\ncx q[10],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.25789347972235*pi) q[14];\ncx q[0],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.432406170257821*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[8],q[12];\ncx q[9],q[14];\nu3(3.5*pi,3.45755286667593*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.418577372006735*pi) q[11];\nu3(3.5*pi,3.4305338300972*pi,0.5*pi) q[0];\ncx q[1],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.433774385506828*pi,-0.21772551778474503*pi,4.19121704027989*pi) q[3];\nu3(0.419332516910526*pi,3.14144778701735*pi,1.84444918789874*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,3.3632543514383*pi,0.5*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\ncx q[10],q[11];\nu3(1.0*pi,0.0*pi,1.274676985612341*pi) q[12];\nu3(1.0*pi,0.0*pi,1.219434093847148*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.612295364500358*pi) q[14];\ncx q[0],q[13];\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(0.386540954173537*pi,3.46956091839756*pi,1.277447890400961*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.284380622929903*pi,-0.262129020049483*pi,1.044772358925552*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[12];\ncx q[9],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5245866996997409*pi) q[11];\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(0.121898381447095*pi,0.05782328651173296*pi,4.28494967927651*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(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,0.0*pi,0.5*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,0.5091481164390577*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.4740758614214595*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.186960876322401*pi,-0.291975005284254*pi,1.67028478752447*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(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.331182252202518*pi,-0.362662965070986*pi,4.22555748478552*pi) q[7];\ncx q[8],q[12];\nu3(0.582879835138402*pi,-0.279735180440455*pi,1.262125203603233*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(0.643299549292561*pi,0.47177859622113405*pi,4.35850171888515*pi) q[14];\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[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.577908512850118*pi,3.2703691266095*pi,4.14318922164621*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.809651193755186*pi,2.70214984085375*pi,3.68452714425885*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[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.509498127393026*pi,3.23611470795581*pi,4.09339083504492*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5645133808753*pi,-0.05099639829823399*pi,4.02580415543352*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[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[8];\nu3(3.5*pi,-0.5*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,1.0*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(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.242199499648801*pi,0.6086988522641801*pi,3.64298062733558*pi) q[1];\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(0.854288679927352*pi,-0.121403207362687*pi,4.018833399891911*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.554009170242656*pi,-0.372678436094721*pi,1.188389498467304*pi) q[10];\nu3(0.623352130854827*pi,3.13921086299951*pi,3.71519007565777*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[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[7];\nu3(0.582101064233367*pi,0.091761925457849*pi,0.971780618819427*pi) q[5];\nu3(0.730357836339102*pi,-0.17681978375889001*pi,3.41760440615457*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.438841060964156*pi,2.86475628114246*pi,1.77186473479046*pi) q[10];\nu3(0.527093127816974*pi,0.25599054257723197*pi,0.782885133052617*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(0.738895541279562*pi,0.39667365878764704*pi,4.27159837674343*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(3.5*pi,3.4500196900495*pi,0.5*pi) q[2];\nu3(0.633939185716911*pi,0.42384142638605504*pi,1.45566924649795*pi) q[5];\nu3(1.0*pi,0.0*pi,1.1679064188167039*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(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.494822979191689*pi,0.274159383336125*pi,3.59722558485881*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.092510243109822*pi,0.87075764982116*pi,0.5665863191342845*pi) q[0];\ncx q[2],q[7];\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(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.149244191751425*pi,2.80055286799023*pi,1.332263809889809*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[0];\ncx q[1],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[4],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.5275126767425938*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.748240439817419*pi,0.65242765188614*pi,1.268173721854408*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,3.39156793316564*pi,0.5*pi) q[1];\ncx q[2],q[7];\nu3(3.5*pi,3.43787710668234*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,1.240884232430112*pi) q[8];\nu3(1.0*pi,0.0*pi,1.198963275645914*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.375793455924091*pi,0.24469247435249497*pi,1.061715601387315*pi) q[13];\nu3(1.0*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];\ncx q[4],q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[10],q[12];\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(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.404877363300903*pi,3.47579175576094*pi,0.659238884840283*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[5],q[14];\nu3(0.503446511888709*pi,3.26170497578436*pi,4.0071109310461*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5539741252159951*pi) q[8];\nu3(3.5*pi,3.40514831199099*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.39087331643786*pi) q[11];\nu3(1.0*pi,0.0*pi,1.282730639723906*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[3];\ncx q[1],q[8];\nu3(0.883750607169271*pi,0.33918348183900704*pi,4.17189029023667*pi) q[2];\ncx q[4],q[11];\nu3(3.5*pi,3.46518698273076*pi,0.5*pi) q[5];\ncx q[6],q[13];\nu3(0.549570121803644*pi,-0.07313301712493397*pi,3.99301262962454*pi) q[7];\ncx q[10],q[12];\nu3(1.0*pi,0.0*pi,1.334859167247439*pi) q[14];\nu3(3.5*pi,3.44078237765054*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,4.0*pi) q[2];\nu3(1.0*pi,0.0*pi,1.209057201148592*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[14];\nu3(3.5*pi,3.46446461373297*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.0*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[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.4283333739154696*pi) q[12];\nu3(1.0*pi,0.0*pi,1.1586782983234452*pi) q[13];\ncx q[0],q[3];\nu3(0.456517397414466*pi,2.95690351591373*pi,1.83095218738951*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(0.5*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[7];\nu3(0.533937160774866*pi,0.17179369035776204*pi,0.820709554853484*pi) q[8];\ncx q[10],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.27461404859328*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.481945033928564*pi,3.17121552605862*pi,0.5606473673769145*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.34697488082414*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(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.730668669988362*pi,3.19616994246744*pi,2.95038310577958*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,0.5003342120295611*pi) q[13];\ncx q[0],q[3];\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[4];\nu3(0.0*pi,-0.5*pi,1.5*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,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[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(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[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[0];\nu3(1.0*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(0.617277350361647*pi,2.67799056498693*pi,4.1689447183932895*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[10];\nu3(0.15700842078081*pi,0.15007369515594304*pi,0.5651080445389293*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[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(3.5*pi,3.43284346984139*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0993827963129257*pi,0.476755129006182*pi,3.49780982433576*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.476167590694757*pi,0.28531512004261494*pi,4.06881283564256*pi) q[6];\nu3(1.0*pi,0.0*pi,1.37873532372306*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.437697047003959*pi,2.94645712959986*pi,0.960281637317396*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(0.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[2],q[7];\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,4.0*pi) q[5];\nu3(0.726579572010615*pi,3.12193485276565*pi,4.12023040344549*pi) q[6];\nu3(0.646763063248689*pi,0.16270557388820694*pi,4.1631229659935*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.729176070512836*pi,0.296106832469324*pi,1.304066223944322*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(0.517986410353564*pi,3.09197352001969*pi,3.99039492545672*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(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,0.800397585380662*pi) q[7];\nu3(0.29929444796873*pi,-0.22007651648792997*pi,4.49736553170093*pi) q[10];\nu3(0.670460023504022*pi,3.09214032598217*pi,3.00757039253297*pi) q[12];\nu3(0.328872458882231*pi,3.40215115030669*pi,2.05275145583985*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.692456551901794*pi,-0.260174807128127*pi,1.03860225965637*pi) q[0];\ncx q[2],q[7];\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(0.131213247148658*pi,0.311225070022469*pi,1.1760806519158828*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[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.302453665983897*pi,0.281126275391148*pi,0.625658593520168*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[0];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\nu3(0.368234349193016*pi,0.07292613611822996*pi,4.28428296697959*pi) q[3];\ncx q[4],q[11];\nu3(0.866527712166498*pi,2.96043662096376*pi,3.17301117483362*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[10];\nu3(0.5*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(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.566031843293113*pi,3.41636649206034*pi,3.17520682632652*pi) q[3];\nu3(3.5*pi,3.30168618938017*pi,0.5*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[7];\ncx q[8],q[10];\ncx q[9],q[12];\nu3(1.0*pi,0.0*pi,1.270105297763604*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.539993039098538*pi,-0.260053722054914*pi,3.46886420181499*pi) q[14];\ncx q[0],q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[3];\ncx q[4],q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,4.0*pi) q[7];\nu3(3.5*pi,3.44681055814124*pi,0.5*pi) q[8];\nu3(3.5*pi,3.48480617421655*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.1272372453650679*pi) q[10];\nu3(1.0*pi,0.0*pi,1.314583313743392*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.430936589870814*pi,-0.36129200669609196*pi,1.4961862393456609*pi) q[14];\nu3(3.5*pi,3.40616537391386*pi,0.5*pi) q[0];\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(0.5*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,0.0*pi,1.138581108014729*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[10];\ncx q[9],q[12];\nu3(0.0*pi,-0.5*pi,4.4315960558534*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[6];\nu3(0.502921907009559*pi,-0.365658809943622*pi,3.75822491321099*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[4],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[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5778899904619595*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.484590176900539*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];\nu3(0.448796620937468*pi,0.7706244822753701*pi,3.89844518934474*pi) q[2];\ncx q[3],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.37891946110427*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[7];\ncx q[8],q[10];\ncx q[9],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[0],q[6];\nu3(3.5*pi,3.4273500638169*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[2];\nu3(3.5*pi,3.47875111275384*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.577987246088206*pi,3.24392422533421*pi,3.89582242324351*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(0.0*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,1.389960770994993*pi) q[13];\nu3(1.0*pi,0.0*pi,1.281157133126481*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[14];\nu3(3.5*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(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.888430114052919*pi,-0.4863565726539617*pi,0.890686312337968*pi) q[7];\nu3(0.212545812781929*pi,-0.4133996372520427*pi,0.5753111415923469*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.600810670501201*pi,0.62437972599575*pi,0.5087752415296956*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[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,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(0.459541196899881*pi,0.40671611539278296*pi,4.43709992216215*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.805861071406789*pi,-0.343693781749442*pi,3.83768166260939*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,4.43262155111561*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5845201011911687*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[14];\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[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(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,-0.5*pi,0.5*pi) q[12];\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(0.811969263368372*pi,3.20091382295869*pi,3.02809730227246*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[8];\nu3(0.655486430720116*pi,2.77402133471329*pi,3.27663358931024*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[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(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.47538528241437*pi,0.6523166629078001*pi,4.2110766000897*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.578179201756513*pi,3.43905768437782*pi,0.5187929335157757*pi) q[9];\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(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.818454838449391*pi,3.47620772694409*pi,0.777069890147893*pi) q[0];\nu3(0.622947609685831*pi,2.59228320846081*pi,3.92101409663812*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[4];\nu3(0.108500772811384*pi,3.05313529401059*pi,1.053266959061066*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.473143819519506*pi,0.388319064014618*pi,1.33514750476517*pi) q[11];\nu3(0.684018529106515*pi,-0.05312558196468098*pi,4.0759663910859505*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(0.4126375249843*pi,3.04937418160516*pi,0.919705686697804*pi) q[0];\nu3(0.443433160475973*pi,0.56530305753141*pi,4.49950538857183*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(0.592270416885765*pi,-0.287482936951413*pi,3.66307665633776*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.54096476026706*pi,-0.369134577394984*pi,3.90312257829522*pi) q[11];\nu3(0.425569076180473*pi,0.37541918754070003*pi,3.94329251364728*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,4.0*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(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[8],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,-0.5*pi,0.5*pi) q[13];\nu3(0.777903632074144*pi,0.333051811989457*pi,1.0845528391241301*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[4];\nu3(0.5*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,3.49992270037719*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.3581837559586991*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(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.263237475656874*pi,3.29689807056004*pi,1.096995021370177*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(3.5*pi,3.43897733991633*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[3];\nu3(1.0*pi,0.0*pi,1.362485277048732*pi) q[4];\ncx q[6],q[12];\ncx q[8],q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[5];\ncx q[2],q[4];\nu3(0.581034163573026*pi,3.40851177140015*pi,0.860748618942053*pi) q[3];\nu3(3.5*pi,3.39543078417848*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,4.451731788232291*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.18026353410779*pi) q[12];\nu3(0.185684333881445*pi,0.6758972165556201*pi,0.823198160601989*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.4891807123435*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.440593096662617*pi,0.04111175207945905*pi,0.988416229851544*pi) q[3];\nu3(0.0*pi,-0.5*pi,0.5858169343350377*pi) q[4];\nu3(1.0*pi,0.0*pi,1.369401253595027*pi) q[5];\ncx q[6],q[12];\ncx q[8],q[9];\ncx q[11],q[14];\nu3(0.228540337694971*pi,3.22054984417773*pi,1.83456525805332*pi) q[13];\ncx q[0],q[5];\ncx q[2],q[4];\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(0.0*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,3.46883815379343*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.3510420013946405*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.096717573612589*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[13];\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,4.46108916427306*pi) q[5];\ncx q[6],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];\ncx q[11],q[14];\ncx q[0],q[5];\nu3(3.5*pi,3.23167932539709*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(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[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(1.0*pi,0.0*pi,1.146767681573281*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.56099714815032*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[13];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[2];\ncx q[3],q[7];\nu3(0.0*pi,-0.5*pi,1.0*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[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\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[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.356438904745639*pi,2.88183120055155*pi,0.8221498858313689*pi) q[2];\nu3(3.5*pi,3.35547717713647*pi,0.5*pi) q[3];\nu3(0.250861877043732*pi,-0.103815488860939*pi,1.1361398422982911*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,1.17376603634679*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,0.617067742374556*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[0];\ncx q[1],q[13];\nu3(0.856741162270914*pi,2.92218666062358*pi,3.74525636075536*pi) q[2];\ncx q[3],q[7];\nu3(0.667051636080936*pi,2.90314096233723*pi,3.43142037437345*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(0.44008549005257*pi,3.01303604308022*pi,0.813533113701822*pi) q[8];\nu3(0.936409382252188*pi,2.82336956030647*pi,3.97768895651385*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[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(0.5*pi,0.0*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(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.4354830574646105*pi) q[7];\nu3(0.366028854201979*pi,3.26519060157444*pi,4.3470636982862*pi) q[8];\nu3(0.155559123549206*pi,-0.117446121623618*pi,3.90624601453165*pi) q[9];\nu3(0.96567759442791*pi,2.8197826156579*pi,3.5391460709951*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(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.577609269470375*pi,-0.467056350847757*pi,0.757048659385388*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[3],q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.550240862874917*pi,0.6527652863681199*pi,0.735318864776701*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(0.599424881804843*pi,3.38571045694134*pi,3.34443431749894*pi) q[11];\nu3(0.832138594089447*pi,2.48638896069507*pi,3.7441538861975*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[0];\nu3(0.779583895613957*pi,0.13791163591384603*pi,1.369161843651458*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(0.397794668707559*pi,-0.4729241431130032*pi,1.8459870736895*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(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.147488785240055*pi,3.29347432068893*pi,0.607368355968625*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.472997216399441*pi,2.56190252198473*pi,0.9792284603069941*pi) q[14];\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(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[5];\nu3(0.5*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(1.5*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[12];\nu3(0.50910498881979*pi,2.62660140292344*pi,1.4174849763373811*pi) q[13];\nu3(0.459536800635485*pi,-0.024679302291161997*pi,4.41983993624753*pi) q[14];\nu3(0.460481287843226*pi,-0.4290865784091126*pi,1.59476222902654*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(0.455379416314675*pi,0.411778383739662*pi,3.97358815069689*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(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.808310651251107*pi,-0.06486508835299398*pi,1.1407218017174001*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[14];\nu3(0.220944468834163*pi,3.15405688056272*pi,1.61279654453555*pi) q[0];\ncx q[1],q[6];\nu3(3.5*pi,3.39206845195627*pi,0.5*pi) q[2];\nu3(0.74606514307827*pi,2.70952999432722*pi,3.44481784645474*pi) q[3];\nu3(0.452989664614888*pi,-0.331840578233274*pi,4.100190688726499*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[10];\nu3(1.0*pi,0.0*pi,1.1809579807228139*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(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.3582112542423*pi,0.5*pi) q[1];\ncx q[2],q[11];\nu3(0.577401611726087*pi,0.41149711227558505*pi,4.269659317634559*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.228080232553681*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,3.39346407873906*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.283382929019941*pi) q[10];\nu3(0.5*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[6];\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[5];\nu3(0.457247495029135*pi,2.56163987312386*pi,1.017951816162183*pi) q[7];\ncx q[8],q[10];\ncx q[9],q[14];\nu3(0.0*pi,-0.5*pi,4.45190757556741*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.48277168071705*pi) q[6];\nu3(0.535412799046249*pi,-0.06986285779715301*pi,3.54885343706925*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(3.5*pi,3.45999778909581*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5413808448451345*pi) q[10];\nu3(1.0*pi,0.0*pi,1.394407859291519*pi) q[14];\ncx q[1],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[12];\ncx q[5],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[10];\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[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.36999111167379*pi,0.5*pi) q[3];\nu3(3.5*pi,3.26639611975434*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(0.5*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(1.0*pi,0.0*pi,1.1989018283772022*pi) q[12];\nu3(1.0*pi,0.0*pi,1.252254478629364*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.732463107022729*pi) q[14];\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];\ncx q[4],q[7];\ncx q[5],q[13];\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[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[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(3.5*pi,3.49587701885735*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,1.347161730053121*pi) q[7];\nu3(0.572395819994727*pi,3.16745834596496*pi,0.7355398481518189*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,4.47765250510039*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.305417610055979*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[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[12];\ncx q[4],q[7];\ncx q[5],q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0441634765710015*pi,0.08453080545497904*pi,3.99245520549161*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(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.428351931771666*pi,0.10930755625951005*pi,4.46248754771083*pi) q[1];\nu3(0.251662452303639*pi,3.33287177690107*pi,1.483925589954554*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(1.0*pi,0.0*pi,4.0*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.700605983009949*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(0.547524858600509*pi,2.55603700311662*pi,3.73400769530225*pi) q[10];\nu3(0.466244623371788*pi,0.261674802971262*pi,4.4037587086479*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,1.0*pi) q[14];\nu3(0.871835794874619*pi,0.9472572572661699*pi,0.714737676507937*pi) q[1];\nu3(0.0918919177143684*pi,0.38375054021313604*pi,0.883386019055123*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(0.381945372130838*pi,0.7103562625250099*pi,4.30481438970901*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.689186759457368*pi,3.19562683465884*pi,4.42443848198167*pi) q[9];\nu3(0.831247932912117*pi,3.49439114259241*pi,0.5565150696199578*pi) q[10];\nu3(0.111144269548013*pi,0.54313327806199*pi,4.34407518039893*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(0.604317428192215*pi,3.00582310104162*pi,3.15893810145649*pi) q[14];\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[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.317904629144539*pi,0.03107161306802997*pi,3.70931415038947*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.685108266037977*pi,-0.05937373860112999*pi,3.51185114561302*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(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.396265965073833*pi,2.55630232917783*pi,1.411258905136261*pi) q[14];\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(1.0*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,0.0*pi,4.0*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(0.0*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(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];\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,-0.5*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[13];\nu3(0.5*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[14];\nu3(0.877725706317024*pi,-0.16488332869754202*pi,1.1505148211878269*pi) q[3];\nu3(0.352253846053903*pi,0.016881183782313958*pi,3.49545879768899*pi) q[4];\nu3(0.101143731628727*pi,3.06503442773747*pi,1.237946469089172*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.567003232788971*pi,-0.23693881999791*pi,3.4306758001643*pi) q[7];\nu3(0.731958093814431*pi,0.87509162893737*pi,0.628020214754504*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(3.5*pi,3.46749131826567*pi,0.5*pi) q[2];\nu3(0.81438834416368*pi,3.06788952158364*pi,4.13904397698204*pi) q[3];\nu3(0.394290429311142*pi,2.33855548745116*pi,1.2921230854657582*pi) q[4];\nu3(0.834833932698871*pi,0.14399274069809298*pi,0.5127150803490244*pi) q[5];\ncx q[6],q[9];\nu3(0.485987737839724*pi,-0.339552166669146*pi,0.664521542311408*pi) q[7];\nu3(0.299784169907909*pi,0.8476255937219599*pi,4.489196574565931*pi) q[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[13];\nu3(1.0*pi,0.0*pi,1.140117668018548*pi) q[14];\ncx q[2],q[14];\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,3.20705723450682*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,1.183112345874288*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.6210198443972*pi,0.20025871143128504*pi,0.717451280137366*pi) 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(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\ncx q[6],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.500494244018217*pi,-0.08787115422521202*pi,4.24015273627357*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.41355302114036*pi) q[14];\ncx q[2],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[8];\ncx q[5],q[12];\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,4.4925755350659*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\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,3.36484918749535*pi,0.5*pi) q[4];\nu3(3.5*pi,3.44023981329706*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,1.294038263990273*pi) q[8];\nu3(1.0*pi,0.0*pi,1.22683340007348*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[1],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[11];\ncx q[4],q[8];\ncx q[5],q[12];\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(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,3.48351798876546*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.4372831967177*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(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,3.46887557238878*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.42348302505537*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.262726790797326*pi) q[10];\nu3(1.0*pi,0.0*pi,1.256297182668644*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.630880221490666*pi) q[12];\nu3(1.0*pi,0.0*pi,1.1511165408982489*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[1],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[11];\ncx q[4],q[8];\ncx q[5],q[12];\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(0.0*pi,-0.5*pi,1.5*pi) q[14];\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,0.0*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(0.476051630166737*pi,0.06941777275389005*pi,4.22012364610042*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(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.36617587784024*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.565754654485195*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5721844533961571*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[1],q[13];\nu3(0.451624378556293*pi,-0.05791631943085601*pi,0.806408261133301*pi) q[2];\ncx q[3],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.396045247548392*pi,0.50889389770322*pi,4.20244028888656*pi) q[5];\nu3(0.307086403110625*pi,-0.301114118347684*pi,0.649388115576062*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(0.578505138395455*pi,2.68629920312714*pi,3.59194067383944*pi) q[12];\nu3(0.695988935249222*pi,0.16968727103340198*pi,0.7781292893266281*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.586610740275464*pi,0.13283120885005595*pi,4.07108800948338*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(0.826886585397907*pi,-0.329703986696616*pi,3.4750643052616*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(0.405191870618793*pi,0.06220941396047297*pi,3.96861386395449*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(0.285681488372803*pi,-0.03548483849004802*pi,0.681333040368168*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.3510325553395*pi,-0.308896269864652*pi,1.17416322178827*pi) 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[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[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.874187751923881*pi,2.87498009000746*pi,3.82831952590604*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(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.677986470378272*pi,3.03767979255081*pi,3.3582488591968*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.568841623084256*pi,-0.16884164443896899*pi,0.997414326805387*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(0.5*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[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[2];\nu3(0.335092594398078*pi,0.54800919485343*pi,0.828923814598816*pi) q[1];\nu3(0.706304724747029*pi,3.39850200794735*pi,4.41563688001192*pi) q[3];\nu3(0.409136912221321*pi,3.08092635007397*pi,0.926929758808823*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[7];\nu3(0.483430520668352*pi,2.92647067248822*pi,1.1830543955805322*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(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,3.39972913506071*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,1.313510587286388*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.817725106189939*pi,2.85209129504219*pi,3.51189807570834*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.601893360748489*pi,-0.31559560708171297*pi,1.134449978779241*pi) q[7];\nu3(0.291218570521096*pi,3.38751282059737*pi,0.628771195084167*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.749933574234274*pi,0.35509472240667905*pi,3.87158130300741*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.343731973028558*pi,2.82660968287434*pi,1.69348430849221*pi) q[13];\nmeasure q[7] -> c[7];\ncx q[0],q[2];\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(1.0*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[9];\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(0.534027733328095*pi,0.6968117737706601*pi,0.888880689960137*pi) q[11];\nu3(0.28508131565873*pi,-0.08343583846231001*pi,1.0659792485885609*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.32337282191043*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,3.44065612719785*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.118563714284936*pi) q[9];\nu3(0.304392372690379*pi,0.92882092681816*pi,4.17670330236142*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];\ncx q[0],q[2];\ncx q[3],q[6];\ncx q[4],q[11];\ncx q[5],q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.845962168756261*pi,2.74106559574745*pi,3.5899666784052*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[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.34731401576987*pi,0.5*pi) q[3];\nu3(3.5*pi,3.23815564836993*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,1.171353325983656*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5078561929225782*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.209227832667401*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[2];\ncx q[3],q[6];\ncx q[4],q[11];\ncx q[5],q[9];\ncx q[8],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,3.44783248425271*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.2555504324696969*pi) q[13];\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,0.0*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(0.0*pi,-0.5*pi,4.41543765209356*pi) q[6];\nu3(3.5*pi,3.38216250643459*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,0.623035902804279*pi) q[11];\ncx q[12],q[13];\nu3(1.0*pi,0.0*pi,1.2969773280380021*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,3.44355407059399*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[6];\ncx q[4],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[8],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.210771599429688*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.48909738874822*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[10];\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(0.753060349422063*pi,0.02567926789257502*pi,4.319715361690831*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[11];\ncx q[12],q[13];\nu3(0.0*pi,-0.5*pi,4.36209065256814*pi) q[14];\nmeasure q[5] -> c[5];\nu3(0.449887609310128*pi,2.56919730300635*pi,1.454833565621459*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.845119615334781*pi,0.216272745856796*pi,1.482201370304184*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[6];\ncx q[8],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5719208126430102*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];\nmeasure q[0] -> c[0];\nmeasure q[2] -> c[2];\ncx q[1],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.451589456084157*pi,0.12077247077544295*pi,1.244808752067534*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(0.214676290211795*pi,0.11351046921685204*pi,0.5843332478648465*pi) q[9];\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(0.0*pi,-0.5*pi,1.5*pi) q[14];\nmeasure q[4] -> c[4];\nmeasure q[9] -> c[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0566261491952691*pi,-0.172914691709374*pi,4.02772500946074*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[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.791074226104684*pi,0.48205052097121803*pi,0.706557342105368*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];\nmeasure q[3] -> c[3];\nmeasure q[11] -> c[11];\nu3(0.578970168798753*pi,0.29572735412484596*pi,4.13217621286679*pi) q[1];\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(0.711578232363252*pi,0.72388476907979*pi,0.665896143305845*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,1.5*pi) q[14];\nmeasure q[1] -> c[1];\nmeasure q[10] -> c[10];\nu3(0.762957201061381*pi,0.34190476069787*pi,1.130623788496382*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.267715460658682*pi,0.30796848162146095*pi,4.2312529880072205*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];\nmeasure q[6] -> c[6];\nmeasure q[12] -> c[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[8];\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[8];\nu3(0.320788935591709*pi,2.91229504807551*pi,1.69291411055956*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nmeasure q[13] -> c[13];\nu3(0.323812690492021*pi,3.18237407163721*pi,0.796987338631655*pi) q[8];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\nmeasure q[8] -> c[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.233613135946514*pi,2.68835137092886*pi,1.389886018727723*pi) q[14];\nmeasure q[14] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(0.616872912749805*pi,1.18979311054776*pi,0.741841928970687*pi) q[0];\nu3(0.53409287150226*pi,-0.245485030297929*pi,1.324374363036687*pi) q[1];\nu3(0.343274865745766*pi,3.02054288354852*pi,1.1589151414651209*pi) q[2];\nu3(0.510677624757822*pi,3.42940869351133*pi,1.63484117937919*pi) q[3];\nu3(0.5482789633222*pi,3.11445630720703*pi,0.686319467449628*pi) q[4];\nu3(0.487312758938217*pi,0.17297190933044704*pi,3.70398403713617*pi) q[5];\nu3(0.473263179881026*pi,-0.364670067070539*pi,0.6461028317678961*pi) q[6];\nu3(0.504982806497505*pi,2.67749814221767*pi,3.70814315750747*pi) q[7];\nu3(0.70871025806261*pi,0.19308984248934802*pi,0.5704065412877483*pi) q[8];\nu3(0.799196695614478*pi,0.41925727568093896*pi,1.32886033490061*pi) q[9];\nu3(0.330329824376431*pi,2.8464488350787*pi,0.681738771907518*pi) q[10];\nu3(0.866885278554537*pi,-0.0038611768355050202*pi,3.52017139192244*pi) q[11];\nu3(0.72780862679472*pi,0.06018968578980599*pi,0.862257897071492*pi) q[12];\nu3(0.341871751774914*pi,0.55955992687864*pi,3.66833423036624*pi) q[13];\nu3(0.637816899108747*pi,2.96045126598227*pi,3.24578691761445*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(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,4.0*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(0.0*pi,-0.5*pi,4.0*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(1.5*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[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(0.0*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(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];\ncx q[0],q[3];\ncx q[1],q[13];\ncx q[2],q[9];\ncx q[4],q[6];\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(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,3.33045124321973*pi,0.5*pi) q[0];\nu3(3.5*pi,3.46125756182907*pi,0.5*pi) q[1];\nu3(3.5*pi,3.42364680088522*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.2458291375793489*pi) q[3];\nu3(3.5*pi,3.39521134782247*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,1.16274738305461*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(1.0*pi,0.0*pi,1.1866010334260468*pi) q[9];\nu3(1.0*pi,0.0*pi,1.171412525741341*pi) q[13];\ncx q[0],q[3];\ncx q[1],q[13];\ncx q[2],q[9];\ncx q[4],q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\ncx q[7],q[14];\ncx q[8],q[12];\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,4.3822940169660605*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,0.622184986130302*pi) q[6];\nu3(3.5*pi,3.3873901394815*pi,0.5*pi) q[7];\nu3(3.5*pi,3.44259212847335*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5873049205901522*pi) q[9];\nu3(1.0*pi,0.0*pi,1.192595517577987*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.40874332343696*pi) q[13];\nu3(1.0*pi,0.0*pi,1.210491250691812*pi) q[14];\ncx q[0],q[3];\ncx q[1],q[13];\ncx q[2],q[9];\ncx q[4],q[6];\nu3(3.5*pi,3.39774590269175*pi,0.5*pi) q[5];\ncx q[7],q[14];\ncx q[8],q[12];\nu3(1.0*pi,0.0*pi,1.3664386746628892*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,-0.5*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];\ncx q[5],q[11];\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,0.0*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,4.43457962361822*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5894230539477774*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(0.606409106943962*pi,0.03263355379654698*pi,1.259075338369074*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.259195318478015*pi,3.22983686328814*pi,1.058074699411399*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.263679078059871*pi,0.048242636666824046*pi,0.701443162381172*pi) q[6];\ncx q[7],q[14];\ncx q[8],q[12];\nu3(0.248944006277394*pi,2.87325257778933*pi,0.742860974842272*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.4685444241912595*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(0.182845330139401*pi,-0.242391304715665*pi,0.69180846662038*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.356722734307118*pi,3.37328906855496*pi,0.8858321394998769*pi) q[4];\ncx q[5],q[11];\nu3(0.743708898046848*pi,0.15025753583062396*pi,0.849324983651217*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(0.822947948019016*pi,-0.28729079921659*pi,0.5583927780679881*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,0.0*pi,4.0*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(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(0.5*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(0.0*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(0.46956243777268*pi,-0.360710702850904*pi,1.38061686828555*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(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.421312703546128*pi,0.20317571964381098*pi,0.716069149730785*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];\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(0.203347255341045*pi,1.04639507458855*pi,4.272279420435829*pi) q[0];\nu3(0.465097239901589*pi,3.42229898708317*pi,3.18475019667956*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.546629034340913*pi,0.8647914220585999*pi,0.799564660513193*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(0.311757128344697*pi,3.14726149744866*pi,2.06858963408901*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(0.652743479589666*pi,0.05411085170062102*pi,1.047318704382116*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];\nu3(0.829622374159219*pi,3.09263252422552*pi,3.68806668163966*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.925358222708754*pi,3.22049439066195*pi,3.44841907875206*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[7];\nu3(0.294872707400869*pi,-0.10442738430076798*pi,4.14630383684779*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(0.327287538471515*pi,-0.253101011765131*pi,1.5526452674426*pi) q[13];\nu3(0.65929874720147*pi,0.013198179701160995*pi,4.23835850752806*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(3.5*pi,-0.5*pi,0.5*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[7];\nu3(0.474376788826495*pi,-0.389366493346701*pi,3.67161148421502*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(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.552735401947074*pi,3.20045282809495*pi,3.93176484653948*pi) q[14];\ncx q[0],q[9];\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,1.0*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[11];\nu3(0.685605242279221*pi,0.05953099270376905*pi,1.187643777531175*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,3.44307123006946*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.34254336105882*pi,3.22607941233679*pi,2.1527281182887803*pi) q[5];\nu3(3.5*pi,3.49270044802329*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.286609583211268*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.164604145570306*pi) q[9];\ncx q[10],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.755045230090099*pi,-0.133215252857675*pi,4.36379525005133*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.299748798073931*pi,3.49512606421265*pi,4.130740509741781*pi) q[5];\ncx q[6],q[7];\nu3(3.5*pi,3.45756563994698*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(1.0*pi,0.0*pi,1.200984355654557*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\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(0.0*pi,-0.5*pi,0.705483301300636*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.432051210410711*pi) q[9];\ncx q[10],q[13];\nu3(0.0458753637443373*pi,0.5218246308697101*pi,4.3088616165583*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\ncx q[0],q[9];\ncx q[1],q[5];\nu3(3.5*pi,3.46893783870091*pi,0.5*pi) q[3];\ncx q[4],q[12];\ncx q[6],q[7];\nu3(1.0*pi,0.0*pi,1.135906208120842*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.654757737894241*pi,0.5878709335486001*pi,0.97859232507633*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.49004480560313*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,3.35429197392849*pi,0.5*pi) q[1];\ncx q[3],q[8];\nu3(3.5*pi,3.39714967215248*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.2652606598499951*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];\ncx q[10],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.307271707492696*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[12];\nu3(0.561215579633002*pi,3.27117217830738*pi,4.06373198953717*pi) q[6];\nu3(0.639092554295292*pi,3.42395356027345*pi,3.52592755001525*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.558392432472985*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[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];\ncx q[3],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.32732995622555*pi) q[5];\nu3(0.322578040477791*pi,-0.42860120435991167*pi,1.231803082377939*pi) q[6];\nu3(0.116487836550049*pi,2.97249318900279*pi,1.024407626907722*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(0.0*pi,-0.5*pi,0.67065040595155*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];\ncx q[1],q[5];\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(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(1.5*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[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(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(1.5*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(0.0*pi,-0.5*pi,1.5*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(0.345065623025051*pi,3.07127389681998*pi,1.364007891094394*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.161592149648462*pi,3.12125300378931*pi,1.139462640251214*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[8];\nu3(0.201090869156689*pi,3.31041541551733*pi,1.76368571200157*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,3.45633752822832*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,0.0*pi,1.2823486174935699*pi) q[14];\nu3(0.252905229563771*pi,3.09064138437215*pi,2.0533651059873197*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.312797604586616*pi,0.85401568672801*pi,4.42518858307575*pi) q[3];\nu3(0.383972067578938*pi,0.56889108051483*pi,3.97297869667306*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(0.342795967404595*pi,-0.18636229490793998*pi,3.74202315836408*pi) q[9];\nu3(0.551358414602909*pi,3.39907962451614*pi,1.82356579797612*pi) q[10];\ncx q[11],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.3435621726583*pi,-0.274872441351825*pi,1.65239556248598*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.0*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[3];\nu3(0.732406863183888*pi,2.96669911450472*pi,4.42907222907931*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.457507205301674*pi,-0.11416639556091202*pi,4.09472507625531*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.751554533949881*pi,0.330040442752193*pi,0.908859045036453*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(0.866219928732575*pi,2.94906603011737*pi,3.5768346620432*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.4888766326204*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.408072523994553*pi,3.40452700461978*pi,0.893185743256451*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(1.0*pi,0.0*pi,4.0*pi) q[5];\nu3(0.208382120453471*pi,2.36627226069615*pi,1.3529368461023181*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];\ncx q[11],q[14];\nu3(0.547977540575263*pi,3.27166951122398*pi,2.99600233597525*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[0];\nu3(0.780636764294389*pi,3.44720236185636*pi,2.96488838523846*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(0.409946814432123*pi,3.27088922757463*pi,2.11754715912571*pi) q[5];\ncx q[6],q[9];\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(0.447892469779957*pi,0.28592182314396297*pi,3.8398671652371*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,-0.5*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(0.710166845895091*pi,3.38131038523877*pi,3.29406909199662*pi) q[5];\nu3(3.5*pi,3.39790464094007*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.118381277547769*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(0.5*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(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[3],q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[9];\ncx q[7],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(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[13];\nu3(3.5*pi,3.49067264292159*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.202785820215293*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(3.5*pi,3.49041704077532*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.2982360369119599*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5547088978464401*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(3.5*pi,3.48666098356829*pi,0.5*pi) q[0];\ncx q[1],q[5];\ncx q[3],q[4];\ncx q[6],q[9];\ncx q[7],q[8];\nu3(0.714119317624605*pi,0.04576040827274497*pi,3.59799249869244*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.399200353075541*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[13];\nu3(3.5*pi,3.38530568594594*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,4.49617499748252*pi) q[4];\nu3(1.0*pi,0.0*pi,1.322151457190984*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,4.30319663076395*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.365610851934584*pi,-0.169180120396687*pi,1.18057377884341*pi) q[11];\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];\ncx q[3],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[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.3605147207976*pi) q[13];\nu3(0.299545318194585*pi,-0.14320779109339798*pi,4.12977505585192*pi) q[14];\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[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.307482476146189*pi) q[5];\nu3(0.376395316267656*pi,3.31241674179337*pi,2.0242460086412297*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(0.523310860399361*pi,3.42232543216362*pi,4.00606632054885*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*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(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.331981899463696*pi,0.388960288869183*pi,0.953991973203455*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[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(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,3.42401061818199*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(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(0.771035752647402*pi,0.8110903872367301*pi,0.823515546164139*pi) q[9];\nu3(1.0*pi,0.0*pi,1.271927043837548*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[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[11];\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[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(0.722290180370689*pi,-0.268462281246086*pi,1.0228504416163942*pi) q[9];\ncx q[12],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[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(0.799535870041264*pi,0.272083051427625*pi,0.628585668350998*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];\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,4.4763111220653204*pi) q[11];\nu3(3.5*pi,3.36407329132594*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,1.349926367691036*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[11];\nu3(0.346065371385426*pi,-0.22880304495985598*pi,1.54772955689295*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(0.113288058316432*pi,0.7873985859877599*pi,4.36370962996828*pi) q[7];\nu3(0.562786979996117*pi,0.30070414260450296*pi,1.362920988800158*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\ncx q[12],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\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(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.482976389394958*pi,3.3037198457252*pi,4.42925653119024*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.391032884040487*pi,3.1919147498377*pi,0.907684819014856*pi) q[7];\nu3(0.747099167780006*pi,0.29319672202008196*pi,1.208598392106774*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,4.43455976680003*pi) q[14];\nu3(0.5375404290585*pi,3.49176164969596*pi,3.10470193200797*pi) q[0];\nu3(0.663523724699681*pi,3.20340562170597*pi,3.31369797300097*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(0.549604349825574*pi,2.68447721556267*pi,3.7205186506255*pi) q[4];\nu3(0.705249379080334*pi,-0.284271068527277*pi,3.29679524399904*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[11];\ncx q[12],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.490634456218018*pi,3.23491670985606*pi,1.92572789657137*pi) q[0];\nu3(0.74997101803947*pi,3.14777078332256*pi,4.3515408333788095*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(0.679832426258415*pi,2.84037704035186*pi,3.71883067712811*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[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(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*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(1.0*pi,-0.5*pi,0.5*pi) q[7];\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(0.261743073013604*pi,-0.024472471668850027*pi,0.701688584123243*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(0.0488174444477725*pi,-0.266236834072951*pi,4.18903971787795*pi) q[2];\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[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.37798450106636*pi,0.29205352698137*pi,1.053417805520062*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(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.250115612809825*pi,3.13146092994335*pi,0.617660677377958*pi) q[2];\ncx q[7],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(3.5*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(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.44330120645015*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.271724203640669*pi) q[8];\nu3(0.352916300333852*pi,-0.28086674589398897*pi,0.5614278535910249*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];\ncx q[0],q[3];\ncx q[1],q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[7],q[8];\nu3(0.298120695005089*pi,-0.4600571413382823*pi,0.656928433343878*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,3.45290571800126*pi,0.5*pi) q[0];\nu3(3.5*pi,3.43348111138796*pi,0.5*pi) q[1];\ncx q[2],q[13];\nu3(1.0*pi,0.0*pi,1.186059922467276*pi) q[3];\nu3(1.0*pi,0.0*pi,1.220421161627532*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5461290686487619*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.32009919625316*pi,-0.233662464655071*pi,1.3075645732091958*pi) q[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\ncx q[0],q[3];\ncx q[1],q[4];\nu3(3.5*pi,3.42809200973798*pi,0.5*pi) q[2];\ncx q[7],q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.696985270206328*pi,3.25595495887336*pi,3.67852646897776*pi) q[12];\nu3(1.0*pi,0.0*pi,1.32239819627334*pi) q[13];\nu3(0.5*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,0.0*pi,0.5*pi) q[1];\ncx q[2],q[13];\nu3(0.0*pi,-0.5*pi,0.595627835710443*pi) q[3];\nu3(0.0*pi,-0.5*pi,0.5962960836111755*pi) q[4];\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[10],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.545378471067489*pi,-0.4492553901506219*pi,3.23057277934014*pi) q[14];\ncx q[0],q[3];\ncx q[1],q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\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[12];\nu3(3.5*pi,3.40274323174669*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.284761005117252*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.35413107592308*pi) q[13];\nu3(0.397278341868753*pi,2.9861939916426*pi,1.134055429578056*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];\ncx q[2],q[13];\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(0.730935868793565*pi,3.30537902042116*pi,3.3313187704844*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,3.28915579311459*pi,0.5*pi) q[9];\ncx q[10],q[11];\nu3(1.0*pi,0.0*pi,1.142014731254768*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[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(0.489187323251653*pi,0.36674819918977997*pi,3.97110090592303*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,0.711249615217041*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(0.586395047066556*pi,3.49685703831904*pi,4.3038760143185*pi) q[0];\nu3(0.76585731962557*pi,0.06522271367056298*pi,4.47719224299194*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[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.359253207384552*pi,-0.32285509388426403*pi,1.77424964298787*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\ncx q[10],q[11];\nu3(0.0*pi,-0.5*pi,0.5756971671723736*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.132366870223303*pi,3.48448369408973*pi,1.52615870353227*pi) q[0];\nu3(0.470478994840184*pi,0.16574731247267305*pi,0.910787365710073*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(3.5*pi,3.41041625241982*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.629021841727208*pi,-0.229584342969605*pi,3.72327943144475*pi) q[8];\ncx q[9],q[12];\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[13];\nu3(1.0*pi,0.0*pi,1.182068132988414*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(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.319777517323453*pi,2.99799416241286*pi,0.745098931907891*pi) q[3];\nu3(0.551883028872305*pi,0.010886484125577023*pi,4.48693610019652*pi) q[4];\ncx q[5],q[14];\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[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[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(0.451608603503789*pi,-0.4140694057659191*pi,3.86443164697256*pi) q[3];\nu3(0.407779108508736*pi,0.20901430593209003*pi,4.33942602551281*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(1.0*pi,0.0*pi,4.0*pi) q[9];\nu3(0.141058588430857*pi,3.16760410235407*pi,2.02151972480513*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,4.44280726076672*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[6];\nu3(0.716664075389815*pi,0.58928303306062*pi,1.0422056351882318*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[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.484702706854532*pi,3.08761537784752*pi,0.733338346988783*pi) q[9];\nu3(0.31155022240342*pi,0.08499428278989196*pi,1.374594385287176*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(0.497974805757977*pi,-0.11634173584302099*pi,1.2612984363150361*pi) q[13];\nu3(3.5*pi,3.49605065318469*pi,0.5*pi) q[1];\nu3(0.335516070259622*pi,3.28950253074981*pi,0.939276197988762*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[5];\nu3(1.0*pi,0.0*pi,1.298212761252781*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.534489068655984*pi,2.50746451002397*pi,3.81779785488263*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.626804642079559*pi,-0.4628277614836266*pi,0.697927475643083*pi) q[11];\nu3(0.783114703921001*pi,-0.047196213926971986*pi,0.630469523113352*pi) q[12];\nu3(0.559269480929941*pi,2.47286966871385*pi,3.8567067380795*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[1],q[6];\nu3(3.5*pi,-0.5*pi,0.5*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[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.474963683722516*pi,0.26123769860177304*pi,4.144242417719219*pi) q[11];\nu3(0.567751977285313*pi,3.23444798389314*pi,0.630317921120325*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,0.0*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[5];\nu3(0.0*pi,-0.5*pi,4.49282074348553*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(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];\ncx q[0],q[11];\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[5];\ncx q[8],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(3.5*pi,3.2278704534345*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];\ncx q[3],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(3.5*pi,3.49417364238131*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.257058886171128*pi) q[9];\nu3(1.0*pi,0.0*pi,1.1499945137693781*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[7];\nu3(3.5*pi,3.47892589585374*pi,0.5*pi) q[3];\nu3(0.535024584119048*pi,3.13223560605682*pi,0.802881493978174*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[8],q[9];\nu3(1.0*pi,0.0*pi,1.259689757305068*pi) q[12];\nu3(0.398468239914321*pi,-0.4444631482695509*pi,4.37361257902827*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(3.5*pi,3.44711187986297*pi,0.5*pi) q[2];\ncx q[3],q[12];\nu3(0.204868029186868*pi,-0.187636466625066*pi,3.70693571910547*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.342696359834286*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.4637012715390405*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5728176583681459*pi) q[11];\nu3(0.378952648495933*pi,3.01108480276737*pi,0.5323069490723071*pi) q[14];\ncx q[0],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[7];\nu3(0.5*pi,0.0*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[8],q[9];\nu3(0.0*pi,-0.5*pi,4.46589081242825*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[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];\ncx q[3],q[12];\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,4.40014458450495*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(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.158360301304112*pi,3.06195313430777*pi,0.5175757681652098*pi) q[0];\nu3(0.347301692122559*pi,2.69199513990876*pi,1.0637366425176409*pi) q[1];\ncx q[2],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[14];\ncx q[5],q[13];\nu3(0.442784737017242*pi,2.95781599733733*pi,0.994659819138858*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[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.749774990174594*pi,0.345863037226947*pi,1.248552324633937*pi) q[0];\nu3(0.421976334700324*pi,0.77243161396898*pi,0.5396510289122329*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,3.45314473219926*pi,0.5*pi) q[4];\nu3(3.5*pi,3.45899706594971*pi,0.5*pi) q[5];\nu3(0.293087037834329*pi,-0.17609442464208003*pi,4.11487028162014*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[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.276770206892401*pi) q[13];\nu3(1.0*pi,0.0*pi,1.169181947897624*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(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[14];\ncx q[5],q[13];\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(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.437703971925708*pi,-0.315066033039205*pi,0.885506627321129*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[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(0.0*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(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.952436100720789*pi,0.00594671192268903*pi,1.413224632794525*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.206100700769755*pi,-0.4321761181085044*pi,0.692324557133829*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5739300597121414*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.49327079239377*pi) q[14];\ncx q[1],q[10];\nu3(0.5*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[14];\ncx q[5],q[13];\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(0.162905054414637*pi,-0.372928450333257*pi,0.5114832410478357*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(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,3.45745387037264*pi,0.5*pi) q[1];\nu3(0.484618295730384*pi,3.36917008795998*pi,4.11269968528829*pi) q[2];\nu3(0.866076761002947*pi,-0.320851414110902*pi,0.7149452879460549*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(0.454447166146491*pi,0.472202028658562*pi,4.2837076297103405*pi) q[9];\nu3(1.0*pi,0.0*pi,1.352652016177914*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.689090356986374*pi,2.70739135560356*pi,3.71593432525378*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[1],q[10];\nu3(0.787962196618181*pi,0.72720114051094*pi,0.843186966693382*pi) q[2];\nu3(0.252027981482336*pi,2.73333146054788*pi,1.3000088093116902*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.580715675626661*pi,0.8694586583180699*pi,0.851581537636079*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.582683828229026*pi,0.436994661751104*pi,1.074797720519812*pi) q[9];\nu3(0.622990775722428*pi,3.48850643288319*pi,0.881842199691504*pi) q[12];\nu3(0.345215108625724*pi,3.21916542109142*pi,1.94441514026926*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[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(0.378391943382102*pi,-0.18519911725037302*pi,1.118181885208752*pi) q[5];\nu3(0.817004222373507*pi,-0.05307369050028399*pi,4.0258059522303*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.374825485345481*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.702259243680231*pi,-0.28439873635298096*pi,0.848506508500902*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[2];\ncx q[1],q[10];\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(0.598397794875667*pi,3.44570843896726*pi,3.34020734235881*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[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,3.33441288719617*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,1.2181297582438742*pi) q[2];\ncx q[3],q[11];\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[7];\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];\ncx q[0],q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,3.43688694043727*pi,0.5*pi) q[3];\nu3(0.270982176646738*pi,0.24761584887198695*pi,0.746958369434522*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[10];\nu3(1.0*pi,0.0*pi,1.298311362426916*pi) q[11];\ncx q[12],q[13];\nu3(0.566264718925766*pi,-0.03132994862524302*pi,1.048629132433084*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,0.626445586320233*pi) q[2];\ncx q[3],q[11];\nu3(0.728363659627608*pi,-0.302769616970896*pi,0.5408457720064862*pi) q[4];\ncx q[5],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(3.5*pi,3.35236206210027*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.1962531574740631*pi) q[13];\nu3(0.478296066006582*pi,0.143691443761931*pi,3.53480150456871*pi) q[14];\ncx q[0],q[2];\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(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,3.33949462454564*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.286826091058908*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5338772800530821*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,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[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\ncx q[5],q[8];\ncx q[6],q[14];\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,0.661042117863339*pi) q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[0];\nu3(0.332845214174038*pi,-0.049108997356650974*pi,0.8741407723557699*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[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(3.5*pi,3.28758326741221*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.3626055672552795*pi) q[8];\nu3(0.635542150184255*pi,3.04476323171508*pi,3.0602174302431*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\ncx q[12],q[13];\nu3(1.0*pi,0.0*pi,1.192767943157661*pi) q[14];\nu3(0.157033125481846*pi,0.94071954253598*pi,4.056316723881309*pi) q[0];\nu3(0.244454003842922*pi,0.10527704395106996*pi,0.660362278189615*pi) q[1];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\nu3(0.0600977031988569*pi,0.43600101531308*pi,0.5064847448249952*pi) q[3];\nu3(3.5*pi,3.48292373080989*pi,0.5*pi) q[4];\ncx q[5],q[8];\ncx q[6],q[14];\nu3(1.0*pi,0.0*pi,1.2766750727525489*pi) q[9];\nu3(0.542706947209618*pi,0.497043676923145*pi,1.272688271800239*pi) q[10];\nu3(0.0997684532363094*pi,3.40083717359067*pi,4.39715957022828*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(0.515023570259754*pi,-0.372271459224512*pi,0.926723753530143*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.79818857264187*pi,0.066414411853157*pi,1.407273513424446*pi) q[2];\nu3(0.691376739746626*pi,-0.12045472591213202*pi,4.1490359230015805*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,1.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.539148343621414*pi,3.48258262236247*pi,3.81064942147472*pi) q[11];\nu3(0.284240843088695*pi,0.345156603822816*pi,4.123311080533259*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.4515877384052995*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(0.618734879186701*pi,0.307286289226293*pi,1.274608805375816*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];\ncx q[6],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.39251829494491*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(0.151089402151916*pi,1.17660472629748*pi,4.289464585498219*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[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(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[4],q[9];\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[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.783742752025189*pi,0.5588279319238301*pi,1.2107827244917408*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(1.5*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[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[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(0.297274377056711*pi,3.24440410936575*pi,1.8161439388746*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[7];\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,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[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\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,3.27838895150091*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.69816969218614*pi,0.08048906176820203*pi,1.1251529186656208*pi) q[5];\nu3(0.657096580648251*pi,3.31016219990558*pi,3.51354175378649*pi) q[6];\nu3(1.0*pi,0.0*pi,1.177796146710386*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[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.143094713074325*pi,2.80500169030146*pi,1.66272209912223*pi) q[5];\nu3(0.347039626709268*pi,3.16275258626078*pi,2.0134636330902*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];\ncx q[12],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(0.5*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(0.0*pi,-0.5*pi,4.44796428252271*pi) q[7];\nu3(0.825511775562511*pi,0.472810220826433*pi,4.4422526600020795*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,3.49229543288663*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.294839792174775*pi) q[13];\nu3(0.0833521051565718*pi,-0.347216543184168*pi,0.8008460187217761*pi) q[14];\ncx q[0],q[7];\ncx q[2],q[5];\nu3(0.714003601946006*pi,0.36541625454139204*pi,1.51081558464346*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.468070420253209*pi,0.26669816996948903*pi,3.53528633912477*pi) q[8];\nu3(0.293579886696212*pi,2.86069377075623*pi,0.667216504243815*pi) q[9];\ncx q[12],q[13];\nu3(0.345462425507294*pi,3.12270821250653*pi,1.453067107258669*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,3.21723308671778*pi,0.5*pi) q[2];\nu3(0.884136598957005*pi,0.46062669634695297*pi,1.397021852883595*pi) q[4];\nu3(1.0*pi,0.0*pi,1.177450067543202*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(0.329440670494065*pi,0.10434198757740099*pi,0.5704817459858356*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.4818647396320905*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];\ncx q[2],q[5];\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(0.0*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];\ncx q[12],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[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.5008651404227384*pi) q[5];\ncx q[6],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[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,1.5*pi) q[13];\nu3(0.604337174756082*pi,-0.355632619143305*pi,3.80305071026107*pi) q[0];\ncx q[1],q[9];\ncx q[2],q[5];\ncx q[3],q[4];\nu3(3.5*pi,3.36368758875658*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[8];\nu3(1.0*pi,0.0*pi,1.25170363572856*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(0.473410640886698*pi,0.79459608492496*pi,4.39849685570316*pi) q[0];\nu3(3.5*pi,3.43997640456461*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.42586953736433*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.2707525158769921*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[10];\nu3(1.0*pi,0.0*pi,1.264274613167315*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(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[9];\nu3(0.654631181200193*pi,0.08835211473286597*pi,3.96525607107062*pi) q[2];\ncx q[3],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(0.374076363887233*pi,-0.19763495966036898*pi,1.416178947372539*pi) q[7];\nu3(3.5*pi,3.45568209955157*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.264629466405495*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.627981643656685*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[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.665873297878607*pi,0.56609634267489*pi,1.4087597233355*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.29863747468569*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[11];\nu3(0.302912713075448*pi,-0.11050519123136499*pi,4.46968126728013*pi) q[7];\ncx q[8],q[10];\nu3(0.0*pi,-0.5*pi,0.68088464807409*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[0];\ncx q[1],q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[4];\nu3(0.739617587264225*pi,2.91689042719119*pi,3.42074336229231*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(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.47789833050728*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.674706873822201*pi,0.07896108572220295*pi,1.103834449193882*pi) q[12];\nu3(0.510027299963021*pi,3.09143948997077*pi,1.8024167452903*pi) q[13];\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(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.370466453385066*pi,0.294327540870824*pi,4.43380450380795*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[10];\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(0.535065546538952*pi,0.149712372362949*pi,1.297279707808304*pi) q[12];\nu3(0.314619325902596*pi,3.47906864946636*pi,4.28255901329175*pi) q[13];\ncx q[0],q[2];\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(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.523004267185099*pi,2.84544492094354*pi,3.81937321463473*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(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,3.45959388796493*pi,0.5*pi) q[0];\nu3(0.761037878285422*pi,-0.32822165862922303*pi,3.33941746431986*pi) q[1];\nu3(1.0*pi,0.0*pi,1.333320780006357*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(0.488838470065596*pi,0.6313587064808901*pi,4.01885300354596*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(0.0*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];\ncx q[0],q[2];\nu3(0.259184019464893*pi,0.483510521094365*pi,0.624305862569979*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(3.5*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(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.450479338673798*pi,-0.4416030235134867*pi,1.60114656215677*pi) q[11];\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,0.518118080655463*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(1.5*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,3.43984387530931*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.545142638765043*pi,0.300454178769757*pi,0.939266361656327*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.627625379088452*pi,-0.322421871408314*pi,3.88408294262166*pi) q[11];\nu3(1.0*pi,0.0*pi,1.283137156796839*pi) q[14];\ncx q[0],q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.759337590660867*pi,-0.275137268820138*pi,1.216884379466854*pi) q[3];\nu3(0.753248401707767*pi,0.255824024376859*pi,1.0336132847719641*pi) q[4];\ncx q[5],q[6];\ncx q[7],q[14];\nu3(0.352925242848126*pi,3.16951893239607*pi,0.7306625985012*pi) q[8];\nu3(0.377323045961135*pi,3.38587021570112*pi,1.80112831992566*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[0];\ncx q[1],q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.562029696355056*pi,3.36816043655892*pi,3.65532943107931*pi) q[3];\nu3(0.874536661988973*pi,0.480606206109254*pi,0.625294593715065*pi) q[4];\nu3(3.5*pi,3.47707689762466*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.3505590243680952*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.455867183827763*pi,2.54603448217291*pi,1.028000075489953*pi) q[8];\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(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.3018008707805*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.42553032029919*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];\ncx q[5],q[6];\ncx q[7],q[14];\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(0.828956948703003*pi,0.6122243480116001*pi,0.984544004005157*pi) q[10];\ncx q[11],q[12];\nu3(1.0*pi,0.0*pi,1.328166499559007*pi) q[13];\nu3(0.167182165045531*pi,-0.05135975275045401*pi,3.93726186462475*pi) q[0];\ncx q[1],q[13];\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(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.641796971439148*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(0.580828137527004*pi,-0.34440881305402*pi,3.55072817673845*pi) q[10];\nu3(3.5*pi,3.47586805928402*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.206363295959037*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.586059740087876*pi,3.1419365952636*pi,4.32562141939787*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[8];\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(1.0*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[12];\nu3(0.0*pi,-0.5*pi,0.503519521181375*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];\ncx q[1],q[13];\nu3(0.499824972037078*pi,0.77314368973455*pi,0.6906524813863459*pi) q[2];\nu3(3.5*pi,3.43152762420672*pi,0.5*pi) q[3];\ncx q[4],q[10];\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,1.2542809360940699*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[11];\nu3(0.0*pi,-0.5*pi,4.42599864099186*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(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.568617586122375*pi,0.33605263265401*pi,1.300871055161773*pi) q[2];\ncx q[3],q[8];\nu3(3.5*pi,3.34850515557082*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(1.0*pi,0.0*pi,1.040738804755811*pi) q[10];\ncx q[11],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];\nu3(0.499067306638159*pi,2.88421329756704*pi,3.53219056627317*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[10];\nu3(0.49398412027956*pi,2.53147691101763*pi,1.076279360213531*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[7];\nu3(0.0*pi,-0.5*pi,0.6777885627496321*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(0.537698734491477*pi,-0.321575520572217*pi,0.951920998676166*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(0.213922039570058*pi,3.09206605864606*pi,0.9866841195193989*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[4];\nu3(0.52718616687412*pi,3.21845804027216*pi,1.84736817307897*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,0.5103454625000232*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(0.522537206494448*pi,3.32571959277197*pi,4.38854954354892*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[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.540232363338756*pi,0.0036021165253290466*pi,4.3103657188467395*pi) q[6];\nu3(0.339375170979185*pi,3.19863062129669*pi,1.094393474847182*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(0.0*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,4.0*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.50366874702555*pi,3.48734416947918*pi,3.48891697779148*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(0.426003262051251*pi,3.07168598626201*pi,4.477453615416589*pi) q[6];\nu3(0.397305383921026*pi,3.39153074873185*pi,4.39003946610902*pi) q[7];\nu3(0.473173647536138*pi,2.59114666366785*pi,3.84835375469998*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,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.282601698111338*pi,-0.04161969588631398*pi,3.60251897342096*pi) q[3];\nu3(0.442706792994839*pi,0.22649986219582396*pi,4.39565107347924*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(0.68881641426811*pi,0.16324908244812797*pi,1.173628623166259*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(0.0822771659745747*pi,-0.16632043166322902*pi,1.395267457711753*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.517759669034405*pi,0.07873019626186695*pi,0.872410593348668*pi) q[4];\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[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.154156582507077*pi,-0.12566907080747702*pi,3.73923507247701*pi) q[11];\nu3(0.187323636065471*pi,3.47643869498403*pi,0.645615022526394*pi) q[12];\nu3(0.39695682301838*pi,2.66283795846052*pi,1.54331129183067*pi) q[14];\ncx q[0],q[7];\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[8];\nu3(0.258510487513236*pi,0.19105445400032295*pi,3.7480541651694*pi) q[10];\nu3(0.574342314375289*pi,0.5545278213856999*pi,4.4473090709559*pi) q[11];\nu3(0.535614314548377*pi,0.5752960549636701*pi,4.38438295234247*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.40626545086326*pi,0.5*pi) q[0];\ncx q[1],q[8];\ncx q[3],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.342174641960515*pi) q[7];\nu3(0.49303226616597*pi,0.33896498018313803*pi,1.4404978612170871*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[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[7];\nu3(3.5*pi,3.48231871912756*pi,0.5*pi) q[1];\ncx q[2],q[14];\nu3(3.5*pi,3.4511577753992*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,1.220243375861605*pi) q[5];\nu3(1.0*pi,0.0*pi,1.283118671333296*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(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[8];\nu3(3.5*pi,3.49961641125882*pi,0.5*pi) q[2];\ncx q[3],q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.24708148005963*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(1.0*pi,0.0*pi,1.102030572684472*pi) q[14];\ncx q[0],q[7];\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];\ncx q[4],q[6];\nu3(0.0*pi,-0.5*pi,4.48804674401733*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.403502569604671*pi) q[8];\ncx q[9],q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*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[5];\nu3(3.5*pi,3.46637262329868*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.291943920204527*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,3.46295860522977*pi,0.5*pi) q[9];\ncx q[10],q[13];\nu3(1.0*pi,0.0*pi,1.395612870019249*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5207729982767009*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];\ncx q[2],q[14];\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(0.0*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(3.5*pi,3.36047896502793*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.281554913543308*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(0.5*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,4.40121432403813*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];\ncx q[10],q[13];\nu3(0.0*pi,-0.5*pi,0.637820976758935*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[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.666832132112516*pi,3.01560032207435*pi,4.11076920313511*pi) q[2];\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(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[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5016672330543623*pi) q[13];\nu3(0.538557444240082*pi,-0.283281715353436*pi,3.79169358533353*pi) q[14];\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(0.774071505098022*pi,-0.21041796448317301*pi,3.57029303961797*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(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[10],q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.627093574820186*pi,0.06402472774069701*pi,4.3972464005362095*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(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(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(0.5*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(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.736723536720627*pi,0.59886454681467*pi,0.9757661440283669*pi) q[0];\nu3(0.956803753256797*pi,-0.242910181372134*pi,3.72920861818921*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.413926605055856*pi,3.30612782572778*pi,4.30413990290138*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.399759056515535*pi,-0.15162679941082302*pi,4.43287064807154*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(0.55292318281923*pi,0.12921403213414195*pi,1.016299233080389*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.230851935298261*pi,-0.170008976160055*pi,1.56755997978584*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[14];\nu3(0.91364150988655*pi,3.28918844152905*pi,3.02207820540714*pi) q[0];\nu3(0.252091262687594*pi,-0.4662537850319473*pi,1.085969806795305*pi) q[1];\nu3(0.748522818004316*pi,0.5528308762184999*pi,1.417536894821634*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.413707622361189*pi,0.475280631827226*pi,1.00338051511326*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(0.508929379444081*pi,2.77058975544687*pi,1.453732965241705*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[9];\nu3(0.736546700347809*pi,-0.02266293035997502*pi,0.5041257714566248*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(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[3];\nu3(0.786822614344724*pi,0.0011595021254080518*pi,0.5104360619989133*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(0.854420923863506*pi,-0.10390127203459198*pi,0.8442478101862629*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[8];\nu3(0.742837545613491*pi,-0.386445592967642*pi,3.91043461504054*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(0.645917630907682*pi,0.64457504195221*pi,4.48148496345109*pi) q[13];\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[3];\nu3(0.543361843398429*pi,0.6740779183251999*pi,4.2745139400214995*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(0.693389364595619*pi,-0.13699383811933602*pi,4.05456441481612*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.48295055776678*pi,0.255749115035663*pi,1.313877399278275*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[11];\nu3(0.292687128123589*pi,-0.181157424032508*pi,3.70080869299242*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[10];\nu3(1.0*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[14];\nu3(0.359230299544497*pi,0.93886373186073*pi,0.5184808259241201*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(0.493842639132272*pi,0.167441679346233*pi,3.63991552042429*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(3.5*pi,3.45348931001391*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(3.5*pi,3.46943316611395*pi,0.5*pi) q[5];\nu3(0.553005717451038*pi,2.95701346177032*pi,4.39875001525503*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(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.265716561126648*pi) q[10];\nu3(0.562932863892661*pi,3.08908778755779*pi,3.87195511514763*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.300592236404212*pi) q[14];\ncx q[0],q[2];\ncx q[1],q[10];\ncx q[3],q[4];\ncx q[5],q[14];\nu3(3.5*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,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,3.36184007894194*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.218158679635435*pi) q[2];\nu3(3.5*pi,3.40951813791178*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.2883705651326132*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(3.5*pi,3.46920716652485*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.295040943590531*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5685964098005303*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.36183596381541*pi) q[14];\ncx q[0],q[2];\ncx q[1],q[10];\ncx q[3],q[4];\ncx q[5],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[9];\ncx q[11],q[12];\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,0.606353707145319*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.45576688914801*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,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.42129455943045*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,3.40886818781037*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.286402230558161*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[2];\nu3(0.722936275264285*pi,0.61048611590982*pi,4.41766088228255*pi) q[1];\ncx q[3],q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[13];\ncx q[7],q[9];\nu3(0.720348419751902*pi,-0.4344650565694531*pi,4.2846887997203496*pi) q[10];\ncx q[11],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(0.982853062889806*pi,0.29337000545356295*pi,1.007647152201459*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,1.5*pi) q[5];\nu3(3.5*pi,3.41527712117257*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(0.532688481401151*pi,3.20325807866415*pi,3.53137858221218*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.31838019150663*pi) q[12];\nu3(1.0*pi,0.0*pi,1.13491310231164*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(0.0*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];\ncx q[6],q[13];\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];\ncx q[11],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.711124034679624*pi,0.15045585024437302*pi,1.408515097024331*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(0.0*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,0.0*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(0.5*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,0.597731732415264*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.379960839378212*pi,0.5387119289325999*pi,4.3134508426642295*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(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.216929913092648*pi,0.40300888342318997*pi,3.42422692593219*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,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(0.397091395698951*pi,0.53465929109434*pi,4.04727552023772*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.578772411687921*pi,3.11846363066285*pi,3.54032136179301*pi) q[2];\nu3(0.697336562825159*pi,2.73621797148909*pi,3.85622615389556*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.715281901460952*pi,1.14426888618587*pi,0.837082741309099*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[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(0.304068848215954*pi,3.18983170176559*pi,1.67621948116054*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.506721851708643*pi,3.11046519369434*pi,1.54885332531025*pi) q[2];\nu3(0.553742077836429*pi,0.13229429758306*pi,4.34201002693508*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(0.0666439591209185*pi,0.38275751685358905*pi,3.97413404695915*pi) q[7];\nu3(0.328061415459298*pi,0.67303962227734*pi,3.72888356418749*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(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.446383754250704*pi,2.92619276813448*pi,1.1127992124156*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.543105578356883*pi,0.11890677340561595*pi,3.62343786333226*pi) q[6];\nu3(0.876593254059122*pi,0.5023934424054399*pi,1.0388440370751861*pi) q[7];\nu3(0.364676046040588*pi,0.10565578764458206*pi,1.084187493152946*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(0.5*pi,-0.5*pi,0.5*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(0.524218520804718*pi,0.5502765937782601*pi,4.2187381144613205*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.626515406294177*pi,-0.4722205216201165*pi,4.20640572091259*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(0.347540039355834*pi,3.25836747435883*pi,0.635410259175049*pi) q[11];\nu3(0.295563601469322*pi,3.43445013166287*pi,1.3243324970813681*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[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(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(0.664177025275074*pi,2.75496297924594*pi,4.09064376404635*pi) q[11];\nu3(0.831131982935605*pi,3.34256614151218*pi,3.42815290488604*pi) q[12];\nu3(0.761150971188013*pi,0.053115185251015995*pi,4.1033073017727*pi) q[13];\ncx q[2],q[9];\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[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\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(0.539302645358237*pi,3.3096964737374*pi,4.390817776198491*pi) q[13];\ncx q[1],q[6];\nu3(3.5*pi,3.40065681682755*pi,0.5*pi) q[2];\ncx q[3],q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,3.44207285957729*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.330507850841792*pi) q[7];\nu3(1.0*pi,0.0*pi,1.211702866827389*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[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[11];\nu3(3.5*pi,3.39441542302206*pi,0.5*pi) q[1];\ncx q[2],q[9];\nu3(3.5*pi,3.39518343437001*pi,0.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\ncx q[5],q[7];\nu3(1.0*pi,0.0*pi,1.101306841278967*pi) q[6];\nu3(1.0*pi,0.0*pi,1.170472608234415*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,3.46639488733903*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[10];\ncx q[4],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.30083322422821*pi) q[7];\ncx q[8],q[12];\nu3(0.0*pi,-0.5*pi,0.5998257973720001*pi) q[9];\nu3(1.0*pi,0.0*pi,1.2755277467256532*pi) q[11];\ncx q[0],q[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(3.5*pi,3.40421969922509*pi,0.5*pi) q[4];\ncx q[5],q[7];\nu3(0.0*pi,-0.5*pi,4.44500312444927*pi) q[6];\nu3(3.5*pi,3.40108814071336*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.41657261690094*pi) q[10];\nu3(1.0*pi,0.0*pi,1.365919226849281*pi) q[12];\nu3(1.0*pi,0.0*pi,1.193025228036538*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[10];\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[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,0.5411655377894496*pi) q[11];\ncx q[0],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.548156706647928*pi,0.173120482884342*pi,1.419730915596984*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,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(0.330610854859535*pi,3.39391691469738*pi,1.130156915883123*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.731110713312485*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.49891100406223*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(0.773444841927956*pi,0.43932914604817896*pi,4.02514836017621*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];\ncx q[8],q[12];\nu3(0.493410207174422*pi,0.391317699066298*pi,1.28834734226007*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(0.31770432096505*pi,2.90180070612068*pi,1.259683179766112*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];\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,4.0*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.829933426912232*pi,2.87561339908046*pi,3.38644569559712*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(0.389617449812751*pi,1.13971730280671*pi,4.2614141183498795*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(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(1.0*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,-0.5*pi,0.5*pi) q[10];\nu3(0.233437254908218*pi,0.329373483856213*pi,3.4569754492177*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(3.5*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[2];\nu3(0.149637486164708*pi,3.1678943354527*pi,1.267169159942609*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(0.5*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[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.503687128444454*pi,0.279519418686918*pi,0.91749374630101*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.0693350807224271*pi,-0.027615827771257984*pi,3.84510803980299*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.143454159444553*pi,2.67058813365942*pi,1.370671569705535*pi) q[5];\nu3(0.580338147238221*pi,-0.344237679599977*pi,3.50035391940824*pi) q[6];\nu3(1.0*pi,0.0*pi,4.0*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[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(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.721690369640084*pi,2.65600970824417*pi,3.79525629755715*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.606193331653215*pi,0.052170492858862993*pi,1.312541998988212*pi) q[4];\nu3(0.396324487649476*pi,3.2366176057303*pi,0.8276330435799679*pi) q[5];\nu3(0.527565978487787*pi,0.34770158352051606*pi,3.83936734765293*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.591413277024637*pi,-0.4809781632033807*pi,4.15336001261182*pi) q[8];\nu3(0.184702791200571*pi,3.1650972959359*pi,1.93679988597035*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(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.591929920979837*pi,-0.4596530447326073*pi,3.24121012322449*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(0.802852769423916*pi,2.73207537195678*pi,4.17527686388767*pi) q[7];\nu3(0.287794538470596*pi,-0.4875197966687822*pi,1.86580023114973*pi) q[8];\nu3(0.581750021695354*pi,-0.015328996800158978*pi,4.18288472213445*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.0*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[1];\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(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.646551067110014*pi,0.462517559015712*pi,4.0060086786312095*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(0.77661813120921*pi,3.08288315670138*pi,4.45138380300715*pi) q[12];\nu3(0.954722576386326*pi,-0.319094777942867*pi,1.178731614632392*pi) q[14];\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];\ncx q[6],q[8];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.595640090498688*pi,3.24735489507065*pi,3.93318938923469*pi) q[12];\nu3(0.540521366262161*pi,3.3710930078339*pi,1.71087058016595*pi) q[14];\ncx q[2],q[4];\ncx q[3],q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(3.5*pi,3.35212194781677*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,1.243411608758425*pi) q[8];\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(3.5*pi,3.45778519286355*pi,0.5*pi) q[2];\nu3(3.5*pi,3.39456793019514*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.318116694867278*pi) q[4];\ncx q[5],q[11];\ncx q[6],q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.269924695790343*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];\ncx q[0],q[12];\ncx q[2],q[4];\ncx q[3],q[10];\nu3(3.5*pi,3.41247129033348*pi,0.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\ncx q[7],q[9];\nu3(0.0*pi,-0.5*pi,0.626659336430432*pi) q[8];\nu3(1.0*pi,0.0*pi,1.2813174707570338*pi) q[11];\ncx q[13],q[14];\nu3(3.5*pi,3.37341911476386*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,0.5577009417803747*pi) q[4];\ncx q[5],q[11];\ncx q[6],q[8];\nu3(3.5*pi,3.43135385013862*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.395788230848392*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.49177795474375*pi) q[10];\nu3(1.0*pi,0.0*pi,1.175169520883808*pi) q[12];\nu3(3.5*pi,3.46023120224722*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.1892502351948169*pi) q[14];\ncx q[0],q[12];\ncx q[2],q[4];\ncx q[3],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[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.2995046941595305*pi) q[11];\ncx q[13],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[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[11];\nu3(1.0*pi,0.0*pi,4.0*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,4.280993960104761*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5466983829451788*pi) q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.415835002564609*pi) q[14];\ncx q[0],q[12];\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(0.108312344506558*pi,0.69259480016971*pi,4.16292436649832*pi) q[6];\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];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[13],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.730985692376849*pi,2.52202309511759*pi,3.95585993351916*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(0.410346841340422*pi,-0.03873951806843001*pi,3.70274240952925*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.248095566871072*pi,0.71539593510568*pi,4.05711442689574*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(0.49001563604611*pi,-0.21018796037322102*pi,4.382245822442989*pi) q[0];\nu3(0.633292518901105*pi,3.41813843721901*pi,0.5164825336005884*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(0.0*pi,-0.5*pi,4.0*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.457916796756663*pi,-0.4501764708335205*pi,1.66090389711581*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(0.457912483477404*pi,0.5165779031709901*pi,0.671304477579648*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(0.198609730496528*pi,2.80388649630678*pi,0.9093323435052709*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.510914911770232*pi,0.92036800775224*pi,0.912885759709585*pi) q[3];\nu3(0.865507319322859*pi,0.9381005202095001*pi,0.513496867003626*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(0.0*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(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.228978083171048*pi,3.48022529848008*pi,2.01416703466952*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[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.288894685065823*pi,0.12051300774015805*pi,0.936885716514959*pi) q[3];\nu3(0.666039379555719*pi,3.08920738357814*pi,3.10801700909105*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(1.0*pi,0.0*pi,4.0*pi) q[7];\nu3(3.5*pi,-0.5*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[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(0.0*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,-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(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.344926503989782*pi,0.9014771626923901*pi,4.23636140250123*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(0.5*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,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.461889276680458*pi,3.06501405877034*pi,0.9351910554099321*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[9];\nu3(0.33712912760931*pi,3.38033479868831*pi,1.89941805484843*pi) q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[11];\nu3(0.840151438513986*pi,0.26502014514613603*pi,1.032412924067851*pi) q[13];\nu3(0.60486453834949*pi,0.44831020378392294*pi,0.7854655886451369*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[3];\nu3(0.22481945020122*pi,-0.4437968640414075*pi,1.14930965470084*pi) q[5];\ncx q[6],q[8];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[7];\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(0.42702140352356*pi,2.73159262305662*pi,0.989820726150069*pi) q[13];\nu3(0.515304180092148*pi,2.61200369665061*pi,1.130036315544685*pi) q[14];\ncx q[0],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,3.46570657299333*pi,0.5*pi) q[6];\nu3(0.401815225962862*pi,3.41941839275745*pi,1.58010993821785*pi) q[7];\nu3(1.0*pi,0.0*pi,1.363275103755021*pi) q[8];\nu3(0.81166061002984*pi,-0.237896167106672*pi,1.11886365385309*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.490507431640911*pi,3.32571940602549*pi,1.56560564535675*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,3.44832066070709*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,1.307158091772511*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\ncx q[6],q[8];\nu3(0.155198706177871*pi,3.46594024218904*pi,4.11195856504675*pi) q[7];\nu3(0.640534164667534*pi,3.3259364384277*pi,4.02774432447476*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.767847880761451*pi,2.81490606605316*pi,3.46783935325846*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];\ncx q[0],q[1];\ncx q[4],q[14];\ncx q[5],q[13];\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,4.39579077496469*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(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.44726842538278*pi) q[1];\nu3(3.5*pi,3.41535977087759*pi,0.5*pi) q[4];\nu3(3.5*pi,3.47236594600397*pi,0.5*pi) q[5];\ncx q[6],q[8];\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[11];\nu3(1.0*pi,0.0*pi,1.318793181699955*pi) q[13];\nu3(1.0*pi,0.0*pi,1.1637528764674498*pi) q[14];\ncx q[0],q[1];\ncx q[3],q[7];\ncx q[4],q[14];\ncx q[5],q[13];\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[12];\ncx q[10],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(3.5*pi,3.46010576411344*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(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.268135416893346*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,3.4732928228295*pi,0.5*pi) q[9];\nu3(3.5*pi,3.47326206016956*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.294281198922083*pi) q[11];\nu3(1.0*pi,0.0*pi,1.342945602656255*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5914557768327228*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5616281422308397*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];\ncx q[3],q[7];\ncx q[4],q[14];\ncx q[5],q[13];\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[12];\ncx q[10],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[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(0.0*pi,-0.5*pi,4.37862138733764*pi) q[7];\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(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.36157302176806*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5516344415570351*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[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[3],q[7];\nu3(0.282636515780957*pi,3.07774378878552*pi,1.498507383310087*pi) q[4];\nu3(0.281108727934199*pi,0.54534726326592*pi,3.75192281732837*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];\ncx q[9],q[12];\ncx q[10],q[11];\nu3(0.292155193188508*pi,0.78568443588493*pi,0.5268142991474626*pi) q[13];\nu3(0.380726787420564*pi,0.49361235435711404*pi,4.18608765682895*pi) q[14];\nu3(0.0676933619032028*pi,-0.172802094545714*pi,3.99472153167574*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(0.516481339267459*pi,-0.49892202208790354*pi,3.48940796816695*pi) q[4];\nu3(0.754578406966334*pi,-0.06149638909466498*pi,3.44057619741044*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(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(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.196199185241067*pi,0.5512305589689199*pi,0.792557000093093*pi) q[13];\nu3(0.804542083460249*pi,2.94664487132975*pi,3.8478918435948*pi) q[14];\nu3(0.439718539564046*pi,2.9628174867987*pi,0.6440773546908141*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,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.484576697691009*pi,0.47121126241463096*pi,4.1030124280179905*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(0.132088602280881*pi,-0.041832340779572985*pi,4.37501684454034*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(0.488345454015512*pi,2.4994626388429*pi,1.365913973592203*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[0];\nu3(0.395646877302003*pi,2.80549327331781*pi,0.8361728774152031*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(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.528783662596397*pi,3.33437465357359*pi,4.051453252582689*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(0.133653596618252*pi,3.06299682479882*pi,1.373164895656267*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(0.724448900177688*pi,2.36531529672939*pi,3.76197341487688*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[0];\nu3(0.579502920920971*pi,0.35282545311232405*pi,1.037586602883857*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[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(0.47145864295021*pi,-0.4579301890869786*pi,3.97599079167595*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(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,-0.5*pi,0.5*pi) q[1];\nu3(0.586250267813266*pi,-0.42014279836991253*pi,3.49562645464782*pi) q[3];\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(0.153638154519734*pi,0.13188610948800195*pi,4.07981838341885*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.826123860464272*pi,2.72892445681434*pi,3.47307814079269*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(1.5*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[6];\nu3(0.73746467776249*pi,3.34874778956697*pi,3.20775697822714*pi) q[3];\ncx q[4],q[12];\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(0.719795817739389*pi,0.9109233277456701*pi,0.6578871414231731*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\ncx q[0],q[14];\ncx q[1],q[9];\nu3(3.5*pi,3.49561460180591*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.43014707405248*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.336635183144226*pi) q[6];\nu3(0.478175160663329*pi,3.1591013493627*pi,1.94449511902353*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(0.834700920005937*pi,-0.298958406203381*pi,1.18871365819073*pi) q[11];\nu3(1.0*pi,0.0*pi,1.2120212615604151*pi) q[12];\nu3(3.5*pi,3.40945647436306*pi,0.5*pi) q[0];\nu3(3.5*pi,3.47476822807236*pi,0.5*pi) q[1];\ncx q[2],q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[4],q[12];\nu3(0.238172720535438*pi,3.42008690261284*pi,0.8700831924698871*pi) q[7];\ncx q[8],q[13];\nu3(1.0*pi,0.0*pi,1.332330425324127*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.485062454699224*pi,-0.058242675679824996*pi,4.17477478111563*pi) q[11];\nu3(1.0*pi,0.0*pi,1.136522778682836*pi) q[14];\ncx q[0],q[14];\ncx q[1],q[9];\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,4.34705588929334*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,3.42931581039763*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,4.493630829579621*pi) q[12];\nu3(1.0*pi,0.0*pi,1.225218183901428*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];\ncx q[2],q[6];\ncx q[4],q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\ncx q[8],q[13];\nu3(0.0*pi,-0.5*pi,0.735706858560319*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5110635521942317*pi) q[14];\ncx q[0],q[14];\ncx q[1],q[9];\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[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.48011930562034*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[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,3.38865687078776*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,3.44752617893506*pi,0.5*pi) q[7];\ncx q[8],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.27163791184068*pi) q[10];\nu3(1.0*pi,0.0*pi,1.2827308145393639*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[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[4];\ncx q[5],q[11];\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[8];\nu3(1.0*pi,0.0*pi,4.0*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(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.499295409651685*pi,-0.216607249891204*pi,3.5356204861569*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[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,0.0*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[9];\nu3(0.0*pi,-0.5*pi,4.36954426057601*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.605350562947095*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(0.935885782916479*pi,-0.05721515822863099*pi,3.96273770863316*pi) q[0];\nu3(0.578929695089589*pi,-0.021162529416974996*pi,3.58374675811748*pi) q[1];\nu3(0.378547926910789*pi,0.40993318007483703*pi,0.568694133900477*pi) q[2];\nu3(0.5*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];\ncx q[7],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.4125172462807*pi,-0.387760916856002*pi,4.06525524116466*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(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.470611354951986*pi,0.211451467029247*pi,3.58744442531821*pi) q[1];\nu3(0.689105916313424*pi,0.48122224407024905*pi,0.8916301012106209*pi) q[2];\nu3(0.524929772119986*pi,0.62991314005282*pi,4.30642306174223*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(0.784361807760531*pi,3.11099481029257*pi,3.29632331525974*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(0.477293915725111*pi,-0.005046400115639005*pi,1.492048058318281*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.802782892719846*pi,2.61145802162623*pi,3.94039132247673*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,-0.5*pi,0.5*pi) q[2];\nu3(0.767607832251003*pi,3.24509564836*pi,3.39357232486175*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.431639709573655*pi,2.69195267974628*pi,1.4837689354772081*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[11];\nu3(0.484910621584517*pi,-0.4835976436123933*pi,1.4795070053160742*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.676458617408525*pi,-0.311848331509065*pi,0.5756079323696839*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[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.403031874076713*pi,0.311795183290107*pi,3.88391836872119*pi) q[5];\nu3(0.477466058195702*pi,2.65269267135688*pi,3.92122866757669*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.609973875729538*pi,0.146925512416757*pi,1.187617378513293*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(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.734933459612275*pi,3.05876409243555*pi,3.38913148934544*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(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.299358780167246*pi,-0.11579942099708901*pi,3.9286065281654*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(0.554563489388498*pi,-0.271037105186056*pi,3.90664733009127*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(0.527155682266296*pi,0.55287177103133*pi,1.300162744564386*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[3],q[12];\ncx q[4],q[14];\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[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.426896952325008*pi,3.47291555521078*pi,1.68997247381129*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,3.39753393333364*pi,0.5*pi) q[3];\nu3(3.5*pi,3.43771978631908*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.414755470378922*pi,0.34473613773648504*pi,0.654133845331941*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.126533052850834*pi,0.283436331788546*pi,3.90381054107277*pi) q[10];\nu3(0.739343397067431*pi,2.73766723187172*pi,4.16917069001928*pi) q[11];\nu3(1.0*pi,0.0*pi,1.232719708135724*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.338269853152164*pi) q[14];\nmeasure q[10] -> c[10];\ncx q[0],q[8];\ncx q[3],q[12];\ncx q[4],q[14];\ncx q[5],q[6];\nu3(0.0813530203184683*pi,2.85849157300354*pi,1.108266535261106*pi) q[7];\ncx q[9],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,3.48916369933135*pi,0.5*pi) q[0];\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,3.44324022702754*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.215705420623903*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.174985051661733*pi) q[8];\nu3(3.5*pi,3.36642935438029*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,4.4045260553608205*pi) q[12];\nu3(1.0*pi,0.0*pi,1.293327870739878*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.49241027344439*pi) q[14];\ncx q[0],q[8];\ncx q[1],q[11];\ncx q[3],q[12];\ncx q[4],q[14];\ncx q[5],q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[9],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.4722647573035*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];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.5237768920778874*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.621937683086597*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.242570600600983*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.4516215205108605*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[8];\ncx q[1],q[11];\nu3(3.5*pi,3.37323255931656*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(1.0*pi,0.0*pi,1.1841847427251642*pi) q[7];\ncx q[9],q[13];\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[0];\nu3(0.5*pi,0.0*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];\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[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.49481864246052*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[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(0.786795112997868*pi,0.282560656252835*pi,1.001108884151183*pi) q[5];\nu3(0.556575440117027*pi,-0.08612623527597302*pi,1.030968763319804*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.434210593132001*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[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[5] -> c[5];\nmeasure q[6] -> c[6];\nu3(0.476449847996682*pi,0.23636693830598898*pi,4.47078491115399*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[7];\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[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(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nmeasure q[0] -> c[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(0.697067905768193*pi,-0.207984395598801*pi,4.25157764288338*pi) q[3];\nu3(0.797880502884771*pi,2.53353580590969*pi,3.59537742745359*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(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.318221590467535*pi,0.45733248427821205*pi,4.16346754480137*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.171473821332312*pi,2.9661601335402*pi,0.995549672342376*pi) q[14];\nmeasure q[3] -> c[3];\nmeasure q[4] -> c[4];\nmeasure q[12] -> c[12];\nmeasure q[14] -> c[14];\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[7];\nu3(0.581252624306391*pi,0.29426217126877696*pi,4.0900487738210405*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(0.5*pi,-0.5*pi,0.5*pi) q[13];\nmeasure q[8] -> c[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[7];\nu3(0.982081942399278*pi,0.68926746091221*pi,4.41870087071593*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.212401020877212*pi,3.18118776481546*pi,4.31988480299187*pi) q[13];\nmeasure q[9] -> c[9];\nmeasure q[13] -> c[13];\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[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0624857416982464*pi,0.46197315199730404*pi,4.12729226521277*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[7];\nu3(0.570035269914447*pi,-0.39405779583887*pi,4.01579490154646*pi) q[11];\nmeasure q[1] -> c[1];\nmeasure q[11] -> c[11];\nu3(0.532876504468964*pi,-0.26542633437906704*pi,3.66525230266841*pi) q[2];\nu3(0.363894838695695*pi,3.45338279533055*pi,4.16214699708871*pi) q[7];\nmeasure q[2] -> c[2];\nmeasure q[7] -> c[7];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(0.186044146403019*pi,3.40152274138201*pi,4.21492789568606*pi) q[0];\nu3(0.538902981879395*pi,3.44839090280752*pi,3.80737013867949*pi) q[1];\nu3(0.143562263665117*pi,-0.255127428935197*pi,4.31699589434003*pi) q[2];\nu3(0.312911120743799*pi,2.83025511387254*pi,0.761325745526072*pi) q[3];\nu3(0.587534756667567*pi,-0.16692429028038702*pi,3.84433130024342*pi) q[4];\nu3(0.830261443811133*pi,3.01350643657399*pi,3.69342657788356*pi) q[5];\nu3(0.79410007062676*pi,-0.05752443064493801*pi,1.2787320196829501*pi) q[6];\nu3(0.851184674713782*pi,3.27532198836023*pi,3.72119676572088*pi) q[7];\nu3(0.639640051603423*pi,2.74269164599118*pi,3.65969198293641*pi) q[8];\nu3(0.728898670727062*pi,0.20779235129672402*pi,1.200393544805964*pi) q[9];\nu3(0.602467627269293*pi,2.84605530511087*pi,3.71251753823514*pi) q[10];\nu3(0.168043076944791*pi,2.66066963119103*pi,1.07800205145381*pi) q[11];\nu3(0.166101765103179*pi,-0.13291818448954001*pi,0.648029110517481*pi) q[12];\nu3(0.600911009332806*pi,3.07058864895295*pi,4.13394048498788*pi) q[13];\nu3(0.580587730521057*pi,0.201505616175764*pi,3.85076380571427*pi) q[14];\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(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(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[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(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(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[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(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[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[2],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\ncx q[9],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(3.5*pi,3.47469007543913*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.46705847434476*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,1.136194622955816*pi) q[7];\ncx q[8],q[13];\nu3(3.5*pi,3.28658908749179*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.320601381194991*pi) q[11];\nu3(1.0*pi,0.0*pi,1.2078822972744852*pi) q[12];\ncx q[0],q[1];\ncx q[2],q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[4],q[7];\ncx q[5],q[6];\nu3(3.5*pi,3.31971326716299*pi,0.5*pi) q[8];\ncx q[9],q[12];\nu3(1.0*pi,0.0*pi,1.1997370028667151*pi) q[13];\nu3(3.5*pi,3.46595302256939*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,1.321012248282789*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(3.5*pi,3.49614165899568*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.279990361006044*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.4941406837418*pi) q[7];\ncx q[8],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.47688082307789*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.3378824892880505*pi) q[12];\ncx q[0],q[1];\ncx q[2],q[11];\nu3(3.5*pi,3.4392655660578*pi,0.5*pi) q[3];\ncx q[4],q[7];\ncx q[5],q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\ncx q[9],q[12];\nu3(1.0*pi,0.0*pi,1.398056876136611*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.358561921534299*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.30908738811428*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];\nu3(0.0*pi,-0.5*pi,0.5349700918391149*pi) q[6];\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[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[0],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[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,4.32776100701904*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[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];\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(0.0*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[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(0.0*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(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[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(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.325471761795803*pi,0.29306029126162103*pi,3.30889141861963*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(0.659582244677328*pi,0.84866550149971*pi,1.002600728599342*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,4.0*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.360760487628936*pi,3.20647995426628*pi,0.5528485029250854*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.80987246814562*pi,-0.24118662344806302*pi,1.139364538451538*pi) q[4];\nu3(0.216301272504924*pi,0.003396894556186969*pi,0.626808914601265*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.418583048284316*pi,-0.4906777547648652*pi,1.210960556687871*pi) q[7];\nu3(1.0*pi,0.0*pi,4.0*pi) q[8];\nu3(0.575811771610853*pi,2.44290878038694*pi,3.61904132105802*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.413767512079705*pi,-0.069934093936599*pi,0.641278994057458*pi) q[11];\nu3(0.0427018754511169*pi,0.29350838713347704*pi,3.71143584386827*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[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.622989876115889*pi,3.21143530772456*pi,4.2566251950539495*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.352370911590896*pi,-0.15814632580899102*pi,3.69825686310238*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.85361235404291*pi,3.17405921840271*pi,3.70470455070801*pi) q[6];\nu3(0.349621747704227*pi,2.69426179954113*pi,0.814940650648336*pi) q[7];\nu3(0.51553863118659*pi,2.58118001389201*pi,3.90987358742691*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(0.537905867768882*pi,-0.16564574007042*pi,4.22062649168779*pi) q[11];\nu3(0.519150620525674*pi,0.034778886129867015*pi,4.45794724338481*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[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(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.742101090281556*pi,-0.25168050005189*pi,3.76401419973733*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.381827188752778*pi,-0.029139692032120024*pi,3.88029718486293*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,0.0*pi,4.0*pi) q[13];\nu3(0.651811272024271*pi,2.56600146361331*pi,3.78790529767621*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,1.0*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(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(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.331116630655811*pi,-0.012821245659435987*pi,0.925295224791624*pi) q[13];\nu3(0.54896593744023*pi,3.18358892031355*pi,1.67455721716345*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[9];\nu3(0.531938000918297*pi,2.71893911187738*pi,3.65381984551463*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(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.21423046887206*pi,0.6017597122359*pi,4.23386647559159*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.427214493496234*pi,3.14933591039729*pi,1.070753807993251*pi) q[1];\nu3(3.5*pi,3.48183306108918*pi,0.5*pi) q[2];\nu3(0.480618205965279*pi,-0.295247132192265*pi,4.02396931546051*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.348160767712697*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[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.860054204616077*pi,3.42437615753677*pi,3.2802431947557*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[6];\nu3(0.7805646303164*pi,-0.118263910678928*pi,3.80581765475415*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[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];\ncx q[6],q[8];\nu3(0.0*pi,-0.5*pi,4.40304128674625*pi) q[9];\nu3(0.427226496554682*pi,3.30149229419131*pi,4.40346738661348*pi) q[10];\ncx q[12],q[13];\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[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.49924201061264*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.235014485372645*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,3.46400747962706*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.351871417681655*pi) q[13];\ncx q[0],q[4];\ncx q[1],q[11];\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[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[12],q[13];\nu3(3.5*pi,3.41721373032889*pi,0.5*pi) q[0];\nu3(3.5*pi,3.29772371620292*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[7];\nu3(1.0*pi,0.0*pi,1.281741303980672*pi) q[4];\ncx q[5],q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.47941374031124*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.21104296395578*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.693529436980431*pi) q[13];\ncx q[0],q[4];\ncx q[1],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.36507348818709*pi,0.5*pi) q[3];\nu3(3.5*pi,3.48429140119437*pi,0.5*pi) q[5];\ncx q[6],q[8];\nu3(1.0*pi,0.0*pi,1.1251029507055939*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.287400497141213*pi) q[10];\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(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[7];\nu3(0.0*pi,-0.5*pi,4.45658610043685*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[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.48068732354455*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[0],q[4];\ncx q[1],q[11];\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[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5087507178907384*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,4.38478066196148*pi) q[10];\nu3(1.0*pi,0.0*pi,4.0*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[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.570190237178975*pi,2.72518171007707*pi,1.302243411842221*pi) q[2];\ncx q[3],q[7];\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];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.405306125247898*pi,3.14180719260141*pi,0.856720089772234*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(0.5*pi,-0.5*pi,0.5*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(0.690452830104726*pi,2.68764717947259*pi,3.45774767002661*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(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.732631567381084*pi,3.05274798287766*pi,2.96533860309957*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(0.227134431411126*pi,3.18901496256196*pi,1.85153963870066*pi) q[12];\nu3(0.501614977862219*pi,0.24133011534175097*pi,4.31460219168491*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(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(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.487543849194092*pi,3.22240074659762*pi,0.670979346924196*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(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0784991099816403*pi,2.9794388257218*pi,1.0236945214207651*pi) q[12];\nu3(0.479441555615439*pi,0.383924449497137*pi,4.49925457423294*pi) q[13];\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(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.651508944664001*pi,0.54929024520413*pi,4.0875036725424305*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(0.398169701726259*pi,0.029916949295520023*pi,1.260370461624905*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(1.0*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(0.508158723237014*pi,3.33917112736688*pi,2.98931295843446*pi) q[0];\nu3(0.189386892272268*pi,3.41011109446861*pi,1.90433925071992*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.45626074433381*pi,2.69475458505389*pi,3.85855872898604*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,4.0*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.635998120701236*pi,0.040004557334749946*pi,3.97583516719508*pi) q[8];\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(0.436280945997021*pi,0.216971664780352*pi,0.936351520330415*pi) q[0];\nu3(0.694674198874176*pi,-0.16806924121074202*pi,4.1353511995407395*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(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.416951019593555*pi,3.46816162231691*pi,0.611993124578485*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.474145903155988*pi,3.47846681691577*pi,1.4732702579678572*pi) q[7];\nu3(0.824848070079675*pi,-0.330968281436977*pi,4.36719435902641*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.456378274634253*pi,2.97136622686119*pi,0.5984267665891732*pi) q[11];\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(0.71118669524073*pi,2.96966298017342*pi,3.43779608712287*pi) q[4];\nu3(0.584578190537083*pi,0.27902113531973405*pi,1.221894153745541*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.779351892105881*pi,2.97066358722782*pi,3.89206235878188*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(0.512626866135291*pi,3.28255680529552*pi,0.639964968472434*pi) q[11];\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,3.4442419325214*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.291335007069883*pi,0.59837403451517*pi,3.90673803295679*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(1.0*pi,0.0*pi,1.280649795420391*pi) q[9];\nu3(0.579137668642061*pi,0.481324091727259*pi,4.109497638497929*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[9];\ncx q[3],q[6];\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(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.3710270943074*pi,-0.186629738290436*pi,3.77386615016715*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[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(3.5*pi,3.46117702897625*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,1.37607365675999*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.62975295539644*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];\ncx q[1],q[7];\ncx q[2],q[9];\ncx q[3],q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\ncx q[8],q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(3.5*pi,3.47304494694069*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(1.5*pi,0.0*pi,1.5*pi) q[4];\ncx q[5],q[13];\nu3(0.0*pi,-0.5*pi,4.43067257147251*pi) q[6];\nu3(1.0*pi,0.0*pi,1.2708273873236369*pi) q[7];\nu3(3.5*pi,3.46644313404465*pi,0.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],q[14];\nu3(1.0*pi,0.0*pi,1.4328168995391302*pi) q[11];\ncx q[1],q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[6];\ncx q[4],q[12];\nu3(3.5*pi,3.4027830596286*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,3.46493611928097*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.234986076436018*pi) q[13];\nu3(1.0*pi,0.0*pi,1.2055269045810721*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.838900431001755*pi,3.13655765367559*pi,3.32891058319788*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,3.42048987913561*pi,0.5*pi) q[4];\ncx q[5],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.3704495216666395*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(0.0*pi,-0.5*pi,0.5023895142977932*pi) q[11];\nu3(1.0*pi,0.0*pi,1.347280538543532*pi) q[12];\ncx q[1],q[7];\nu3(0.501376289381869*pi,0.02906778289009604*pi,0.5695557720863741*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[12];\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[11];\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,0.69950711791501*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5676906650548524*pi) q[14];\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];\ncx q[5],q[13];\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(0.376387589593346*pi,0.42256449206672897*pi,4.143083326196971*pi) q[9];\ncx q[10],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.673484567455741*pi) 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(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[12];\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(0.353888125702925*pi,0.37436211232263406*pi,1.112775798787131*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[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\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(1.0*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(0.0*pi,-0.5*pi,1.0*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.731894096408397*pi,-0.031182918442795027*pi,3.85673479488031*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.0*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(0.399499678165636*pi,-0.131442518076557*pi,0.9511793045877011*pi) q[14];\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(0.0681812778247723*pi,1.08285512075082*pi,4.28253873981913*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(0.137177425674478*pi,3.03708851845724*pi,0.822572358302989*pi) q[8];\nu3(0.19679366564307*pi,3.40707225386144*pi,0.650416982135087*pi) q[10];\nu3(0.523757899027107*pi,0.83886770363042*pi,0.674018659485791*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(0.0254390695188543*pi,-0.097595828824522*pi,0.5950373381565964*pi) q[14];\nu3(0.3781472920606*pi,0.58199867214381*pi,0.901314667435541*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[3];\nu3(0.496499218284675*pi,2.56567087719203*pi,1.315403561485219*pi) q[4];\nu3(0.593840192784867*pi,1.15310848655855*pi,0.8404027400185989*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(0.251745854618149*pi,2.73276148403608*pi,1.120816414926683*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.803726024250685*pi,0.398901531482429*pi,1.064752983482663*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(0.925988564368756*pi,-0.371341365278573*pi,1.123072724918301*pi) q[1];\nu3(0.354499867130786*pi,2.80262705088443*pi,0.7267837067120391*pi) q[3];\nu3(0.507519319087401*pi,0.241693427481384*pi,0.5256592157155389*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.279323392747065*pi,2.32537604562639*pi,1.31538024536388*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(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.616793518536211*pi,0.02926754079125804*pi,1.14901012695359*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[1];\nu3(0.147001645515211*pi,2.67597668483535*pi,0.853906140237328*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(0.461684000373543*pi,-0.26219479292862*pi,4.28555679525782*pi) q[6];\nu3(0.192673928729824*pi,3.3851541687351*pi,2.1041370062661002*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(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.459660126436386*pi,0.44035830738457404*pi,3.89538424277174*pi) q[12];\nu3(0.428528645155803*pi,3.03558673872201*pi,0.718621809203256*pi) 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[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(0.222444964591057*pi,0.48743982794766405*pi,3.82928932890287*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(0.429211958165036*pi,0.3398432976664*pi,0.971272958099029*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[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],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];\ncx q[8],q[9];\ncx q[10],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];\ncx q[0],q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[7];\nu3(3.5*pi,3.46189583538102*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,3.33372578198607*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.165641534703723*pi) q[9];\nu3(3.5*pi,3.4411559794599*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.241157027926598*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.1734959217216638*pi) q[14];\nu3(3.5*pi,3.45562346134825*pi,0.5*pi) q[0];\ncx q[1],q[5];\nu3(3.5*pi,3.32042207680026*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.2745497362939942*pi) q[3];\ncx q[4],q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.202520179511943*pi) q[7];\ncx q[8],q[9];\ncx q[10],q[11];\ncx q[0],q[3];\nu3(3.5*pi,3.38697641867557*pi,0.5*pi) q[1];\ncx q[2],q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.2523201656117489*pi) q[5];\ncx q[6],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.45683027802653*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.579094724393054*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.4411214926316305*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.37379252516667*pi) q[3];\ncx q[4],q[14];\nu3(3.5*pi,3.38666673451049*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.44783187285157*pi) q[7];\ncx q[8],q[9];\ncx q[10],q[11];\nu3(1.0*pi,0.0*pi,1.254493523185036*pi) q[12];\ncx q[0],q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.601872546309553*pi) q[5];\ncx q[6],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(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[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];\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(0.0*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(0.0*pi,-0.5*pi,4.48689248765387*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(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];\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[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.165271019978988*pi,0.466370469902713*pi,0.880981309104951*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(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(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.458839184746829*pi,-0.021448864139411994*pi,3.57552259121062*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.333538997149191*pi,-0.175053892960722*pi,1.61388518346071*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[0];\nu3(0.512017192703729*pi,3.37080522140861*pi,3.38907655915469*pi) q[1];\nu3(0.451761381257537*pi,0.19470635131895497*pi,3.54500595990799*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(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.3892960976388*pi,0.18457795052381598*pi,3.4652192851951*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(0.39190396448857*pi,-0.070076228919137*pi,3.90616370057217*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[0];\nu3(0.282557597425544*pi,0.5323199051057299*pi,4.33314590805948*pi) q[1];\nu3(0.905008750565489*pi,-0.07944635901928698*pi,4.41780699406957*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.72295693836037*pi,2.72157257028991*pi,3.71871926821807*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(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.623232866660405*pi,0.307615463605718*pi,4.08897242115065*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.311270203372977*pi,-0.172180404758072*pi,4.1570045458084195*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5513870151952*pi,0.19230860796717597*pi,0.8366186118871051*pi) q[14];\nu3(0.464923441572799*pi,0.7177812133630299*pi,4.06959319558542*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(0.281199796098426*pi,2.56015603636406*pi,1.468653926782391*pi) q[3];\nu3(0.838649918882006*pi,2.92474025879763*pi,4.030432057780461*pi) q[4];\nu3(0.744998771583214*pi,0.55998817066813*pi,0.964704168829569*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.347809623671331*pi,0.237899718548925*pi,0.5497778644889791*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.590419360990247*pi,-0.271473709139592*pi,3.89288892357267*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.60193560741552*pi,3.23938638638215*pi,3.59420308189949*pi) q[14];\nu3(0.797561015943932*pi,2.88797694870527*pi,3.27094664283571*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(0.303232860413126*pi,-0.153707760681501*pi,1.210940885493764*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.689905000755877*pi,-0.316456583776839*pi,4.05966809395543*pi) q[5];\nu3(0.123031665540842*pi,2.97591300723999*pi,0.702912124003405*pi) q[6];\nu3(0.231296366550977*pi,2.79339279117712*pi,1.74796722462086*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(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,4.0*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];\ncx q[2],q[10];\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(0.0*pi,-0.5*pi,4.0*pi) q[5];\nu3(0.668483061329824*pi,-0.300950429772615*pi,3.22857946726306*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(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\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(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(3.5*pi,3.43180321795832*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(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[9];\nu3(1.0*pi,0.0*pi,1.285288419232764*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.722328944975528*pi,0.24125125228814603*pi,1.154624568063681*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[6];\ncx q[1],q[7];\ncx q[2],q[10];\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,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,3.49068906170785*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.2862088562096679*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.386930172164922*pi,0.11290587255486995*pi,1.0392628908227701*pi) q[12];\nu3(3.5*pi,3.30762955601271*pi,0.5*pi) q[0];\nu3(3.5*pi,3.40703330004227*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[5];\nu3(1.0*pi,0.0*pi,1.229550076886739*pi) q[6];\nu3(1.0*pi,0.0*pi,1.1911767779471552*pi) q[7];\ncx q[8],q[9];\nu3(0.0*pi,-0.5*pi,0.610367191151918*pi) q[10];\ncx q[11],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\ncx q[0],q[6];\ncx q[1],q[7];\ncx q[2],q[10];\nu3(3.5*pi,3.4280405633331*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.3707142540181319*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.520054138295837*pi) q[9];\nu3(3.5*pi,3.48160533551913*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,1.413733340800978*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(0.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[5];\nu3(0.0*pi,-0.5*pi,4.49794947477683*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5798878126639497*pi) q[7];\ncx q[8],q[9];\nu3(0.5*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];\ncx q[0],q[6];\ncx q[1],q[7];\nu3(0.34721233091434*pi,3.22097094886489*pi,1.017267152028865*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.32144583607762*pi) q[5];\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(0.50597568221217*pi,0.26688068587190295*pi,4.19292832480349*pi) q[10];\nu3(0.5*pi,0.0*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,0.5235449426481269*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(0.286136603547907*pi,2.72282244164949*pi,1.68966513880188*pi) q[2];\ncx q[3],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(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.297894497397473*pi,-0.09728317334301001*pi,0.836300179801274*pi) q[10];\ncx q[11],q[14];\ncx q[12],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];\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[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.475031726920293*pi,0.67034265382624*pi,0.848607960147144*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,1.5*pi) q[11];\nu3(3.5*pi,3.45021856952984*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.282574461427308*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[0];\nu3(0.47617368838379*pi,3.34891977814578*pi,4.3802746534123*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(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.360626272398642*pi,2.96166708800013*pi,1.80476132019588*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];\ncx q[12],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(0.782360139566683*pi,0.457293190055978*pi,0.613420337891132*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[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,-0.5*pi,0.5*pi) q[8];\nu3(0.796953395112416*pi,2.38383970785565*pi,3.86934581258203*pi) q[9];\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,0.670255254818564*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0718221225810542*pi,-0.35280227771749*pi,4.26176863872674*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(1.0*pi,0.0*pi,4.0*pi) q[5];\nu3(1.0*pi,0.0*pi,4.0*pi) q[6];\nu3(0.213675868532665*pi,0.07073237892616402*pi,4.48217532825765*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.798806156929652*pi,2.86205344611656*pi,3.44572614678785*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[11];\ncx q[12],q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.379850730381699*pi,-0.370755193912902*pi,0.880107259826191*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];\ncx q[4],q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.202869855568181*pi,-0.35472479135706203*pi,1.127742655849618*pi) q[6];\nu3(0.670780118655448*pi,0.280806104829327*pi,0.5736944302424435*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.522451206692757*pi,-0.23511316949047*pi,1.1607803216651131*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(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.44978875295013*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.723337845447036*pi,3.37363505918903*pi,3.47183644419482*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.251563711643852*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.168406123834126*pi,3.48642366620669*pi,4.40923363655577*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,1.0*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,3.45976292175538*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[3];\ncx q[4],q[8];\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(1.0*pi,0.0*pi,1.296672820664809*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.533991721963604*pi,0.19836104434949897*pi,0.688929273241164*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.559220705400209*pi,2.45838804280402*pi,3.92871610930541*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[10];\nu3(0.548844614489298*pi,-0.059618799943463974*pi,3.93261460705089*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.771501620226763*pi,2.9315521817889*pi,3.14335902696199*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,0.5202501646233673*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.755747909337302*pi,2.95890199463906*pi,3.69760458419345*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.696482614544911*pi,-0.342871417003015*pi,3.55403969430425*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];\ncx q[2],q[6];\nu3(0.506291001592867*pi,3.28939678816324*pi,3.19828574572056*pi) q[3];\ncx q[4],q[8];\nu3(0.201373480949052*pi,3.37715900931635*pi,4.2925095833388305*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.507553801461564*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.752193440676923*pi,-0.205526595009893*pi,4.13735260175358*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[9];\ncx q[1],q[10];\nu3(3.5*pi,3.4714986801719*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(1.0*pi,0.0*pi,1.286908449476178*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[12];\nu3(0.26915743780786*pi,3.27034437540511*pi,1.19796205928817*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.43445280047683*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(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.260866716197678*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[13];\ncx q[0],q[9];\nu3(0.148886436030387*pi,0.9247185706850001*pi,4.21037694081183*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(0.3672875938388*pi,2.82540539315463*pi,0.685878135304311*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.39286772030586*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.397155091711213*pi,3.04611015641155*pi,0.915504640676805*pi) q[10];\nu3(3.5*pi,3.43260852187354*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.09082224089773*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.684328121615543*pi,2.52137021773724*pi,3.73081212379437*pi) q[1];\ncx q[2],q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.342207656952186*pi,0.76442186339692*pi,0.5967943017041125*pi) q[4];\ncx q[5],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.49395870478261*pi) q[9];\nu3(0.492329107944754*pi,3.45756316819386*pi,1.73281405923744*pi) q[10];\ncx q[11],q[14];\ncx q[0],q[9];\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[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,3.33608224555426*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.64081747322382*pi,0.353786107172294*pi,4.3735969520340205*pi) q[8];\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(1.0*pi,0.0*pi,1.168649180538471*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.46656753310127*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(3.5*pi,3.47776416825245*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.569017580003461*pi,3.4357755255743*pi,4.259195861696901*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[14];\nu3(1.0*pi,0.0*pi,1.338023362584639*pi) q[12];\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];\ncx q[3],q[12];\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(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,-0.5*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,4.41767955056046*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,-0.5*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];\ncx q[5],q[13];\nu3(1.0*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(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,4.4239783596976405*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[0];\ncx q[1],q[8];\nu3(0.299931038967596*pi,3.01160283709557*pi,1.3271144372039991*pi) q[2];\ncx q[3],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];\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(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.420280223333809*pi,2.68116652431641*pi,3.81846134873893*pi) q[0];\nu3(3.5*pi,3.49674086981211*pi,0.5*pi) q[1];\nu3(0.539955788898218*pi,0.361188246314591*pi,3.94238778983854*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(1.0*pi,0.0*pi,1.1755635977756071*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[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.649381982492203*pi,0.5103102005515501*pi,0.5512660461020118*pi) q[0];\ncx q[1],q[8];\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(0.166816850642761*pi,2.37144592660465*pi,1.281947048437694*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(0.0*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[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,1.5*pi) q[3];\nu3(0.554409547452572*pi,3.34915382924668*pi,3.49940246709694*pi) q[5];\nu3(0.816550673783398*pi,2.9549852242272*pi,3.9651298775014*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5883800219732538*pi) q[8];\nu3(0.560888350519408*pi,2.94042035140375*pi,3.38680727144828*pi) q[9];\nu3(0.176909036713545*pi,2.50454085668605*pi,1.1917407300428668*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(0.780007085149671*pi,3.40535608637586*pi,4.488851870944099*pi) q[14];\nu3(1.0*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[3];\nu3(0.233878134011884*pi,-0.260859369639456*pi,4.0171351030806*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.268901444158102*pi,3.06561569199841*pi,1.73063104076624*pi) q[9];\nu3(0.671893466304326*pi,2.68538546828871*pi,3.72113684728141*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(0.887961504477904*pi,-0.4560138147033535*pi,3.65624469102252*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(0.476987796979506*pi,0.5029471663315399*pi,3.9328355271521*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[6];\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(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.645040219728136*pi,-0.024881245116810002*pi,1.373492137468151*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.394864908186505*pi,3.06243446369258*pi,1.93235033954888*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[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(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.507558992491936*pi,3.29490032092987*pi,2.98949163164337*pi) q[13];\nu3(3.5*pi,3.34666325259911*pi,0.5*pi) q[0];\nu3(0.832820893032884*pi,-0.263258120904932*pi,4.2171981827525595*pi) q[1];\ncx q[2],q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.48352520752372*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.217616492531079*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.693555411370599*pi,0.83979034515222*pi,0.9939640234774489*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.335838151637353*pi) q[14];\ncx q[0],q[14];\nu3(0.211254253489816*pi,-0.4204427026852756*pi,0.700084883245008*pi) q[1];\nu3(3.5*pi,3.38061693277997*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,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.263811379055163*pi) q[9];\nu3(0.708942981710306*pi,0.29862152104831896*pi,1.0516201264141412*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(3.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[9];\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(0.0*pi,-0.5*pi,4.49910624457508*pi) q[6];\nu3(0.701162995553428*pi,0.259770901155016*pi,4.42203435797985*pi) q[8];\ncx q[10],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.45079214515422*pi) q[14];\ncx q[0],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[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[4],q[6];\nu3(0.202475123836962*pi,3.39443704720315*pi,0.928874405687523*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.4248414605721695*pi) q[9];\nu3(3.5*pi,3.41313825421642*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,1.334016981885581*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[2],q[9];\ncx q[3],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[10],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[2];\nu3(3.5*pi,3.4662402098389*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,1.1341931681780228*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,3.45573277079528*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,1.244626516578015*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.4520677847758705*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[2];\ncx q[3],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[12];\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[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(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,0.563796011404146*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,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.40753261271473*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,4.0*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[5];\nu3(0.55443054484662*pi,-0.134926700202267*pi,3.77978414405236*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],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[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.562490262558141*pi,3.14468049642987*pi,4.22202300624106*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(0.34015401740406*pi,-0.367493870569669*pi,1.311543537519652*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(0.0*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(0.453783200764407*pi,-0.23363158345860502*pi,4.43183250438998*pi) q[0];\nu3(0.125809737055658*pi,0.44055647384771*pi,3.60626984996998*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(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.382976741097731*pi,3.42933119365071*pi,4.43442465617644*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.508170198211022*pi,0.152780180565937*pi,0.876911834363572*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(1.0*pi,0.0*pi,4.0*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.668499027251782*pi,0.5061246872298699*pi,4.3965797561246*pi) q[2];\nu3(0.257793406434646*pi,0.26252301096528097*pi,1.003367758515719*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(0.182673333602922*pi,3.3143987548629*pi,1.53754541149884*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.345164055151321*pi,2.98081586457633*pi,0.994113430890017*pi) q[9];\nu3(0.753453256559342*pi,3.13056076317055*pi,4.09506457175927*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(0.502941470179004*pi,0.31365953911647404*pi,1.473168892585949*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[2];\nu3(0.207201737461734*pi,-0.34634207483145496*pi,1.73703542335981*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(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(0.427835781989386*pi,3.45617737302436*pi,1.86190224449604*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(0.54464457813894*pi,0.8556622348865901*pi,0.5605501179764477*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[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.772775640527633*pi,-0.304361988117517*pi,0.666579722363417*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.135415850453242*pi,-0.311763926212054*pi,0.9211737048362629*pi) q[7];\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(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.463793933722011*pi,-0.18149470757896102*pi,1.4685696746052082*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[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.618682647806482*pi,0.214975728881585*pi,0.5976458502469522*pi) q[5];\nu3(0.455726504767521*pi,3.31799490231838*pi,1.85269860077213*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(0.535402320160682*pi,0.25481929724185903*pi,3.85681769798639*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[6];\nu3(3.5*pi,3.43049208787094*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.294848015166618*pi) q[2];\ncx q[3],q[14];\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(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.668256658397996*pi,-0.311104835029247*pi,0.5343827456729773*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[13];\nu3(3.5*pi,3.48008446818446*pi,0.5*pi) q[0];\ncx q[1],q[2];\nu3(3.5*pi,3.37589101238186*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.3487748647038909*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.350172767491507*pi,2.82819201762884*pi,1.2872855084190649*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.241921329855155*pi) q[14];\ncx q[0],q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,4.42975771455698*pi) q[2];\ncx q[3],q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\ncx q[7],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[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[13];\ncx q[5],q[10];\nu3(0.0*pi,-0.5*pi,0.5403567026911857*pi) q[6];\nu3(3.5*pi,3.37009471719921*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.211167607192722*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5155114299950428*pi) q[14];\ncx q[0],q[6];\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(3.5*pi,3.429647552204*pi,0.5*pi) q[4];\nu3(3.5*pi,3.48046323790009*pi,0.5*pi) q[5];\ncx q[7],q[8];\ncx q[9],q[12];\nu3(1.0*pi,0.0*pi,1.3660328665855621*pi) q[10];\nu3(1.0*pi,0.0*pi,1.3877834033725351*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[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[13];\ncx q[5],q[10];\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,0.676481139893464*pi) q[8];\nu3(3.5*pi,3.3830946921003*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.229346926472249*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[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(0.476315734647376*pi,0.49442787531273*pi,3.79459133890612*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];\ncx q[7],q[8];\ncx q[9],q[12];\nu3(0.0*pi,-0.5*pi,0.5579860668662088*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.499628886730671*pi) q[13];\nu3(0.38463035102761*pi,0.46535021610304705*pi,0.5058700208483318*pi) q[14];\nu3(0.599740254445785*pi,0.52938176707903*pi,1.070969374009557*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(0.74591694504685*pi,-0.14034942488790397*pi,0.694056174283777*pi) q[3];\ncx q[4],q[13];\ncx q[5],q[10];\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,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.40045544995372*pi) q[12];\nu3(0.81659273928314*pi,2.91286235061871*pi,3.52824386772516*pi) q[14];\nu3(0.123312045313115*pi,0.6904482219600501*pi,4.29603548536268*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(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(0.497872940409251*pi,0.26632550755931905*pi,0.603483975241802*pi) q[7];\nu3(0.460837696080769*pi,3.19024469447752*pi,0.639357962023757*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[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];\nu3(0.766002424975326*pi,0.5909079013330001*pi,0.615425658374432*pi) q[1];\nu3(0.711394070666081*pi,0.75024030645308*pi,0.616368012514557*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(0.454328125933435*pi,0.265194535388367*pi,1.055886038785544*pi) q[6];\nu3(0.939288088441099*pi,-0.4875067608775894*pi,0.783591648471872*pi) q[7];\nu3(0.687458423984151*pi,3.33199293430504*pi,3.35952082974437*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(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.518184725490357*pi,2.76943506371157*pi,3.59501715646006*pi) q[1];\nu3(0.237826900528435*pi,0.40599700025801*pi,4.1679456077748505*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(0.74335183336271*pi,3.10961664998337*pi,4.02897771331696*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,1.0*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];\ncx q[0],q[3];\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(0.522843910868327*pi,0.13462397849490104*pi,0.93139513633599*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(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.156681490852179*pi,0.88048753787492*pi,4.2758268745465795*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,3.4974846406012*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(1.0*pi,0.0*pi,1.348001741909218*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.541349107615045*pi,0.091394764681334*pi,4.1095937175094*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(0.301045174533638*pi,2.78239675730455*pi,1.63238753652798*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];\ncx q[0],q[3];\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(3.5*pi,-0.5*pi,0.5*pi) q[5];\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[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];\ncx q[1],q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,0.697938334770451*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.211632395101837*pi,3.05568928592525*pi,0.5798760931409016*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.39321610353877*pi,0.289213102288834*pi,4.220884505554579*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[13];\ncx q[0],q[3];\nu3(3.5*pi,3.31089737594478*pi,0.5*pi) q[1];\ncx q[2],q[6];\nu3(0.520396473781928*pi,-0.21990033449666302*pi,1.107456336553542*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.145473677603134*pi) q[8];\nu3(0.656333830193986*pi,0.8165953614541399*pi,0.682664386401401*pi) q[9];\nu3(0.619388434901699*pi,-0.21352310853746798*pi,0.5381290145664754*pi) q[12];\nu3(0.632067968013004*pi,0.18460992154867095*pi,1.3480655197737539*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[8];\nu3(3.5*pi,3.49590945952625*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.545126089700583*pi,0.9136854660779099*pi,4.31967212682795*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.329279014049733*pi) q[6];\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(0.485555294502053*pi,0.7330959983698*pi,0.9506388017995959*pi) q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[6];\nu3(1.0*pi,0.0*pi,4.0*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[10];\nu3(0.0*pi,-0.5*pi,4.382744015569941*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[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[8];\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(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(3.5*pi,3.3943619436856*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.306070801041351*pi) q[6];\ncx q[7],q[12];\ncx q[9],q[14];\nu3(1.0*pi,0.0*pi,1.129439029529682*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.860787471224488*pi,3.42926124447338*pi,4.30876038887307*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[6];\nu3(0.559334256047817*pi,-0.4951817744736396*pi,3.05775634791409*pi) q[3];\ncx q[5],q[10];\nu3(3.5*pi,3.46035619731485*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,3.34493579654667*pi,0.5*pi) q[9];\ncx q[11],q[13];\nu3(1.0*pi,0.0*pi,1.20494206384686*pi) q[12];\nu3(1.0*pi,0.0*pi,1.296209566347212*pi) q[14];\nu3(0.525744830177252*pi,-0.119885407567276*pi,1.291483243534512*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(0.5691195862026*pi,0.244621078072918*pi,4.3747918623776805*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[7],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[9],q[14];\nu3(0.0*pi,-0.5*pi,0.5816044272342507*pi) q[10];\nu3(3.5*pi,3.45969012740746*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.3276934446688942*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(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\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[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];\ncx q[11],q[13];\nu3(0.0*pi,-0.5*pi,4.31622184800335*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.667609448090847*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.523975983395416*pi,2.89622497395491*pi,3.51305357759922*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[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[14];\nu3(1.0*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,4.44721026709559*pi) q[13];\nu3(0.685151042821512*pi,-0.08544492129874698*pi,1.03686790282292*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(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(0.0*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[12];\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(1.0*pi,0.0*pi,4.0*pi) q[2];\nu3(0.768441262836558*pi,-0.280320218496331*pi,0.63704656220319*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(0.711189371859353*pi,3.25326539238032*pi,4.20772589874904*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(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[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.650166973487357*pi,0.49599884160679797*pi,1.2981389312486091*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(0.368501278992199*pi,0.9218306103840901*pi,4.29724671822534*pi) q[8];\nu3(0.717243785488301*pi,0.28654095152790104*pi,1.034305028755842*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,0.0*pi,4.0*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.846411755638525*pi,3.30150721175998*pi,4.40179435932165*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.0*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(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.416393465911473*pi,2.85225989917682*pi,0.686607239466142*pi) q[9];\nu3(0.816817805280245*pi,2.3845920681043*pi,3.7911276729181*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(0.22338289755036*pi,3.34333686719292*pi,0.5082591753418638*pi) q[14];\ncx q[0],q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.568607738709849*pi,-0.4652160120277003*pi,3.72590197001433*pi) q[2];\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];\nu3(0.524663403538998*pi,3.17282622012108*pi,4.1236370911643405*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(0.810444267961148*pi,-0.10996687929978499*pi,3.91042828779436*pi) q[14];\nu3(3.5*pi,3.29884621700262*pi,0.5*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[5];\nu3(0.515444384213552*pi,3.06844515613425*pi,0.817462026209087*pi) q[6];\nu3(0.647991276537463*pi,-0.005023317303782027*pi,4.3561901590527405*pi) q[7];\nu3(1.0*pi,0.0*pi,1.1079265852430868*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(0.525385037321601*pi,0.49830156689507*pi,4.35626702891755*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];\ncx q[0],q[8];\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(0.900510899578227*pi,2.92433271015232*pi,3.90794645017787*pi) q[6];\nu3(0.738881867658308*pi,3.28237628644075*pi,3.49362876139291*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.739654269869874*pi,-0.277091320550623*pi,4.2872020977372*pi) q[11];\nu3(0.130575326235256*pi,3.46932588146934*pi,0.986222010463762*pi) q[12];\nu3(0.535135661901108*pi,2.77782582968021*pi,1.139254576337836*pi) q[13];\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[2],q[14];\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,4.0*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5672172159241313*pi) q[8];\ncx q[9],q[10];\nu3(0.383132494778252*pi,0.21122315661406998*pi,1.0702273777267601*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.187097202707843*pi,0.48398514792164804*pi,3.82553695183106*pi) q[13];\ncx q[0],q[8];\nu3(3.5*pi,3.47098057191488*pi,0.5*pi) q[2];\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,3.39906461787574*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.217022289129513*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(1.0*pi,0.0*pi,1.1142071541020782*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[2],q[14];\ncx q[3],q[12];\ncx q[4],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];\ncx q[9],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,4.0*pi) q[0];\ncx q[1],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(3.5*pi,3.37476917768617*pi,0.5*pi) q[3];\nu3(3.5*pi,3.39495411001745*pi,0.5*pi) q[4];\ncx q[5],q[7];\nu3(1.0*pi,0.0*pi,1.1908983756855*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[9];\nu3(0.0*pi,-0.5*pi,4.317037099056289*pi) q[10];\nu3(1.0*pi,0.0*pi,1.1512924629842551*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5941097783049533*pi) q[14];\nu3(0.532680695147404*pi,3.39332727781232*pi,3.19138646227977*pi) q[0];\nu3(3.5*pi,3.41894369693964*pi,0.5*pi) q[1];\ncx q[2],q[14];\ncx q[3],q[12];\ncx q[4],q[6];\nu3(3.5*pi,3.47725354901351*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.411717396569701*pi) q[7];\nu3(1.0*pi,0.0*pi,4.0*pi) q[8];\ncx q[9],q[10];\nu3(1.0*pi,0.0*pi,1.342092342714053*pi) q[13];\nu3(0.200249111560472*pi,3.05706087677653*pi,1.65180209456327*pi) q[0];\ncx q[1],q[13];\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];\ncx q[5],q[7];\nu3(0.0*pi,-0.5*pi,0.5098852134566066*pi) q[6];\nu3(0.749849018416799*pi,2.94896056114932*pi,3.70748859777878*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,4.49477045216011*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[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.766186858112848*pi,2.91729389017123*pi,3.94965625540957*pi) q[2];\ncx q[3],q[12];\ncx q[4],q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.25209775683446*pi) q[7];\nu3(0.634828683584339*pi,0.23345562703243505*pi,1.66776381483465*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,4.24241765647681*pi) q[13];\nu3(0.625115689207047*pi,-0.283702383311015*pi,0.7918867651720489*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[13];\nu3(0.612478671652812*pi,0.38266593142543603*pi,0.663378615710532*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[7];\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(0.0*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(0.640917664452503*pi,3.13955892604866*pi,2.91722599793662*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[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.53944981013817*pi,3.40938159120943*pi,0.721993152302538*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.502169227871279*pi,-0.0020457105025269984*pi,0.5138160860263755*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[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(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.643093230548288*pi,3.07594157737153*pi,0.562446768840161*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.493480523360469*pi,-0.31385801076366604*pi,3.72935082154571*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(0.5*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];\ncx q[0],q[11];\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(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[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.560950047021733*pi,0.14588659460402698*pi,0.5891968784717653*pi) q[9];\nu3(0.0539710553956041*pi,2.4409946675766*pi,1.172204230989204*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,3.38855076976338*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(0.5*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(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.37143511215504*pi,-0.0011947263759919946*pi,1.347723985844449*pi) q[9];\nu3(0.786566827882699*pi,0.13967903507797397*pi,1.031340413685564*pi) q[10];\nu3(1.0*pi,0.0*pi,1.324124305636553*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[0],q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[1];\nu3(3.5*pi,3.3532028194554*pi,0.5*pi) q[2];\nu3(0.74445263069233*pi,-0.04463191888463802*pi,1.16538996713728*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[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.392863338567028*pi,3.29823592661142*pi,4.3193807141546205*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.2972222442518508*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];\ncx q[2],q[14];\nu3(0.399460650869433*pi,2.98819142286349*pi,0.8121638093757411*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.0*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(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.598861163656805*pi) q[11];\nu3(0.354382641882839*pi,-0.17741336982135703*pi,3.84894465041684*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\ncx q[0],q[11];\nu3(0.578818243770392*pi,-0.368063145865897*pi,3.39020208270064*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(0.331036446769996*pi,2.88935354428349*pi,1.360914105233701*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[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5428535923873343*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.605715269910484*pi,0.411951704958749*pi,4.002689741739919*pi) q[1];\ncx q[2],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.7309378299803*pi,0.23036270910868095*pi,1.372558424383407*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[7];\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[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(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.682782498596692*pi,0.5070642478149401*pi,0.831573609022914*pi) q[7];\ncx q[8],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.602912033100375*pi,2.81443235496974*pi,3.64466219205799*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.787362668317168*pi,0.434855568390922*pi,4.2625237892114995*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.839985849080136*pi,2.9991853823459*pi,3.55986123307766*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[5];\nu3(0.744643544447204*pi,0.27763494178566495*pi,1.169970439151343*pi) q[7];\nu3(3.5*pi,3.44406013036295*pi,0.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.31465968102725*pi) q[12];\nu3(0.379300194390476*pi,-0.282754350943765*pi,1.0940576693130781*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.736395272715331*pi,0.376023752248667*pi,0.5030150238992891*pi) q[0];\ncx q[1],q[4];\nu3(0.661953863232154*pi,0.67337451962067*pi,4.33240451954819*pi) q[2];\ncx q[3],q[10];\ncx q[5],q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],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(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.49250288542484*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.47445511615354*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.2907696310862748*pi) q[4];\nu3(3.5*pi,3.38270616941958*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.2057303609167649*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,1.110706665760353*pi) q[10];\nu3(0.709079500565605*pi,-0.4908793894657064*pi,3.42848332354067*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.602509758419654*pi) q[12];\nu3(0.713399754180122*pi,-0.04788354821058699*pi,4.192836675159191*pi) q[14];\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[2];\ncx q[3],q[10];\ncx q[5],q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[12];\nu3(0.792930746859494*pi,0.261084041911107*pi,1.170043460252161*pi) q[11];\nu3(0.0366572714692543*pi,-0.019331545900860003*pi,0.678962648430392*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(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.33340938743353*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.4151043924935305*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,4.46352414075212*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(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[4];\ncx q[3],q[10];\ncx q[5],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(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\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[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(3.5*pi,3.39243484913144*pi,0.5*pi) q[7];\nu3(0.606288697546388*pi,3.45602585255033*pi,4.396180748348749*pi) q[8];\nu3(1.0*pi,0.0*pi,1.328684789127922*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(3.5*pi,3.42509487854375*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(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[9];\nu3(0.506120443014197*pi,2.98299256521269*pi,3.58751673903674*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.28483498953729*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\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[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(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.541519460468316*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.414095576462559*pi,0.6792573367795001*pi,4.169719903558191*pi) q[12];\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[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[9];\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(0.0*pi,-0.5*pi,0.67118380116316*pi) q[11];\nu3(0.656053427275581*pi,-0.4967903273216649*pi,0.615380471596055*pi) q[12];\ncx q[0],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.686324709084291*pi,3.3375525934924*pi,2.9007807532021*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(0.0*pi,-0.5*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(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.43025359935162*pi,-0.4485425718334731*pi,1.4746771916976331*pi) q[1];\nu3(0.501613359847232*pi,-0.4303119835787885*pi,1.159753391601373*pi) q[3];\nu3(0.524321226305311*pi,0.484000491393322*pi,4.102240975642*pi) q[4];\nu3(0.272464357909677*pi,-0.072311905720356*pi,0.790325951612571*pi) q[5];\nu3(0.388948823064292*pi,0.14688946166253303*pi,4.20300758627384*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(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[0];\nu3(0.342538771418164*pi,-0.264290031268607*pi,1.194399153570287*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.692593557468995*pi,0.12112204341780797*pi,0.628364444404633*pi) q[4];\nu3(0.767440960446463*pi,-0.16349482252801*pi,1.327271407722082*pi) q[5];\nu3(0.247209887820976*pi,2.69684700661302*pi,1.158889810636605*pi) q[6];\nu3(0.87494075561377*pi,3.45129753114524*pi,3.51210069729667*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.17163084689149*pi,-0.09887800762869098*pi,1.428051680375372*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(0.299850214859335*pi,2.83109551072061*pi,0.928714671960161*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(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.429101030743639*pi,3.36388455483577*pi,0.5262520538488724*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.429976276193447*pi,0.19950274598960505*pi,3.8309060987948*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(0.622392005743109*pi,0.22984439717070604*pi,4.10633212618339*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(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,-0.5*pi,0.5*pi) q[7];\nu3(0.635734243673837*pi,0.46799334494146405*pi,1.104078210419901*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];\ncx q[12],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[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[7];\nu3(0.747844849814553*pi,0.66754265590274*pi,4.2430082602231*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.385958535134246*pi,3.40722178063968*pi,1.58364256495086*pi) q[11];\nu3(3.5*pi,3.42669108125011*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.2968947062911211*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[3],q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[13];\ncx q[7],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(0.622562274085166*pi,-0.26909640311543903*pi,1.2290801776052191*pi) q[11];\ncx q[12],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.43751240908874*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.327378759240133*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(3.5*pi,3.31366326988193*pi,0.5*pi) q[6];\nu3(3.5*pi,3.41839840232978*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.238067686632831*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(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.1984440209260812*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.4361577770512906*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[9];\ncx q[3],q[4];\ncx q[5],q[10];\ncx q[6],q[13];\ncx q[7],q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\ncx q[12],q[14];\nu3(3.5*pi,3.47445384499114*pi,0.5*pi) q[1];\ncx q[2],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,0.533310154158904*pi) q[4];\nu3(3.5*pi,3.44597434689299*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,4.47576772800019*pi) q[8];\nu3(1.0*pi,0.0*pi,1.264288365482364*pi) q[9];\nu3(1.0*pi,0.0*pi,1.38098949922736*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.533678453204891*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[1],q[9];\nu3(3.5*pi,3.36424407872997*pi,0.5*pi) q[2];\ncx q[3],q[4];\ncx q[5],q[10];\ncx q[6],q[13];\ncx q[7],q[8];\nu3(1.0*pi,0.0*pi,1.2779708238175291*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(0.5*pi,0.0*pi,0.5*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(0.5*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,0.5178795962766937*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.610923233406149*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];\ncx q[1],q[9];\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];\ncx q[5],q[10];\nu3(0.537326949303592*pi,-0.4903245527594732*pi,0.912280134353857*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,4.4501886250126095*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(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[11];\nu3(0.733094300988416*pi,0.349663818503145*pi,0.83863388108461*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(0.473530685699211*pi,2.73779319985739*pi,3.70676785742945*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(0.578881127093388*pi,-0.20756075799748602*pi,0.989970037710715*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(0.153952719745634*pi,2.79702527293522*pi,1.67823877764076*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.743762306259762*pi,0.18204864198367898*pi,0.87651414837828*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(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.163065846882686*pi,-0.366920511930377*pi,1.376259140441839*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(0.473900977807252*pi,0.67871934256135*pi,0.728126099960101*pi) q[12];\nu3(0.543682246402818*pi,3.11565981802044*pi,1.7635075335279*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.707492040362129*pi,0.22488681941543898*pi,3.83571324537408*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(0.221046580131021*pi,3.00855633459667*pi,1.55277774097913*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(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0885249876514819*pi,0.21331349677642097*pi,3.61510605397311*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(0.786820567623103*pi,0.8107289021292701*pi,0.723211298994158*pi) q[13];\nu3(0.416289409913615*pi,3.24246152496375*pi,1.069073364093792*pi) q[14];\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];\nu3(0.220437722704607*pi,2.56042497430961*pi,1.4410752103107711*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(0.314178280171137*pi,0.6771331614921099*pi,3.80175989887013*pi) q[7];\nu3(0.656105955244924*pi,0.48177776042961695*pi,4.29655095542741*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(0.0*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(0.564420305947759*pi,0.011734388077992985*pi,4.2732813709330895*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(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[4];\nu3(0.827439430767224*pi,2.82629959538503*pi,4.20021373921323*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.531685371338221*pi,0.9535923670916899*pi,0.719405926360052*pi) q[7];\nu3(0.45250192974862*pi,3.47537128807829*pi,1.0147231363933829*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(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*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(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,-0.5*pi,0.5*pi) q[4];\nu3(0.246869589956109*pi,-0.4753550439706386*pi,0.7692649565851559*pi) q[5];\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(0.0*pi,-0.5*pi,1.0*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.42743300633352*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.509757833436378*pi,0.193904339345209*pi,3.77895372325019*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(3.5*pi,3.44990633192963*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,1.296652994145489*pi) q[9];\nu3(0.487249292655479*pi,-0.11499775994299999*pi,3.7286142258402*pi) q[10];\nu3(0.876170867694801*pi,3.12811727681102*pi,4.39406737153975*pi) q[11];\ncx q[12],q[14];\nu3(1.0*pi,0.0*pi,1.344873768893559*pi) q[13];\ncx q[0],q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.637493767877383*pi,0.215427968134417*pi,1.125295035574174*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.551212841519261*pi,3.40483767289328*pi,1.88973148625352*pi) q[10];\nu3(0.627917709801655*pi,3.43316872741123*pi,3.04576793083605*pi) q[11];\nu3(3.5*pi,3.4351330051058*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.130287822608322*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\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,0.5158008577439261*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];\ncx q[12],q[14];\nu3(0.0*pi,-0.5*pi,4.499712874730649*pi) q[13];\ncx q[0],q[9];\nu3(3.5*pi,3.48568940913841*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,1.442906235615928*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\ncx q[6],q[13];\ncx q[8],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,4.4529265450701505*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\ncx q[5],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,3.24165822236386*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,1.1188971992790409*pi) q[10];\ncx q[12],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\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(0.0*pi,-0.5*pi,4.4181532404317405*pi) q[4];\nu3(3.5*pi,3.37956771993346*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,1.243008904676119*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[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(0.318868605757999*pi,-0.260804138570573*pi,1.187975073914831*pi) q[0];\ncx q[1],q[4];\ncx q[5],q[7];\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(0.0*pi,-0.5*pi,0.5586600627570482*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(0.521961751394451*pi,2.94787526270727*pi,4.08621916491388*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(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,0.5873777966680178*pi) q[7];\ncx q[8],q[10];\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(1.0*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[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[7];\nu3(0.718220180870913*pi,3.32233849044872*pi,0.5710400802611083*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.573411599250541*pi,-0.071435728975631*pi,3.68164424716841*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(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[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.404146993606638*pi,3.25616890995854*pi,4.44553896341546*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.717082534039538*pi,-0.018387017819625984*pi,3.62138169969706*pi) q[8];\nu3(0.955436789992014*pi,3.07112112440904*pi,3.5500773035688*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(0.5*pi,-0.5*pi,0.5*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[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(0.655782863721908*pi,-0.37068350721438603*pi,1.0264149501199031*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(0.444356898356483*pi,0.69432226299535*pi,3.90775478674153*pi) q[12];\nu3(0.256480617407484*pi,2.87517910559742*pi,1.66716038651775*pi) q[13];\nu3(0.140072913263835*pi,0.234208054557138*pi,4.28010789758825*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[4];\nu3(0.315823712387294*pi,2.72199720425207*pi,1.1057674131935*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(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.32076959685841*pi,0.67810038578959*pi,4.40051767092784*pi) q[10];\nu3(0.37882830310561*pi,0.12876637617085995*pi,3.73301912521921*pi) q[12];\nu3(0.748583858343835*pi,3.43080109291592*pi,0.65418078255196*pi) q[13];\nu3(0.56142633521771*pi,3.24102222242288*pi,1.82040537195883*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.705993900568021*pi,-0.4437271301569658*pi,3.88142936138392*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(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.752316446785663*pi,3.2954125418076*pi,3.24108065309366*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[14];\nu3(0.508887056189742*pi,0.0039029684255249553*pi,4.24794073514986*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[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.439274960442542*pi,3.34104129688616*pi,1.079203882115046*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(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.488640204407807*pi,2.81463307808285*pi,1.313531466338443*pi) q[1];\ncx q[2],q[12];\ncx q[3],q[13];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\ncx q[6],q[8];\nu3(0.505772272138966*pi,0.8001920539116201*pi,0.996753932530977*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.46052400885884*pi,0.5*pi) q[2];\nu3(3.5*pi,3.4598809962451*pi,0.5*pi) q[3];\nu3(0.691747881239527*pi,-0.4031470243598037*pi,0.762492093944912*pi) q[4];\ncx q[5],q[10];\nu3(3.5*pi,3.43161228223374*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[7];\nu3(1.0*pi,0.0*pi,1.199010515189342*pi) q[8];\nu3(1.0*pi,0.0*pi,1.317546027966301*pi) q[12];\nu3(1.0*pi,0.0*pi,1.265116445753453*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[12];\ncx q[3],q[13];\nu3(0.655750631582437*pi,0.23301039494598197*pi,1.56451128302096*pi) q[4];\nu3(3.5*pi,3.3750563290184*pi,0.5*pi) q[5];\ncx q[6],q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.344780435332593*pi) q[10];\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(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(3.5*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(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5663097530825105*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5700260017135839*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.44014480379975*pi) q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[12];\ncx q[3],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*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,4.2962100153584295*pi) q[10];\ncx q[0],q[4];\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];\ncx q[5],q[10];\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(1.0*pi,-0.5*pi,0.5*pi) q[8];\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,3.39030879999166*pi,0.5*pi) q[0];\nu3(3.5*pi,3.44192144979607*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,0.0*pi,1.333846469729198*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(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[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.298798936597463*pi) q[14];\ncx q[0],q[4];\ncx q[1],q[14];\nu3(0.16998927883091*pi,0.6527214936836301*pi,3.71484802402874*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(0.172162107128157*pi,2.94168826009071*pi,0.810411151836788*pi) q[6];\nu3(3.5*pi,3.39472200501935*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,1.371820264021256*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[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.370197394265672*pi,0.16938413934665097*pi,4.36098574705741*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.32937999996392*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.838833731997804*pi,-0.4861103373971591*pi,3.16726470206143*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(0.5*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,4.3590884451003*pi) q[14];\ncx q[0],q[4];\ncx q[1],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.829740635361685*pi,0.50326058619349*pi,0.9081644452727651*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,0.0*pi,0.5*pi) q[7];\nu3(0.510098211438543*pi,0.13571664066741496*pi,1.137478966082994*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5865992450143023*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.276847071576015*pi,0.09265459242865604*pi,0.647942075908338*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nmeasure q[3] -> c[3];\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[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(0.645872895273143*pi,3.3655225065523*pi,3.19241096441084*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.500204895179661*pi,-0.4642574490458323*pi,1.113084223348356*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(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.560685238399715*pi,0.409853342363769*pi,1.438803489023032*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,4.0*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.257380021972541*pi,0.6815745457525999*pi,4.2100010003343495*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.591590057879412*pi,0.90242967923769*pi,1.082326412974653*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(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.604936997657256*pi,0.5469290115399601*pi,1.117919537653406*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(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.542939218782684*pi,-0.4627665183690465*pi,0.945907616769875*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0154502709960222*pi,-0.188758736826742*pi,4.03064879148384*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(0.5*pi,-0.5*pi,0.5*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];\ncx q[6],q[11];\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,4.0*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[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.323932043050845*pi,0.282912663739747*pi,1.166504499766356*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[5];\nu3(3.5*pi,3.4775801962933*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.0*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(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.335656582957164*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(0.576213591062953*pi,0.6296747435268699*pi,0.8647905678290679*pi) q[0];\nu3(0.461647178190453*pi,3.34753084682408*pi,4.48635468124132*pi) q[1];\nu3(0.546772801762235*pi,0.25204298363478495*pi,0.8086943380378719*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[11];\nu3(0.601555113196459*pi,0.24320513702829805*pi,0.693295803241541*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[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.621617043118406*pi,3.31393884621868*pi,2.82357287956486*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.336081714582072*pi,0.311415150860898*pi,3.38237132326971*pi) q[4];\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(0.169353410702864*pi,0.6807615270065299*pi,4.2009589542466*pi) q[7];\ncx q[8],q[10];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.31361809020789*pi) q[11];\nu3(0.339340562736316*pi,2.81723956180488*pi,0.8413713213483149*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(3.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[12];\ncx q[6],q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,3.4332694498462*pi,0.5*pi) q[8];\nu3(0.727527900489052*pi,3.05638729839389*pi,3.90576391616665*pi) q[9];\nu3(1.0*pi,0.0*pi,1.3660449178535599*pi) q[10];\nu3(0.666960170224306*pi,-0.188289476967119*pi,4.03579152716798*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(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,3.46904675482242*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];\ncx q[8],q[10];\nu3(0.740090726597721*pi,2.53245027347799*pi,3.53412763555747*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.327750658092648*pi) q[12];\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[5],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(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.4577870790625695*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];\ncx q[0],q[14];\ncx q[1],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(3.5*pi,3.42521166502219*pi,0.5*pi) q[7];\ncx q[8],q[10];\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,4.44402615633911*pi) q[12];\nu3(1.0*pi,0.0*pi,1.285339674431874*pi) q[13];\nu3(3.5*pi,3.45950957936757*pi,0.5*pi) q[0];\nu3(3.5*pi,3.48027842459083*pi,0.5*pi) q[1];\ncx q[2],q[9];\nu3(1.0*pi,0.0*pi,1.3252762080286*pi) q[4];\ncx q[5],q[12];\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[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.259058532625926*pi) q[14];\ncx q[0],q[14];\ncx q[1],q[4];\nu3(3.5*pi,3.42338814836064*pi,0.5*pi) q[2];\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,0.0*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,1.193208517306251*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,4.36155208325401*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];\ncx q[2],q[9];\nu3(0.0*pi,-0.5*pi,0.710301977824244*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[13];\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,4.377360990352679*pi) q[14];\ncx q[0],q[14];\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[5];\nu3(0.523920903164229*pi,2.61840583388273*pi,3.90031035901807*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,4.34860022508331*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(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nmeasure q[6] -> c[6];\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];\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(0.0*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(0.5*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[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[4];\nu3(0.298576332289927*pi,3.48453814697379*pi,0.5995412661206151*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(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.477989311890461*pi,3.03136559960002*pi,1.200695588319826*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];\nmeasure q[5] -> c[5];\nmeasure q[11] -> c[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.306348261169732*pi,-0.36996702358185196*pi,4.09385742072269*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[7];\nu3(0.505795657634441*pi,0.23068260480222702*pi,3.82416262729779*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[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[1] -> c[1];\nmeasure q[8] -> c[8];\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(0.5*pi,-0.5*pi,0.5*pi) q[4];\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,1.0*pi) q[10];\nu3(0.176815695123204*pi,3.13964548187212*pi,2.04276495433124*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[12] -> c[12];\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(0.909808818164219*pi,-0.391785557233006*pi,0.857626923197935*pi) q[4];\nu3(0.768081006886486*pi,0.10901881992733797*pi,1.105526767632756*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.469861206905315*pi,0.17041329597340205*pi,1.176900808145513*pi) q[10];\nu3(0.35695466393471*pi,3.05141176077138*pi,1.4847121703182768*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nmeasure q[4] -> c[4];\nmeasure q[7] -> c[7];\nmeasure q[10] -> c[10];\nmeasure q[13] -> c[13];\nu3(0.320654467914498*pi,0.06206136503821902*pi,3.49210183097307*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[9];\nu3(0.566160028829601*pi,3.19302575577463*pi,0.616288292992275*pi) q[14];\nmeasure q[0] -> c[0];\nmeasure q[14] -> c[14];\nu3(0.270913802850542*pi,3.38066336780005*pi,1.95714886601795*pi) q[2];\nu3(0.0543166950273066*pi,0.385866517025089*pi,0.718676190288811*pi) q[9];\nmeasure q[2] -> c[2];\nmeasure q[9] -> c[9];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(0.532828852967323*pi,3.16033297974091*pi,3.01163081024778*pi) q[0];\nu3(0.440902850153956*pi,3.43755155595226*pi,1.347690772645217*pi) q[1];\nu3(0.308793467153369*pi,-0.07692548963819201*pi,3.72584464473721*pi) q[2];\nu3(0.637515211577527*pi,2.88561353326037*pi,3.95768859917295*pi) q[3];\nu3(0.187709976002248*pi,2.9317347105577*pi,1.419561984995193*pi) q[4];\nu3(0.362056603627038*pi,2.80342244163377*pi,1.244884040418647*pi) q[5];\nu3(0.365146999091684*pi,0.17993832003739496*pi,0.5954719110727206*pi) q[6];\nu3(0.741939351263584*pi,3.49701029297836*pi,3.14489604045779*pi) q[7];\nu3(0.842284839614715*pi,0.5863813863296601*pi,4.15679715249948*pi) q[8];\nu3(0.444967282098599*pi,0.151674989679069*pi,3.81142984481369*pi) q[9];\nu3(0.333020640655319*pi,0.9367144344388201*pi,4.30445636108243*pi) q[10];\nu3(0.790023009360145*pi,0.21153209865143296*pi,1.4229761965077619*pi) q[11];\nu3(0.51933933894199*pi,3.41532965689506*pi,4.199015615166649*pi) q[12];\nu3(0.389229607043974*pi,0.30498482561072504*pi,3.33468430222825*pi) q[13];\nu3(0.152231863197049*pi,0.194465584317688*pi,1.248400216335763*pi) q[14];\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(0.0*pi,-0.5*pi,4.0*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(0.0*pi,-0.5*pi,4.0*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[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(1.5*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(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.5*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[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(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];\ncx q[0],q[14];\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[4];\ncx q[5],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[12];\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(3.5*pi,3.48806720668228*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(3.5*pi,3.4521880305146*pi,0.5*pi) q[5];\nu3(3.5*pi,3.44739341537166*pi,0.5*pi) q[7];\ncx q[10],q[11];\nu3(1.0*pi,0.0*pi,1.299426708296485*pi) q[12];\nu3(1.0*pi,0.0*pi,1.2656362791053541*pi) q[13];\nu3(1.0*pi,0.0*pi,1.236485939252123*pi) q[14];\ncx q[0],q[14];\ncx q[1],q[8];\nu3(3.5*pi,3.4483797480106*pi,0.5*pi) q[2];\ncx q[4],q[9];\ncx q[5],q[13];\nu3(1.0*pi,0.0*pi,1.371792016788014*pi) q[6];\ncx q[7],q[12];\nu3(3.5*pi,3.45325960861322*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.432752845311465*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.45313309327415*pi,0.5*pi) q[1];\ncx q[2],q[6];\nu3(3.5*pi,3.4315393788484*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[7];\nu3(1.0*pi,0.0*pi,1.232950585611655*pi) q[8];\nu3(1.0*pi,0.0*pi,1.3241924972621981*pi) q[9];\ncx q[10],q[11];\nu3(0.0*pi,-0.5*pi,4.3567180856426795*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.45391330925867*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.592586910404002*pi) q[14];\ncx q[0],q[14];\ncx q[1],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[4],q[9];\ncx q[5],q[13];\nu3(0.0*pi,-0.5*pi,4.49620794323118*pi) q[6];\ncx q[7],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.672179310082862*pi) q[11];\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[6];\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[7];\nu3(0.0*pi,-0.5*pi,4.43002257670647*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.33950022804293*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(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.692286183767047*pi,3.35181649854488*pi,3.67942908586442*pi) q[0];\ncx q[1],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[4],q[9];\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(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(0.290657304608353*pi,0.8124273505484301*pi,4.11694549501589*pi) q[14];\nu3(0.611700409231146*pi,3.08017684970762*pi,4.39010248331989*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(0.0*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(0.5*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(0.581316689762566*pi,-0.032182985327189995*pi,0.708406003537839*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(0.0*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,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,1.0*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(0.0*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(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,-0.5*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(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.45373304566896*pi,0.26057090290609297*pi,0.667949271574556*pi) q[10];\nu3(0.696079704546731*pi,0.29932220430809997*pi,4.0555789001399205*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[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(0.308237024698427*pi,-0.30082276110942296*pi,3.89029587392347*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.778059994664434*pi,0.51283358914748*pi,4.2862115606919104*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(0.426247104842563*pi,3.01160970929376*pi,0.741519788758728*pi) q[10];\nu3(0.556225927352033*pi,0.36144448750521296*pi,1.492122752620211*pi) q[11];\nu3(0.610778141892949*pi,0.5686550189911901*pi,4.32186899593265*pi) q[12];\nu3(0.161353302503551*pi,-0.321245448114939*pi,0.834571269910662*pi) q[13];\nu3(0.391673073798405*pi,0.263087531027148*pi,3.46314490321718*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(0.0874180361871132*pi,0.13353875697081197*pi,4.178237586994539*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.678940151654391*pi,2.61426489712527*pi,3.98785213851603*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(0.470528882395*pi,-0.14827914225543698*pi,3.5853783850217*pi) q[12];\nu3(0.82657542920225*pi,-0.125104151662088*pi,1.290506485351699*pi) q[13];\nu3(0.751615997032724*pi,0.62315562342995*pi,4.44547328965884*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[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(0.5*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,-0.5*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[1];\nu3(0.526957351498529*pi,-0.215708504945275*pi,3.50418058856181*pi) q[2];\nu3(0.349324022807883*pi,-0.4860474686164565*pi,0.5952758116165381*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.702435527952025*pi,0.314613722924837*pi,3.90258358315268*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.287121818266909*pi,0.49350839470960195*pi,4.46152173074264*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[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.193476639126952*pi,3.30116171794588*pi,1.88614247637029*pi) q[2];\ncx q[3],q[7];\nu3(0.600355900361799*pi,0.95116462836851*pi,0.637953742158388*pi) q[4];\ncx q[5],q[11];\nu3(0.31976111960087*pi,0.9220519124795501*pi,0.5713775325194617*pi) q[6];\nu3(0.7379887310163*pi,3.33727069933679*pi,0.660980697529606*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(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.4827853636135*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,3.47224266601424*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,1.326410604278299*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.686789032662015*pi,3.12114805973489*pi,4.355622261847611*pi) q[9];\ncx q[10],q[14];\nu3(1.0*pi,0.0*pi,1.276269613018757*pi) q[11];\ncx q[1],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\ncx q[5],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.118624376231614*pi,0.404022544988344*pi,4.24202256549167*pi) q[9];\nu3(3.5*pi,3.49143153092504*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.249490171542474*pi) q[14];\nu3(3.5*pi,3.29003645747863*pi,0.5*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,0.0*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,4.49028927785657*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],q[14];\nu3(0.0*pi,-0.5*pi,4.48933862914011*pi) q[11];\nu3(1.0*pi,0.0*pi,1.118359046375631*pi) q[12];\ncx q[1],q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[3],q[7];\ncx q[5],q[11];\ncx q[6],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,0.614605421426991*pi) q[14];\ncx q[0],q[9];\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(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,3.34247054335601*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,1.300860696319831*pi) q[8];\ncx q[10],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.39394212763981*pi) q[12];\nu3(3.5*pi,3.44534357835702*pi,0.5*pi) q[0];\ncx q[1],q[12];\nu3(3.5*pi,3.39422644418867*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];\ncx q[6],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.2446049991021089*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,1.2176612001492328*pi) q[13];\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];\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[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,0.583447988661868*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(0.0*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[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];\ncx q[6],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.673032516337564*pi) q[9];\nu3(0.320505615635939*pi,0.442020829628493*pi,0.570200309786172*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,4.41701634418844*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[9];\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[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(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.246331841689523*pi,0.64625967721416*pi,0.683905966916203*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[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.372876918975496*pi,0.34951547271207295*pi,4.00588652793762*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.101232713005882*pi,-0.09446557325764399*pi,0.637949109018014*pi) q[3];\nu3(0.185764662779592*pi,0.55717718162251*pi,4.3190303180637795*pi) q[5];\nu3(0.279738664480236*pi,3.2335821643845*pi,0.643098317080138*pi) q[6];\nu3(0.89694517740711*pi,-0.04570176043193103*pi,0.846044259341345*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[10];\nu3(0.437222532583237*pi,3.31005872442964*pi,2.10616749844373*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(0.554167042497037*pi,1.00552604169315*pi,0.5314238567246584*pi) q[14];\nu3(0.677050247339779*pi,0.46638595516346504*pi,0.5504842665731753*pi) q[0];\nu3(0.643032904916111*pi,0.088422748668195*pi,0.868327665518299*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.361676279886814*pi,3.00599462160152*pi,1.2919302766597038*pi) q[3];\nu3(0.15443401256074*pi,0.04473149825645095*pi,1.180705822833195*pi) q[5];\nu3(0.42896545043903*pi,0.04346076324253301*pi,0.8605803249802619*pi) q[6];\nu3(0.161944717985365*pi,2.86511313812151*pi,0.70062489217223*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.469241526406572*pi,0.389153184649248*pi,3.54131748832215*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.39440926101535*pi,-0.24403588230054302*pi,1.4261600755469241*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(0.421568682549599*pi,3.26960868392657*pi,1.77170328686969*pi) q[14];\nu3(0.547659273907346*pi,-0.346970817457731*pi,0.648415817167407*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(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(0.700220410634791*pi,3.13241521114177*pi,3.80023756302669*pi) q[8];\nu3(0.67922709502136*pi,0.035658739385007965*pi,3.82382300639704*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.60820414077623*pi,0.5019498134938101*pi,0.547780753654635*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[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(0.5*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(0.77333206519559*pi,-0.272288278282025*pi,3.94788284805583*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[11];\nu3(0.581831361053016*pi,0.37674977088651096*pi,1.426210402137892*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(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.55055733236149*pi,0.06089085272831196*pi,0.626016584483845*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[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(0.5*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[13];\ncx q[0],q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.665726923746448*pi,3.05383021499187*pi,2.96840616108175*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[4],q[9];\ncx q[6],q[12];\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[13];\nu3(3.5*pi,3.47909471022414*pi,0.5*pi) q[0];\ncx q[1],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[10];\nu3(3.5*pi,3.49159025682786*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.339630824331254*pi) q[5];\nu3(3.5*pi,3.30679403031611*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.172766515675705*pi) q[9];\nu3(1.0*pi,0.0*pi,1.2735459852611841*pi) q[12];\nu3(0.814563096139852*pi,-0.036456629948319*pi,4.16747997801658*pi) q[13];\ncx q[0],q[5];\nu3(3.5*pi,3.45898823057659*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.42000996038486*pi,0.5*pi) q[3];\ncx q[4],q[9];\ncx q[6],q[12];\nu3(1.0*pi,0.0*pi,1.26842843551108*pi) q[10];\nu3(0.743460609256575*pi,1.07307968507344*pi,0.785299162051607*pi) q[13];\nu3(1.0*pi,0.0*pi,1.335383491133285*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.45307038241976*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.586693391602136*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.445149239273309*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[5];\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];\ncx q[4],q[9];\ncx q[6],q[12];\nu3(0.0*pi,-0.5*pi,4.42362976138236*pi) q[10];\ncx q[11],q[13];\nu3(0.0*pi,-0.5*pi,4.398656109000759*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[14];\ncx q[2],q[8];\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(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,3.2678623473603*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,1.174811989127222*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(3.5*pi,3.46296779142397*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.849206175304685*pi,-0.391230277545062*pi,4.36571028376876*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,1.209099269699005*pi) q[8];\nu3(0.285737251618225*pi,2.83165044425413*pi,1.24600914555096*pi) q[9];\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[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];\ncx q[2],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.313845935918851*pi,3.39810705394638*pi,1.90505100225818*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(0.495628690566422*pi,0.68326286484656*pi,0.893971006729553*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,4.42512484322408*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(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(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,0.603738094773146*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[13];\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(0.5*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[8];\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,4.0*pi) q[6];\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(0.0*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(0.165939335764391*pi,2.98918253519302*pi,0.848940163372671*pi) q[0];\nu3(0.366929969520428*pi,3.25497611612621*pi,0.619562904511699*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.567001561807942*pi,2.43400867768072*pi,3.74954274008537*pi) q[3];\nu3(0.50118084623934*pi,0.67417450318383*pi,0.5163215522997217*pi) q[5];\nu3(0.414169936381066*pi,-0.388548698182049*pi,1.428806045342818*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(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(0.300310361474571*pi,-0.372335623181023*pi,0.5048544654559715*pi) q[0];\nu3(0.439652438101127*pi,-0.262340657971768*pi,3.97445263804219*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.277023016544509*pi,0.33618839131685496*pi,4.253297753209949*pi) q[3];\nu3(0.748841784208007*pi,3.33210105588425*pi,0.5423142666407854*pi) q[5];\nu3(0.580945095501388*pi,0.268516632785863*pi,1.3336000705985551*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(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(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.692439375138229*pi,-0.28989879430237*pi,4.3031400312290895*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(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.365699062726272*pi,3.45871141540288*pi,1.55860281230044*pi) q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[11];\nu3(0.178815016334597*pi,2.53190825712438*pi,1.014468959696283*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.138636414088491*pi,-0.036731108227323006*pi,1.258212376945829*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(0.0721181863747627*pi,-0.199371810283751*pi,3.81307017315541*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[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(0.198649263041886*pi,-0.346682010906888*pi,0.682974001112199*pi) q[10];\nu3(0.386159529813677*pi,2.87552043438442*pi,0.633118814228398*pi) q[11];\nu3(0.582282957338904*pi,-0.4203208414672033*pi,3.89626242048788*pi) q[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[13];\nu3(0.83681821719294*pi,-0.132589702387307*pi,0.646064740925104*pi) q[14];\ncx q[0],q[9];\ncx q[1],q[4];\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(0.70599770668434*pi,0.005486099485275009*pi,3.62825331759288*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.625023787210928*pi,2.79769706371148*pi,3.98292785373849*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.712722897279945*pi,0.42937359794366203*pi,4.3992135540747*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.4892656679416*pi,0.5*pi) q[0];\nu3(3.5*pi,3.47179126830442*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(1.0*pi,0.0*pi,1.284053469489794*pi) q[4];\nu3(0.852028102870558*pi,3.42616200322592*pi,2.93130476457591*pi) q[8];\nu3(1.0*pi,0.0*pi,1.242326445733007*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(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.456994982016561*pi,-0.387759789416178*pi,4.111889140928049*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[9];\ncx q[1],q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\ncx q[5],q[12];\ncx q[7],q[14];\nu3(3.5*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,4.0*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(0.0*pi,-0.5*pi,4.40110478619051*pi) q[4];\nu3(3.5*pi,3.49667477962159*pi,0.5*pi) q[5];\nu3(3.5*pi,3.42083211738098*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,0.5372070674647845*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.094689222591442*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.329798123580278*pi) q[14];\ncx q[0],q[9];\ncx q[1],q[4];\ncx q[2],q[6];\ncx q[5],q[12];\ncx q[7],q[14];\ncx q[8],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(0.5*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,3.39309948221704*pi,0.5*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(1.0*pi,0.0*pi,1.287463237078321*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(3.5*pi,3.47153946678573*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,1.356730098919241*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5236621897909971*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.46141674764892*pi) q[14];\nu3(0.34672277761448*pi,0.20685812951051397*pi,4.1841910002089*pi) q[0];\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[4];\ncx q[5],q[12];\ncx q[7],q[14];\ncx q[8],q[10];\nu3(0.1238969034772*pi,0.438674480754346*pi,4.4273956227101205*pi) q[9];\ncx q[11],q[13];\nu3(0.363180549468248*pi,3.05267813779633*pi,1.183898074590744*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(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.42356230725085*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(0.820456622253182*pi,2.65500865913626*pi,3.79867937651721*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.24079668164576*pi) q[10];\nu3(3.5*pi,3.47432876868669*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,1.3984111613543289*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];\ncx q[2],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.350438161691285*pi,0.20693180892399*pi,3.60832715161585*pi) q[5];\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[9];\ncx q[11],q[13];\nu3(0.353121487111484*pi,0.26288625977535196*pi,3.61593792264876*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(0.5*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[4];\nu3(0.148037490653343*pi,3.25750249922919*pi,1.343866670093862*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(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.548850133499927*pi,0.5724671400477399*pi,4.15698898208862*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5401088623916328*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(0.709034361111997*pi,0.017962498602568044*pi,4.05171954469756*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.280006520717766*pi,0.16954823189670998*pi,3.91864825153073*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(0.0*pi,-0.5*pi,1.5*pi) q[10];\ncx q[11],q[13];\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(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.572482889180351*pi,3.22085160757148*pi,2.86982204684998*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.562572675268122*pi,0.09331355189212998*pi,0.722958750207991*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.290215480934826*pi,3.26195673737443*pi,0.5411994755477387*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(1.0*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[1];\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(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.226349177365012*pi,0.213400754880691*pi,1.133479520639952*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(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[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.330019903142616*pi,3.02423524605364*pi,1.140348447937435*pi) q[2];\nu3(3.5*pi,3.44845886633763*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[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(1.0*pi,0.0*pi,1.338969283953233*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.348727261042999*pi,-0.022534332613346975*pi,1.110041854406002*pi) q[14];\nu3(0.741639770781461*pi,0.32199939808279*pi,1.08669977405428*pi) q[2];\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[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.258490428927248*pi,0.23168975292918004*pi,3.75776932547187*pi) q[8];\nu3(0.293139267385024*pi,0.13578121691479395*pi,0.5949999165590325*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.289547989342674*pi,2.86752343117905*pi,1.2844763511132409*pi) q[14];\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[5];\nu3(0.899739583727044*pi,0.448521665108904*pi,0.914709586018895*pi) q[6];\nu3(0.385042021546885*pi,0.41717245729561203*pi,3.95199552704642*pi) q[8];\nu3(0.519653421620379*pi,0.295502822043884*pi,0.801778454293911*pi) q[10];\nu3(0.78585356120918*pi,2.60327925343139*pi,3.90122143826668*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.49810113268754*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(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[3],q[12];\nu3(3.5*pi,3.27553519361025*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.094407279921354*pi) q[5];\nu3(0.200626639153879*pi,2.79531124305155*pi,1.67091013609271*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[10];\nu3(0.873536608989296*pi,0.229144909389705*pi,0.75832527746875*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[14];\ncx q[0],q[14];\ncx q[2],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],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(1.5*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(0.641616107418499*pi,-0.03917322732746298*pi,3.74072892912149*pi) q[13];\nu3(3.5*pi,3.43124847530679*pi,0.5*pi) q[0];\nu3(3.5*pi,3.49994070962719*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,4.48712617372584*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.282332442843712*pi) q[7];\ncx q[10],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.43646059667895*pi,1.15500994857045*pi,4.1935525952910595*pi) q[13];\nu3(1.0*pi,0.0*pi,1.204717385873865*pi) q[14];\ncx q[0],q[14];\ncx q[2],q[7];\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];\nu3(3.5*pi,3.32174573605093*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.1633028024967031*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,0.0*pi,0.5*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[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,4.28326357911488*pi) q[7];\ncx q[10],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,0.5674587505197279*pi) q[14];\ncx q[0],q[14];\ncx q[1],q[13];\ncx q[2],q[7];\nu3(0.338335465053526*pi,-0.156903157267472*pi,1.54527798355334*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[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.39766649747762*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[0];\nu3(3.5*pi,3.44086343878857*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.581247212146453*pi,3.36828051439501*pi,3.5075709493021*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,3.44452379094595*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,1.348037049687401*pi) q[8];\ncx q[10],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.1886422885926269*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[0];\ncx q[1],q[13];\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(0.360668468873309*pi,3.32072505647277*pi,1.90624420522877*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*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(0.732062468751587*pi,3.06225970841582*pi,2.97271180368176*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.231265837292689*pi,-0.15252942740666497*pi,4.083898078335141*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(0.173675606735722*pi,0.23572639210913104*pi,1.1245696044757851*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,0.761653497558361*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(0.462615426065339*pi,0.86889277188431*pi,4.33020702648294*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5610733225195096*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.611679798655949*pi,3.27030021315658*pi,3.39108361458533*pi) q[0];\ncx q[1],q[13];\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(0.491410515487391*pi,-0.12315378240311597*pi,1.057733780962089*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(0.5*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[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[4];\nu3(0.623778068573686*pi,3.05389524583141*pi,3.52827724335611*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(1.0*pi,0.0*pi,4.0*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.536588597548018*pi,-0.309813086079762*pi,3.76184127511814*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.391865400877517*pi,3.35491386015717*pi,0.615459173906952*pi) q[1];\nu3(0.698096847499856*pi,0.40484097761764004*pi,1.420436290764375*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,-0.5*pi,0.5*pi) q[6];\nu3(0.276267172663831*pi,-0.46892508190501503*pi,0.768120169576637*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.650476639122489*pi,0.6720446397215201*pi,0.7426023844413621*pi) q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[11];\nu3(0.469953733010673*pi,0.71538414768089*pi,4.30729226158462*pi) q[13];\nu3(0.538176124078866*pi,2.6234227119005*pi,3.95489641830823*pi) q[14];\nu3(0.469440517973813*pi,3.25362194303889*pi,0.601491965976584*pi) q[1];\nu3(0.490710235115492*pi,2.84707981730972*pi,1.383566517450425*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(0.743807539558426*pi,3.19077394130697*pi,2.90124156204156*pi) q[6];\nu3(0.213336149193259*pi,0.33135041311122204*pi,0.713148516877371*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.726665499206487*pi,2.91721351912094*pi,3.42245170648993*pi) q[10];\nu3(0.448432223593202*pi,3.49415569489323*pi,1.81624364149293*pi) q[11];\nu3(0.849513842395545*pi,-0.4412853084586202*pi,0.795382421160328*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[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[4],q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.544062592468296*pi,0.45393983523304504*pi,4.18991151230139*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,-0.5*pi,0.5*pi) q[10];\nu3(0.71140361326017*pi,0.15358449760439696*pi,0.5048147178159431*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];\ncx q[0],q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,3.42638871413456*pi,0.5*pi) q[4];\ncx q[5],q[12];\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(0.748406874823284*pi,-0.04850905300004699*pi,3.77735839801555*pi) q[8];\nu3(1.0*pi,0.0*pi,1.303835362908448*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[13];\nu3(3.5*pi,3.35800377044893*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.2876793386600132*pi) q[2];\ncx q[4],q[9];\nu3(3.5*pi,3.27799577072185*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.773623215930086*pi,-0.4252633803357506*pi,3.09246313478932*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.1826308198065911*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[5],q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.652148563648324*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[3];\nu3(0.0*pi,-0.5*pi,4.28791130347623*pi) q[2];\ncx q[4],q[9];\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(3.5*pi,3.45387028573929*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,1.346354770839533*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5143946223978841*pi) q[12];\ncx q[13],q[14];\ncx q[0],q[2];\nu3(3.5*pi,3.4361395138335*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.351697803840604*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\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,3.43370074078413*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.178113284339061*pi) q[14];\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(0.5*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(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,0.706508459952324*pi) q[11];\nu3(1.0*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[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,4.4133084024159395*pi) q[3];\nu3(0.470011882503273*pi,3.20204867182657*pi,4.2566083990756205*pi) q[4];\nu3(0.478582547005525*pi,2.81268740963226*pi,1.194794933805893*pi) q[5];\ncx q[7],q[11];\ncx q[8],q[10];\nu3(1.0*pi,-0.5*pi,0.5*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,0.5001988328621545*pi) q[14];\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(0.634523339630487*pi,2.58101369201221*pi,4.077913415929*pi) q[4];\nu3(0.640531543449482*pi,-0.148697116979144*pi,1.270127356592319*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,3.45479554125565*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,1.338601608539617*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(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,-0.5*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(1.0*pi,0.0*pi,4.0*pi) q[7];\ncx q[8],q[10];\nu3(0.435662630130278*pi,3.29708206760127*pi,4.20162060776366*pi) q[9];\nu3(1.0*pi,0.0*pi,4.0*pi) q[11];\nu3(0.85727968093123*pi,-0.390689716599162*pi,3.50070026812893*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(0.571037150526262*pi,0.50030552516792*pi,4.09438664874589*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(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.819945359443351*pi,-0.389768244046216*pi,4.45963894916685*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.720982143277046*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.732940715886295*pi,-0.026762778663175002*pi,4.062883423272201*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(0.762899587838446*pi,-0.334313647865007*pi,3.28145840663026*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.629289642552787*pi,0.24523676640456504*pi,0.874621757335214*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.454297028122928*pi,-0.20949317951767898*pi,4.3417676062040105*pi) q[7];\ncx q[8],q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.700389061959922*pi,0.409280760812464*pi,1.5303088736885*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.653352089918974*pi,0.6952444470700101*pi,0.735639481048679*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(0.456425658493922*pi,2.66243673827978*pi,1.63781208217697*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.548423233146633*pi,3.47406130948505*pi,4.0668965904415*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(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.703964282492929*pi,3.4144510931337*pi,3.98528144091868*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.304059322107312*pi,3.34424946590737*pi,0.9951187564585879*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(1.0*pi,0.0*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];\ncx q[5],q[12];\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[10];\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(0.403418289391839*pi,0.262575984424419*pi,4.01264999643851*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(3.5*pi,3.49488968629691*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.846106398129166*pi,-0.4688770712569047*pi,3.6545586933572*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(1.0*pi,0.0*pi,1.225554643009525*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.370194081738209*pi,0.9591873829825299*pi,4.07475142317059*pi) q[14];\nu3(0.158110096121294*pi,2.78008253214093*pi,1.342899514066064*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];\ncx q[5],q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.685237705550369*pi,3.29754616312057*pi,3.0765251076319*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[14];\nu3(0.266805501747964*pi,0.12619732214244295*pi,0.65428431743097*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(0.5*pi,0.0*pi,0.5*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];\nu3(0.378316961998661*pi,3.39094571020233*pi,2.06127271703704*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.4444299020248*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[1];\ncx q[2],q[9];\nu3(0.413283553335927*pi,2.65772542599389*pi,1.407747346221119*pi) q[3];\ncx q[5],q[12];\ncx q[6],q[14];\ncx q[7],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.471725094129139*pi,0.261351572129929*pi,1.385141555992389*pi) q[10];\ncx q[0],q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(3.5*pi,3.48798661077611*pi,0.5*pi) q[2];\nu3(0.170329671046778*pi,2.97015790819245*pi,0.659133727549214*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,3.46535233240701*pi,0.5*pi) q[6];\nu3(3.5*pi,3.39077826117487*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.078362052707801*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.1662571645689321*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.2557100539527148*pi) q[14];\nu3(3.5*pi,3.44864573791426*pi,0.5*pi) q[0];\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[5];\ncx q[6],q[14];\ncx q[7],q[11];\nu3(1.0*pi,0.0*pi,1.3219172181040562*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[12];\ncx q[0],q[8];\ncx q[1],q[10];\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(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,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.44510389295145*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5667889038125726*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.39624744204276*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.43931046639342*pi,0.5*pi) q[1];\ncx q[2],q[9];\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[14];\ncx q[7],q[11];\nu3(0.0*pi,-0.5*pi,4.49417825625335*pi) q[8];\nu3(1.0*pi,0.0*pi,1.345626220324917*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\ncx q[0],q[8];\ncx q[1],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],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(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[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(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.32027869647732*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.194835442615731*pi) q[4];\nu3(0.284590003701988*pi,3.06551423263978*pi,0.5849393651661099*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,4.48794235811059*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.336343489946884*pi,0.42270337915520195*pi,0.774770573266464*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];\ncx q[1],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[4];\nu3(0.484560366567869*pi,-0.04667595638115901*pi,1.229424124283317*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.951341604266958*pi,-0.370890392592247*pi,4.11239947613429*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(0.601364532018285*pi,-0.031403429056658994*pi,4.00841422779906*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(0.5*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,4.49099887414316*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(0.552242632631248*pi,-0.261511710657071*pi,1.149961748113542*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(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.824117050079417*pi,-0.4639604967375494*pi,3.62775732311979*pi) q[2];\ncx q[3],q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.275431100246173*pi,0.57241913455919*pi,4.22213460964064*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(0.760900623251106*pi,0.6427209517485999*pi,4.33841439272502*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(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.714724561966702*pi,-0.262951668079916*pi,4.22073644295367*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(0.810914731620296*pi,-0.234939697104885*pi,0.8213614349298131*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(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.558267748757822*pi,-0.030597475552891995*pi,4.17657007507761*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.456075779765668*pi,3.3781952916661*pi,0.5243455726511607*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(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[6];\nu3(0.261470878618886*pi,0.330116959461889*pi,1.047363624580314*pi) q[8];\nu3(0.197715426144608*pi,2.5391144503314*pi,1.261095425779263*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(0.424033656170094*pi,-0.4284230574465037*pi,4.1005423884143894*pi) q[14];\nu3(0.155653467156201*pi,-0.11978118820695599*pi,1.494974800648565*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(0.0*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(0.624962535507131*pi,-0.13453095254519598*pi,1.1470690925823819*pi) q[8];\nu3(0.362900162007984*pi,3.06878644581045*pi,1.1569034042924509*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(0.774607350036553*pi,2.78569997683626*pi,3.37132685747394*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[0];\nu3(0.174995907746901*pi,0.079705502095759*pi,1.3937571507103779*pi) q[1];\nu3(0.480567655753536*pi,2.64199275465276*pi,0.9791763015847861*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,3.42894675781256*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\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(0.310669373841756*pi,-0.49728824213680783*pi,4.45455428306612*pi) q[10];\nu3(1.0*pi,0.0*pi,1.323497475189901*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];\nu3(0.277171080833696*pi,-0.30558841789047897*pi,1.71785036709873*pi) q[1];\nu3(0.794100631751602*pi,2.68920073238446*pi,3.35716640863336*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[13];\nu3(3.5*pi,3.37784646340964*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(0.989052679942715*pi,0.461556662373266*pi,0.922809288669409*pi) q[10];\nu3(1.0*pi,0.0*pi,1.303361892963057*pi) q[11];\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[3];\nu3(0.761409963336563*pi,2.96472945871073*pi,4.27510819723906*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[7],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.651430654358107*pi) q[13];\ncx q[0],q[6];\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(0.801613684254154*pi,-0.174570576385007*pi,0.696782870568059*pi) q[4];\ncx q[5],q[13];\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(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.46042121062105*pi) q[11];\nu3(3.5*pi,3.49294004721951*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],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(1.0*pi,0.0*pi,1.413167267520463*pi) q[6];\ncx q[7],q[11];\ncx q[8],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[13];\ncx q[0],q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(3.5*pi,3.40497657847789*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.296153700520971*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(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,3.40027837676291*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.224424341733223*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[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[12];\ncx q[2],q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.865711856080936*pi,0.387488896737897*pi,0.5297798050410693*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.26827853642596*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[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[6];\nu3(3.5*pi,3.42813514209056*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,0.5326989396214701*pi) q[3];\ncx q[4],q[10];\nu3(0.174669709894992*pi,-0.27991783631462597*pi,1.468173380975728*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,4.48581611520741*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.196373159055089*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];\ncx q[1],q[12];\ncx q[2],q[3];\nu3(3.5*pi,3.42882404198134*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[8],q[9];\nu3(1.0*pi,0.0*pi,1.377681743968965*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.572420581237747*pi,0.228159389363506*pi,4.44937552257987*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(0.5*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[10];\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(0.0*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(0.0*pi,-0.5*pi,0.5720702640753235*pi) q[12];\nu3(0.612088958799557*pi,0.542458415332*pi,4.09585966659227*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[12];\nu3(0.513150360925197*pi,0.91609200425615*pi,0.679802142336417*pi) q[2];\nu3(0.735976484763701*pi,0.35703398292158395*pi,1.487434582306919*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(0.599265279311818*pi,0.9083187300131099*pi,4.47954338135607*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,4.4203254734677895*pi) q[10];\nu3(0.154893791110716*pi,-0.22236119079362898*pi,1.273187762945133*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[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.548421304271958*pi,2.74407364435228*pi,1.358914985091404*pi) q[2];\nu3(0.154245393487869*pi,2.62797021597917*pi,1.131166716589034*pi) q[3];\ncx q[4],q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[6];\nu3(0.111852077406477*pi,0.19489382872833805*pi,1.259431331250315*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(0.408469806088057*pi,0.40892869962801004*pi,3.43175049206667*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(1.0*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(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[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(0.0*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(1.5*pi,0.0*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.3641305859904*pi,2.6986143796048*pi,0.881263773380073*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(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.635747665271469*pi,0.5733044520310799*pi,1.114804217708536*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];\ncx q[13],q[14];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[0];\nu3(0.434204005735076*pi,0.15440786359776904*pi,3.78355499457937*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\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(0.729944359456662*pi,-0.15353630386036698*pi,3.95681557173724*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[12];\nu3(3.5*pi,3.30723401566359*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.21667062426557*pi) q[14];\nu3(0.386428681979627*pi,3.40053418010239*pi,4.312419477694149*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,4.0*pi) q[4];\nu3(0.386357232708826*pi,0.19998379903234698*pi,3.99007088833391*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(0.508387587321931*pi,3.10631957931688*pi,1.59135754358968*pi) q[9];\nu3(1.0*pi,0.0*pi,4.0*pi) q[10];\nu3(0.793882304993272*pi,-0.260150340863767*pi,4.2215334981847406*pi) q[12];\ncx q[13],q[14];\nu3(0.800242668861388*pi,-0.226907093554841*pi,4.47287323175079*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[4];\nu3(0.864569169133734*pi,3.42654714996054*pi,3.32791307887715*pi) q[6];\ncx q[7],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.45350852852181*pi,-0.475286569772253*pi,1.314555169464196*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.428103768256003*pi,2.82124534942968*pi,0.996753131715004*pi) q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.31099163977442*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[8];\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(3.5*pi,3.49026402593653*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(1.0*pi,0.0*pi,1.273488235294518*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\ncx q[13],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(3.5*pi,3.36640714446544*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[11];\nu3(1.0*pi,0.0*pi,1.278249700121949*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(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];\ncx q[1],q[3];\ncx q[2],q[8];\nu3(0.848677676278585*pi,-0.4366960126328368*pi,3.16617776054737*pi) q[4];\ncx q[5],q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.872134424699915*pi,0.20307604821797798*pi,1.52643364742824*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.649887463007899*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(3.5*pi,3.43373979704975*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.151260849822574*pi) q[3];\nu3(0.91462591004104*pi,0.001579449547099987*pi,4.08635899666148*pi) q[4];\nu3(3.5*pi,3.4728034062522*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.31016286898376*pi) q[6];\ncx q[7],q[11];\nu3(0.0*pi,-0.5*pi,0.653505655338578*pi) q[8];\nu3(0.59173464674167*pi,-0.31350677163317997*pi,0.5792111372451954*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];\ncx q[1],q[3];\ncx q[2],q[8];\nu3(3.5*pi,-0.5*pi,0.5*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[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,-0.5*pi,0.5*pi) q[14];\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,0.5775296079475045*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(0.0*pi,-0.5*pi,0.712902173559375*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[10];\nu3(0.0*pi,-0.5*pi,1.5*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];\ncx q[0],q[10];\ncx q[1],q[3];\nu3(0.485546038543195*pi,0.39451049338815003*pi,3.54365817796614*pi) q[2];\ncx q[4],q[12];\ncx q[5],q[6];\nu3(0.381828846934016*pi,-0.12121704862032501*pi,0.761644870126815*pi) q[7];\nu3(0.367704417127019*pi,0.5863490751460401*pi,4.415682864917271*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.871683583450391*pi,2.74447972455517*pi,3.93848890435738*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,3.44660466294867*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.802995428028794*pi,0.07176623552355799*pi,1.029522544460694*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.49235301430846*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(0.107769540645293*pi,0.7571451318766*pi,0.5805262281568473*pi) q[7];\nu3(0.517512076260247*pi,3.34772150990726*pi,1.672307343487*pi) q[8];\nu3(1.0*pi,0.0*pi,1.245562283134357*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.151010987904319*pi) q[12];\nu3(0.267249196460248*pi,-0.07965635219941802*pi,1.5019230428239*pi) q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\ncx q[0],q[10];\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];\ncx q[4],q[12];\nu3(0.841201761753467*pi,-0.062437466421218*pi,4.01830933934372*pi) q[5];\nu3(0.606848847599121*pi,2.92219665226045*pi,4.29177458708849*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(0.473765358846122*pi,0.18070075066735303*pi,3.95316954232601*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.322117685189111*pi,-0.402979942925976*pi,3.94553579495397*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.466597575470302*pi,0.37119565079411*pi,0.5084317231957648*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(0.613670518601501*pi,0.5333489367633599*pi,1.206968978953926*pi) q[5];\nu3(0.921808440807759*pi,3.38158094805075*pi,4.07880646277533*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,4.40319778995636*pi) q[10];\nu3(0.343920362087809*pi,0.296305161560923*pi,3.91086128712222*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5838532968344645*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.429846490108182*pi,3.11664447508591*pi,1.88066751708354*pi) q[14];\ncx q[0],q[10];\nu3(0.443039351929993*pi,0.347640283736122*pi,0.5856929437054434*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[12];\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(1.0*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[14];\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(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.531608076415839*pi,-0.07557186644708402*pi,3.77509951477018*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(1.5*pi,0.0*pi,1.5*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(0.5*pi,-0.5*pi,0.5*pi) q[12];\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(0.443167689956801*pi,0.8636076830959301*pi,4.19987301274373*pi) q[3];\nu3(0.643871070397643*pi,0.13913859183243804*pi,3.77570497955513*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.209888209179754*pi,3.07897553148174*pi,1.67470008722694*pi) q[12];\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[3];\nu3(0.558397039836815*pi,0.7075239616517*pi,0.741754913453787*pi) q[4];\nu3(3.5*pi,3.43644752417619*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.147811304708723*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.391178699992619*pi,0.261114797404006*pi,3.42385320456262*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[5];\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[6],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(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.49221439079148*pi,0.5*pi) q[1];\ncx q[2],q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.385435631195775*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.621120735136692*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(0.660837994913365*pi,-0.4257551898663247*pi,3.64832464001113*pi) q[0];\ncx q[1],q[5];\nu3(3.5*pi,3.45930780620329*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.245663091735626*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\ncx q[6],q[9];\ncx q[7],q[12];\nu3(0.819825061311919*pi,-0.030672664819471007*pi,4.3092788779517*pi) q[10];\nu3(0.322355229867841*pi,0.21868405575711802*pi,0.841949968307685*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.5686400634764542*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,3.45633631605994*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.763107329914178*pi,3.46142807009311*pi,4.34760105062659*pi) q[10];\nu3(1.0*pi,0.0*pi,1.16618532129334*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.46217438411961*pi) q[3];\ncx q[4],q[13];\nu3(0.523251391110184*pi,0.40848871711286305*pi,0.787744211798246*pi) q[6];\ncx q[7],q[12];\nu3(0.893602422219287*pi,-0.390155568308332*pi,3.421500465524*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[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[3];\nu3(3.5*pi,3.37470407691448*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.488917860501898*pi,3.29193011777805*pi,4.45783442078022*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.900272443344739*pi,0.481122837806395*pi,1.1137040373397071*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.4924531968146795*pi) q[12];\nu3(1.0*pi,0.0*pi,1.2413123599401619*pi) q[13];\ncx q[0],q[11];\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];\ncx q[4],q[13];\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[7],q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],q[14];\nu3(3.5*pi,3.42685266714411*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(0.0*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,1.0*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(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,3.35799303553128*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.2674013573003609*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5796723149443683*pi) q[13];\nu3(1.0*pi,0.0*pi,1.1799010272470332*pi) q[14];\ncx q[0],q[11];\nu3(0.192589795986978*pi,0.9645319034295099*pi,4.09989923863525*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[13];\nu3(0.624047296408211*pi,2.9175712889081*pi,4.2200592835101*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[10],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.526795140814776*pi,2.91908259814739*pi,4.183142818946299*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(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.181523425627574*pi,3.32274993868886*pi,4.3071080892016305*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[10];\nu3(0.0*pi,-0.5*pi,0.580496634558989*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,0.5278576749463157*pi) q[14];\ncx q[0],q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.500273643929484*pi,0.07260269905744998*pi,1.112063424769022*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,4.0*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[10],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(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.821077576241749*pi,-0.036185673894017*pi,4.40768857222879*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.765701777495066*pi,0.269426296002385*pi,1.490674546732912*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.279610965426425*pi,-0.4941127324205002*pi,1.231167087529578*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,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(0.407334676656011*pi,-0.046903367746499*pi,3.70693266390769*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[2];\nu3(0.374270403170672*pi,3.14238130866817*pi,1.206637710296202*pi) q[3];\nu3(0.248451277871393*pi,0.67831294611356*pi,3.68792669502663*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.663096933638933*pi,-0.11366645518690699*pi,4.0111934955918205*pi) q[7];\nu3(1.0*pi,0.0*pi,4.0*pi) q[10];\nu3(0.84623522135714*pi,-0.20191676205195902*pi,1.295432354188518*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(0.6037529878396*pi,-0.471403418868613*pi,4.33854158299998*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.325972589528184*pi,-0.394656919943808*pi,1.0900785405271*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.373684039025823*pi,2.92292912510296*pi,1.4938969933660249*pi) q[10];\nu3(0.750965215516217*pi,2.26812259994115*pi,3.73634415125184*pi) q[11];\nu3(0.550034394091469*pi,-0.4096769339743039*pi,3.33333522512571*pi) q[12];\nu3(0.281373921702715*pi,0.63300057743056*pi,3.64024340798693*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[0];\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(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.66620950364356*pi,-0.05460542695503001*pi,3.75786507765811*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.563809402503376*pi,-0.072627093270482*pi,0.77367155596771*pi) q[12];\nu3(0.55210225292181*pi,0.8220145077204599*pi,4.2848122452623105*pi) q[13];\nu3(0.705347150289644*pi,0.11639233032444396*pi,0.9862857364984*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[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\ncx q[7],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,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.528508374763994*pi,-0.4892841161586331*pi,3.2687277516439*pi) q[14];\ncx q[0],q[9];\ncx q[4],q[5];\ncx q[6],q[10];\nu3(3.5*pi,3.44668575201785*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.240877823550914*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(0.5*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,3.4441699846618*pi,0.5*pi) q[0];\ncx q[1],q[12];\nu3(3.5*pi,3.43630111443769*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.368648037469782*pi) q[5];\nu3(3.5*pi,3.34932669767989*pi,0.5*pi) q[6];\ncx q[7],q[8];\nu3(1.0*pi,0.0*pi,1.268584171392168*pi) q[9];\nu3(1.0*pi,0.0*pi,1.18381758966843*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[14];\ncx q[0],q[9];\nu3(3.5*pi,3.46520348777796*pi,0.5*pi) q[1];\ncx q[4],q[5];\ncx q[6],q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.4529946568579195*pi) q[8];\ncx q[11],q[13];\nu3(1.0*pi,0.0*pi,1.309867876676851*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[12];\ncx q[2],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.611885015807359*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\ncx q[7],q[8];\nu3(0.0*pi,-0.5*pi,4.36379634298238*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.53343213703099*pi) q[10];\nu3(3.5*pi,3.46015625766571*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.321377531173842*pi) q[13];\ncx q[0],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(3.5*pi,3.49904331093136*pi,0.5*pi) q[2];\ncx q[4],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];\ncx q[11],q[13];\nu3(0.0*pi,-0.5*pi,4.36516879710492*pi) q[12];\nu3(1.0*pi,0.0*pi,1.414230678349099*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[12];\ncx q[2],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];\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(1.0*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,0.5422323196793455*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,0.0*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(1.0*pi,0.0*pi,4.0*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,1.5*pi) q[9];\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[12];\nu3(0.0*pi,-0.5*pi,0.585670077650549*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];\ncx q[2],q[14];\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(0.407784533275936*pi,-0.089461400008303*pi,4.34105977002276*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(0.0*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[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(0.731747640547457*pi,3.39587918421508*pi,3.69257344043641*pi) q[4];\nu3(0.527207273225853*pi,0.52646962359852*pi,4.05057524668938*pi) q[5];\nu3(0.183729217203516*pi,3.36734540570168*pi,1.137541988313546*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(0.574822227932863*pi,0.86756506647479*pi,0.861600282852885*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(0.5*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(0.627746300064892*pi,0.30612772531354204*pi,3.81558392252734*pi) q[4];\nu3(0.512870230206432*pi,-0.363895178498358*pi,4.25854338604361*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.680132794461974*pi,-0.18016854368713198*pi,0.7845162832757779*pi) q[7];\nu3(0.729399127969141*pi,-0.17780603349631202*pi,3.70815009456962*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.23428182795026*pi,-0.34746169991043596*pi,1.341753619250081*pi) q[10];\nu3(0.155506448996486*pi,0.268307931018537*pi,3.9582241875682*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(0.731704240607684*pi,3.48560373291234*pi,3.17656405463563*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[2];\nu3(0.0*pi,-0.5*pi,4.0*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(0.367897515585856*pi,-0.308484558097583*pi,3.99241424465122*pi) q[7];\nu3(0.271405057344388*pi,3.1226326284692*pi,0.721659448064799*pi) q[8];\nu3(0.547617816886075*pi,-0.00579934165058299*pi,4.18338453801783*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.460740913077265*pi,3.00584577532181*pi,1.97863120558299*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,1.0*pi) q[14];\nu3(0.262204358611316*pi,0.26315101980298095*pi,3.4795394282819*pi) q[0];\nu3(0.520180687171501*pi,-0.100342408199882*pi,4.44815630470991*pi) q[1];\nu3(0.0731262662102125*pi,-0.4267470272257045*pi,1.135409546044176*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(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[8];\nu3(0.631416887757739*pi,-0.4467939568935238*pi,0.699975580917177*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(0.507675572177985*pi,2.64184363122306*pi,1.28343934067487*pi) q[12];\nu3(0.570742354400874*pi,0.10350654756641897*pi,0.898800517822431*pi) q[13];\nu3(0.523751955259597*pi,-0.185164498596379*pi,1.356079106599085*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.982460584466732*pi,-0.05390077698831902*pi,1.287109738874703*pi) q[1];\nu3(0.395774683242224*pi,0.09955255830214305*pi,3.78075502805712*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\ncx q[5],q[10];\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(0.864942760040389*pi,0.80549418629061*pi,1.165017285825912*pi) q[12];\nu3(0.36602130054051*pi,2.45058765184212*pi,1.118289379081879*pi) q[13];\nu3(0.201918933426017*pi,3.30114681778944*pi,4.42594303235936*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(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.38575465353018*pi,0.5*pi) q[5];\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,1.2197306543780861*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(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[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[8];\ncx q[5],q[10];\ncx q[6],q[12];\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[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[9];\ncx q[2],q[7];\nu3(3.5*pi,3.38448066964635*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(3.5*pi,3.29110876822836*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.373228204999507*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5284755155294368*pi) q[10];\ncx q[11],q[14];\nu3(1.0*pi,0.0*pi,1.204530278636828*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[3];\nu3(3.5*pi,3.48164268488981*pi,0.5*pi) q[1];\nu3(3.5*pi,3.34276242293713*pi,0.5*pi) q[2];\ncx q[4],q[8];\ncx q[5],q[10];\ncx q[6],q[12];\nu3(1.0*pi,0.0*pi,1.27643879391333*pi) q[7];\nu3(1.0*pi,0.0*pi,1.331522579751188*pi) q[9];\nu3(3.5*pi,3.43740736575534*pi,0.5*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.213297753906329*pi) q[14];\nu3(3.5*pi,3.48530020539101*pi,0.5*pi) q[0];\ncx q[1],q[9];\ncx q[2],q[7];\nu3(1.0*pi,0.0*pi,1.3060435633773109*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,4.4663277092601*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\ncx q[11],q[14];\nu3(0.0*pi,-0.5*pi,0.5217271338522691*pi) q[12];\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[2];\ncx q[4],q[8];\nu3(0.501741797889708*pi,0.036931029401405024*pi,4.1250599777643195*pi) q[5];\ncx q[6],q[12];\nu3(0.0*pi,-0.5*pi,0.5786539124144774*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.47155783822385*pi) q[9];\nu3(0.120938990895219*pi,0.06019781906020705*pi,3.96388499696682*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5036936857065277*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[9];\ncx q[2],q[7];\nu3(0.0*pi,-0.5*pi,4.4444703389198*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.276747580361725*pi,0.403041787894004*pi,0.746094360638935*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(0.359950897026821*pi,2.61720723408809*pi,1.301768480024121*pi) q[10];\ncx q[11],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\ncx q[0],q[3];\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(3.5*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(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(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[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(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.543068209145473*pi,0.305002348992947*pi,1.0829938518500781*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(0.5*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,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.493784593532859*pi,3.47778577671476*pi,1.60640965930502*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(0.359680914114941*pi,2.64993569716002*pi,1.236517790868489*pi) q[6];\nu3(1.0*pi,0.0*pi,4.0*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(0.769174099503369*pi,-0.28192775703391604*pi,1.009311223570525*pi) q[11];\nu3(0.274371677720224*pi,2.73382032080355*pi,1.494637736983969*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(0.680971642385747*pi,0.8274493166355601*pi,4.36416717197247*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(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.19480787325959*pi,0.7593817491203201*pi,3.81961661972708*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(0.0982473360184893*pi,-0.4251496774436107*pi,1.1754354950890051*pi) q[11];\nu3(0.349368609508784*pi,3.21603915059188*pi,1.6301056631301*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[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(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.672103293887862*pi,3.43294170178076*pi,3.40778963636102*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[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.108308308838252*pi,0.24942761910286304*pi,0.947023323275232*pi) q[14];\nu3(0.601810474997024*pi,-0.297938485980634*pi,3.33610368921865*pi) q[0];\nu3(0.534141668794054*pi,0.14327710212658296*pi,1.0796900328586099*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,1.0*pi) q[4];\ncx q[6],q[10];\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(0.164279221289616*pi,1.1277345341683*pi,4.2023755570575805*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(0.356753736508392*pi,3.36455643375799*pi,0.902676864643726*pi) q[14];\nu3(0.661778379254087*pi,0.45416081366291705*pi,4.1927816118995*pi) q[0];\nu3(0.763259742350537*pi,0.21130498515892804*pi,1.4675182693136861*pi) q[1];\ncx q[2],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.902225244678416*pi,-0.059786413747067*pi,3.54642459988886*pi) q[4];\ncx q[5],q[12];\nu3(3.5*pi,3.48599058629108*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.445300578833072*pi,3.42297617624895*pi,1.263445457393692*pi) q[8];\nu3(0.499787430276098*pi,0.74270095936589*pi,4.0170702287898*pi) q[9];\nu3(1.0*pi,0.0*pi,1.309804661290121*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[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.45255984161345*pi,0.5*pi) q[2];\nu3(0.418241052795741*pi,3.23364824127919*pi,0.86035010665318*pi) q[3];\nu3(0.445752790425904*pi,0.8028087826264101*pi,0.6334172186439699*pi) q[4];\nu3(3.5*pi,3.37575060109662*pi,0.5*pi) q[5];\ncx q[6],q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.956245297539978*pi,0.280696097810166*pi,0.915422637663897*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.160324720003546*pi) q[11];\nu3(1.0*pi,0.0*pi,1.2024489594260581*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[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[11];\nu3(0.442484750590932*pi,0.92427494769837*pi,0.516787219209146*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[12];\nu3(0.5*pi,0.0*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(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5472646679780788*pi) q[10];\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,0.0*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[5];\ncx q[6],q[10];\ncx q[7],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5927887389280931*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5821670659620982*pi) q[12];\ncx q[0],q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[5],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,3.47483587347598*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,1.235653124414136*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,3.34678460965749*pi,0.5*pi) q[0];\ncx q[1],q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.207989161563992*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.699571569814152*pi,0.18141805767319996*pi,4.27248149660698*pi) q[6];\ncx q[7],q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.62042931560073*pi,-0.03536062061622702*pi,4.22695128904003*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[0],q[4];\nu3(3.5*pi,3.48931700565696*pi,0.5*pi) q[1];\nu3(0.128215618133528*pi,0.7936149993639401*pi,4.26690557299232*pi) q[2];\nu3(1.0*pi,0.0*pi,1.185502329828513*pi) q[3];\nu3(0.563976473744703*pi,-0.41218818806367963*pi,4.1877689836049*pi) q[5];\nu3(0.856154839830247*pi,0.46131822481992*pi,0.806789059692137*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,0.552652273103742*pi) q[9];\nu3(0.244051095396754*pi,2.78203670628271*pi,1.4528777150443282*pi) q[10];\nu3(0.800325766917687*pi,-0.374433836051407*pi,0.632544399653985*pi) q[11];\nu3(0.739732522275291*pi,3.29907334011869*pi,4.242760258602409*pi) q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[3];\nu3(0.364471583691936*pi,-0.28941238174307604*pi,1.00427309671401*pi) q[2];\nu3(0.0*pi,-0.5*pi,0.602535042910983*pi) q[4];\nu3(0.895136144047394*pi,-0.159348577745007*pi,3.40141676924155*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[6];\ncx q[7],q[9];\nu3(3.5*pi,3.49196744823193*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[10];\nu3(0.507966025008537*pi,-0.261533155830943*pi,3.65051511895661*pi) q[11];\nu3(0.539052002546746*pi,3.1147397966744*pi,3.32483435790922*pi) q[12];\nu3(1.0*pi,0.0*pi,1.3120012145630802*pi) q[14];\ncx q[0],q[4];\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,0.5666603171013564*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];\ncx q[8],q[14];\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(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(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*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(0.0*pi,-0.5*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(0.0*pi,-0.5*pi,0.5931718719773955*pi) q[14];\nu3(0.574630873177591*pi,-0.4335047608754808*pi,3.34480876380779*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(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.417741560067213*pi,1.13844003732361*pi,4.20197932246951*pi) q[7];\ncx q[8],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[11],q[12];\nu3(0.437900835331995*pi,3.33129660679376*pi,0.5655051124512638*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(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.301030240969042*pi,0.498548733882762*pi,0.5518000363023556*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,3.4800894175373*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.192947700206207*pi) q[12];\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(0.165546607066565*pi,0.52885783356863*pi,4.41735807775975*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.586314325449629*pi,-0.03280211326593302*pi,0.8550451000524439*pi) q[4];\ncx q[6],q[10];\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(0.30408446199884*pi,3.41129768320269*pi,1.3870591947048*pi) q[9];\ncx q[11],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(0.774303975807694*pi,2.86253835567554*pi,3.73602889811733*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.296606889143517*pi,-0.484709325852455*pi,0.91130644343532*pi) q[4];\nu3(3.5*pi,3.49122926166305*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.306035805133571*pi,0.18018564725432795*pi,0.5525615579196896*pi) q[8];\nu3(0.551531149374126*pi,-0.32709706804885297*pi,0.906224189593577*pi) q[9];\nu3(1.0*pi,0.0*pi,1.395279083926726*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5303983344418935*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(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.235583726793305*pi,3.2836653883709*pi,1.92562351732361*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[6],q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.667231929554789*pi,3.12884945335268*pi,4.23908725676257*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[11],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[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.571238205518115*pi,0.8472130232767601*pi,1.0111871875979839*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(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5012963750719606*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(0.300827809345527*pi,0.03900959865610798*pi,1.406192950256187*pi) q[14];\ncx q[1],q[9];\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[6],q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.417842428203326*pi,3.37718004796876*pi,4.19567682643316*pi) q[11];\nu3(0.7013459102027*pi,-0.4081805284065441*pi,3.45106480011974*pi) q[12];\nu3(0.28212132494448*pi,3.15384678984385*pi,1.68853305681483*pi) q[14];\nu3(3.5*pi,3.4070581836628*pi,0.5*pi) q[1];\ncx q[2],q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[8];\nu3(1.0*pi,0.0*pi,1.289488599146587*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.412739688632054*pi,0.82836918113025*pi,0.5977303530389735*pi) q[11];\nu3(0.590658022929506*pi,2.32835691416238*pi,3.79330286639281*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[1],q[9];\nu3(3.5*pi,3.35599138798289*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.315159752185537*pi) q[3];\ncx q[4],q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,3.39067089281236*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.187803608435463*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,-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[1];\ncx q[2],q[3];\nu3(3.5*pi,3.37774348417924*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.212503486859217*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[8];\nu3(0.0*pi,-0.5*pi,0.5855677331653041*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[14];\ncx q[1],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.43641533561902*pi) q[3];\ncx q[4],q[5];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.504240687883406*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,3.37806934128633*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.2374127261001289*pi) q[14];\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(0.0*pi,-0.5*pi,0.5733854804649292*pi) q[5];\nu3(0.412123216751649*pi,2.92721464632276*pi,1.2917322233783222*pi) q[6];\ncx q[7],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];\ncx q[13],q[14];\nu3(0.546737672980557*pi,0.457620955167504*pi,0.7862751085756821*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];\nu3(0.328791016384179*pi,0.49407585975414203*pi,0.733499142071698*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(0.447910754475101*pi,3.09013233296645*pi,4.419457699212741*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.49614403291276*pi) q[14];\nu3(0.644394895459218*pi,3.18480416246724*pi,3.05759615936221*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(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(0.202709353617442*pi,0.44378543440321305*pi,4.38193081399713*pi) q[9];\nu3(0.719190845420985*pi,0.8326470918220701*pi,1.038375430424838*pi) q[10];\ncx q[13],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(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.43395998652919*pi,3.471606614478*pi,1.2864277478419122*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(0.72397206722807*pi,-0.029369685419627978*pi,3.92948909947154*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(0.5*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(0.617344446798742*pi,0.435323943219726*pi,1.067598802758447*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.408633625939151*pi,0.76585872452997*pi,3.87046178392719*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(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],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(0.606994679131003*pi,2.6820062846469*pi,3.78871924039784*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(0.372545985513063*pi,-0.350477443602526*pi,1.4210604791931711*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[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,3.42721429103232*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,1.174025082564202*pi) q[1];\nu3(0.326504141299638*pi,0.05649791562022499*pi,1.1768567057197061*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(0.805470911450029*pi,2.97346571844485*pi,4.29538668955737*pi) q[5];\ncx q[6],q[7];\nu3(0.284716101922539*pi,3.00560689853876*pi,0.878756111688145*pi) q[8];\nu3(3.5*pi,3.45920013584645*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,1.270826004503981*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];\ncx q[0],q[1];\nu3(0.533899259451965*pi,3.39000371226496*pi,0.6783048705103341*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];\nu3(0.680801989190455*pi,0.38272915145125996*pi,3.91267545286669*pi) q[5];\nu3(3.5*pi,3.33161810852046*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.1624596782694598*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[11];\nu3(0.827103528049262*pi,0.67476157434465*pi,1.0673083647786221*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,4.33911333159933*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.718644964502669*pi,-0.07704881658449197*pi,1.065270116570197*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[6],q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.3864851600289505*pi) q[11];\nu3(0.304615743955175*pi,0.83921375989426*pi,0.5796439754115896*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.365417040742225*pi,0.250127123786795*pi,0.7135603859259361*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,0.5474221402113284*pi) q[7];\ncx q[9],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.49304447078782*pi,0.68271019093915*pi,0.823696106534309*pi) q[14];\nmeasure q[14] -> c[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(1.0*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,3.25241116686943*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[7];\nu3(1.0*pi,0.0*pi,1.1141565701732121*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[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(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[8];\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[9];\nu3(3.5*pi,3.3025710069793*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,1.173662460602658*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];\ncx q[2],q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[5],q[12];\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(0.0*pi,-0.5*pi,4.41716097544104*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(0.5*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,3.424702877018*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.346238853221013*pi) q[3];\ncx q[4],q[8];\nu3(3.5*pi,3.48423380769843*pi,0.5*pi) q[5];\nu3(0.564718840120123*pi,3.12871850737256*pi,1.69601734222557*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(0.5*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,1.1266737569146579*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5548160800648314*pi) q[13];\nmeasure q[6] -> c[6];\nu3(0.670105245105904*pi,-0.4782912633344734*pi,3.30437158490033*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[4];\ncx q[5],q[12];\nu3(0.758309203220254*pi,0.6686088949509701*pi,0.709555551297795*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[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nmeasure q[0] -> c[0];\nmeasure q[7] -> c[7];\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,0.5032913978216671*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[8];\nu3(0.446418556026331*pi,3.43353016390653*pi,4.40094611085207*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.680070787576011*pi,2.82894501881169*pi,3.38306217708935*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5396006963373119*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nmeasure q[9] -> c[9];\nmeasure q[11] -> c[11];\nu3(0.278445979973503*pi,0.5729200331961*pi,4.124923775923509*pi) q[1];\ncx q[2],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[8];\nu3(0.244756755393878*pi,0.22916201395864*pi,4.13520155961119*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nmeasure q[1] -> c[1];\nmeasure q[10] -> c[10];\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(0.174159216836411*pi,0.22897659178127705*pi,0.777043769365523*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[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nmeasure q[4] -> c[4];\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(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.453936422507359*pi,3.4990607776709*pi,1.78103619517751*pi) q[13];\nmeasure q[13] -> c[13];\nu3(0.428853346104349*pi,1.02392977664123*pi,4.24491690547303*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.190689314489541*pi,3.23887861067468*pi,4.2950663573678*pi) q[5];\nu3(0.645671722287577*pi,3.29653492742812*pi,3.23925140415183*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nmeasure q[2] -> c[2];\nmeasure q[5] -> c[5];\nmeasure q[8] -> c[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.807958418691711*pi,-0.037347930791996*pi,0.807540568404101*pi) q[3];\nu3(0.563162636363135*pi,3.09207118904655*pi,2.97142066559174*pi) q[12];\nmeasure q[3] -> c[3];\nmeasure q[12] -> c[12];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(0.933587891728007*pi,-0.27491590783896*pi,3.78055326130222*pi) q[0];\nu3(0.47543724196595*pi,0.267904907265312*pi,1.132745434714432*pi) q[1];\nu3(0.0686793112209125*pi,-0.374723794425673*pi,1.80535944526662*pi) q[2];\nu3(0.743869613075229*pi,0.25813328443435*pi,1.7039081750672*pi) q[3];\nu3(0.618737533160311*pi,0.25738588402857*pi,1.159136271831561*pi) q[4];\nu3(0.813634494105937*pi,3.37892787486936*pi,3.56321266136262*pi) q[5];\nu3(0.657982669414967*pi,0.07765397940576801*pi,1.4242658177911252*pi) q[6];\nu3(0.815544986819905*pi,-0.348144055038155*pi,0.9550091563101599*pi) q[7];\nu3(0.353436125649521*pi,-0.012143932852737016*pi,1.4292088384231278*pi) q[8];\nu3(0.471416913639423*pi,-0.041606194237766014*pi,3.53497942030667*pi) q[9];\nu3(0.490295374374683*pi,3.20951430235437*pi,3.09399929073285*pi) q[10];\nu3(0.393656614145705*pi,2.96463218930081*pi,1.3465640734314341*pi) q[11];\nu3(0.551234333328213*pi,-0.331914049188054*pi,0.670372559285715*pi) q[12];\nu3(0.0623041428642193*pi,2.63058786571162*pi,1.56763075819343*pi) q[13];\nu3(0.226743335224412*pi,-0.283007692637834*pi,0.7197107539111209*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(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*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(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(0.0*pi,-0.5*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(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(0.5*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(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.0*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(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[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[3],q[10];\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,-0.5*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(3.5*pi,3.38201647662087*pi,0.5*pi) q[0];\ncx q[1],q[12];\nu3(1.0*pi,0.0*pi,1.276246804995161*pi) q[2];\nu3(3.5*pi,3.48478539756891*pi,0.5*pi) q[3];\ncx q[4],q[6];\ncx q[5],q[11];\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,1.166371128740362*pi) q[10];\ncx q[0],q[2];\nu3(3.5*pi,3.32990401060432*pi,0.5*pi) q[1];\ncx q[3],q[10];\nu3(3.5*pi,3.34420652257123*pi,0.5*pi) q[4];\nu3(3.5*pi,3.40399268643006*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.157445983196299*pi) q[6];\ncx q[8],q[14];\ncx q[9],q[13];\nu3(1.0*pi,0.0*pi,1.368088220204436*pi) q[11];\nu3(1.0*pi,0.0*pi,1.0560274551165318*pi) q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[12];\nu3(0.0*pi,-0.5*pi,4.41282518745622*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[6];\ncx q[5],q[11];\nu3(3.5*pi,3.49338848882082*pi,0.5*pi) q[8];\nu3(3.5*pi,3.46349770563629*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.42384301908548*pi) q[10];\nu3(1.0*pi,0.0*pi,1.277556830687111*pi) q[13];\nu3(1.0*pi,0.0*pi,1.333008794108224*pi) q[14];\ncx q[0],q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[3],q[10];\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,4.47848375422814*pi) q[6];\ncx q[8],q[14];\ncx q[9],q[13];\nu3(0.0*pi,-0.5*pi,4.492679943353*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.48292573228613*pi) q[12];\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(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[6];\ncx q[5],q[11];\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,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.624616056648672*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5737443944568357*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[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[14];\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[12];\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(0.0*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(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[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(0.5*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(0.0*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(0.287703101611666*pi,3.30265198784885*pi,4.20850852709934*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(0.391386114395374*pi,0.07795099590138299*pi,1.2564919653246989*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(0.228323406472399*pi,3.49805769921167*pi,1.403264772716996*pi) q[8];\nu3(0.75804971361645*pi,-0.331597011185623*pi,4.000375852852191*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(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.720722764248478*pi,3.29185305833612*pi,3.84859649694842*pi) q[0];\nu3(0.91438378830983*pi,0.26989333676428096*pi,3.89224987971732*pi) q[1];\nu3(0.620298910344225*pi,-0.328425240313111*pi,3.84416066011223*pi) q[2];\nu3(0.469613637606185*pi,0.13360364449439*pi,3.7707907239388*pi) q[3];\nu3(0.379828755840478*pi,2.59325769772995*pi,1.202704472332739*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(0.585044979818011*pi,-0.230206673974494*pi,1.065597938026783*pi) q[8];\nu3(0.89217455314915*pi,0.68642601267406*pi,0.710536331657396*pi) q[9];\nu3(0.71492274643745*pi,0.6783935272444599*pi,4.3423563220133605*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(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.491460519923667*pi,0.008405073090006043*pi,3.86133823980574*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.593059869525469*pi,-0.24355116168426*pi,3.84246028538702*pi) q[2];\nu3(0.324564797099896*pi,2.64232795336738*pi,0.915284042283627*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(0.371715911747033*pi,2.7220816216405*pi,1.7054982628979*pi) q[6];\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(0.249400405223964*pi,0.9613052658074801*pi,4.47709964859924*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.314090261922194*pi,-0.31329278475175903*pi,1.76864791191135*pi) q[12];\nu3(0.457378718051579*pi,2.73823526084123*pi,1.413122900003315*pi) q[13];\nu3(0.447434544357088*pi,2.54300991602614*pi,1.0491481567580618*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(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(0.0*pi,-0.5*pi,1.0*pi) q[5];\nu3(0.306752620497291*pi,0.66072893761724*pi,4.05645811803025*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(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[11];\nu3(0.0567983774560075*pi,-0.356958682402719*pi,0.5454639554776771*pi) q[12];\nu3(0.289042489610642*pi,3.21113364625625*pi,2.11220800641526*pi) q[13];\nu3(0.479290665922049*pi,3.09403174494142*pi,1.57834635741536*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(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.732926542653672*pi,0.38190801744968805*pi,1.415598222468705*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(0.803404102976221*pi,0.40268500787157*pi,0.5152766709409614*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(1.5*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(0.849522064220317*pi,-0.033528261075151*pi,0.9080066659120061*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.371474256980605*pi,-0.16681717907338*pi,3.79207982815951*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];\ncx q[0],q[10];\ncx q[1],q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(3.5*pi,3.49320126274496*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.236156032598028*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,3.35587911914386*pi,0.5*pi) q[0];\nu3(3.5*pi,3.38516078758397*pi,0.5*pi) q[1];\ncx q[3],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(3.5*pi,3.49412478484674*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.2418288117029999*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.3172499790082641*pi) q[13];\nu3(1.0*pi,0.0*pi,1.3209533030846061*pi) q[14];\ncx q[0],q[10];\ncx q[1],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,0.634980370323537*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\ncx q[6],q[9];\ncx q[7],q[13];\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[3],q[4];\ncx q[5],q[8];\nu3(3.5*pi,3.46789504014076*pi,0.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.170700693955218*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.42343987463431*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.48396282595827*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.24977520063711*pi) q[14];\ncx q[0],q[10];\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(3.5*pi,3.45175235256085*pi,0.5*pi) q[5];\ncx q[6],q[9];\ncx q[7],q[13];\nu3(1.0*pi,0.0*pi,1.36603068459433*pi) q[8];\ncx q[11],q[12];\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(0.461717944038593*pi,3.29891419315953*pi,2.01909482442388*pi) q[3];\nu3(0.220755899812671*pi,2.5530610162929*pi,1.372474990598744*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,4.4801325550086695*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(3.5*pi,3.48902373253617*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.354630323112867*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[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.724494142869832*pi,0.14136630021671603*pi,3.99988827328975*pi) q[3];\nu3(0.23831534581555*pi,0.34972824120745105*pi,3.6175980309619*pi) 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,4.45966453589334*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,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(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(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,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.4745847430670995*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(0.545438486900607*pi,3.07047612923077*pi,1.62143433366439*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(0.0*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(1.0*pi,-0.5*pi,0.5*pi) q[10];\ncx q[11],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(0.495381579195988*pi,-0.340229415238246*pi,4.2057356533301*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[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(0.0*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(0.0*pi,-0.5*pi,1.5*pi) q[14];\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(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(0.555284184578377*pi,3.17038321666379*pi,3.56018212685471*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(0.49152076690525*pi,0.277432422950885*pi,3.80813264342788*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(0.326384570256812*pi,-0.07920426318212898*pi,1.411400948231101*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(0.368737124797836*pi,0.16902066601904597*pi,3.73268380447175*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.409510813651937*pi,-0.17580716018711*pi,0.8691447640780701*pi) q[6];\nu3(0.300055442491746*pi,-0.15733857626304998*pi,1.63445791460897*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(0.569920516400184*pi,0.048648845452486045*pi,3.60684617809832*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(0.169718295717985*pi,0.7033011937724001*pi,4.06620959205015*pi) q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\nu3(0.242213101375334*pi,0.42357403860436904*pi,0.8200282991005801*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.677965769074192*pi,-0.247386645741471*pi,3.85401527377818*pi) q[6];\nu3(0.0*pi,-0.5*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(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(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[1];\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(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.607559649654942*pi,0.17376488044356997*pi,1.217973137344421*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.364392458585483*pi,2.88740010163872*pi,1.099605241496634*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(0.564423059303634*pi,3.4569258556237*pi,3.48869852930817*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[3],q[10];\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(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[8];\nu3(0.793494827451863*pi,0.06422160962335*pi,3.96675234419335*pi) q[9];\nu3(0.278633285567521*pi,0.8724519840788401*pi,3.90082865888253*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.75254637260369*pi,-0.34387505774209204*pi,1.1463677412736941*pi) q[14];\ncx q[0],q[1];\ncx q[2],q[6];\nu3(3.5*pi,3.45791100655458*pi,0.5*pi) q[3];\nu3(0.399352545558986*pi,-0.06119693048125302*pi,3.72602944039226*pi) q[5];\nu3(0.805072659650883*pi,-0.336314256242689*pi,4.33318536630462*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.178039784287177*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.664156866701787*pi,-0.05023605768170297*pi,4.33822069205895*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.46517187665354*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,1.290828969801918*pi) q[1];\nu3(3.5*pi,3.41076732906706*pi,0.5*pi) q[2];\ncx q[3],q[10];\nu3(0.299314345951928*pi,3.30017211512375*pi,1.447695670574954*pi) q[5];\nu3(1.0*pi,0.0*pi,1.2952087907663081*pi) q[6];\nu3(0.0117545410661353*pi,-0.12050236474670001*pi,0.5609137817915905*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(0.35530798075452*pi,0.45961303206317705*pi,4.2736659918337505*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[1];\ncx q[2],q[6];\nu3(0.5*pi,0.0*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[8];\nu3(0.0*pi,-0.5*pi,4.46099790280314*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,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,0.5274013862283035*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.4545058581073*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(3.5*pi,-0.5*pi,0.5*pi) q[12];\ncx q[0],q[1];\ncx q[2],q[6];\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[8];\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[12];\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,3.48059779033144*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.278932077773189*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[12];\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,3.36720394913665*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.178284518648252*pi) q[14];\nu3(0.682164352377104*pi,-0.259654230843073*pi,1.135044769044394*pi) q[0];\nu3(0.324993790632544*pi,0.21779395530760404*pi,0.742421516398411*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];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,3.47673653023642*pi,0.5*pi) q[7];\ncx q[8],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\ncx q[11],q[14];\nu3(1.0*pi,0.0*pi,1.376335871352586*pi) q[12];\nu3(0.542783741445369*pi,0.88164845647952*pi,4.4514332763248*pi) q[0];\nu3(0.605908123007466*pi,-0.333368755668417*pi,3.89382641372109*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,0.656240393929953*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[12];\nu3(3.5*pi,3.44581622990928*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.284437941316938*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,4.43959637449362*pi) q[14];\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(0.5*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[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];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\ncx q[11],q[14];\nu3(0.0*pi,-0.5*pi,0.817894480354086*pi) q[12];\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(0.372305413003069*pi,3.46792149314764*pi,0.712710836623957*pi) q[2];\nu3(0.164188078472039*pi,-0.295200553842834*pi,4.07340011706894*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];\ncx q[7],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5407508323641528*pi) q[9];\nu3(0.179270110253675*pi,0.370052560852266*pi,1.041794463310789*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(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.668271549559698*pi,2.76649715523322*pi,3.89881721427171*pi) q[2];\nu3(0.388154570505242*pi,2.58869130969738*pi,1.061207538242634*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(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[9];\nu3(0.536500594019735*pi,3.11339999244727*pi,3.87631178165464*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(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[3];\nu3(0.550114721984548*pi,3.42672257514556*pi,3.87738485128889*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.437928653504273*pi,0.60822153604956*pi,0.675996731383153*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(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[14];\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(0.310226437351032*pi,3.0106571763325*pi,0.5289058989976357*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.446516100162426*pi,-0.253262466175319*pi,1.50980769853318*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.0*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];\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,1.0*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[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(0.236031785932724*pi,2.71294018976959*pi,1.216927760311211*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.590760311422394*pi,-0.09876999736790198*pi,0.736097932799657*pi) q[7];\nu3(0.254276250836934*pi,0.18181425134156004*pi,1.2614452719901301*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.818308185123671*pi,0.52867487560346*pi,0.9477551963716879*pi) q[11];\nu3(0.271710975109496*pi,-0.154815924339325*pi,0.8780747091511489*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[1],q[3];\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(0.926658280972935*pi,-0.20130808520751398*pi,3.3628649499789*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.486469697952159*pi,-0.218239773905181*pi,4.16551019876259*pi) q[7];\nu3(0.757780285046138*pi,-0.395379005620191*pi,1.04463269204328*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.619689115496508*pi,1.13122334583718*pi,0.72083748268865*pi) q[11];\nu3(0.185808259492519*pi,0.23730337858540895*pi,0.5857046448072373*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.4457419735056*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.3689689430724918*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(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.132219680357391*pi,0.10991357337895802*pi,4.4090024095912*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(0.700265911897584*pi,3.14761445907102*pi,3.78247878074552*pi) q[14];\ncx q[1],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[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.197504341605318*pi,0.43475316673283104*pi,4.3124815648497705*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(0.721512909210246*pi,0.08523360638606203*pi,4.16817617212441*pi) q[14];\ncx q[0],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,0.5031653322098504*pi) q[3];\ncx q[4],q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\ncx q[7],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[14];\nu3(3.5*pi,3.41961790421317*pi,0.5*pi) q[0];\ncx q[1],q[3];\nu3(3.5*pi,3.45113321842424*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(3.5*pi,3.48716564914469*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.214925102559317*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.18161419054733*pi) q[10];\nu3(1.0*pi,0.0*pi,1.2900803930590738*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[10];\ncx q[5],q[11];\ncx q[7],q[8];\ncx q[9],q[13];\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(3.5*pi,3.39552742107669*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(3.5*pi,3.44404295212224*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,0.536866767692901*pi) q[8];\nu3(3.5*pi,3.45560170794525*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.3985645022567095*pi) q[10];\nu3(1.0*pi,0.0*pi,1.179292181679158*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5345754741858055*pi) q[12];\nu3(1.0*pi,0.0*pi,1.282827298767442*pi) q[13];\nu3(1.0*pi,0.0*pi,1.2213480168941349*pi) q[14];\ncx q[0],q[12];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[1];\ncx q[2],q[14];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[3];\ncx q[4],q[10];\ncx q[5],q[11];\ncx q[7],q[8];\ncx q[9],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.73812698760937*pi,2.99948628440548*pi,3.29163237175819*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.636153376442873*pi,-0.010210908516373018*pi,4.251885361355519*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[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,0.5535677249855682*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5234070694472187*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.52430032012589*pi) q[14];\nu3(0.4213689644487*pi,0.25421078971490396*pi,4.21181714031078*pi) q[0];\nu3(0.892505466933221*pi,0.398919070382615*pi,1.0847099469626*pi) q[1];\ncx q[2],q[14];\nu3(0.835170830381572*pi,2.90639844766967*pi,3.98865994487077*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[11];\nu3(0.250221957461565*pi,3.07159393151625*pi,0.801084070950982*pi) q[7];\nu3(0.601282635182396*pi,0.19648850738684398*pi,0.634302248532389*pi) q[8];\ncx q[9],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.454186698412561*pi,2.85692196285807*pi,0.981284616092853*pi) q[12];\nu3(0.0973768776418251*pi,-0.223920049318515*pi,4.43520213064323*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(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(0.288196784039535*pi,3.18642856824126*pi,0.975079064032094*pi) q[7];\nu3(0.437087490662866*pi,0.6749710731220999*pi,3.69947662840734*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(0.0965067731551632*pi,-0.207081073762313*pi,0.845315087594142*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[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(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,4.0*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0908941902651788*pi,-0.008279399210681992*pi,3.93696396097352*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(0.105749087229205*pi,0.5734023762174401*pi,4.45475014163213*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(0.712061657387629*pi,3.34755727234282*pi,3.68968645420385*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.569533694185982*pi,3.49469320107731*pi,4.13132778290936*pi) q[4];\nu3(0.789676039664857*pi,3.09781919400583*pi,4.39589691279205*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(0.589771519358263*pi,-0.39599768533553503*pi,4.2421167059074705*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(0.666633813011352*pi,3.37689759755393*pi,2.93273987792556*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.753167011667602*pi,0.03976917150924697*pi,0.698628779390542*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.660028382330516*pi,0.230222511139059*pi,0.9217603284792191*pi) q[4];\nu3(0.534074721654054*pi,3.24563127642322*pi,1.8543223422363*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[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[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[1],q[13];\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(0.0*pi,-0.5*pi,4.0*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.602251904739777*pi,0.45477983263536503*pi,1.159161784302728*pi) q[10];\nu3(0.121907810720324*pi,-0.18927012308088598*pi,0.929217416201251*pi) q[11];\nu3(0.590935825223173*pi,0.36148859406991696*pi,4.06262713137707*pi) q[14];\nu3(3.5*pi,3.34587465116717*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[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[9];\nu3(0.686205714638638*pi,3.41545586050828*pi,3.05625628925308*pi) q[10];\nu3(0.268306402736603*pi,-0.4332067510708426*pi,4.32165812655814*pi) q[11];\nu3(1.0*pi,0.0*pi,1.0810087258143541*pi) q[13];\nu3(0.711942263861732*pi,0.46460127113877003*pi,0.738707472831726*pi) q[14];\ncx q[0],q[4];\ncx q[1],q[13];\ncx q[2],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,3.4525868490623*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.2253830143937892*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[14];\nu3(3.5*pi,3.42031061891251*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(3.5*pi,3.49831410764857*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.225280468024195*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[9];\nu3(1.0*pi,0.0*pi,1.1573638672749431*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5418027339790505*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[4];\ncx q[1],q[13];\ncx q[2],q[8];\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,4.47397309771838*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\ncx q[12],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(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.44254551399526*pi) q[4];\ncx q[5],q[7];\ncx q[6],q[9];\nu3(0.0*pi,-0.5*pi,0.5930602676354455*pi) q[8];\ncx q[10],q[11];\nu3(3.5*pi,3.43668817862626*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,1.324713192952367*pi) q[14];\ncx q[0],q[4];\nu3(1.0*pi,0.0*pi,4.0*pi) q[1];\ncx q[2],q[8];\nu3(3.5*pi,3.48865352969334*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,1.373987557107442*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(3.5*pi,3.28763470585948*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.107903293893533*pi) q[11];\ncx q[12],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[0];\nu3(0.252705912174953*pi,0.8892317250461299*pi,3.91812749292483*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[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[9];\ncx q[10],q[11];\nu3(0.5*pi,0.0*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,4.41547974051085*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.305739842076054*pi,3.14655348295031*pi,1.2932776461097442*pi) q[1];\nu3(0.661904067319149*pi,3.41530368410928*pi,3.27104615948591*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(0.0*pi,-0.5*pi,0.5972978716130557*pi) q[7];\nu3(0.296606514249401*pi,0.75345451019674*pi,4.119643717658191*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,4.45406662233756*pi) q[11];\ncx q[12],q[14];\nu3(0.471143043983577*pi,3.43650409774945*pi,3.04421394646943*pi) q[13];\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(0.283318476005424*pi,2.45408580456788*pi,1.1241081889108329*pi) q[2];\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(0.938034425033435*pi,0.7615433658674999*pi,0.602509822383084*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(0.373061418324965*pi,0.280040406236047*pi,4.335926515552471*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(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*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(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(0.0*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(0.5*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[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.881575711233503*pi,0.313297062820874*pi,1.365723959050439*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(0.162590306427942*pi,3.18351139228565*pi,0.5952784937717387*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(0.104179242455226*pi,3.29718326077501*pi,4.33639886998204*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[8];\nu3(0.370535796602122*pi,0.39660877716812604*pi,3.74224600015244*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.539359717770803*pi,0.5033211470835799*pi,1.386705405910748*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.222462375774897*pi,3.0727604474533*pi,1.0920044338135488*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(0.768897174816913*pi,2.90990493356723*pi,4.20984104726952*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(3.5*pi,3.49979150827948*pi,0.5*pi) q[3];\nu3(0.557833504076327*pi,-0.21748769368016302*pi,3.50875481464734*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(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.278142908828297*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.401149264782792*pi,0.6827782190729601*pi,0.5144473103745681*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[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[3],q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.359143541532019*pi,-0.285257141131196*pi,4.0015709622225994*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[9];\nu3(0.521215114633341*pi,2.95613873644633*pi,1.464033353679655*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.515418718735871*pi,-0.17008833381531402*pi,4.48028009808278*pi) q[12];\nu3(0.744091354882294*pi,0.5345914350269201*pi,1.2671137466328481*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[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.356010921258054*pi,0.131351186204414*pi,1.199936835178365*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.60696424930027*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(0.676903446213463*pi,3.19265128616275*pi,4.1007040056605*pi) q[11];\nu3(0.265352940475472*pi,-0.35805886674693*pi,3.96575709836342*pi) q[12];\nu3(0.00791681031017442*pi,-0.23672729409215398*pi,3.9868446353572*pi) q[14];\ncx q[3],q[8];\ncx q[4],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.1998774373773*pi,2.77871088114376*pi,1.55967797113213*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(0.564800262272388*pi,2.46806098780928*pi,3.69244533800641*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[3];\nu3(3.5*pi,3.33237729084474*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[10];\nu3(0.316310364742867*pi,3.14511328703691*pi,0.5720813159854957*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[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.244362095448973*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,3.44386640940575*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[9],q[14];\nu3(1.0*pi,0.0*pi,1.242083813069208*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,3.38773844813212*pi,0.5*pi) q[0];\nu3(0.290391510512229*pi,0.35334406916386396*pi,3.80350420815432*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];\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,3.39640382825029*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.3042923934731911*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5619785664862853*pi) q[13];\nu3(1.0*pi,0.0*pi,1.273960735913763*pi) q[14];\ncx q[0],q[12];\ncx q[2],q[7];\nu3(0.304938938837974*pi,0.035833147604556026*pi,4.29757474988243*pi) q[3];\ncx q[4],q[13];\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[8];\ncx q[9],q[14];\nu3(0.0*pi,-0.5*pi,4.48894075243382*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.36670699024482*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(3.5*pi,3.45779183161514*pi,0.5*pi) q[5];\ncx q[6],q[10];\nu3(1.0*pi,0.0*pi,1.196824529046291*pi) q[7];\nu3(0.587531857811267*pi,0.34761689611589597*pi,1.0270242903552989*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.209774292092699*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.25959411000909*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.28303291586385*pi) q[14];\ncx q[0],q[12];\ncx q[2],q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(1.0*pi,0.0*pi,4.0*pi) q[4];\ncx q[5],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.566847625539748*pi,-0.20816549811921298*pi,0.8921685709090079*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[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.274464871439029*pi,1.10165544135767*pi,4.27423342215147*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,4.3951010161471*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,4.4851255313247*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(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[2],q[7];\nu3(0.213876863266111*pi,3.35267976091321*pi,1.98126029936121*pi) q[4];\ncx q[5],q[11];\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,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(0.650283717902511*pi,3.36868562612929*pi,4.320197194910429*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[2];\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(0.0*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(0.370624901232098*pi,0.235313042887912*pi,3.56693449821957*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[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(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];\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(1.0*pi,-0.5*pi,0.5*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[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.157480706277956*pi,0.49597222895844295*pi,4.08445785922341*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[9];\nu3(0.537338062555884*pi,2.6040692696218*pi,1.1082229528150451*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(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.259433558598885*pi,-0.33086771444208396*pi,4.47838835341272*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[5];\nu3(0.265279183697889*pi,-0.026211316581808974*pi,3.88979439823132*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(0.322585743203308*pi,0.309707327946944*pi,4.10526781412303*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.27042465971618*pi,0.327978690255077*pi,3.81774139830563*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(0.312559705168244*pi,0.296535177452235*pi,3.6287933146424*pi) q[0];\nu3(0.365397278486737*pi,0.12981932247236205*pi,1.22811120077314*pi) q[2];\nu3(0.291494782888539*pi,0.11908716310998102*pi,4.2098008246081005*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(0.747217120516267*pi,2.71399375875276*pi,3.59261352655152*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(0.402500584612901*pi,0.012904043578036983*pi,0.611554802152093*pi) q[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[0];\nu3(0.598484368121419*pi,0.18384088492251704*pi,4.34150439582464*pi) q[2];\nu3(0.523637233861639*pi,-0.253185680468408*pi,3.57207047976093*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(0.318209416535443*pi,3.39047359316464*pi,0.800731900277386*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[14];\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(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.09243662889454*pi,3.37438996058217*pi,4.22405442252343*pi) q[7];\ncx q[8],q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.562019069651366*pi,3.30002193070706*pi,1.78415799316915*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.301001372246145*pi,-0.07456121890705703*pi,1.57195665596957*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[2];\ncx q[3],q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.705765410222332*pi,-0.385298996950427*pi,4.136747568580709*pi) q[7];\nu3(3.5*pi,3.43086799340701*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,1.299868779505713*pi) q[10];\nu3(0.529211837189632*pi,0.009160367827593996*pi,4.21939628650931*pi) q[11];\nu3(0.608276195214346*pi,3.4566469102716*pi,3.12846703005836*pi) q[14];\ncx q[0],q[13];\ncx q[2],q[4];\nu3(3.5*pi,3.4805769552337*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[10];\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(1.0*pi,0.0*pi,1.158195461256292*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.48348143937121*pi,0.5*pi) q[0];\nu3(3.5*pi,3.32404253177741*pi,0.5*pi) q[2];\ncx q[3],q[12];\nu3(1.0*pi,0.0*pi,1.231645273193072*pi) q[4];\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(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.41918991156016*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.391745417936093*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[13];\ncx q[1],q[7];\ncx q[2],q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[5],q[14];\ncx q[8],q[10];\ncx q[9],q[11];\nu3(0.0*pi,-0.5*pi,4.423827884826689*pi) q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.4024824778547*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[12];\nu3(0.0*pi,-0.5*pi,4.43384250237224*pi) q[4];\nu3(3.5*pi,3.42309482472265*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.116694647894632*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,3.42029293982597*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,1.325653547283602*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.60693475257239*pi) q[13];\nu3(1.0*pi,0.0*pi,1.2715579001088742*pi) q[14];\ncx q[0],q[13];\ncx q[1],q[7];\ncx q[2],q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[5],q[14];\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(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,1.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.5456684595842156*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,4.44581524419537*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,0.5001563561634699*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*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];\ncx q[5],q[14];\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(0.5*pi,-0.5*pi,0.5*pi) q[13];\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,1.5*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(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(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];\nu3(0.705749789806575*pi,2.98775249120999*pi,3.6161939457494*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(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.783187076843502*pi,3.37804395369333*pi,4.478766664482221*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.411611783564484*pi,0.9071230053491399*pi,4.12822631628571*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.530948886672814*pi,-0.4642866263619295*pi,0.849920419632197*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(0.806481432874708*pi,-0.387363783205856*pi,0.5541895978312825*pi) q[13];\nu3(0.246311048849188*pi,0.24148823445937695*pi,0.5378220595237526*pi) q[14];\nu3(0.17304572678919*pi,0.414439371080914*pi,4.4306541306524*pi) q[0];\nu3(0.293739222884759*pi,2.9919570544714*pi,1.68077188470028*pi) q[1];\nu3(0.791367122444952*pi,0.46442561379716996*pi,1.111327882659085*pi) q[2];\nu3(0.370022410843423*pi,0.172875693449428*pi,3.33756035763533*pi) q[3];\nu3(1.0*pi,0.0*pi,4.0*pi) q[4];\nu3(0.452240078113511*pi,-0.0007109732431990201*pi,4.31697685196098*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.657612160222203*pi,0.17983214012705195*pi,0.831788941339369*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.551943997989039*pi,3.3656659147747*pi,2.950756260061*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.476617196703754*pi,0.274704749215403*pi,0.733439845260556*pi) q[12];\nu3(0.365065946112189*pi,-0.4123162824104064*pi,4.35987416141538*pi) q[13];\nu3(0.502850583489107*pi,0.59996960471416*pi,0.87550865306992*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.55110864045861*pi,-0.18237048335285*pi,3.5016002862557*pi) q[1];\nu3(0.633738119354942*pi,-0.1747375528108*pi,1.0669811088248609*pi) q[2];\nu3(0.543533899790832*pi,0.42272732099253796*pi,4.1876682562339*pi) q[3];\nu3(0.290654618698312*pi,2.72607767259627*pi,0.974179969689145*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(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(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.11382198472516*pi,2.75016794453712*pi,1.69056192871407*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,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(0.0*pi,-0.5*pi,4.0*pi) q[3];\nu3(0.426581995482577*pi,0.5093823675320499*pi,0.932088880146585*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\ncx q[6],q[14];\nu3(0.849452166232114*pi,0.9063607682229999*pi,1.080992566664029*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.340212412597401*pi,0.32948950482347406*pi,3.77873873011119*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(0.5*pi,-0.5*pi,0.5*pi) q[13];\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(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];\ncx q[5],q[8];\nu3(3.5*pi,3.33671503809812*pi,0.5*pi) q[6];\nu3(0.246589624926714*pi,0.70193149559218*pi,4.413091139678659*pi) q[7];\nu3(0.591073120374695*pi,0.8056816356876599*pi,0.5574252868564585*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.2846944823163882*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[13];\nu3(0.0*pi,-0.5*pi,1.5*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,3.36820223583435*pi,0.5*pi) q[5];\ncx q[6],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.212087965418698*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.760003968636683*pi,3.05102563318539*pi,3.22371076561147*pi) q[11];\nu3(3.5*pi,3.49562097784137*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\ncx q[4],q[7];\ncx q[5],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.702338448776835*pi,2.98901610914457*pi,3.71760300989293*pi) q[11];\nu3(1.0*pi,0.0*pi,1.283643010586967*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.296137125153599*pi) q[14];\ncx q[1],q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(3.5*pi,3.35334712012198*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[6],q[14];\nu3(1.0*pi,0.0*pi,1.30029993746046*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5274857637090576*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[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[3];\ncx q[4],q[7];\ncx q[5],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[9],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5972158766585981*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[11];\ncx q[1],q[13];\nu3(3.5*pi,3.46251618887391*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.397753306474151*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,4.41338488045273*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,3.31416073429322*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.2526525499464252*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,3.42646861664385*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[3];\ncx q[4],q[7];\nu3(0.372895927056233*pi,0.7217288603914*pi,4.11624132710355*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.167559862521646*pi,1.16314425334155*pi,4.2108912990300205*pi) q[8];\ncx q[9],q[12];\nu3(1.0*pi,0.0*pi,1.307543045928568*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];\ncx q[0],q[11];\nu3(0.75808136928961*pi,0.5228350764004801*pi,0.997566434100137*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.4606215616930704*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.676806049084385*pi,-0.147710268040463*pi,1.287691150563276*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(0.950941257252525*pi,3.48446415834606*pi,0.66733943704394*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.682838884923313*pi) q[12];\nu3(0.278218234755161*pi,-0.058671468962742*pi,3.92083549142616*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0830035034048642*pi,2.78622773637159*pi,1.154810166171362*pi) q[1];\ncx q[2],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(1.0*pi,0.0*pi,4.0*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[8];\ncx q[9],q[12];\nu3(0.0*pi,-0.5*pi,0.5595555307113882*pi) q[11];\nu3(0.499926644462656*pi,2.86809562033956*pi,1.321160226160334*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[11];\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[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.423872238049712*pi,-0.4639506295110415*pi,1.76187215231837*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(1.0*pi,-0.5*pi,0.5*pi) q[9];\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(0.0*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(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.0*pi,0.0*pi,4.0*pi) q[4];\nu3(0.245409586890103*pi,0.7906597174646299*pi,4.02998631808541*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(0.78830564971138*pi,-0.192749371276216*pi,4.30022879224752*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(0.5*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[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(0.560956389146544*pi,0.64445965466237*pi,0.694694305759086*pi) q[4];\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(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.523783631096647*pi,2.98279173708139*pi,3.74013522141072*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(0.81604792813015*pi,0.12630596713214504*pi,1.267746792976268*pi) q[14];\nu3(0.423044515086911*pi,3.48428126422478*pi,4.17809210296239*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(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.656948776457717*pi,0.14055246475442995*pi,0.913525748198116*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.282182223548814*pi,3.1064599196679*pi,0.637355568306223*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[11];\nu3(0.360645364044932*pi,2.99108323594498*pi,1.277994156050004*pi) q[12];\nu3(0.545903493291571*pi,0.45761069445419*pi,4.15169699255252*pi) q[14];\nu3(0.791355636199378*pi,0.42259302812266897*pi,1.124370610707122*pi) q[0];\ncx q[1],q[13];\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(0.217587432312195*pi,0.30477929887437005*pi,1.130511083677793*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(0.36244701174725*pi,0.051454905405982965*pi,0.8371551675260109*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[0];\nu3(3.5*pi,3.4539596351755*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];\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(0.683123211423591*pi,-0.05457719537044298*pi,0.975190022747668*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[12];\nu3(1.0*pi,0.0*pi,1.1590112768694811*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[13];\nu3(0.739284429349545*pi,-0.06470673520764703*pi,3.55498333954263*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(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.397369584065319*pi,-0.156960499466818*pi,4.16143046137772*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\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(0.315658147020327*pi,0.6290574780659901*pi,4.30461853400263*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];\ncx q[6],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(0.0*pi,-0.5*pi,0.5819363558776396*pi) q[13];\ncx q[1],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.497487347729746*pi,3.46022978832249*pi,1.71867569215969*pi) q[3];\ncx q[4],q[10];\nu3(3.5*pi,3.45019110923071*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.200659318566906*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,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.401231804390585*pi,3.05056560129458*pi,1.81049343171453*pi) q[3];\nu3(3.5*pi,3.42260256092112*pi,0.5*pi) q[4];\ncx q[5],q[11];\ncx q[6],q[7];\nu3(3.5*pi,3.38720170480123*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.2084635001931319*pi) q[10];\nu3(1.0*pi,0.0*pi,1.367074424662291*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[1];\ncx q[2],q[14];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[3];\ncx q[4],q[10];\nu3(3.5*pi,3.48013086077415*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,0.5675540361433463*pi) q[7];\ncx q[8],q[12];\nu3(1.0*pi,0.0*pi,1.215469105202673*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.471881048653389*pi,2.54739334758211*pi,1.51273076283576*pi) q[1];\nu3(3.5*pi,3.47576499436276*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];\ncx q[5],q[11];\ncx q[6],q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5445725347660799*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5745289041200272*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.314403391085238*pi) q[14];\nu3(0.423464114588792*pi,3.48552892595122*pi,1.92430296414703*pi) q[1];\ncx q[2],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[10];\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,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[12];\nu3(0.0*pi,-0.5*pi,4.450002092942221*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[3];\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[4];\ncx q[5],q[11];\nu3(0.469571719421314*pi,3.21929854368969*pi,4.299236960192109*pi) q[6];\nu3(0.857623259711421*pi,0.137662732684789*pi,1.272206417648809*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(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.729948965571556*pi,2.91601161160929*pi,3.41757759324249*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.44816447008441*pi) q[14];\nu3(3.5*pi,3.42993946290874*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[14];\nu3(1.0*pi,0.0*pi,1.381208542375295*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(0.72001547660686*pi,0.257837952481188*pi,0.6674123655273481*pi) q[6];\nu3(0.293826002171481*pi,2.88832764652399*pi,1.398173584290988*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(0.327394548354271*pi,-0.08884786513434101*pi,4.49517928447003*pi) q[13];\ncx q[0],q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.500950799286126*pi,2.93679855582354*pi,3.81697851650553*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,-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[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[14];\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,0.5146852238915874*pi) q[3];\nu3(0.439900334842884*pi,3.27560447183598*pi,0.7551074711832839*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,1.0*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(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.509920885725407*pi,3.42055650034911*pi,1.79559480052261*pi) q[8];\nu3(0.533643867384735*pi,0.08674068373566002*pi,4.30309914224337*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,-0.5*pi,0.5*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(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.549957680659695*pi,0.15163866924324898*pi,0.756864474299619*pi) q[8];\nu3(0.559803874028937*pi,2.80095491181469*pi,3.73239802947429*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[14];\nu3(0.5*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(0.82189887256526*pi,3.37266584498351*pi,0.524439925494744*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[10];\nu3(0.322039610630506*pi,3.14552349607578*pi,1.52873960028471*pi) q[11];\nu3(0.782554967632851*pi,0.04197056750065897*pi,3.82759954962294*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[0];\ncx q[1],q[10];\nu3(0.788319300772142*pi,0.7236843812699201*pi,0.7923523324208139*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(0.0981815569128835*pi,3.25083631253495*pi,1.1164504390888381*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.696469221054498*pi,2.79798582249555*pi,3.97880460509281*pi) q[11];\nu3(0.355841000062073*pi,0.07246259963075996*pi,0.5214510328600647*pi) q[12];\nu3(0.109434183406544*pi,0.299578179307629*pi,4.41040431360382*pi) q[14];\nu3(0.576456605301038*pi,0.476512729195701*pi,4.15034374933423*pi) q[0];\nu3(3.5*pi,3.31743308265671*pi,0.5*pi) q[1];\nu3(0.266615832617563*pi,3.41389831566236*pi,2.04757788572992*pi) q[2];\nu3(0.603218525260386*pi,-0.20302997375042298*pi,0.9185643518317059*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[13];\nu3(1.0*pi,0.0*pi,1.227955175732053*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[12];\nu3(0.897295699979712*pi,3.01347040690032*pi,4.33423939104586*pi) q[14];\nu3(0.271847445694001*pi,3.24020991530323*pi,1.50209842077818*pi) q[0];\ncx q[1],q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.931409833130149*pi,-0.394658439880268*pi,3.15612464758905*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(3.5*pi,3.35501929703272*pi,0.5*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(1.0*pi,0.0*pi,1.209098952131146*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[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(3.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[5],q[9];\ncx q[8],q[13];\nu3(0.0*pi,-0.5*pi,4.407153481909949*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(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[10];\ncx q[2],q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[4],q[11];\nu3(3.5*pi,3.40360216293698*pi,0.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.1002117560465159*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5880032813020324*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(3.5*pi,3.36030388474928*pi,0.5*pi) q[2];\ncx q[3],q[14];\nu3(3.5*pi,3.4712327382067*pi,0.5*pi) q[4];\ncx q[5],q[9];\nu3(1.0*pi,0.0*pi,1.230741009117156*pi) q[6];\ncx q[8],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.3678445326161501*pi) q[11];\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[6];\nu3(3.5*pi,3.41064393622692*pi,0.5*pi) q[3];\ncx q[4],q[11];\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(0.0*pi,-0.5*pi,4.4438413790432705*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(1.0*pi,0.0*pi,1.187623632703551*pi) q[14];\ncx q[0],q[12];\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[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[5],q[9];\nu3(0.0*pi,-0.5*pi,4.39079155882043*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[10];\nu3(0.0*pi,-0.5*pi,4.28112315726184*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(3.5*pi,3.41473744345226*pi,0.5*pi) q[0];\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];\ncx q[4],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.330884016107262*pi,3.07838113917635*pi,0.5571566481439642*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,0.0*pi,1.2462798166534559*pi) q[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.617292582138906*pi) q[14];\ncx q[0],q[12];\nu3(0.531441205337223*pi,0.342238716308927*pi,0.623535052793914*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];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.429047673651974*pi,3.47228211105773*pi,0.5368941299661464*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(0.319486904285944*pi,-0.377714030626141*pi,3.95729945764666*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.430919326331702*pi,0.9470665665370099*pi,4.424583347983409*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];\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(0.86234720108244*pi,0.9988500923551*pi,0.749307359879576*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5517701058223494*pi) q[12];\nu3(0.346837477789954*pi,0.81589124716044*pi,4.25664132601335*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[12];\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(0.706584258688976*pi,-0.268929224228674*pi,4.05102425061581*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(0.697930372489931*pi,2.85213124738344*pi,3.80166423546443*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(0.75785063471358*pi,3.42435081866082*pi,3.70074968621319*pi) q[14];\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(0.19708726136345*pi,-0.372112047096929*pi,4.34841496631993*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(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(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.79724113984086*pi,0.5741804594951301*pi,1.0208780366582961*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.47194009934861*pi,3.28697574958594*pi,0.5727691874409462*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(0.475349523811282*pi,3.04148493475518*pi,1.75293038456276*pi) q[5];\nu3(1.0*pi,0.0*pi,4.0*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.565211159972576*pi,3.45634302875583*pi,3.35919646999127*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(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.2646292727285*pi,-0.04251643522652698*pi,1.0883426895534472*pi) q[0];\nu3(0.294467573275767*pi,0.21595585264153905*pi,1.0204415757295089*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(0.163116704553054*pi,0.8731447031325601*pi,4.0229195147906704*pi) q[5];\nu3(0.733931657770794*pi,-0.387259186519387*pi,3.4192547554988*pi) q[6];\nu3(0.105741254954325*pi,-0.18676536675350103*pi,0.712997839381377*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(0.701612504514438*pi,2.97470726249762*pi,4.1949223375661795*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(0.643174358335111*pi,3.46215608458524*pi,3.87099657958999*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.676220501878606*pi,0.9991715030503601*pi,0.896186844557884*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[0];\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(0.631361606548916*pi,0.217580280367485*pi,0.737098096286007*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,1.0*pi) q[11];\nu3(0.335696429978917*pi,3.42257292093629*pi,1.276568326260631*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[7];\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(0.650571310317643*pi,-0.132578041307421*pi,1.154346169560362*pi) q[11];\nu3(0.233092810645679*pi,0.6490417156408499*pi,4.0758709968068*pi) q[12];\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(3.5*pi,3.40342294226431*pi,0.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\ncx q[5],q[9];\nu3(1.0*pi,0.0*pi,1.2366463910263978*pi) q[7];\nu3(0.359257665290399*pi,-0.030916877316852*pi,0.738587824748186*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[2],q[10];\ncx q[3],q[7];\ncx q[4],q[14];\nu3(3.5*pi,3.35960707975228*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.227849297019584*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];\ncx q[0],q[1];\nu3(3.5*pi,3.48617115296673*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(3.5*pi,3.45173736834741*pi,0.5*pi) q[4];\ncx q[5],q[9];\ncx q[6],q[12];\nu3(0.0*pi,-0.5*pi,4.38997816024764*pi) q[7];\nu3(1.0*pi,0.0*pi,1.1246351526575191*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.354306231142224*pi) q[14];\nu3(3.5*pi,3.45869458718732*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,1.240562363801096*pi) q[1];\ncx q[2],q[10];\ncx q[3],q[7];\ncx q[4],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(3.5*pi,3.42260661397123*pi,0.5*pi) q[6];\ncx q[8],q[11];\nu3(0.0*pi,-0.5*pi,4.431059104086669*pi) q[9];\nu3(1.0*pi,0.0*pi,1.302787058545277*pi) q[12];\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(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[5],q[9];\ncx q[6],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,3.4637227003282*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.4465545438352905*pi) q[10];\nu3(1.0*pi,0.0*pi,1.2181022461431041*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5625240566325787*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.37175464889131*pi) q[1];\ncx q[2],q[10];\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(0.5*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[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.654243826818152*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(0.5*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[12];\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];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.624196770167503*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[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(0.676769328810797*pi,3.01046898036299*pi,3.03628657376397*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];\ncx q[8],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[12];\nu3(0.500993526762522*pi,3.27503930747836*pi,0.758604367398128*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(0.607396817213069*pi,0.024083743016048986*pi,4.06483373810756*pi) q[3];\nu3(0.10093589905784*pi,0.7405154049251601*pi,4.295121959805099*pi) q[4];\nu3(0.443583323592228*pi,3.40970495722457*pi,1.7277931512965*pi) q[5];\nu3(0.14508206436442*pi,3.07458784865177*pi,0.97778226456341*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,-0.5*pi,0.5*pi) q[11];\nu3(0.854955027355363*pi,0.83752459220094*pi,1.112995403950631*pi) q[12];\nu3(0.553915758441383*pi,2.70983723481501*pi,3.60616946051505*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,-0.5*pi,0.5*pi) q[2];\nu3(0.199201658428794*pi,-0.11357879357857897*pi,0.913119599166903*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.689908414957474*pi,0.6943918853083799*pi,4.29485147503442*pi) q[5];\nu3(0.704684347666794*pi,2.53277077558703*pi,4.00580491068297*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(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.197002153312732*pi,3.14715228148299*pi,1.69637547266911*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[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.416521956835235*pi,0.341756643182639*pi,0.814495309401822*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(0.321590939557179*pi,0.38053828598945905*pi,3.92977350575204*pi) q[7];\nu3(0.600755017737476*pi,-0.342573354162385*pi,4.42349315842932*pi) q[8];\nu3(0.413690317591288*pi,0.012894440162600995*pi,0.669541201523943*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(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.764810926906054*pi,-0.28870035132167*pi,0.5883886917667528*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0867078223434292*pi,3.19397909671744*pi,0.9804845610146871*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(0.38526290999075*pi,0.338182226301589*pi,4.26951600149662*pi) q[7];\nu3(0.386268559923181*pi,0.12311913889543902*pi,1.058318085333188*pi) q[8];\nu3(0.474708377922607*pi,0.252421604468146*pi,1.427936433896728*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(0.485114673376093*pi,-0.294136860900385*pi,0.503882859794441*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(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(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(0.147974647382165*pi,2.37085294522624*pi,1.232992392310586*pi) q[10];\nu3(0.351759819215348*pi,3.45220231326354*pi,1.320062179575846*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.736498716932285*pi,3.20555447489747*pi,4.01099265931201*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(1.5*pi,0.0*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(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.38019936593247*pi,2.99078021904868*pi,1.78375892023507*pi) q[10];\nu3(0.661425547287125*pi,0.327601587915509*pi,4.02275435166851*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.55376222465273*pi,0.27398774372343304*pi,1.079540609934838*pi) q[1];\ncx q[2],q[8];\ncx q[3],q[12];\ncx q[4],q[9];\ncx q[5],q[14];\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(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,3.49511927839994*pi,0.5*pi) q[2];\nu3(3.5*pi,3.49449834107425*pi,0.5*pi) q[3];\nu3(3.5*pi,3.43057178514678*pi,0.5*pi) q[4];\nu3(3.5*pi,3.43934092875802*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.197896383590688*pi) q[8];\nu3(1.0*pi,0.0*pi,1.313291981299566*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(1.0*pi,0.0*pi,1.325532077721434*pi) q[12];\nu3(1.0*pi,0.0*pi,1.1209362962449632*pi) q[14];\ncx q[0],q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[8];\ncx q[3],q[12];\ncx q[4],q[9];\ncx q[5],q[14];\ncx q[6],q[10];\ncx q[11],q[13];\nu3(3.5*pi,3.31048137100094*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(0.5*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,3.44659096260523*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.257511290240291*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.45592328407053*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.47729365295491*pi) q[9];\nu3(1.0*pi,0.0*pi,1.198693333051245*pi) q[10];\nu3(3.5*pi,3.34043877167186*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.777570949239107*pi) q[12];\nu3(1.0*pi,0.0*pi,1.126767931407326*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.480647794585741*pi) q[14];\ncx q[0],q[7];\ncx q[2],q[8];\ncx q[3],q[12];\ncx q[4],q[9];\ncx q[5],q[14];\ncx q[6],q[10];\ncx q[11],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[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(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.3143751992302*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,4.37607741889102*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,4.415768741837811*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[7];\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];\ncx q[6],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];\ncx q[11],q[13];\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[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.540495366639271*pi,0.14224804321520002*pi,1.0263754939430259*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(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[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.300118241985384*pi,3.36200395516786*pi,0.649965660619896*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(0.0*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,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(0.0*pi,-0.5*pi,1.5*pi) q[0];\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(0.563033682541455*pi,0.24910372868298802*pi,4.43910523381826*pi) q[4];\nu3(0.834757033922775*pi,2.5039257910399*pi,3.51122950702214*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(0.336172072735492*pi,0.041121233584426986*pi,4.283447069631309*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[0];\nu3(0.110477373678238*pi,0.010490173689823967*pi,3.75686756366136*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.500759692151757*pi,3.09952994378779*pi,1.80361853168337*pi) q[4];\nu3(0.886602564538156*pi,-0.31034958255064704*pi,3.99785827445746*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(0.254651529788633*pi,-0.098186144003714*pi,3.65213323913222*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(1.0*pi,0.0*pi,4.0*pi) q[11];\nu3(0.497078315865984*pi,3.03733194309792*pi,1.98081778814089*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(1.0*pi,0.0*pi,4.0*pi) q[0];\nu3(0.59443295229627*pi,-0.22034166575098002*pi,0.5588602383589794*pi) q[2];\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(0.593593201375047*pi,-0.44490993702144277*pi,3.62352958756213*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.474066720303451*pi,3.35262753379432*pi,4.3432945725038*pi) q[8];\nu3(0.554461765018819*pi,2.69855852685871*pi,3.9668132038481*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.418216487019899*pi,2.65872634687232*pi,1.270619319020952*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(0.22494402090091*pi,-0.4875050649663528*pi,1.463795461962674*pi) q[14];\nu3(0.396976573142588*pi,0.10189559827788297*pi,4.06354936361432*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(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.650091610109059*pi,-0.09435544238614102*pi,4.38159113344908*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(0.391596809972171*pi,-0.40679776471063167*pi,1.281440786567734*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.149585833848746*pi,3.36100618360791*pi,0.9864967907973801*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.365066753404218*pi,3.23195974597764*pi,2.04262473151394*pi) q[13];\nu3(0.358995702097497*pi,2.91078721924621*pi,1.25153619367554*pi) q[14];\nu3(0.606497319604957*pi,3.23731637527539*pi,0.609304064910252*pi) q[0];\ncx q[1],q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\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(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.637223778823052*pi,3.10385037741137*pi,3.72776138932276*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(0.557389090365356*pi,3.21933932389208*pi,1.74034862462535*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[0];\nu3(3.5*pi,3.43636508114804*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.223973916120684*pi) q[4];\nu3(0.226447709273924*pi,0.22024899637351103*pi,1.011439381001141*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(0.788583867750847*pi,0.002441089014123987*pi,1.356777801496368*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(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[4];\ncx q[2],q[9];\ncx q[5],q[11];\nu3(0.463089561066017*pi,3.39581978113982*pi,0.758034514854082*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];\ncx q[12],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(3.5*pi,3.42699885106999*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,0.5423179643576109*pi) q[4];\nu3(3.5*pi,3.48387511814111*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[13];\nu3(1.0*pi,0.0*pi,1.271986933373739*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.309719404128362*pi) q[11];\nu3(3.5*pi,3.38608949644212*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.2130545004883309*pi) q[14];\nu3(3.5*pi,3.33861368466416*pi,0.5*pi) q[0];\ncx q[1],q[4];\ncx q[2],q[9];\ncx q[5],q[11];\nu3(1.0*pi,0.0*pi,1.301831936613457*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,3.44711183743972*pi,0.5*pi) q[8];\ncx q[12],q[14];\nu3(1.0*pi,0.0*pi,1.347279718651011*pi) q[13];\ncx q[0],q[6];\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,-0.5*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[7];\ncx q[8],q[13];\nu3(0.0*pi,-0.5*pi,0.647864090073116*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.38670809116065*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.607475105211313*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.724118283813474*pi,2.93890726688656*pi,3.93963958764086*pi) q[1];\ncx q[2],q[9];\nu3(0.850793909602525*pi,2.69279143081521*pi,3.82895723650606*pi) q[4];\ncx q[5],q[11];\nu3(0.0*pi,-0.5*pi,4.4820847178311*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];\ncx q[12],q[14];\nu3(0.0*pi,-0.5*pi,4.40614133809453*pi) q[13];\nmeasure q[4] -> c[4];\ncx q[0],q[6];\nu3(0.340489094605279*pi,0.08254970548215201*pi,1.040669687811373*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[5];\ncx q[7],q[10];\ncx q[8],q[13];\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(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,-0.5*pi,0.5*pi) q[1];\nu3(0.282168419795319*pi,0.26862252837884804*pi,1.186194924670267*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];\nu3(3.5*pi,3.37557684545236*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.840790834600954*pi,2.90201378845591*pi,4.2878075371161*pi) q[9];\nu3(1.0*pi,0.0*pi,1.122577298764263*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[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.673707423650493*pi,2.71949421049099*pi,3.95920994473784*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[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.852795738290746*pi,-0.021274106379989*pi,0.884756958681064*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.532459165735202*pi,-0.298570470887527*pi,1.267962516193239*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[0];\nu3(3.5*pi,-0.5*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];\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[9];\nu3(0.0*pi,-0.5*pi,4.4245343904450305*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.827730600537901*pi,0.99670399422726*pi,0.7895343837348*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,4.0*pi) q[0];\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(1.0*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*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[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.190106285146158*pi,2.38053888673988*pi,1.128219817582939*pi) q[14];\nu3(0.669177578064669*pi,2.96018962421814*pi,4.00260026142558*pi) q[0];\nu3(0.196011865447645*pi,0.5697354136061701*pi,0.7911200259731259*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(0.520573098696796*pi,0.27954856931372096*pi,1.296665396802109*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.302614085144274*pi,3.11507179117995*pi,1.77547843350268*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(0.330279326996274*pi,0.42318859357097305*pi,1.063369012402656*pi) q[14];\nu3(0.610952982396798*pi,3.2121370654158*pi,3.61898817603517*pi) q[0];\ncx q[2],q[12];\nu3(0.186195920585449*pi,0.17778174388845003*pi,3.64225662678364*pi) q[5];\nu3(0.340394562415433*pi,-0.220344947078907*pi,0.5812997862192518*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.603108158847604*pi,0.173720840589922*pi,0.790495664452969*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.298414600888557*pi,-0.235806196245822*pi,4.46503073283378*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(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.47375943932124*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.591296090886994*pi,-0.23943365077082202*pi,4.19711086168025*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(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.3194481356800178*pi) q[12];\nu3(0.609617518958998*pi,2.63207052162407*pi,3.41298590331741*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];\ncx q[1],q[11];\ncx q[2],q[12];\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(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.20145868039998*pi,2.73379924373451*pi,1.4409741207512279*pi) q[13];\ncx q[0],q[14];\nu3(3.5*pi,3.29378057046087*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[6];\nu3(0.776330122856186*pi,-0.06828699906414298*pi,0.5277097329794151*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.266305974144037*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.605672469942276*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,3.43463229457985*pi,0.5*pi) q[0];\ncx q[1],q[11];\ncx q[2],q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.467334847867114*pi,-0.282000204160414*pi,1.240036241759704*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(1.0*pi,0.0*pi,1.260775785643209*pi) q[14];\ncx q[0],q[14];\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[5],q[13];\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(0.869810169141826*pi,3.39216924169151*pi,0.861293753906315*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.48344552162836*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[0];\ncx q[1],q[11];\nu3(0.572799280634636*pi,0.58757032403291*pi,4.09727415249423*pi) q[2];\nu3(3.5*pi,3.38699966393002*pi,0.5*pi) q[5];\ncx q[6],q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.424422494243305*pi,0.11076034903308896*pi,1.325678241763721*pi) q[10];\nu3(0.761685961555074*pi,3.02082650105933*pi,3.07565760369956*pi) q[12];\nu3(1.0*pi,0.0*pi,1.198818540326159*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.628635772379809*pi) q[14];\ncx q[0],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.943582364310688*pi,3.0587863848901*pi,3.16501953271542*pi) q[2];\ncx q[5],q[13];\nu3(3.5*pi,3.43679068085652*pi,0.5*pi) q[6];\ncx q[7],q[8];\nu3(1.0*pi,0.0*pi,1.231025024137657*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(0.758012279005899*pi,-0.4250512959261885*pi,0.739157342715944*pi) q[12];\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];\ncx q[3],q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[6],q[9];\nu3(3.5*pi,3.3566389053003*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.2914924161111*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(0.0*pi,-0.5*pi,4.434769294804751*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.33036928086278*pi,0.5393744695375*pi,0.616402111429793*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,3.25558457375738*pi,0.5*pi) q[3];\ncx q[5],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\ncx q[7],q[8];\nu3(0.0*pi,-0.5*pi,0.5796379064596984*pi) q[9];\nu3(1.0*pi,0.0*pi,1.139266677733517*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(0.713992794670141*pi,3.19921264003316*pi,3.40245096277544*pi) q[14];\nu3(0.449519218641692*pi,0.83062386414983*pi,4.03673574209836*pi) q[0];\nu3(1.0*pi,0.0*pi,4.0*pi) q[1];\ncx q[2],q[12];\ncx q[3],q[10];\nu3(0.0*pi,-0.5*pi,1.5*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,4.3890715461159395*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[13];\nu3(0.232051627991312*pi,-0.379087748549168*pi,1.419339509580037*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.25983058624306*pi,3.27092494805828*pi,0.911056905623362*pi) q[1];\nu3(3.5*pi,3.38547878841039*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[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5654783226167068*pi) q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[11];\nu3(1.0*pi,0.0*pi,1.265785326590604*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[0];\nu3(0.397362246061186*pi,2.97897135316932*pi,0.91129805335042*pi) q[1];\ncx q[2],q[12];\ncx q[3],q[10];\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(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.84235070082248*pi,-0.36300513537815504*pi,0.614314476028107*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[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,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.458975398442333*pi,2.42771299327151*pi,1.320060703744937*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,-0.5*pi,0.5*pi) q[10];\nu3(0.422828337791354*pi,0.079153852443271*pi,0.965925087340924*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.618079757114305*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[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.872003809263264*pi,2.89343474908961*pi,3.56350723575313*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(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.195918509890546*pi,2.38463358128118*pi,1.186174423940167*pi) q[3];\nu3(0.219193609500134*pi,0.21683748901173605*pi,1.259121499578878*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(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.977403928281935*pi,3.18409741041505*pi,2.87913059768601*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(0.598722665934146*pi,2.77215181283372*pi,3.71460928776656*pi) q[13];\nu3(0.13173883859012*pi,0.9630039995769*pi,4.35393712100279*pi) q[2];\nu3(0.813096552342466*pi,0.5504247522940999*pi,4.36450494768727*pi) q[3];\nu3(0.308673211565335*pi,3.23876486596856*pi,1.205622279383199*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.65542069228504*pi,0.81516008148018*pi,0.981820920114744*pi) q[7];\nu3(1.0*pi,0.0*pi,4.0*pi) q[8];\nu3(0.548179366803831*pi,-0.163474593394074*pi,4.03153950780439*pi) q[9];\nu3(0.585996026631502*pi,3.16836405094567*pi,3.00172171927699*pi) q[10];\nu3(0.199480094497409*pi,3.3641555602142*pi,0.877592613572967*pi) q[12];\nu3(0.511529044939428*pi,3.32500693665872*pi,4.47660944502044*pi) q[13];\nmeasure q[2] -> c[2];\nmeasure q[12] -> c[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(0.663900985391002*pi,0.020148443404174987*pi,3.93678370547095*pi) q[7];\nu3(0.65605175580087*pi,3.20506875752326*pi,2.93786453254281*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.565274440750927*pi,3.18842574610433*pi,1.62955294596421*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[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(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.53961515299244*pi,2.89109392754304*pi,1.374475053637751*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[1],q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[6],q[14];\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(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\ncx q[0],q[7];\nu3(3.5*pi,3.49168257131638*pi,0.5*pi) q[1];\ncx q[3],q[13];\nu3(1.0*pi,0.0*pi,1.2916604997101802*pi) q[5];\nu3(3.5*pi,3.4102680044161*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[9];\nu3(1.0*pi,0.0*pi,1.285347289951368*pi) q[14];\nu3(3.5*pi,3.41271975747527*pi,0.5*pi) q[0];\ncx q[1],q[5];\nu3(3.5*pi,3.36073226655183*pi,0.5*pi) q[3];\ncx q[6],q[14];\nu3(1.0*pi,0.0*pi,1.182457209671544*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[11];\nu3(1.0*pi,0.0*pi,1.17955625659968*pi) q[13];\ncx q[0],q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[3],q[13];\nu3(0.0*pi,-0.5*pi,4.34885412169929*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(3.5*pi,3.46038959024284*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.240459979742615*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5297484334214939*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[6],q[14];\nu3(0.0*pi,-0.5*pi,4.44566176697211*pi) q[7];\ncx q[8],q[10];\ncx q[9],q[11];\nu3(0.0*pi,-0.5*pi,4.4707478836828*pi) q[13];\ncx q[0],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[3],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(3.5*pi,3.46269980679849*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,1.312963724409454*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.3476907432994*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[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[7];\ncx q[8],q[10];\ncx q[9],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[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(0.638200343710022*pi,0.10626325488004995*pi,3.95084635757541*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,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.46396978168801*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];\nmeasure q[6] -> c[6];\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(0.0*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[9];\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[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(0.651685869710109*pi,2.43903451551769*pi,3.83801376552575*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[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(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.406838494835995*pi,1.0460712217121*pi,4.40482940481626*pi) q[14];\nmeasure q[3] -> c[3];\nmeasure q[14] -> c[14];\nu3(0.262345498862021*pi,3.04701813643543*pi,0.626251598117571*pi) q[0];\nu3(0.418424203357997*pi,0.39295306737049396*pi,0.5567865935926002*pi) q[1];\nu3(0.832357692353895*pi,0.5020774417132201*pi,0.7474885409186229*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(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nmeasure q[0] -> c[0];\nmeasure q[1] -> c[1];\nmeasure q[5] -> c[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(0.639874649742879*pi,-0.08272948744140801*pi,1.086707512215611*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(0.799886103968476*pi,2.8390839052846*pi,3.5145903032716*pi) q[13];\nmeasure q[9] -> c[9];\nmeasure q[13] -> c[13];\nu3(0.78739826671511*pi,-0.32263465549515*pi,4.46850821023883*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];\nmeasure q[7] -> c[7];\nu3(0.605855273935497*pi,0.320807522113675*pi,1.272679167818882*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.52396539087857*pi,0.08728376356450895*pi,0.505367974908221*pi) q[11];\nmeasure q[8] -> c[8];\nmeasure q[11] -> c[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.198276877045199*pi,0.71361234840072*pi,3.9274436950614*pi) q[10];\nmeasure q[10] -> c[10];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(0.558621017019474*pi,2.43589299178453*pi,3.82509664717791*pi) q[0];\nu3(0.454667271598834*pi,0.19873641039328804*pi,1.0281394151941279*pi) q[1];\nu3(0.646181925670013*pi,3.4745870379674*pi,4.42595080204873*pi) q[2];\nu3(0.131379431038762*pi,0.16546332751355797*pi,1.1414935613897539*pi) q[3];\nu3(0.13063430845609*pi,-0.4266425594480687*pi,1.55326442307095*pi) q[4];\nu3(0.212301365958204*pi,0.314261031154922*pi,3.78104741239918*pi) q[5];\nu3(0.531611208240824*pi,-0.367482980809073*pi,4.10795456887626*pi) q[6];\nu3(0.627926503577181*pi,3.34441975830835*pi,4.499825690972671*pi) q[7];\nu3(0.716043205456185*pi,0.35690172830657796*pi,0.9339748021238721*pi) q[8];\nu3(0.814721851913167*pi,0.29617729716457797*pi,1.1958018323139181*pi) q[9];\nu3(0.581141118688452*pi,-0.4003219271287915*pi,3.65688082756841*pi) q[10];\nu3(0.664510459231909*pi,0.16083772287509301*pi,1.62084604883281*pi) q[11];\nu3(0.622464334610173*pi,-0.4268200748639165*pi,3.89494821303728*pi) q[12];\nu3(0.643522513626277*pi,0.6304592629105601*pi,1.304189277374281*pi) q[13];\nu3(0.355917398761446*pi,-0.22010032888993097*pi,4.25652860472566*pi) q[14];\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(0.0*pi,-0.5*pi,4.0*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(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.0*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(1.5*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(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[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(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];\ncx q[0],q[12];\ncx q[1],q[3];\ncx q[2],q[10];\ncx q[4],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[9];\ncx q[11],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,3.49185083420109*pi,0.5*pi) q[0];\nu3(3.5*pi,3.47682766074108*pi,0.5*pi) q[1];\nu3(3.5*pi,3.39057776472993*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.236440618172794*pi) q[3];\nu3(3.5*pi,3.48335974557149*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,3.45098298717962*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.24617520785823*pi) q[8];\nu3(1.0*pi,0.0*pi,1.1321260437539808*pi) q[9];\nu3(1.0*pi,0.0*pi,1.1358376892802249*pi) q[10];\nu3(3.5*pi,3.24746057554547*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.108280338466124*pi) q[12];\nu3(1.0*pi,0.0*pi,1.1425863052820548*pi) q[14];\ncx q[0],q[12];\ncx q[1],q[3];\ncx q[2],q[10];\ncx q[4],q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\ncx q[7],q[9];\ncx q[11],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(0.0*pi,-0.5*pi,0.553418517854617*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*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,4.49839751161181*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.47145194587562*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5996261739545847*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.49187342531401*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.43938955487819*pi) q[14];\ncx q[0],q[12];\ncx q[1],q[3];\ncx q[2],q[10];\ncx q[4],q[8];\nu3(3.5*pi,3.47971331455771*pi,0.5*pi) q[6];\ncx q[7],q[9];\ncx q[11],q[14];\nu3(1.0*pi,0.0*pi,1.4520571376516*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];\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];\ncx q[6],q[13];\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(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[0];\nu3(0.604164068993216*pi,3.43224888447005*pi,3.54739729699636*pi) q[1];\nu3(0.73001236780682*pi,2.56091920405001*pi,4.06072914626173*pi) q[2];\nu3(0.40123642444098*pi,3.05965988062229*pi,0.850661171594684*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(0.0*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(0.165776554977112*pi,0.018158387715484947*pi,0.850653065318878*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,4.396952287269389*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(0.32893730447791*pi,-0.4083060605106066*pi,4.20146509555922*pi) q[1];\nu3(0.429241204371717*pi,-0.12064888327468398*pi,0.926050801099513*pi) q[2];\nu3(0.795498529249624*pi,-0.179633452664422*pi,3.71128774243173*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[6],q[13];\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(0.436613079254481*pi,-0.33360522850199004*pi,3.98786203128397*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[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(0.0*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[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(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,-0.5*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(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*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(0.305536708707957*pi,3.07548044039073*pi,1.95010833675115*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(0.290423580762369*pi,-0.090276629530467*pi,0.5345665032726115*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.839319702545576*pi,0.51100468780091*pi,4.1829054285238705*pi) q[4];\ncx q[5],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.344038727209011*pi,3.05652957769917*pi,1.63954190900551*pi) q[7];\nu3(0.151147006815011*pi,1.13472615423334*pi,4.1550881551609695*pi) q[8];\nu3(0.44622787125063*pi,3.17784844113873*pi,0.911901104148923*pi) q[9];\nu3(0.125765387829176*pi,3.10657933369107*pi,1.461489514621555*pi) q[11];\nu3(0.563086295053846*pi,2.78947837245737*pi,3.47596555170872*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.238140880798574*pi,0.9222232880675101*pi,4.35020418375567*pi) q[14];\nu3(0.612136988940994*pi,0.9619190290644699*pi,0.979917638847877*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.0838132244705812*pi,1.10754035873775*pi,4.156054735899939*pi) q[4];\nu3(3.5*pi,3.46309678825196*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.50482888144239*pi,0.16892227555220996*pi,4.40772460667588*pi) q[7];\nu3(0.81663822175265*pi,2.90942856699147*pi,3.88172840336331*pi) q[8];\nu3(0.852226523124501*pi,0.80428665602072*pi,4.3870292835557*pi) q[9];\nu3(1.0*pi,0.0*pi,1.172908355027181*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.352015920577559*pi,-0.08523229437545499*pi,0.5498942170731745*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.340082594276444*pi,0.18257169877159196*pi,3.58719978952617*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[4];\ncx q[5],q[10];\nu3(0.5*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(3.5*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(0.0*pi,-0.5*pi,1.5*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(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,1.0*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(0.0*pi,-0.5*pi,0.5495079109158393*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[13];\ncx q[0],q[3];\ncx q[1],q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[10];\nu3(0.0334678730846762*pi,0.15243699586179604*pi,3.5273157113772*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,3.36027976709967*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,1.199966768524845*pi) q[14];\nu3(3.5*pi,3.33582209144622*pi,0.5*pi) q[0];\nu3(3.5*pi,3.43952451694184*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.23756609180227*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(0.893513674810769*pi,3.42697647499904*pi,3.25871761542123*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.261179933585767*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,1.0*pi) q[13];\ncx q[0],q[3];\ncx q[1],q[9];\ncx q[4],q[12];\nu3(0.469837019237055*pi,0.54750017364588*pi,4.44359385432284*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(0.564992959101593*pi,0.33227123316419904*pi,0.928721677110673*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.138797944142936*pi,3.2953632653354*pi,1.450268176510001*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5630823772359501*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,4.48769194813169*pi) q[3];\nu3(3.5*pi,3.41186457281227*pi,0.5*pi) q[4];\nu3(0.230848042022105*pi,2.8375256140187*pi,1.5833833693213*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.651278364288954*pi) q[9];\nu3(0.518360424119816*pi,-0.4706447586776913*pi,3.70990595105612*pi) q[10];\ncx q[11],q[14];\nu3(1.0*pi,0.0*pi,1.31986343475582*pi) q[12];\nu3(0.242605387573321*pi,3.25210192739182*pi,1.494138435831505*pi) q[13];\ncx q[0],q[3];\ncx q[1],q[9];\ncx q[4],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],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,4.0*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[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(0.5*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,3.39536441223917*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.2458004709883959*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,4.0*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5381081595034161*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(0.620209936645267*pi,0.297689492675985*pi,3.92147786618669*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\ncx q[6],q[8];\nu3(0.31629602877915*pi,-0.49854263392101633*pi,4.47285920202214*pi) q[9];\nu3(0.311096441803325*pi,3.10693602893559*pi,1.64628040319791*pi) q[11];\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[0];\nu3(0.466512173321128*pi,2.46378246852729*pi,1.209134790498237*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[6];\ncx q[7],q[13];\nu3(0.0*pi,-0.5*pi,0.678365078031114*pi) q[8];\nu3(0.308141248251559*pi,0.4680171100586*pi,0.979296252282905*pi) q[9];\nu3(0.396325049574293*pi,0.54697898038392*pi,3.91380817510449*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.680430201902662*pi,0.224960975194468*pi,0.848098834965508*pi) q[14];\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(1.0*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[8];\nu3(3.5*pi,3.4946229495723*pi,0.5*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[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.410741039071354*pi) q[13];\nu3(0.611041118993605*pi,-0.133839374624599*pi,1.071162698459512*pi) q[14];\nu3(0.285796111031018*pi,0.61876908785955*pi,4.121192572024659*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];\nu3(0.578667049220714*pi,3.33751883475948*pi,3.14169632598101*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[13];\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[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.356245536824957*pi,-0.15560701080514*pi,4.13064378470352*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.578493138539817*pi,0.5002326049619901*pi,0.75545172306603*pi) q[3];\nu3(0.14843627021272*pi,3.2960510873056*pi,1.53148544036761*pi) q[4];\nu3(0.662369886317283*pi,2.84179561254648*pi,3.84228982254407*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.649293051882509*pi,3.14255822843568*pi,3.3212524250842*pi) q[8];\ncx q[9],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5623069319506584*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];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[14];\nu3(0.864932437974233*pi,3.44273361888452*pi,3.50793392565346*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.878690069646068*pi,0.29999810710059005*pi,1.0285999995400719*pi) q[6];\ncx q[7],q[13];\nu3(0.447058714934634*pi,3.12152010478307*pi,4.36354304166159*pi) q[8];\nu3(3.5*pi,3.25278289205182*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.118544656383484*pi) q[11];\nu3(0.550865250902148*pi,3.00964007260534*pi,3.55772051980633*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,3.45069727063164*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(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];\ncx q[9],q[11];\nu3(0.587024803102426*pi,0.29965399678167504*pi,0.913456971542048*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.214086708356372*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[4];\ncx q[2],q[14];\nu3(1.5*pi,0.0*pi,1.5*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(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,0.5084081308563895*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(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(3.5*pi,3.44058394419152*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[6];\nu3(1.0*pi,0.0*pi,1.32517342042263*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[9],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,0.5058711346848854*pi) q[14];\ncx q[0],q[10];\ncx q[1],q[4];\ncx q[2],q[14];\nu3(3.5*pi,3.49798074062605*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.1787898226601001*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[9];\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,3.42705617869961*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[6];\nu3(0.0*pi,-0.5*pi,0.676765173711799*pi) q[4];\nu3(0.671627653707729*pi,0.76918245900193*pi,4.32875619256478*pi) q[7];\nu3(1.0*pi,0.0*pi,4.0*pi) q[9];\nu3(1.0*pi,0.0*pi,1.186674997628261*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(1.0*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[10];\ncx q[1],q[4];\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,0.5196915574221519*pi) q[6];\nu3(0.0409220520253504*pi,0.7476558875069701*pi,4.27357451683079*pi) q[7];\nu3(0.0821554394736084*pi,0.263600255212441*pi,4.39087505142158*pi) q[9];\nu3(1.0*pi,0.0*pi,4.0*pi) q[11];\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,0.0*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.298708602735712*pi,0.73638248189633*pi,0.564252291588952*pi) q[2];\ncx q[3],q[6];\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(0.248133471076001*pi,3.44103341013597*pi,1.170364497836208*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.44920094785126*pi) q[10];\nu3(0.489470848419738*pi,-0.09079546598753702*pi,0.802259990897049*pi) q[11];\nu3(0.743662604072644*pi,3.20354341472277*pi,3.56769298849096*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.422255571321145*pi,-0.25998528480515004*pi,0.8146897916723019*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(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.453772246137061*pi,0.7296716259945399*pi,4.0678534872222905*pi) q[11];\nu3(0.724938172514674*pi,-0.15792265148006102*pi,3.43568820139816*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(0.771421843588089*pi,0.87570485008588*pi,0.912281469020765*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.542628593813307*pi,3.33415513139119*pi,2.98782319258899*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,3.35267456391131*pi,0.5*pi) q[5];\nu3(0.596985410388974*pi,-0.33491506956219497*pi,3.38476362289701*pi) q[6];\nu3(1.0*pi,0.0*pi,1.252777627593529*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(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.66895526444286*pi,0.06259242584813396*pi,4.24960942941218*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.716747010548762*pi,0.008524129944087022*pi,1.454891896670281*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.57746749266002*pi,1.07480816968702*pi,0.7751066396923749*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[7];\nu3(0.282029436182555*pi,3.18644424960241*pi,1.0644927038687468*pi) q[6];\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(0.682930665713118*pi,2.89386179213735*pi,4.097749806356219*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[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.535118531725982*pi,-0.146675871936793*pi,3.73217540935052*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,0.5502855361746715*pi) q[7];\ncx q[8],q[13];\ncx q[9],q[11];\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(0.5*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,3.49276109552408*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.545574830908494*pi,0.17148972800511098*pi,4.15232865284033*pi) q[4];\ncx q[5],q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,3.49272404172023*pi,0.5*pi) q[8];\nu3(3.5*pi,3.47919487296045*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,1.262480086589048*pi) q[11];\nu3(1.0*pi,0.0*pi,1.1531461966797178*pi) q[12];\nu3(1.0*pi,0.0*pi,1.311712589253728*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.339387249076687*pi,2.96709510806091*pi,1.83773852309711*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[12];\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,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[13];\ncx q[9],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.315295766559397*pi,0.24698359835363304*pi,0.673461658626009*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,-0.5*pi,0.5*pi) q[4];\nu3(0.587357683783901*pi,2.91766398887626*pi,4.3379483039968*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(0.5*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,4.366431445790941*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.549527066165553*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.541845216599661*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[3];\ncx q[2],q[12];\nu3(0.763439851833718*pi,3.49915099882549*pi,0.746330139835917*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[13];\ncx q[9],q[11];\nu3(0.884055716558061*pi,0.8520116292025599*pi,0.8306396951910899*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,3.36979008863576*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,1.335836357632302*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.581715778925661*pi,-0.4879911789905328*pi,3.317027434913*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(0.517731994607471*pi,3.41594256140477*pi,1.93355671835228*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[0];\ncx q[1],q[3];\nu3(0.536675926178425*pi,3.41431837938549*pi,3.18137584789238*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.547569087569749*pi,0.52064859586996*pi,0.797784446300061*pi) q[7];\nu3(0.381626242072182*pi,0.273762156524863*pi,4.37196259128386*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(0.773222896877655*pi,0.27916625971423703*pi,4.47153392188158*pi) q[12];\nu3(0.563108879831446*pi,2.75215054253282*pi,1.3174675623688241*pi) q[13];\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(0.79785984995704*pi,2.36879122678093*pi,3.74376838560057*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.38739492197746*pi) q[3];\ncx q[5],q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.296550635580101*pi,-0.11480080907742701*pi,3.82134355729073*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(0.511298063352533*pi,3.34914597794586*pi,0.750489187585299*pi) q[12];\nu3(0.372609827676962*pi,-0.305662837353617*pi,0.940249371102418*pi) q[13];\ncx q[0],q[4];\ncx q[1],q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.4295636191205*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.207339278313837*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[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,3.40893669538595*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(1.0*pi,0.0*pi,1.228791037924372*pi) q[4];\ncx q[5],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(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\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[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.635914391066001*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(0.527215975435731*pi,-0.4140812675327266*pi,0.730946182125323*pi) q[9];\nu3(0.496299607908115*pi,-0.200114716709968*pi,4.38656311186905*pi) q[11];\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[3];\nu3(0.0*pi,-0.5*pi,0.5317550895532261*pi) q[4];\ncx q[5],q[6];\ncx q[7],q[14];\ncx q[8],q[10];\nu3(0.778241780907341*pi,-0.359918078655299*pi,1.111726185436909*pi) q[9];\nu3(0.549672087099778*pi,0.386161041448443*pi,0.666207465139516*pi) q[11];\ncx q[0],q[4];\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(0.5*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,3.38750228753788*pi,0.5*pi) q[7];\nu3(3.5*pi,3.29428570901484*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,1.2425850030235281*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.291173776572295*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(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.825261431681977*pi,-0.144318633497583*pi,4.4794686223714795*pi) q[5];\nu3(0.84277903110675*pi,0.62818609020953*pi,4.13337764590245*pi) q[6];\ncx q[7],q[14];\ncx q[8],q[10];\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[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(0.441970509206097*pi,-0.164642307745689*pi,4.44660891168383*pi) q[5];\nu3(0.311988362466161*pi,0.21258704637912595*pi,0.5232408692060962*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,4.48114141232163*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.44784354479909*pi) q[14];\nu3(0.878601718857233*pi,-0.30908108112563604*pi,3.88412852390905*pi) q[0];\nu3(0.576688403979771*pi,-0.290125183791506*pi,4.3523564954345595*pi) q[1];\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(3.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[14];\ncx q[8],q[10];\nu3(0.446294073093104*pi,0.21129083795567805*pi,0.7552941182095549*pi) q[0];\nu3(0.526879647077956*pi,-0.091182935299439*pi,4.04695609333297*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(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,1.5*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[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(0.871338528833177*pi,-0.10404565364907697*pi,4.0050326175035*pi) q[3];\nu3(0.65119655891476*pi,-0.22934666619467498*pi,3.3512204160164*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(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[14];\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(0.738265745716078*pi,3.41166228197421*pi,3.14072587424692*pi) q[3];\nu3(0.691318003192974*pi,3.14988419525378*pi,3.71773678200347*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,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[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],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(3.5*pi,3.27921369931714*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.129834696816812*pi,0.80915643290668*pi,4.36841914166878*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.130551138999539*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.43687960622593*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.313243685540134*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];\ncx q[5],q[13];\nu3(0.697638147219718*pi,-0.420491371313149*pi,4.41082341057344*pi) q[7];\nu3(0.561369798180286*pi,0.11619265662572198*pi,0.910583248703468*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[14];\ncx q[1],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,0.0*pi,0.5*pi) q[5];\nu3(0.888478669501966*pi,3.40088120484597*pi,4.28668741727242*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.676645960894035*pi,0.9731970811433299*pi,0.5455955360146579*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5707529033157845*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,4.46933882127462*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[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.600837939841917*pi,3.4640317502962*pi,0.77579776065216*pi) q[10];\nu3(0.444784972905162*pi,-0.09283810014038701*pi,4.0377390715222194*pi) q[14];\nu3(3.5*pi,3.32990635403134*pi,0.5*pi) q[0];\ncx q[1],q[2];\ncx q[3],q[11];\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(1.0*pi,0.0*pi,1.127384947357388*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[13];\nu3(0.740042508558174*pi,0.74443580354423*pi,0.618609222861495*pi) q[14];\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(3.5*pi,3.4223361629028*pi,0.5*pi) q[3];\nu3(0.354326851417701*pi,0.20983224710146098*pi,0.7336624783776831*pi) q[5];\ncx q[6],q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.344715598169155*pi) q[11];\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(0.5*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[11];\nu3(0.479691987200158*pi,3.16834243118409*pi,1.84084268220951*pi) q[5];\nu3(3.5*pi,3.49155369068617*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.351049136729088*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.616580329252236*pi) q[8];\ncx q[9],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[14];\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(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[7];\nu3(3.5*pi,3.47048740264538*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.260760847008422*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.516993297878551*pi) q[11];\nu3(0.416633040209573*pi,-0.03958085166540698*pi,1.299699039264109*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];\ncx q[3],q[11];\ncx q[4],q[14];\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,4.44953576219904*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[10];\nu3(0.149354274920216*pi,2.87697785032017*pi,1.231110845398772*pi) q[13];\nu3(0.255399949453676*pi,-0.32542385367866*pi,3.90727211856136*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(3.5*pi,3.44361086411228*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],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,4.48314541114744*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(1.0*pi,0.0*pi,1.391379841604163*pi) q[14];\nu3(0.587088656092234*pi,0.07911154528360098*pi,4.42046521262141*pi) q[0];\nu3(0.865614086138488*pi,3.4855374935787*pi,0.8943566609070319*pi) q[1];\nu3(0.405549411452477*pi,3.18805231272052*pi,1.087262001429522*pi) q[2];\nu3(0.5*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(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[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.201802535956324*pi,3.3087041191375*pi,4.22273116565818*pi) q[1];\nu3(0.657001732237972*pi,0.6039153921282101*pi,0.670700508520177*pi) q[2];\nu3(0.736261129369585*pi,3.02702401188947*pi,4.2680315017259804*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(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.793340311624138*pi,-0.49094975204069646*pi,3.75189022139569*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,0.641581666097646*pi) q[14];\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(0.438037717101353*pi,3.0345469300635*pi,1.67574754696786*pi) q[3];\ncx q[4],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(0.584215444712085*pi,2.90579045909949*pi,3.43026961200316*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];\ncx q[0],q[12];\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,-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(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(0.451129709653695*pi,0.27058463898583895*pi,1.20686335653105*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.26143224177092*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,1.5*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,-0.5*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(0.322328225527598*pi,2.52461685476338*pi,1.068725708478071*pi) q[11];\nu3(1.0*pi,0.0*pi,1.140438924255283*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[12];\ncx q[2],q[13];\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(0.466872477577906*pi,-0.17785848932617898*pi,0.7326623464665449*pi) q[6];\nu3(0.535281547102563*pi,0.9396401709303699*pi,0.995581996906295*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[11];\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(3.5*pi,3.35713782499663*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(0.868885388082891*pi,-0.316733208022343*pi,1.0251205130297532*pi) q[6];\nu3(0.72003203755617*pi,3.26678884651385*pi,3.14257093711099*pi) q[7];\nu3(0.226618466192765*pi,-0.329695406971921*pi,1.6633535216526*pi) q[9];\nu3(0.504711771500148*pi,0.10049431169891698*pi,1.117481899746424*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5540464718124998*pi) q[12];\nu3(1.0*pi,0.0*pi,1.2621808726611299*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[12];\ncx q[2],q[13];\ncx q[3],q[8];\nu3(0.355396520629348*pi,3.0884729624002*pi,0.5398410017639355*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(0.308264295956764*pi,3.25812559250572*pi,0.5399586838494429*pi) q[9];\nu3(0.393163112833725*pi,-0.06312953019603901*pi,3.56414074258734*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(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(3.5*pi,3.4500618138273*pi,0.5*pi) q[3];\nu3(0.824386731660019*pi,3.38445734075411*pi,3.99088253921749*pi) q[4];\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,0.0*pi,1.1281976726568401*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,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.47748029635194*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[14];\nu3(1.0*pi,0.0*pi,4.0*pi) q[0];\ncx q[1],q[6];\ncx q[2],q[13];\ncx q[3],q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\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(0.170284509168689*pi,-0.363958808781779*pi,1.040578058127241*pi) q[14];\nu3(0.535632787921823*pi,-0.05308091545766502*pi,0.960276372037864*pi) q[0];\nu3(3.5*pi,3.40106313290598*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];\ncx q[5],q[10];\nu3(1.0*pi,0.0*pi,1.217061703808733*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5915258922918492*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\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(0.804633234677448*pi,-0.136944062928204*pi,0.764042403626563*pi) q[14];\nu3(0.137310342749011*pi,0.446205149988397*pi,0.6440079701232551*pi) q[0];\ncx q[1],q[6];\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(3.5*pi,3.43887939104485*pi,0.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.249570504541694*pi) q[10];\nu3(0.538500965281993*pi,3.04080342425333*pi,3.86718201997978*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[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];\ncx q[5],q[10];\nu3(0.0*pi,-0.5*pi,0.574272451012208*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.236358185579745*pi,3.13709652116061*pi,2.09684368068568*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(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[6];\nu3(0.515264273741798*pi,3.22195478358406*pi,0.644683874141295*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[9],q[14];\nu3(0.0*pi,-0.5*pi,0.623748961391794*pi) q[10];\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(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.776876621062467*pi,2.81044645724206*pi,4.20075962356876*pi) q[2];\nu3(0.51411786857527*pi,0.127116270382006*pi,0.741548610517712*pi) q[3];\nu3(3.5*pi,3.42788397773898*pi,0.5*pi) q[4];\ncx q[5],q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.165202219667596*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,3.47207860705723*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[13];\nu3(1.0*pi,0.0*pi,1.155905126004493*pi) q[14];\nu3(0.870725924529345*pi,0.33138011197725303*pi,4.44040772777809*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.439092511571852*pi,0.81322366010608*pi,4.44119299709738*pi) q[3];\ncx q[4],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.242949325049342*pi,0.005886637996417976*pi,3.80173712128338*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\ncx q[11],q[12];\nu3(0.375243650300718*pi,3.08508956941721*pi,0.923016984435983*pi) q[13];\ncx q[0],q[2];\nu3(0.429235054841868*pi,2.47813684871003*pi,1.282805008443096*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(0.933585191062742*pi,0.41581652306049*pi,4.27304768312483*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5185065934109381*pi) q[7];\nu3(0.202140619841421*pi,0.17816166063681105*pi,3.9305330140451*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,3.45514685948606*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.298611296082252*pi) q[12];\nu3(0.32533564203729*pi,0.28070712043963*pi,3.55657156920885*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.40479381260349*pi) q[14];\nu3(3.5*pi,3.35501135901082*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,1.344701659406013*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[4],q[7];\nu3(0.484435901243079*pi,-0.271855267273021*pi,1.052573984224583*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.386044861677689*pi,-0.40283201507798727*pi,1.041221257333215*pi) q[8];\ncx q[9],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\ncx q[11],q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[2];\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(0.0486453593459504*pi,0.7527244999154801*pi,0.733105449917133*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(0.5*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,4.38561560673823*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,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.3949015157905*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(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(0.578498273609534*pi,0.91611009655412*pi,0.785646555071014*pi) q[10];\ncx q[11],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[2];\nu3(0.401410862033287*pi,-0.057162293432482025*pi,4.2137870908794*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[9];\nu3(0.622260574844093*pi,0.27348347490677005*pi,0.727502494524416*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[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[5];\nu3(0.613845872173993*pi,-0.30293504612800504*pi,0.82735104856831*pi) q[4];\ncx q[6],q[8];\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(0.0*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[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,3.43140998106581*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,1.3572766202542859*pi) q[5];\nu3(3.5*pi,3.49612500729812*pi,0.5*pi) q[6];\nu3(0.610672707472051*pi,3.26814097320712*pi,2.79935698781483*pi) q[7];\nu3(1.0*pi,0.0*pi,1.202090753737459*pi) q[8];\nu3(0.328695672388332*pi,3.47855915281821*pi,1.1482408527013241*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[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];\ncx q[3],q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\ncx q[6],q[8];\nu3(0.606667378226445*pi,-0.48538144929472893*pi,0.8207569219736199*pi) q[7];\nu3(0.777897367880414*pi,3.25313801842061*pi,3.22289144706798*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];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\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(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.41639738943284*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,0.5483538573280753*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(0.483685771100827*pi,2.62663867340953*pi,1.360963850824123*pi) q[14];\nu3(0.60431545477554*pi,0.49311867481525395*pi,0.786450707731986*pi) q[0];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\ncx q[3],q[5];\ncx q[6],q[8];\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(0.352590788851996*pi,2.56915908708961*pi,1.287899868201201*pi) q[11];\nu3(0.31514315135781*pi,-0.07573996078269501*pi,4.32462689166954*pi) q[12];\nu3(0.596440220939823*pi,3.40946016809282*pi,0.666985654026475*pi) q[14];\nu3(0.723928799846618*pi,0.21169690644344097*pi,1.371518106449304*pi) q[0];\ncx q[1],q[9];\nu3(0.287026950896007*pi,0.243385491751688*pi,3.87821780394717*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(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.60590012420438*pi,0.97891951232819*pi,0.966312687841081*pi) q[11];\nu3(0.430397048490757*pi,0.30705944808082497*pi,0.5777199194502718*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[0];\nu3(3.5*pi,3.44483411749241*pi,0.5*pi) q[1];\nu3(0.68970447049137*pi,0.65237017789464*pi,0.5358578230209677*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,3.48321506887294*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(1.0*pi,0.0*pi,1.0370061711592982*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.176735767078258*pi) q[9];\ncx q[10],q[14];\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(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[9];\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[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.357908930481417*pi,3.08516873666735*pi,0.897456435418432*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,3.34245575274825*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,1.204332531712467*pi) q[14];\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(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.636280637130761*pi,3.43104040343679*pi,4.08068860036781*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.4702078866776205*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.44714112558046*pi) q[9];\ncx q[10],q[14];\nu3(3.5*pi,3.316451801614*pi,0.5*pi) q[0];\ncx q[1],q[9];\nu3(1.0*pi,0.0*pi,1.209793091653834*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(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.583171555333382*pi,3.4247107796044*pi,0.5295419309004311*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.633398082566945*pi) q[14];\ncx q[0],q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.783642909637922*pi,3.43425830691776*pi,3.08593065117382*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.546711839750133*pi,0.289276371338949*pi,3.64047499161379*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(0.457131435558701*pi,-0.164957003979737*pi,4.06202158142481*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[10],q[14];\nu3(0.5*pi,0.0*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,4.3684475828415295*pi) q[2];\nu3(0.807544881715558*pi,-0.16531312062485698*pi,3.87826380649778*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.464260365832817*pi,2.78806537826955*pi,1.2006094461761911*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(0.0*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[14];\ncx q[0],q[2];\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(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.0*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(0.276696111679291*pi,2.61579624823313*pi,1.047263215535388*pi) q[10];\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(1.5*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(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[9];\nu3(0.550751731468962*pi,3.35508937116474*pi,3.04343517513893*pi) q[10];\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(0.5*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[5];\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(3.5*pi,3.42650873112158*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(1.0*pi,0.0*pi,1.165884902965105*pi) q[13];\nu3(0.525608810148648*pi,0.023730436391237952*pi,1.50692668888225*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.324304124768974*pi,-0.022372484083391986*pi,4.2503700096653*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.39074155916291*pi,0.5*pi) q[3];\nu3(0.0447567603185088*pi,-0.287770343557555*pi,3.84645879249361*pi) q[4];\nu3(1.0*pi,0.0*pi,1.270590874301591*pi) q[5];\nu3(0.738242222717238*pi,0.6729418079328899*pi,1.217301843539436*pi) q[7];\ncx q[8],q[13];\nu3(0.314707339010617*pi,2.79883483021731*pi,1.77789391916905*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.664272676880744*pi,1.08316803353335*pi,0.7172827483229129*pi) q[14];\nu3(1.0*pi,0.0*pi,4.0*pi) q[0];\nu3(0.6794662912032*pi,0.19007890227268998*pi,0.845522471854662*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[5];\nu3(0.752273521917254*pi,-0.486493175107455*pi,0.5490725307545526*pi) q[4];\nu3(0.202096968306563*pi,-0.144368675146115*pi,1.388552028586317*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.516078944589403*pi,0.47750858511790095*pi,4.06447757627811*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5188599387742084*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.29943497916342*pi,-0.02058480487084402*pi,4.17166883467421*pi) q[0];\nu3(3.5*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,0.0*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,4.39508088580567*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[13];\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[14];\nu3(0.804878660268696*pi,-0.07683562682642398*pi,0.805040748010348*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.403691733447256*pi,3.03122511182901*pi,1.492552441467307*pi) q[2];\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(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(0.5*pi,-0.5*pi,0.5*pi) q[13];\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(0.733687989454437*pi,0.9434257863771001*pi,0.908059120484664*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[7];\nu3(0.719477556508973*pi,3.13273505098773*pi,3.55789387038641*pi) q[8];\nu3(3.5*pi,3.37659116865719*pi,0.5*pi) q[10];\nu3(0.390770368469671*pi,0.23930496617476205*pi,4.38381590800286*pi) q[13];\nu3(1.0*pi,0.0*pi,1.093401427871205*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(0.0*pi,-0.5*pi,4.0*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,3.46803476683721*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,3.49273450468192*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.220027565857599*pi) q[7];\nu3(0.673021142846302*pi,-0.280294069130604*pi,1.007756798594793*pi) q[8];\ncx q[10],q[14];\nu3(1.0*pi,0.0*pi,1.14513794336716*pi) q[12];\nu3(0.389269214587671*pi,-0.328182128462309*pi,0.7657797533427639*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[11];\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[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],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[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5491589021609071*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(3.5*pi,3.41197578278524*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(0.0*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,0.5308588060106172*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\ncx q[10],q[14];\nu3(1.0*pi,0.0*pi,1.258337776489617*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5416196639928841*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[1],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[7];\ncx q[8],q[13];\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(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.89665056824334*pi,-0.14452484816766298*pi,0.8010431344926829*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.404586035998538*pi,-0.07928805688983898*pi,0.945838403085766*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,3.42055451382514*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,4.457931042477179*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.169489405611848*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[1],q[11];\nu3(0.38462077228473*pi,0.17979663424033998*pi,0.8905391812860399*pi) q[3];\nu3(0.229393758078275*pi,2.64022662238331*pi,0.876792080075531*pi) q[4];\nu3(0.59878418819078*pi,0.020945814807994956*pi,0.828248340132038*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[13];\nu3(0.766338521782981*pi,0.69736560772651*pi,0.5386903089285677*pi) q[10];\nu3(0.0526103008613615*pi,0.64523757830241*pi,4.15165997865606*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[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.344138177398604*pi,0.711081993629*pi,4.274767469800819*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.688919053145205*pi,3.47816234178461*pi,3.17587707619182*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(0.335764496601776*pi,-0.4705321802462748*pi,4.48007072814433*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.26034695491154*pi,2.76553908159674*pi,0.9064610676545519*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5803924778914121*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[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(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.667319799354291*pi,3.06078180391592*pi,3.20427332982318*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[13];\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(0.33281215286018*pi,0.5350722672008701*pi,0.5037137543915923*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[3],q[9];\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(0.0419197671236981*pi,0.16830878824169704*pi,0.879275748135914*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(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.61871631290518*pi,0.06050679353231703*pi,1.53922272406384*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.43699634675273*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[6];\nu3(0.977175483452369*pi,3.45316019737969*pi,0.73987822833782*pi) q[7];\nu3(0.451850150485571*pi,-0.09461342604477502*pi,1.2034376730637288*pi) q[8];\nu3(1.0*pi,0.0*pi,1.150237023941098*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.436848093203234*pi,0.67423238817006*pi,0.803105011487672*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[14];\ncx q[0],q[6];\nu3(0.223283997026006*pi,0.6116047353465199*pi,3.78110405369718*pi) q[1];\ncx q[3],q[9];\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(0.697593421102526*pi,-0.11028119270612202*pi,3.42735768492428*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.283114016676796*pi,0.55057307068958*pi,4.307841578974751*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.39507736869258*pi,0.5*pi) q[0];\nu3(0.516411764728899*pi,-0.273500163369503*pi,0.5275037844849442*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.272790295694672*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,0.5554579337733815*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(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[14];\ncx q[3],q[9];\ncx q[7],q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.692020329460095*pi,-0.395571080007597*pi,4.30400454369256*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[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(3.5*pi,3.48033290988771*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,0.630444081528769*pi) q[6];\nu3(3.5*pi,3.46730496643402*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,1.2798746499354219*pi) q[10];\nu3(0.433886754394201*pi,2.84137642893455*pi,1.356248884877084*pi) q[11];\nu3(1.0*pi,0.0*pi,1.410219390575591*pi) q[14];\ncx q[0],q[6];\ncx q[1],q[5];\ncx q[2],q[14];\nu3(0.506527393644275*pi,3.089900250951*pi,0.9103261420657209*pi) q[3];\nu3(3.5*pi,3.45235046867334*pi,0.5*pi) q[4];\ncx q[7],q[10];\nu3(0.477314371735644*pi,0.17922376167994603*pi,4.15044375225098*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.253166754470775*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.42914963902044*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.244672735387032*pi,0.50110224153821*pi,3.85917596612293*pi) q[3];\ncx q[4],q[13];\nu3(1.0*pi,0.0*pi,1.182430627483268*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(0.533747612090496*pi,0.32194362873442095*pi,1.452124726855088*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.72982751096168*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.49510822082454*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[5];\ncx q[2],q[14];\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[6];\ncx q[7],q[10];\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,4.30349134220839*pi) q[13];\nu3(0.244622076568223*pi,0.01767886161858001*pi,1.121880289802823*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(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[4],q[13];\nu3(0.0*pi,-0.5*pi,0.5915664922997574*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(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.855470392265139*pi,2.81964047974129*pi,3.40911130213396*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[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.573321828455153*pi,2.96026455146516*pi,3.13182695363461*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.459720787461071*pi,3.10265590585965*pi,0.5167639735307018*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(0.0*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(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.842950587397144*pi,-0.30879768559576204*pi,3.6508986663581*pi) q[6];\nu3(0.675186100354536*pi,0.46154466389121496*pi,4.115385313670799*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.744341685539479*pi,0.15929404708470496*pi,1.4663891350159641*pi) q[10];\nu3(3.5*pi,3.47876498889124*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.249146512409895*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[0];\nu3(0.756492375474992*pi,0.8929637822238099*pi,1.014325449564917*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(0.477743650104419*pi,3.03707505933623*pi,1.293283933211291*pi) q[5];\nu3(0.901026255126904*pi,0.8944788899845699*pi,4.4049015612654205*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[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(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.353882475255921*pi,-0.203490373693954*pi,4.10341511872643*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(0.443685691060543*pi,0.452091008527427*pi,3.69957281625195*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,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.6237017796512649*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[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(0.606966783062601*pi,0.03311425408581803*pi,1.022008368074561*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(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\ncx q[11],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(1.5*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,1.0*pi) q[2];\nu3(0.279201720105452*pi,-0.250307282195586*pi,1.0956599345032219*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[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,1.0*pi) q[14];\ncx q[0],q[10];\ncx q[1],q[8];\nu3(0.301664087018597*pi,0.091632309505157*pi,3.54731878153041*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(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.342585190185132*pi,2.92079589584319*pi,1.182628992934142*pi) q[13];\nu3(0.286953207603659*pi,0.6512310919027*pi,4.00357022607041*pi) q[14];\nu3(3.5*pi,3.48282279975713*pi,0.5*pi) q[0];\nu3(3.5*pi,3.4185633281257*pi,0.5*pi) q[1];\nu3(0.50709219924783*pi,3.41523711541898*pi,1.86036856145198*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.23999310220853*pi) q[8];\nu3(1.0*pi,0.0*pi,1.438516763274198*pi) q[10];\nu3(0.595005423939198*pi,-0.197216504842036*pi,3.94978534242709*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.527075630746659*pi,-0.369195635370248*pi,3.51500310005385*pi) q[13];\nu3(0.518711163576873*pi,0.7746771424146499*pi,0.698017302119333*pi) q[14];\ncx q[0],q[10];\ncx q[1],q[8];\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(0.367888404547368*pi,1.16833606334502*pi,4.18840865805044*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(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[5],q[14];\nu3(0.0*pi,-0.5*pi,4.49822477072899*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.694886492074068*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.797421431670272*pi,3.17123647157368*pi,3.57846448018256*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[10];\ncx q[1],q[8];\ncx q[2],q[6];\nu3(3.5*pi,3.34529324329843*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.465116962283377*pi,0.6558849940631*pi,0.807923887585611*pi) q[12];\nu3(1.0*pi,0.0*pi,1.142618491003153*pi) q[14];\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(3.5*pi,3.43038695474851*pi,0.5*pi) q[2];\ncx q[5],q[14];\nu3(1.0*pi,0.0*pi,1.17230643775738*pi) q[6];\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[10];\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(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],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[8];\nu3(3.5*pi,3.41500295047613*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,1.172856615468974*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5558101110446927*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(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[12];\ncx q[5],q[14];\nu3(0.0*pi,-0.5*pi,4.40642354168127*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[9],q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[6];\nu3(3.5*pi,3.42767060783037*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[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,0.621751418661328*pi) q[11];\nu3(1.0*pi,0.0*pi,1.141815890648727*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.505151912254512*pi,0.46507464511334795*pi,0.856972294304827*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(0.393387953029252*pi,0.34263039823486596*pi,4.0055753720687495*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[11];\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(0.630665411063115*pi,3.0151594588288*pi,4.09746600629319*pi) q[0];\nu3(0.0664193374384353*pi,-0.14050448342334798*pi,4.37162434188679*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(0.159785292497467*pi,-0.41325725909862443*pi,1.52673860157221*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.670075655518007*pi,3.28494203996685*pi,4.04663890487369*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(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.6019329197202941*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(0.467490308968559*pi,-0.4697868519395994*pi,1.52646719446371*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[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.42103630167809*pi,0.5519624059233901*pi,4.23664806494112*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.649259273831609*pi,0.6955994707879201*pi,1.0537969173576411*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.575685906188784*pi,3.27106343258732*pi,3.22364323313455*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(0.5*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(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.499093931619722*pi,-0.12906309497324597*pi,3.74041774515211*pi) q[9];\nu3(0.755776298744228*pi,0.9964598187507301*pi,4.49776850635853*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(0.580346206133708*pi,-0.396860129731079*pi,3.96610014837056*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(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.646507620963908*pi,-0.469751807755839*pi,3.61445718325747*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[8];\nu3(0.584353656756509*pi,-0.4204724557069374*pi,3.26388601534593*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(0.411397713841342*pi,0.33076775095184197*pi,3.4006621499223*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[1],q[13];\nu3(0.95119296561204*pi,-0.24974080678063199*pi,4.05134843345896*pi) q[2];\nu3(0.577895944878916*pi,-0.382708611226327*pi,3.23402417198911*pi) q[3];\ncx q[4],q[10];\ncx q[5],q[8];\nu3(0.491072451192351*pi,-0.05056496006633898*pi,4.01450716328694*pi) q[6];\ncx q[7],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.338466313593391*pi,0.5978184471060699*pi,3.64860429061752*pi) q[11];\nu3(0.787610939260012*pi,3.2758613694121*pi,2.98951397916963*pi) q[12];\nu3(3.5*pi,3.47166810840307*pi,0.5*pi) q[1];\nu3(0.150761456088488*pi,-0.019673313059542008*pi,0.819266396515584*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.27324069273696*pi,0.5*pi) q[4];\nu3(3.5*pi,3.39445375216963*pi,0.5*pi) q[5];\nu3(0.439164523413228*pi,0.10981497754004499*pi,0.715894425677137*pi) q[6];\nu3(3.5*pi,3.28222408888051*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.343974230934995*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.164462881968068*pi) q[10];\nu3(0.256898794947772*pi,3.1036525318903*pi,1.65574932827799*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.104846250232565*pi) q[13];\nu3(1.0*pi,0.0*pi,1.226451602428104*pi) q[14];\ncx q[0],q[3];\ncx q[1],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[4],q[10];\ncx q[5],q[8];\nu3(3.5*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[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(3.5*pi,3.28257907595401*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(1.0*pi,0.0*pi,1.189599389485541*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(0.5*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,0.726194862701669*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5570257430597145*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5916381605876415*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5063545908828995*pi) q[14];\ncx q[0],q[3];\ncx q[1],q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\ncx q[4],q[10];\ncx q[5],q[8];\ncx q[7],q[14];\ncx q[9],q[12];\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,-0.5*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,0.520148646402876*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(3.5*pi,3.45742968928735*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[11];\nu3(1.0*pi,0.0*pi,1.204187003267461*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[3];\nu3(0.770862196955418*pi,3.04919611461537*pi,3.24894749990444*pi) q[1];\ncx q[2],q[6];\nu3(0.148476701639008*pi,-0.16467977347476898*pi,4.17040602588083*pi) q[4];\nu3(0.638892684521913*pi,0.298778958544465*pi,4.03300713645508*pi) q[5];\nu3(0.363588847679045*pi,-0.04497188361656301*pi,1.4335612025967799*pi) q[7];\nu3(0.161643040112132*pi,2.55425297843835*pi,1.3216312157151249*pi) q[8];\ncx q[9],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.735873136578059*pi,-0.280064332168089*pi,4.1204299855545*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(0.818188072306998*pi,3.04597700973434*pi,4.0268459379125705*pi) q[1];\nu3(3.5*pi,3.44141147411455*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.592993204188854*pi,-0.16201824918826901*pi,0.818482660739053*pi) q[4];\nu3(0.263587114469421*pi,0.438705313170637*pi,4.48876398104819*pi) q[5];\nu3(1.0*pi,0.0*pi,1.210896291780881*pi) q[6];\nu3(0.384506459402824*pi,3.14071559352349*pi,1.167274992506417*pi) q[7];\nu3(0.701221979109277*pi,2.68617024002935*pi,3.3355363829449*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,4.431866303144281*pi) q[12];\nu3(0.306062339841232*pi,3.1854011716257*pi,4.33583151678225*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.297709274835948*pi,3.29878564781145*pi,1.62295450847445*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,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(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(0.169723601805519*pi,0.300404404466562*pi,1.164970032366691*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.324880981975512*pi,3.40696392634956*pi,1.295897004349356*pi) q[14];\nu3(0.291819737250725*pi,-0.17711256171412898*pi,0.702614665386208*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,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(0.0*pi,-0.5*pi,0.5684715376507059*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,1.5*pi) q[9];\nu3(0.405362056797034*pi,0.6028895226091799*pi,0.8391768853693871*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(0.685823191160561*pi,-0.326503360717339*pi,3.30842425580662*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[2],q[6];\nu3(0.375409418798044*pi,0.05624139075617596*pi,1.286695349398401*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[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) 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(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.371525902114418*pi,0.48204265891323295*pi,3.73129754983512*pi) q[3];\ncx q[4],q[14];\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(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,3.40008476735948*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,1.244341564570957*pi) q[13];\ncx q[0],q[8];\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(3.5*pi,3.35853596669303*pi,0.5*pi) q[4];\ncx q[5],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[11],q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.125352584797974*pi) q[14];\nu3(3.5*pi,3.45856900054922*pi,0.5*pi) q[0];\nu3(0.636423144589894*pi,0.5642505565868601*pi,4.47664724069908*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[14];\nu3(3.5*pi,3.47783176135589*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,1.195940016363925*pi) q[8];\nu3(0.810820470307933*pi,0.95087758415986*pi,0.64072688494039*pi) q[9];\nu3(1.0*pi,0.0*pi,1.251891560166756*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,4.38780308663492*pi) q[13];\ncx q[0],q[8];\nu3(0.367385452447502*pi,0.73009402513929*pi,4.33759939665834*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];\ncx q[5],q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.425457419930528*pi,0.163160646263657*pi,3.87934985528209*pi) q[9];\ncx q[11],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5052173568667508*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[2];\ncx q[4],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.381530922321785*pi,2.89906907046745*pi,1.023313330948589*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.4550734597290305*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.38101675734384*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.65310637414166*pi,2.74811281955995*pi,3.99728647119752*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\ncx q[0],q[8];\nu3(3.5*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(0.342605633401308*pi,3.33423788826266*pi,1.01189695004277*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[11];\nu3(0.624597742274569*pi,2.89846546294316*pi,3.84886671256886*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[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.48534894152292*pi,0.64292887551415*pi,0.5523873330009342*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(0.0*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(0.0*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(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.296381332673876*pi,0.174455502721794*pi,1.16422906867356*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[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(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[0];\ncx q[1],q[6];\nu3(1.5*pi,0.0*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,1.5*pi) q[5];\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[10];\nu3(0.179181903302815*pi,2.36563002069787*pi,1.352608874955838*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.400317554251165*pi,-0.16114293109009797*pi,4.37514358802593*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,3.38803585689462*pi,0.5*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(1.0*pi,0.0*pi,1.2970959959940251*pi) q[6];\nu3(3.5*pi,3.38535364596311*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(0.381348888228616*pi,0.43039812372430397*pi,4.33539623404234*pi) q[11];\nu3(1.0*pi,0.0*pi,1.183447483302281*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.632212133565974*pi,3.33814002593954*pi,3.34420763819314*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[6];\nu3(3.5*pi,3.43624228705688*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.36414134622334*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\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[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.446802221930718*pi,0.8531586766466299*pi,4.35702200438813*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.800927634381355*pi,2.78543285471955*pi,3.49197403944296*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[3];\nu3(0.85034980276656*pi,2.82155173282532*pi,3.85330821614176*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.5234936667376257*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.535597573700074*pi,3.02731005462433*pi,3.44282049058828*pi) q[8];\nu3(0.211674767395991*pi,3.34145276639051*pi,1.648543865866*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5082204428829893*pi) q[12];\nu3(0.355432736919424*pi,0.00782081271042201*pi,3.51791918120102*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.158010259005323*pi,-0.21566045179203702*pi,0.694791834038616*pi) q[0];\ncx q[1],q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.26084961541596*pi) q[3];\nu3(0.426944636594108*pi,3.00408439629164*pi,1.69837884954916*pi) q[5];\ncx q[7],q[12];\nu3(0.802084920249982*pi,0.8467300379195599*pi,4.4357842657458395*pi) q[8];\nu3(0.415491486397854*pi,0.0068366121571880045*pi,1.375584976454316*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[0];\nu3(0.5*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(0.5*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,4.0*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(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.644615990156084*pi,0.18712235424356105*pi,1.64893562782463*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[5];\nu3(0.729266429747568*pi,0.343534572517309*pi,1.5619199025023*pi) q[6];\nu3(0.476801241784272*pi,-0.4161635957487724*pi,1.1126415118196031*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];\ncx q[11],q[13];\nu3(0.6771836320074*pi,0.09634634284172505*pi,3.93804448031919*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.460164636786165*pi,3.19376806291063*pi,1.91421249860166*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(0.743709415750969*pi,0.24391872640817902*pi,4.2875662469007*pi) q[6];\nu3(0.710541245245269*pi,0.7036376229227499*pi,4.42593534528642*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,3.47549861028895*pi,0.5*pi) q[11];\nu3(0.445961970519791*pi,3.32803647301213*pi,0.902625613764205*pi) q[12];\nu3(1.0*pi,0.0*pi,1.326198699411496*pi) q[13];\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(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[11],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\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(1.0*pi,-0.5*pi,0.5*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[7];\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,4.3106984287149395*pi) q[13];\nu3(3.5*pi,3.44286459866529*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(1.0*pi,0.0*pi,1.155213456673442*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\ncx q[11],q[13];\ncx q[0],q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.0*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[6];\nu3(1.5*pi,0.0*pi,1.5*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(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[10];\nu3(0.282939642078787*pi,0.40064110089221505*pi,3.44505646758166*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,0.5461751629494156*pi) q[4];\ncx q[6],q[14];\ncx q[7],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[13];\ncx q[0],q[4];\nu3(3.5*pi,3.42049596905629*pi,0.5*pi) q[1];\nu3(0.77201531632878*pi,0.43102724510648105*pi,1.1630470932150851*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[3];\nu3(3.5*pi,3.39229406164776*pi,0.5*pi) q[6];\nu3(3.5*pi,3.37986648759805*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.2228072941014871*pi) q[9];\nu3(1.0*pi,0.0*pi,1.129621160364376*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(1.0*pi,0.0*pi,1.2984849781807228*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.804698630644988*pi,-0.071494236140356*pi,3.73947145330246*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\ncx q[6],q[14];\ncx q[7],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\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(0.28857033867575*pi,0.30655181685935196*pi,4.10363896411187*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(0.0*pi,-0.5*pi,4.40591857948455*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.43024465085423*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,0.661032966209083*pi) q[14];\nu3(0.519992778192191*pi,-0.253033388377832*pi,0.80601045003677*pi) q[0];\ncx q[1],q[10];\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(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[6],q[14];\ncx q[7],q[9];\nu3(0.580907239422966*pi,0.54943899592432*pi,1.171848490123186*pi) q[11];\nu3(0.628071128976795*pi,-0.14523908788130901*pi,4.170774172315721*pi) q[13];\nu3(0.739517005953359*pi,2.64504738709567*pi,3.97810736694267*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(0.5*pi,-0.5*pi,0.5*pi) q[4];\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[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.431877614780694*pi,3.27514862035104*pi,1.51046286703783*pi) q[11];\nu3(0.275434092126789*pi,2.82726664665837*pi,1.047994310282375*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[1];\ncx q[2],q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.441862915487195*pi,-0.156680998939294*pi,4.0225247999225004*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(0.0*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[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(3.5*pi,3.44393485154668*pi,0.5*pi) q[2];\ncx q[3],q[8];\nu3(0.189408657751622*pi,3.250004613997*pi,1.1429589187102391*pi) q[4];\nu3(1.0*pi,0.0*pi,1.265753856376958*pi) q[5];\nu3(0.195953047445838*pi,-0.4441482816123525*pi,0.5439283158704877*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(1.5*pi,0.0*pi,1.5*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(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[5];\nu3(3.5*pi,3.42645290072544*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.678292466952762*pi,0.194560404660847*pi,0.698944394718913*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.37747238507403*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];\ncx q[11],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[0];\nu3(0.631250927245532*pi,0.07976275857745596*pi,4.41620997683475*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.38028363943738*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.276067318073605*pi,2.69009653551498*pi,1.33418797922895*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,3.40673637853012*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.272496578623492*pi) q[12];\nu3(0.736396290574951*pi,2.80779113130257*pi,3.21598274660714*pi) q[14];\nu3(0.716328360678296*pi,-0.184089779356516*pi,3.33288466367848*pi) q[1];\ncx q[2],q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.850202563471244*pi,2.84399793502*pi,3.9798459787973*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.49583683813815*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];\ncx q[11],q[12];\nu3(0.713325372808545*pi,-0.4477836095142182*pi,3.81121625806*pi) q[14];\ncx q[0],q[6];\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[8];\nu3(3.5*pi,3.43752228349052*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(0.88077675785028*pi,-0.36620174031042296*pi,4.43197037731175*pi) q[9];\nu3(0.47361700883738*pi,2.94286556453122*pi,1.1655957830984311*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.44129204291189*pi) q[12];\nu3(1.0*pi,0.0*pi,1.190984827432888*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.38525447319135*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(0.0*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];\nu3(1.0*pi,0.0*pi,1.15898255881332*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(0.638755797786208*pi,0.6883145975813101*pi,4.334816976490799*pi) q[9];\nu3(0.427892641631035*pi,3.35172452771079*pi,1.50022432341959*pi) q[10];\ncx q[11],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\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(0.5*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[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(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.45736093635242*pi) q[13];\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(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.5521584868849989*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(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];\ncx q[0],q[6];\nu3(0.83557854001369*pi,3.12216151762144*pi,2.99586106093273*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[8];\ncx q[9],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[0];\nu3(0.534033668741552*pi,3.25412153210924*pi,3.24781730637113*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(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,3.39883277593711*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.350651728583287*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[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(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.166935102914779*pi,-0.422992850940022*pi,0.708674798186845*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[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(0.941063405409572*pi,3.3106299404004*pi,3.96898371629035*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[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.779185785608309*pi,0.95438416211747*pi,0.558771593410538*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(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.45552885443281*pi) q[10];\nu3(0.910459281772163*pi,-0.17430694690912402*pi,1.287541611908569*pi) q[11];\nu3(0.303584924640899*pi,3.05550312965746*pi,1.2245734842730611*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nmeasure q[11] -> c[11];\nu3(0.497845745582216*pi,2.84624973754243*pi,1.0001921966981548*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.651916824778514*pi,2.92438611896756*pi,3.46544981250142*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(0.231152555414177*pi,-0.4041525052022735*pi,4.12330655863682*pi) q[8];\ncx q[9],q[10];\nu3(0.383453304628817*pi,3.20456181883342*pi,1.66788932281159*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[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.373929069518155*pi,3.40856434149*pi,1.036023957951993*pi) q[3];\nu3(0.647963633498589*pi,0.61689360411054*pi,1.347928594744793*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.227529366801767*pi,-0.218903302071439*pi,4.20590984183874*pi) q[6];\nu3(0.707956073663415*pi,3.39556329154955*pi,4.18569175035101*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(0.808368680361365*pi,3.43474837087261*pi,4.44888347659848*pi) q[13];\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(0.71481473004597*pi,0.373996785073092*pi,1.179365701039154*pi) q[4];\ncx q[5],q[14];\nu3(0.82411508149238*pi,-0.49833454436637165*pi,4.076235593277239*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(0.63013737938439*pi,0.19566897927251903*pi,1.1372764702532*pi) q[13];\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,3.44190878991395*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(0.0*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[13];\nu3(1.0*pi,0.0*pi,1.261355128790242*pi) q[14];\ncx q[2],q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[14];\nu3(3.5*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[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];\ncx q[0],q[4];\nu3(3.5*pi,3.45734172480997*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.3447526688265898*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(3.5*pi,3.41165056758478*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.246815931690151*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,0.5238454499648597*pi) q[14];\nu3(3.5*pi,3.36695759566861*pi,0.5*pi) q[0];\ncx q[2],q[3];\nu3(1.0*pi,0.0*pi,1.176115453804605*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(0.236743191578362*pi,0.6682798947570201*pi,0.602312583241*pi) q[9];\nu3(0.672246842499766*pi,-0.07224062188994501*pi,0.543331694150909*pi) q[10];\ncx q[0],q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.4366950628826505*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,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.46148289472111*pi) q[8];\nu3(0.163234528192053*pi,-0.265356707580436*pi,0.5904193865678563*pi) q[9];\nu3(0.145435089853762*pi,3.31215598433157*pi,2.10243959725926*pi) q[10];\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[2],q[3];\nu3(0.0*pi,-0.5*pi,4.42268989836294*pi) q[4];\nu3(0.641186043323389*pi,3.0180979751053*pi,3.81812675442533*pi) q[5];\ncx q[7],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(0.65171856421045*pi,-0.395216919583176*pi,4.47505012688984*pi) q[14];\ncx q[0],q[4];\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(0.829186271799795*pi,0.41375824550281903*pi,4.243215584917969*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(0.673882123492594*pi,-0.160619391536506*pi,0.707413209133905*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[9];\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,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(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,3.4203724887988*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,-0.5*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(1.0*pi,0.0*pi,1.3582030078511051*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[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[9];\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(0.0*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];\ncx q[10],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(0.215238717515186*pi,-0.33774518262662*pi,4.33910608518051*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[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.45356204017817*pi) q[9];\nu3(3.5*pi,3.47791346852069*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.276942362331575*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[9];\nu3(0.653753453365905*pi,0.15118989576117703*pi,3.72607586664242*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(0.416928821877474*pi,0.33131274704163005*pi,4.32091867366963*pi) q[7];\nu3(0.527880817148982*pi,3.14028980658084*pi,0.759705863765873*pi) q[8];\ncx q[10],q[13];\nu3(0.815794780904729*pi,-0.14342191963080603*pi,4.22439810527044*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(0.350054570384499*pi,0.7661001209887199*pi,3.83806782476904*pi) q[3];\nu3(0.58569982665202*pi,3.16676466410782*pi,4.02489274474784*pi) q[4];\nu3(0.736384509919988*pi,-0.319822295560863*pi,3.74650204366285*pi) q[7];\nu3(0.272488773580872*pi,0.35438461723389203*pi,0.977246975366998*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,0.653980282867434*pi) q[13];\nmeasure q[0] -> c[0];\nmeasure q[4] -> c[4];\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(0.53252408194146*pi,0.79520212361945*pi,0.62033439508497*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.0*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[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\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(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(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,3.37722034189539*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,1.267542661090265*pi) q[5];\nu3(0.5*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(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[5];\ncx q[3],q[14];\ncx q[6],q[7];\nu3(3.5*pi,3.35147858726332*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.664102695223729*pi,-0.02035985744212898*pi,0.5595171570477991*pi) q[10];\nu3(1.0*pi,0.0*pi,1.1590176799471679*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nmeasure q[10] -> c[10];\nu3(0.207426032085218*pi,3.18842490388994*pi,1.304180290455267*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(3.5*pi,3.4369992637905*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.425382598634711*pi) q[5];\nu3(3.5*pi,3.48367011061134*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.414249740655122*pi) q[7];\ncx q[8],q[12];\nu3(0.275334520090682*pi,2.86156612295899*pi,1.328132185910972*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.1973457672171581*pi) q[14];\nmeasure q[1] -> c[1];\nmeasure q[9] -> c[9];\ncx q[2],q[5];\ncx q[3],q[14];\ncx q[6],q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.509416513257781*pi) q[12];\nu3(0.694790619331346*pi,2.89151645530911*pi,3.32795382537777*pi) q[13];\nmeasure q[13] -> c[13];\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(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.722405703213954*pi) q[7];\ncx q[8],q[12];\nu3(0.0*pi,-0.5*pi,4.47849295240291*pi) q[14];\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];\ncx q[6],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[12];\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,0.0*pi,4.0*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(0.0*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[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(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.855416229109914*pi,2.60443121453364*pi,3.91290181536478*pi) q[8];\nu3(1.0*pi,0.0*pi,4.0*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nmeasure q[8] -> c[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(0.5*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,0.0*pi,4.0*pi) q[7];\nu3(0.865703948606279*pi,3.06026778445106*pi,3.66426048413256*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nmeasure q[12] -> c[12];\nu3(0.420969696621194*pi,0.6374434620187399*pi,3.98136375903079*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.384431785809737*pi,-0.37832469940024*pi,0.5558137767848416*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(0.0*pi,-0.5*pi,1.5*pi) q[14];\nmeasure q[2] -> c[2];\nmeasure q[5] -> c[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.648343608674425*pi,-0.16292004327643*pi,4.46652118765989*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[14];\nmeasure q[6] -> c[6];\nu3(0.514175926737009*pi,2.64941192696012*pi,1.364955329347963*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[7];\nu3(0.347324075230765*pi,3.04613431540815*pi,1.58855245093098*pi) q[14];\nmeasure q[3] -> c[3];\nmeasure q[14] -> c[14];\nu3(0.865462333350525*pi,0.462080391638388*pi,1.0778336189819981*pi) q[7];\nmeasure q[7] -> c[7];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(0.352564622430974*pi,3.48595127665683*pi,0.718300204152206*pi) q[0];\nu3(0.560287433053816*pi,2.81707848712142*pi,3.6008293825933*pi) q[1];\nu3(0.838935161518772*pi,3.3498660734472*pi,0.627710010055852*pi) q[2];\nu3(0.770898653695304*pi,2.97831137375165*pi,3.37592761635853*pi) q[3];\nu3(0.312594371388071*pi,-0.06858620201389798*pi,0.718053026587928*pi) q[4];\nu3(0.442866519614073*pi,-0.31253488038925503*pi,1.269111954302151*pi) q[5];\nu3(0.371405541754049*pi,3.49484418941811*pi,0.684674642261489*pi) q[6];\nu3(0.626908581485203*pi,2.45301495894111*pi,3.87580693972068*pi) q[7];\nu3(0.948491107043067*pi,2.50142455093472*pi,3.60976584434497*pi) q[8];\nu3(0.600319621869501*pi,0.8274883904685499*pi,1.157180091147777*pi) q[9];\nu3(0.417741204772431*pi,0.133987835474201*pi,3.92128201963443*pi) q[10];\nu3(0.601465400613079*pi,0.285664563615753*pi,0.742975101945254*pi) q[11];\nu3(0.543986345137638*pi,0.15118617469213902*pi,1.366790867490445*pi) q[12];\nu3(0.679635497654964*pi,2.73996233616051*pi,3.77823832084424*pi) q[13];\nu3(0.583247671699415*pi,3.40418993958024*pi,4.476734799675*pi) q[14];\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(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.0*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(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(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[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[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(1.5*pi,0.0*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(0.5*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[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[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[12];\ncx q[7],q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[5];\ncx q[2],q[8];\nu3(3.5*pi,3.36220498517353*pi,0.5*pi) q[3];\nu3(3.5*pi,3.40235252573728*pi,0.5*pi) q[6];\nu3(3.5*pi,3.42106886747251*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.1029640433936438*pi) q[9];\nu3(1.0*pi,0.0*pi,1.1726463912738612*pi) q[10];\nu3(1.0*pi,0.0*pi,1.2549295069818749*pi) q[12];\ncx q[13],q[14];\ncx q[0],q[4];\nu3(3.5*pi,3.46792215926977*pi,0.5*pi) q[1];\nu3(3.5*pi,3.33050740091816*pi,0.5*pi) q[2];\ncx q[3],q[9];\nu3(1.0*pi,0.0*pi,1.407516471979213*pi) q[5];\ncx q[6],q[12];\ncx q[7],q[10];\nu3(1.0*pi,0.0*pi,1.157559932595275*pi) q[8];\nu3(3.5*pi,3.32707620576472*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.213213888706169*pi) q[14];\nu3(3.5*pi,3.47807707528812*pi,0.5*pi) q[0];\ncx q[1],q[5];\ncx q[2],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.2339000360777321*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(0.0*pi,-0.5*pi,4.437804199780031*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5717791910589722*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.33753720605458*pi) q[12];\ncx q[13],q[14];\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];\ncx q[3],q[9];\nu3(0.0*pi,-0.5*pi,0.674281716027903*pi) q[5];\ncx q[6],q[12];\ncx q[7],q[10];\nu3(0.0*pi,-0.5*pi,0.5361331377170062*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.679504952476204*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[5];\ncx q[2],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.38704223347373*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[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];\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(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(0.614628680593451*pi,-0.026487732613647008*pi,4.430493484270119*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(0.249326582016421*pi,0.19245362572632496*pi,4.25569243757314*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(1.0*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,-0.5*pi,0.5*pi) q[1];\nu3(0.555308237476057*pi,3.25351492264774*pi,1.85307467071412*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(0.626525836331253*pi,0.311773369139666*pi,1.024659068238091*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(0.611445066189384*pi,3.30021923028837*pi,3.29532039552805*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.35836063734597*pi,-0.26845774399731703*pi,4.30413638423383*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,1.0*pi) q[1];\nu3(0.592077942925986*pi,0.31779751845552295*pi,0.632512114927029*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(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(0.0*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(0.270663973000424*pi,-0.238742883850168*pi,1.55997530943651*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[0];\nu3(0.548552718985918*pi,3.471201062802*pi,3.34325358717889*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(0.197885526504383*pi,-0.21358439931580098*pi,1.62850812664118*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(0.498767546965208*pi,3.29594941060736*pi,3.45516603110562*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(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.566436838735676*pi,2.66489419528952*pi,3.88216388163028*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.656731103177958*pi,1.05250691111084*pi,0.608129470085045*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.297632818161573*pi,0.33750374928318505*pi,3.81471076479269*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.212643021061403*pi,3.44797602505848*pi,4.37727231584538*pi) q[5];\nu3(0.384091027757718*pi,3.48242381501917*pi,0.922085423956627*pi) q[6];\nu3(0.438645063767852*pi,3.10958190215323*pi,2.0316930193129297*pi) q[8];\nu3(0.842536003957635*pi,0.8454381492235401*pi,0.648851224292458*pi) q[9];\nu3(0.336375298437222*pi,3.15587200804752*pi,1.0823083829606919*pi) q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[13];\nu3(0.614444358086583*pi,0.74378012173966*pi,0.5430402139944795*pi) q[14];\nu3(0.849793603413312*pi,-0.16433461464890198*pi,3.52335610933198*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.041959722877877*pi,0.22122363681814095*pi,3.58207230776663*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(0.426088056796889*pi,0.334305739856795*pi,3.74063509141687*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.259067549392093*pi,0.03100437677856205*pi,0.751110354250624*pi) q[9];\nu3(0.715999254800176*pi,2.83958561708693*pi,4.1804888130250095*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.399176134394851*pi,-0.26271716010579*pi,0.5400872523680074*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(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(3.5*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,-0.5*pi,0.5*pi) q[14];\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[3];\nu3(0.31793798801372*pi,0.43166347863188703*pi,4.44787569130613*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,1.5*pi) q[9];\ncx q[13],q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(3.5*pi,3.41078225234392*pi,0.5*pi) q[1];\ncx q[3],q[12];\nu3(0.184963336872763*pi,0.5089304089053199*pi,0.809269851308493*pi) q[4];\nu3(3.5*pi,3.40597449913651*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,1.333980378206441*pi) q[7];\nu3(1.0*pi,0.0*pi,1.195878306749611*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,3.44563207392018*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.3565758209504821*pi) q[14];\ncx q[0],q[10];\ncx q[1],q[7];\nu3(3.5*pi,3.34886725294642*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];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.2451790963949692*pi) q[12];\ncx q[13],q[14];\nu3(3.5*pi,3.32798588565671*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[3],q[12];\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(0.0*pi,-0.5*pi,4.47570150233829*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.507050586518001*pi) q[8];\ncx q[9],q[11];\nu3(1.0*pi,0.0*pi,1.165420756679336*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.6266541568853901*pi) q[14];\ncx q[0],q[10];\ncx q[1],q[7];\ncx q[2],q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[5],q[8];\nu3(3.5*pi,3.39398782627108*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.221529603085942*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5381130406615449*pi) q[12];\ncx q[13],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(3.5*pi,3.39405028107104*pi,0.5*pi) q[2];\ncx q[3],q[12];\nu3(1.0*pi,0.0*pi,1.270413515205652*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];\ncx q[9],q[11];\nu3(0.0*pi,-0.5*pi,0.5365169690957887*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[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[3];\nu3(0.143901944291035*pi,-0.25632970119626497*pi,3.90842674284451*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.889133580635755*pi,0.7225725310742901*pi,0.5684265596582528*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.38478294875488*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.681651750893637*pi,2.45864173412511*pi,3.87041184814707*pi) q[13];\nu3(0.270509226535228*pi,0.39375699127561803*pi,3.81803546387438*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(1.0*pi,0.0*pi,4.0*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.41849365997792*pi) q[4];\nu3(0.588999410408359*pi,0.26970730361623996*pi,1.0954393885769629*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.513359968403741*pi,0.351803719153545*pi,3.90440412434532*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(0.814356576137663*pi,0.13109180813403898*pi,1.0318077954598799*pi) q[13];\nu3(0.406417700419255*pi,2.95629253592164*pi,1.131553418697868*pi) q[14];\nu3(1.0*pi,0.0*pi,4.0*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[4];\nu3(0.692543921972061*pi,-0.08459070260697599*pi,0.658617428270666*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[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(1.0*pi,0.0*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(0.725392904055696*pi,2.92331222891006*pi,3.84191656449212*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(0.397015098639328*pi,-0.355325866366643*pi,1.7999118269065*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(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,4.0*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.179041071363215*pi,-0.140028728054496*pi,0.840874509244374*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(0.453715799957024*pi,-0.09652789128970302*pi,3.84064061506123*pi) q[0];\nu3(0.328749909478863*pi,2.94910644840474*pi,0.681996270303572*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];\ncx q[6],q[14];\nu3(0.67875170977159*pi,0.422453138363275*pi,0.9094869930896641*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.318298725159313*pi,0.29388852609679295*pi,4.11155032068114*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.17497145813635*pi,0.05982258270170404*pi,4.1993106301977*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0984755784851948*pi,2.56628459433112*pi,0.9763541549262049*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,3.49734521164396*pi,0.5*pi) q[6];\nu3(0.11560292173507*pi,0.128069992682047*pi,3.51339917692419*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.358277845336013*pi,2.7340110573641*pi,1.0118800106414931*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,0.0*pi,1.341583848755707*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(0.0*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];\ncx q[6],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.725625890492854*pi,2.70408406205177*pi,3.42010179728183*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,-0.5*pi,0.5*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(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[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\ncx q[8],q[10];\nu3(0.356278040175352*pi,0.45279794688140396*pi,1.043735434643513*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5152422931837699*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[5];\nu3(0.67371561933632*pi,2.97793282771653*pi,4.01718684523933*pi) q[2];\nu3(0.647128110508878*pi,0.7648090779011301*pi,4.33246510614082*pi) q[4];\ncx q[6],q[14];\ncx q[7],q[12];\nu3(3.5*pi,3.32498336238831*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,1.277234344421768*pi) q[10];\nu3(0.636563497059796*pi,0.24521751242657497*pi,1.62004582634982*pi) q[11];\nu3(3.5*pi,3.41097872269563*pi,0.5*pi) q[1];\nu3(0.208727107187337*pi,0.6219895948768699*pi,4.05375670504432*pi) q[2];\nu3(0.23846516734727*pi,0.8761586439136*pi,3.99551026324043*pi) q[4];\nu3(1.0*pi,0.0*pi,1.21763898221259*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,3.46158488092659*pi,0.5*pi) q[7];\ncx q[8],q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.659321731971759*pi,2.98490499246681*pi,4.4375857883392005*pi) q[11];\nu3(1.0*pi,0.0*pi,1.273572024522145*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[9];\ncx q[1],q[5];\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,-0.5*pi,0.5*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,0.5574347498512249*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[14];\nu3(3.5*pi,3.42978907639203*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,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.5983490537213827*pi) q[5];\nu3(0.362160691594788*pi,0.451966170259255*pi,4.44440776163644*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\ncx q[8],q[10];\nu3(1.0*pi,0.0*pi,1.276388577379364*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.3186962246670095*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[9];\ncx q[1],q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[11];\nu3(0.354962456669369*pi,2.93952224911917*pi,1.207221179846578*pi) q[6];\ncx q[7],q[12];\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[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(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(3.5*pi,3.46517159182633*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];\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(0.0*pi,-0.5*pi,0.5853287648507193*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.324438354253741*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.271469678687146*pi,-0.08934678378198502*pi,1.4903286551410169*pi) q[14];\ncx q[0],q[9];\nu3(0.650588385913256*pi,3.28139457966875*pi,4.11319778153859*pi) q[1];\ncx q[2],q[4];\ncx q[3],q[11];\nu3(0.303039125770209*pi,0.5256469777667001*pi,3.75872161726457*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(0.592522560761561*pi,0.85477775873145*pi,1.075839045044795*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(0.44461466403752*pi,0.17065290937594502*pi,3.57355200705529*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.461851017410539*pi,0.96934681567117*pi,4.0097235263632705*pi) q[1];\nu3(3.5*pi,3.42265387673137*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,1.327693472830084*pi) q[4];\nu3(0.40372638225118*pi,0.19488456513796604*pi,0.828815946268474*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.294122164882969*pi,2.94611747215912*pi,1.106154595551992*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.327750714991006*pi,-0.23366725106492098*pi,4.18683945996474*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.7791017355927761*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[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[4];\ncx q[3],q[11];\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(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0756051870395262*pi,0.25814985347558195*pi,1.188036749529573*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(0.0963219045634811*pi,3.27487735667843*pi,0.5301739629390699*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(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,0.623632736321183*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(0.0*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,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.224710777453659*pi,0.53101616129492*pi,4.45644722429601*pi) q[0];\ncx q[2],q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.191948785243175*pi,0.00650530151904305*pi,1.288651934453065*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(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.525772369914599*pi,2.5383140781108*pi,3.76387520998913*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.215093294343668*pi,-0.30295923981695*pi,4.23042555047812*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.757141715421529*pi,2.65728205304993*pi,3.96555196344823*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.727948396936853*pi,3.48860803964843*pi,4.42390491280531*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.161445466315756*pi,0.46837084651318905*pi,3.7157412933899*pi) q[12];\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(0.60677345034569*pi,-0.340519978621819*pi,4.41372910878943*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];\ncx q[8],q[13];\nu3(0.388238891383966*pi,2.8229577857686*pi,0.787900575447792*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(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.259021381445696*pi,0.58337242390911*pi,4.14735692889912*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[7];\nu3(3.5*pi,3.46697594950674*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.64767088204252*pi,3.36983548954658*pi,3.441950484796*pi) q[11];\nu3(1.0*pi,0.0*pi,1.3553564031404561*pi) q[13];\ncx q[1],q[7];\nu3(0.30416583187291*pi,0.11280957691761595*pi,4.2630709441339505*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[8],q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.440943011978244*pi,3.21418301007148*pi,1.78697914528123*pi) q[11];\nu3(3.5*pi,3.45700565065694*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(0.56925471226917*pi,2.80700149796659*pi,3.54307292282339*pi) q[4];\nu3(1.0*pi,0.0*pi,1.329892088502938*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[9];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.39729237467604*pi) q[13];\ncx q[1],q[7];\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(0.32959837925935*pi,3.13133663967658*pi,0.722209461005891*pi) q[4];\ncx q[8],q[13];\ncx q[9],q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[6];\ncx q[3],q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.652255050836437*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,3.35826042679763*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,1.215822304824448*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\ncx q[0],q[11];\ncx q[1],q[7];\nu3(3.5*pi,3.49190876826837*pi,0.5*pi) q[2];\nu3(3.5*pi,3.37235695154775*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,1.207316935777246*pi) q[5];\nu3(1.0*pi,0.0*pi,1.21070811973416*pi) q[6];\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[13];\nu3(3.5*pi,3.45223958269623*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[6];\ncx q[3],q[5];\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(0.0*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,0.0*pi,1.383407160445036*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.33799638671632*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\ncx q[0],q[11];\nu3(0.690759446353193*pi,3.48102079570765*pi,0.5637097002470479*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(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.5399387829215794*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.4290245464151*pi) q[6];\nu3(0.669035432748777*pi,3.24839559722161*pi,4.28629879683914*pi) q[7];\nu3(0.5*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[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.34031934253924*pi,2.7851326218337*pi,1.4192494985056499*pi) q[1];\ncx q[2],q[6];\ncx q[3],q[5];\ncx q[4],q[10];\nu3(0.54135170793688*pi,0.210943716464966*pi,0.68058884607241*pi) q[7];\nu3(0.256774022958123*pi,-0.024108427998101978*pi,4.10075149818492*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.30914501688987*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[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(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,3.40625152982106*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(0.472732806747524*pi,0.18478679565397704*pi,4.1897476940161695*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.243261864641316*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[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];\ncx q[4],q[10];\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[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(0.352864447908572*pi,2.74208630428799*pi,1.329202957560381*pi) q[13];\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(0.352459438044987*pi,-0.39374055672694497*pi,0.842588586856609*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[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.38603698103757*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(0.665763095445097*pi,0.8466469245516399*pi,0.5345159436897676*pi) q[13];\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(0.323139514394001*pi,-0.342524657922474*pi,4.03576568516552*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,1.5*pi) q[6];\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(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(1.0*pi,0.0*pi,4.0*pi) q[0];\nu3(3.5*pi,3.34567925009012*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,1.5*pi) q[4];\nu3(0.631351400161089*pi,0.35463557971439497*pi,0.90548598354408*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.153049212281491*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.622427244846419*pi,2.77025423775791*pi,3.69330423317252*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(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[7];\nu3(0.951776668347316*pi,3.48211992620024*pi,0.666403582319922*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(0.711220553961093*pi,3.28953706887884*pi,4.188607908134641*pi) q[5];\nu3(0.890613944584972*pi,2.63558944490417*pi,3.75488721602868*pi) q[6];\nu3(0.0801371863822046*pi,0.9825539980873901*pi,4.31983570657074*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,4.0*pi) q[12];\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(0.407853818960406*pi,2.94544667183135*pi,1.66835928047684*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(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.672471326880546*pi,2.37658554703044*pi,3.83223696430929*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.449279835855879*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(0.728463191620691*pi,0.009763189139439965*pi,3.93769376503534*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[0];\ncx q[1],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[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(3.5*pi,-0.5*pi,0.5*pi) q[6];\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(0.618772186997151*pi,0.041733401620779986*pi,3.5614287197549*pi) q[12];\nu3(0.516222775864536*pi,0.09349026278067496*pi,1.143608111525908*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(0.447523240233398*pi,2.5896248940021*pi,1.50008087782143*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[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.423965558360797*pi,0.31856795147335903*pi,4.259135977076101*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.744243439062616*pi,3.21870411419324*pi,4.37959093584737*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(0.597019188066908*pi,3.41808676270223*pi,2.94668874854557*pi) q[4];\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,3.42697019920658*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.213921762292117*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.213404072711707*pi,0.04395599726836097*pi,4.00263759647219*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[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];\ncx q[3],q[12];\nu3(0.5*pi,-0.5*pi,0.5*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[7];\ncx q[8],q[9];\nu3(0.284474826213211*pi,2.7766034253601*pi,1.229211721831223*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[0];\nu3(0.585829798031959*pi,2.95344166135101*pi,3.39635872804759*pi) q[1];\nu3(3.5*pi,3.43541110359516*pi,0.5*pi) q[3];\ncx q[6],q[13];\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,0.6007967168105051*pi) q[9];\nu3(0.768132498850311*pi,-0.33492228834139204*pi,0.5967713714130157*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.334825379011866*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.700534556901842*pi,-0.4894789786368797*pi,3.88486278123195*pi) q[1];\ncx q[3],q[12];\nu3(3.5*pi,3.41873137501429*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\ncx q[11],q[14];\nu3(1.0*pi,0.0*pi,1.312533645783575*pi) q[13];\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];\ncx q[6],q[13];\nu3(0.592011825281319*pi,0.012475874463364955*pi,3.93856376869382*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(3.5*pi,3.46825553963863*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.63391617059105*pi) q[12];\nu3(1.0*pi,0.0*pi,1.3295684945733282*pi) q[14];\ncx q[0],q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[10];\ncx q[3],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.354576355972643*pi,3.1712861084668*pi,2.16719490081834*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[14];\nu3(0.0*pi,-0.5*pi,4.398655605262411*pi) q[13];\nu3(3.5*pi,3.49879705293992*pi,0.5*pi) q[0];\nu3(3.5*pi,3.45330787458633*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,1.111382947058543*pi) q[5];\ncx q[6],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.606827683789605*pi,-0.281174055964248*pi,3.33800768968522*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.1756476234879791*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,4.43349255942952*pi) q[14];\ncx q[0],q[5];\ncx q[2],q[10];\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(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.261074520750829*pi,0.48486580374047505*pi,0.664886869815603*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\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(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.731243927482344*pi,0.5048498643917201*pi,1.266163482169858*pi) q[3];\nu3(0.0*pi,-0.5*pi,0.507586090646869*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(0.571219193191153*pi,-0.4622732745754208*pi,3.27816377519867*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.604258268982167*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];\ncx q[0],q[5];\ncx q[2],q[10];\nu3(0.657016494666307*pi,-0.12824122255019*pi,0.5917884027392653*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[8];\nu3(0.366613273514692*pi,3.32749653199909*pi,4.46328274819278*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[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[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(0.5*pi,-0.5*pi,0.5*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(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.41027199746236*pi,-0.222432729509295*pi,0.693736658305548*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[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[5];\nu3(0.305874960260227*pi,0.266838410076523*pi,3.38075810706203*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(0.829245932514842*pi,0.5341749199536201*pi,4.29706140515621*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(0.358114002690852*pi,3.40298748952004*pi,4.0979564691487695*pi) q[0];\nu3(0.374220092962347*pi,3.39033416329584*pi,1.379402552457821*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[5];\nu3(0.423990372787029*pi,3.19281065567898*pi,0.848587741445454*pi) q[6];\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(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(0.27569635680116*pi,-0.35236366894404203*pi,4.15514101440157*pi) q[0];\nu3(0.623135337725764*pi,-0.233604843533671*pi,0.93345309111837*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(1.0*pi,-0.5*pi,0.5*pi) q[6];\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(0.23585646050154*pi,-0.13901534094511903*pi,4.45447929670425*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.626350162588392*pi,3.11090192494528*pi,3.25224231543367*pi) q[13];\nu3(0.95149241617918*pi,0.318000650267089*pi,4.10789885564809*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[8];\nu3(0.421287293225885*pi,0.7483743732433099*pi,4.27354613174274*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.926739291661892*pi,0.08063654187397795*pi,1.1181074604447638*pi) q[10];\nu3(0.39471156616641*pi,2.95631004198107*pi,0.6273360384604489*pi) q[11];\nu3(0.689135727613951*pi,2.49000551593147*pi,3.85654254564059*pi) q[13];\nu3(0.437568811095752*pi,0.48347119732184496*pi,3.6534023441002*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[2];\nu3(3.5*pi,3.46387573164534*pi,0.5*pi) q[3];\nu3(0.66012940101167*pi,0.60400433717074*pi,4.21132638301904*pi) q[5];\nu3(1.0*pi,0.0*pi,1.176196230196052*pi) q[8];\nu3(0.711466212484135*pi,0.9164192560187501*pi,1.04614021565722*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(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[2],q[12];\ncx q[3],q[8];\nu3(3.5*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[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(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[11];\nu3(3.5*pi,3.42371662846989*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[5];\nu3(3.5*pi,3.35211736957739*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.40193660422586*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.327715052368889*pi) q[12];\nu3(1.0*pi,0.0*pi,1.321559636174349*pi) q[13];\ncx q[0],q[14];\nu3(3.5*pi,3.36480191732462*pi,0.5*pi) q[1];\ncx q[2],q[12];\ncx q[3],q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[13];\ncx q[9],q[10];\nu3(1.0*pi,0.0*pi,1.235941842959887*pi) q[11];\nu3(3.5*pi,3.46948163339442*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,1.5*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,1.5*pi) q[8];\nu3(3.5*pi,3.43674618684571*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.16950469341903*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.49777420859217*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.24974470370765*pi) q[13];\nu3(1.0*pi,0.0*pi,1.187739894608991*pi) q[14];\ncx q[0],q[14];\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];\ncx q[5],q[7];\ncx q[6],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[9],q[10];\nu3(0.0*pi,-0.5*pi,0.662349285847804*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\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(3.5*pi,3.48978653185884*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,1.310812815636424*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,4.4236283920319*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,0.5846781675254138*pi) q[14];\ncx q[0],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(0.5*pi,-0.5*pi,0.5*pi) q[3];\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];\ncx q[9],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[0];\nu3(0.756902067744421*pi,0.44749680796065905*pi,1.4790679468124202*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.432565049183827*pi,2.60848256823512*pi,1.53495111241457*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,0.635494371022668*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(0.496888909081344*pi,0.275766563941631*pi,3.50704688958367*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[0];\nu3(0.514282034996511*pi,-0.03533882005688499*pi,3.9627376182098*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.445024354034494*pi,0.8644935330191099*pi,0.619699040364953*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(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.59465202671529*pi,3.34700026709077*pi,3.93607844654638*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(0.704968278001617*pi,3.33559452473319*pi,0.547451946669103*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(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.450917140391142*pi,0.26769646857766705*pi,3.8346439421071*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.247998398675005*pi,3.35003376396986*pi,1.453030742746839*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(0.5*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(0.588698419487064*pi,0.6083992191082901*pi,4.20986716674668*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.184677831378794*pi,-0.17683648928068102*pi,1.50428081708146*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(0.16887853873044*pi,0.14082667079061795*pi,1.250992041269447*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.432824706532253*pi,3.45241814713203*pi,1.100094693046516*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(0.478379211376513*pi,2.86479060651355*pi,1.4124574015474272*pi) q[12];\nu3(0.665364646362698*pi,3.41330520994835*pi,3.51063915961904*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(0.621787364840375*pi,2.91650314137402*pi,3.340493724133*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.552464476488546*pi,0.61204960334732*pi,1.003899987356541*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(0.814780104863379*pi,0.5897576978707899*pi,4.408653018414579*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.239427146058749*pi,0.7421518455096601*pi,4.00198855002217*pi) q[12];\nu3(0.653687836484244*pi,-0.329551908351583*pi,3.23613113232355*pi) q[13];\nu3(0.79269106594574*pi,-0.321653358141531*pi,3.61226585622558*pi) q[14];\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(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.372064477563371*pi,0.097347795023628*pi,3.55392336057894*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(0.457198699614542*pi,0.7216350464828201*pi,0.796352233465472*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(0.194365576430622*pi,-0.4086093389180898*pi,0.979396495416849*pi) q[14];\ncx q[0],q[4];\ncx q[1],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.768088892779456*pi,3.33718480983378*pi,3.17193375230952*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.839087652644734*pi,3.050700747711*pi,4.07208950472401*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(3.5*pi,3.28862147056167*pi,0.5*pi) q[0];\nu3(3.5*pi,3.38881224402386*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[12];\nu3(1.0*pi,0.0*pi,1.278721572414467*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.320264883934534*pi) q[6];\nu3(0.176796201220125*pi,0.27360732125074105*pi,4.03726461315681*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.490834095960126*pi,-0.057759519360296*pi,0.74972670749199*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[4];\ncx q[1],q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(3.5*pi,3.37669289044076*pi,0.5*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[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.238637198247613*pi) q[12];\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[11];\ncx q[3],q[12];\nu3(0.0*pi,-0.5*pi,0.734399879672416*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.34621141694776*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[10];\ncx q[0],q[4];\ncx q[1],q[6];\nu3(3.5*pi,3.41377483238747*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[5],q[9];\ncx q[7],q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.318523968800367*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.642311593213134*pi) q[12];\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[3],q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,3.45617952817209*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,3.43119514199603*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.2578646661215669*pi) q[8];\nu3(1.0*pi,0.0*pi,1.319239195427889*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[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,-0.5*pi,0.5*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];\ncx q[7],q[8];\ncx q[10],q[14];\nu3(0.0*pi,-0.5*pi,4.40583376899452*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.900275854921812*pi,0.07265428243664895*pi,0.725645882762928*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[11];\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(0.5*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,0.5115281889517426*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.639857568030371*pi) q[9];\nu3(3.5*pi,3.38762426113669*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,1.109482550516179*pi) q[14];\nu3(0.939958220757551*pi,-0.340341392866753*pi,3.27017345145362*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(0.516051760340332*pi,3.20824323843403*pi,3.33012842827716*pi) q[3];\nu3(0.585288824876498*pi,0.73409356870039*pi,0.677094100503007*pi) q[4];\ncx q[5],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[8];\ncx q[10],q[14];\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,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(0.950476481372846*pi,0.06567037454292901*pi,0.5128904155060948*pi) q[3];\nu3(0.321056927495716*pi,-0.383034869175559*pi,0.85393522636446*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(0.5*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,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5581231909438711*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.203327936413384*pi,3.16587065550664*pi,0.940363411744517*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[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.532625665508394*pi,-0.16352693601439*pi,4.20493444368646*pi) q[6];\nu3(0.378368259819564*pi,3.4128334131578*pi,4.17566478547838*pi) q[7];\nu3(0.270570264899477*pi,3.10005425093058*pi,1.227234232022739*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[10],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.428004278347475*pi,0.54131098167763*pi,0.921515721972896*pi) q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.398223303305049*pi,2.59424233444141*pi,0.930326177068845*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(0.897046960636966*pi,3.43151512841849*pi,0.509645049336776*pi) q[5];\nu3(0.158756403423089*pi,2.58402348211592*pi,1.295416647198786*pi) q[6];\nu3(0.620372853484803*pi,1.17827596310481*pi,0.775158937325304*pi) q[7];\nu3(0.367068679307174*pi,0.49109959923284097*pi,0.722087909544747*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(0.801166830866573*pi,3.30637503487983*pi,2.87902710758515*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[1];\nu3(0.856085152421368*pi,-0.4661957808718037*pi,3.23870009115559*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.751051182016645*pi,0.07018866873395502*pi,0.814774412763632*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(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(0.0*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(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.711819741564889*pi,2.6977767161015*pi,3.45770936846843*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(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(0.912951788865382*pi,2.92733906671653*pi,4.40636380770421*pi) q[9];\nu3(0.251623963026738*pi,-0.017098789966658978*pi,1.2401878947701381*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[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.47256536060163*pi,2.59471758689874*pi,1.3757598609731612*pi) q[9];\nu3(0.337012422739339*pi,3.43016199594449*pi,1.003013286875444*pi) q[10];\nu3(0.288221818365093*pi,0.6932981999338299*pi,0.636445986723797*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(3.5*pi,3.4136640080169*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.203811770358316*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[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.660169076401756*pi,3.26876683536885*pi,2.87634754643288*pi) q[11];\nu3(0.372826499232507*pi,0.18906994462639803*pi,0.837550668674458*pi) q[14];\ncx q[2],q[7];\ncx q[3],q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\ncx q[6],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(0.536535514515079*pi,3.28229958721387*pi,1.63624096518907*pi) q[14];\nu3(3.5*pi,3.42120739355287*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,0.5300437193266312*pi) q[4];\ncx q[5],q[8];\nu3(3.5*pi,3.34341940590649*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.232850171704055*pi) q[7];\nu3(1.0*pi,0.0*pi,1.273644148826413*pi) q[9];\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];\ncx q[1],q[14];\ncx q[2],q[7];\ncx q[3],q[4];\nu3(3.5*pi,3.38659478543418*pi,0.5*pi) q[5];\ncx q[6],q[9];\nu3(1.0*pi,0.0*pi,1.193729917137862*pi) q[8];\nu3(3.5*pi,3.48090926161277*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,1.265142657340073*pi) q[12];\nu3(3.5*pi,3.34896319930563*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(1.0*pi,-0.5*pi,0.5*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,0.5083501895794893*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5850232293598268*pi) q[9];\ncx q[10],q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.286142940696735*pi) q[14];\ncx q[1],q[14];\ncx q[2],q[7];\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[9];\nu3(0.0*pi,-0.5*pi,4.46164652770677*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\ncx q[11],q[13];\nu3(0.0*pi,-0.5*pi,4.49532455832189*pi) q[12];\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(0.545109882202864*pi,3.25635427140145*pi,4.4341493797252*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,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[9];\ncx q[10],q[12];\nu3(3.5*pi,3.37884131103198*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.264529612273758*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.634914436246783*pi) q[14];\ncx q[1],q[14];\nu3(0.736178813107042*pi,0.005185516871078044*pi,1.2942697911587429*pi) q[2];\nu3(0.339563552854216*pi,3.10641230005632*pi,2.0053573713993798*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,4.0*pi) q[6];\nu3(0.192848050483987*pi,3.3840793120502*pi,0.698343063602079*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[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.349227203667541*pi,-0.4128722410823041*pi,1.64018927567216*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.365641548436661*pi,0.102426999360133*pi,1.11722782127204*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.594599134722892*pi,3.13884854837155*pi,4.19454994700118*pi) q[6];\nu3(0.465892168436262*pi,0.125202705904909*pi,1.009733041430533*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(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,0.591095518803133*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\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(0.38670487626415*pi,3.29557411356067*pi,1.6748409029315*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.386421406121186*pi,0.52544107890965*pi,3.63803219519264*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(0.553911875524942*pi,-0.4318585070724858*pi,4.44136028449056*pi) q[9];\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[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.446723391356367*pi,0.5528330091020099*pi,3.9147011274043*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(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.260307925253853*pi,3.42924376153687*pi,4.40154611458931*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(1.0*pi,0.0*pi,4.0*pi) q[14];\nu3(0.603712483901001*pi,0.6702837600964*pi,1.0520735717137462*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(0.342790953278447*pi,3.32269863259824*pi,1.4310460062204569*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(0.5*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(0.516616528502307*pi,2.98648662833087*pi,3.26339645105868*pi) q[14];\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(0.535790170120182*pi,3.48001814267377*pi,3.00112756297838*pi) q[5];\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(0.424469501566886*pi,-0.248053461147748*pi,1.1124239156695679*pi) q[10];\nu3(0.766885644317197*pi,3.03783751315361*pi,4.342654296594461*pi) q[11];\nu3(0.329797973279301*pi,0.43959836869373203*pi,4.46697893728604*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.123829908094019*pi,0.6848527319581601*pi,4.0981466873227*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.522488013801242*pi,3.07727824463595*pi,4.42854597542714*pi) q[8];\nu3(0.73627597574272*pi,0.10512458384347001*pi,0.9329527909118349*pi) q[10];\nu3(0.878151325802696*pi,1.16851511279842*pi,0.723657887230127*pi) q[11];\nu3(0.890765257601456*pi,-0.026187535784407023*pi,3.53530370284145*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];\ncx q[1],q[6];\nu3(3.5*pi,3.41470630658095*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.56544045086904*pi,2.86664863733822*pi,4.00224737391895*pi) q[8];\nu3(1.0*pi,0.0*pi,1.332399571172467*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(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.771563178318769*pi,0.277172967011175*pi,1.0638121049875822*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.45777369139934*pi,0.5*pi) q[1];\ncx q[2],q[9];\ncx q[4],q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.1966019913039792*pi) q[6];\ncx q[7],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[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5670980373106*pi,-0.004515524119640013*pi,0.790361466898276*pi) q[13];\ncx q[1],q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(3.5*pi,3.32707286601415*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(3.5*pi,3.36938800126535*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,4.46231756131609*pi) q[9];\nu3(1.0*pi,0.0*pi,1.2100872049629698*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.282671388087902*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[9];\ncx q[3],q[13];\ncx q[4],q[12];\ncx q[5],q[10];\nu3(0.0*pi,-0.5*pi,4.49676552849873*pi) q[6];\ncx q[7],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\ncx q[1],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.3571979763767*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(3.5*pi,3.46982028109419*pi,0.5*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(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.193293406994097*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.48546240744337*pi) q[12];\nu3(1.0*pi,0.0*pi,1.317710153528918*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.43721224424137*pi) q[14];\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];\ncx q[4],q[12];\ncx q[5],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[14];\ncx q[8],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[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,0.0*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(3.5*pi,3.43034174207135*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,4.48148024732269*pi) q[10];\nu3(1.0*pi,0.0*pi,1.3423198844244149*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5428965477875838*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(0.5*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];\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[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[12];\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(0.590686544781648*pi,-0.335565215722113*pi,4.0606904039224005*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(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(0.0*pi,-0.5*pi,4.4588724269782105*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[1];\nu3(0.346730247166352*pi,-0.137223260993305*pi,4.16960349669044*pi) q[2];\nu3(0.18016003594387*pi,3.13955008041798*pi,0.686053912080238*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(0.5*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[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(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(0.10486740445989*pi,0.06986560931068697*pi,0.6755449374911651*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.419458624525176*pi,0.39125960268064897*pi,3.67647394430432*pi) q[3];\nu3(0.597810441371718*pi,3.45822275979502*pi,3.72996870635426*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.644678933479813*pi,3.0128982396586*pi,4.27026230823507*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(0.655248234703603*pi,3.20496734313138*pi,3.0968879501201*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,4.0*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(0.63428059022916*pi,3.13205117428264*pi,3.19934093200756*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(0.333883336036709*pi,3.41957588699289*pi,4.11864474328701*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5786236219949*pi,-0.4786517378867527*pi,0.732492838068965*pi) q[6];\nu3(0.353035512791041*pi,0.83705039049518*pi,3.91183682014856*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.345297956263837*pi,0.332518788322413*pi,4.47108784872213*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(0.574904150936038*pi,0.24064870931274995*pi,4.03018329208676*pi) q[12];\nu3(0.910270072816415*pi,3.4250046252067*pi,4.2674159599149295*pi) q[13];\nu3(0.586990847156706*pi,-0.324658029107189*pi,3.36691203290766*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[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.630765354524341*pi,0.28040174184350697*pi,0.751076349012045*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[6];\nu3(0.556610341114779*pi,0.278231000992863*pi,4.376824944580401*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(0.58610622328464*pi,0.38480135979709496*pi,4.44925180466123*pi) q[12];\nu3(0.337414157472341*pi,0.6911249518443101*pi,4.0893251541034505*pi) q[13];\nu3(0.318250759548412*pi,0.5017433665883699*pi,4.09851829687946*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.372099596356564*pi,3.05281057088121*pi,0.935953820363816*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(0.5*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(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];\ncx q[1],q[4];\nu3(3.5*pi,3.42671335596094*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.297317974791276*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[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.380868602748208*pi,2.70407805375448*pi,1.67103870692071*pi) q[8];\nu3(0.681510265081044*pi,-0.38831474157421*pi,1.0752768011681089*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];\ncx q[0],q[6];\nu3(3.5*pi,3.44279960294115*pi,0.5*pi) q[1];\ncx q[2],q[3];\nu3(1.0*pi,0.0*pi,1.293686575149044*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[7],q[9];\nu3(0.585000693077702*pi,3.32831661750523*pi,0.5895875558535879*pi) q[8];\nu3(0.214378973234188*pi,0.63977738167679*pi,4.4848182889794295*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(3.5*pi,3.47512739221101*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,0.5804686265060643*pi) q[3];\nu3(1.0*pi,0.0*pi,1.363760002186676*pi) q[6];\nu3(3.5*pi,3.38324404214794*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.16993728970755*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.740998735597029*pi,2.98625772480397*pi,3.27515288432414*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[13];\ncx q[0],q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[3];\nu3(0.0*pi,-0.5*pi,0.6705282676910029*pi) q[4];\ncx q[7],q[9];\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(0.686630644013193*pi,0.2700465505023*pi,1.08293613509016*pi) q[11];\ncx q[13],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[4];\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,4.41525427631377*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(0.0*pi,-0.5*pi,0.5881494659226312*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,3.48543750363856*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.237793012146368*pi) q[14];\ncx q[0],q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.237424494778348*pi,0.346659999881332*pi,1.142597575024125*pi) q[2];\nu3(0.552864804413889*pi,0.6760295229646001*pi,0.7635288061305641*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[7],q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\ncx q[13],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.500148073447464*pi,3.47042036517354*pi,4.18408920648446*pi) q[1];\nu3(0.112054302608399*pi,2.9577084869595*pi,0.682308913055878*pi) q[2];\nu3(0.448723063848143*pi,2.51127103482272*pi,1.431293785431822*pi) q[3];\nu3(0.693433010987121*pi,2.56333324386147*pi,3.94505731442975*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[12];\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[13];\nu3(0.0*pi,-0.5*pi,0.5985268699758257*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.389274447481142*pi,3.39190505597751*pi,1.372561070149452*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(0.243084955765823*pi,3.19104703433419*pi,1.269081661047517*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.404078422064185*pi,-0.263976139241374*pi,4.43804431207028*pi) q[7];\nu3(3.5*pi,3.46587859734582*pi,0.5*pi) q[8];\nu3(0.633234993274303*pi,-0.309356526175383*pi,0.7829117004217361*pi) q[9];\nu3(3.5*pi,3.3855701260501*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.319541707155814*pi) q[11];\nu3(1.0*pi,0.0*pi,1.12700155342575*pi) q[12];\ncx q[13],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(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(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.337515864798113*pi,0.340725101384013*pi,4.16968229404657*pi) q[7];\ncx q[8],q[12];\nu3(0.881333184630763*pi,-0.46867537125384473*pi,3.50766435530555*pi) q[9];\ncx q[10],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[0];\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(0.0*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(3.5*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,4.27469834972381*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.44403592733698*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[0];\ncx q[1],q[5];\ncx q[3],q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\ncx q[8],q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\ncx q[10],q[11];\nu3(0.549470102115518*pi,3.01206416439723*pi,3.42773306137165*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,3.45596669857763*pi,0.5*pi) q[1];\nu3(3.5*pi,3.39311606484682*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.249505733531515*pi) q[4];\nu3(1.0*pi,0.0*pi,1.071086768840582*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[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(0.739782076359623*pi,-0.23849858299666898*pi,0.5455061648981074*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[0];\ncx q[1],q[5];\ncx q[3],q[4];\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[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,4.0*pi) q[13];\nu3(0.701167459585319*pi,-0.30087771445010203*pi,3.46280393462422*pi) q[14];\nu3(0.810421675212831*pi,0.82412839931243*pi,0.740559201218551*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(0.0*pi,-0.5*pi,0.61487625716158*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.44646411666996*pi) q[5];\nu3(0.845476576807404*pi,0.19758574035535703*pi,0.7475301012953071*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(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.460129795681693*pi,-0.315822787791102*pi,0.914463316370831*pi) q[14];\nu3(0.539996315827548*pi,0.80649882413834*pi,4.12668683036829*pi) q[0];\ncx q[1],q[5];\ncx q[3],q[4];\nu3(0.151269136505965*pi,0.54267489609534*pi,4.29385361996789*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(0.0*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,4.0*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[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(0.740639657757396*pi,3.15215036644635*pi,3.84973199590276*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(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.658324929925139*pi,-0.041434318379654*pi,1.160851189139629*pi) q[3];\nu3(0.816162389821812*pi,0.8322448264820701*pi,0.611264573699779*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(0.313278643512137*pi,0.02669309732671099*pi,4.25610972478649*pi) q[8];\nu3(0.23005467285868*pi,0.17993141275678204*pi,3.90003960356867*pi) q[10];\nu3(0.385171920654641*pi,3.21708797216553*pi,1.127247108822093*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(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.474514515567674*pi,3.21160921098865*pi,0.71712725480205*pi) q[3];\nu3(0.927029535364106*pi,-0.4160493613593103*pi,0.522586249399769*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.404771621910883*pi,-0.09507864482855599*pi,1.53659977047804*pi) q[10];\nu3(0.27251625979378*pi,-0.4303682418088707*pi,3.95583333055727*pi) q[11];\nu3(0.303361176989886*pi,0.11654432393862502*pi,4.15666767290233*pi) q[12];\ncx q[13],q[14];\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];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,3.22861216160153*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.091372132962005*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(0.448418901462474*pi,0.19798358910307*pi,0.94786654247295*pi) q[12];\nu3(3.5*pi,3.48247876488887*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.435954627350142*pi) q[14];\ncx q[0],q[8];\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,-0.5*pi,0.5*pi) q[5];\ncx q[6],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(3.5*pi,-0.5*pi,0.5*pi) q[12];\ncx q[13],q[14];\nu3(3.5*pi,3.42667892122534*pi,0.5*pi) q[0];\nu3(0.153875858586974*pi,0.39475787301310405*pi,4.27825632098093*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(0.597132161895501*pi,3.48459873594728*pi,3.50249014364584*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5424743346631415*pi) q[7];\nu3(1.0*pi,0.0*pi,1.2154326967016211*pi) q[8];\ncx q[9],q[11];\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[13];\nu3(0.0*pi,-0.5*pi,4.45623214739946*pi) q[14];\ncx q[0],q[8];\nu3(0.576985491420027*pi,0.8908235446230699*pi,1.0488542061371469*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(0.419138342485874*pi,0.057921695032634*pi,4.02558004828986*pi) q[5];\ncx q[6],q[7];\nu3(3.5*pi,3.42194223955447*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,1.255909299982864*pi) q[11];\ncx q[13],q[14];\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(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,0.602554097303527*pi) q[8];\ncx q[9],q[11];\ncx q[10],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];\ncx q[0],q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\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(0.0*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,3.40897822060501*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.34411433396469*pi) q[11];\nu3(1.0*pi,0.0*pi,1.319419055209708*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(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.495223839774696*pi,0.41654271423454703*pi,1.061755303594156*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];\ncx q[9],q[11];\ncx q[10],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(0.22096599774741*pi,-0.11755970341227101*pi,4.10706812314201*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.217089980001263*pi,3.12634994659811*pi,0.965828072606403*pi) q[6];\nu3(0.640712247941374*pi,-0.133590361202445*pi,3.38842273045646*pi) q[7];\nu3(0.33870701282289*pi,0.8247049900005501*pi,4.0842049676234495*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,4.46850016627264*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(0.294938057623646*pi,0.04971310440870402*pi,4.3800599189560305*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.520190243447012*pi,-0.358168259103987*pi,3.70388425693431*pi) q[7];\nu3(0.761108558460324*pi,3.06309265694652*pi,4.37026407974704*pi) q[8];\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(0.5*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[0];\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];\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,1.0*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(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(0.415848922926798*pi,3.09607957787799*pi,4.47876362641964*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[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(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.730602035057869*pi,-0.28006328278541204*pi,3.43085218967719*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.0787740138759931*pi,0.36710653667106796*pi,4.49360952803253*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.363483913267173*pi,-0.094793341613012*pi,1.277536482473367*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(0.528968892029124*pi,3.33211470274006*pi,3.02199674667675*pi) q[14];\ncx q[7],q[8];\nu3(0.448798086290944*pi,2.97005273656654*pi,1.123304157327838*pi) q[9];\nu3(0.557730349928474*pi,0.5697770016910599*pi,0.5086012918100762*pi) q[10];\nu3(0.0686281803700534*pi,-0.19967917021953702*pi,1.165907629908735*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(0.310412806151308*pi,0.350701879235121*pi,4.20312912179197*pi) q[14];\ncx q[3],q[13];\nu3(3.5*pi,3.36795734846415*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.235878929874183*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.92580211228145*pi,3.29103578087495*pi,3.45281416535215*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[14];\ncx q[2],q[14];\nu3(3.5*pi,3.40544385254325*pi,0.5*pi) q[3];\ncx q[7],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(0.307699645962851*pi,0.93427173022402*pi,4.12426784089062*pi) q[12];\nu3(1.0*pi,0.0*pi,1.178646330738752*pi) q[13];\ncx q[0],q[11];\nu3(3.5*pi,3.3093735323851*pi,0.5*pi) q[2];\ncx q[3],q[13];\ncx q[5],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.42071639146744*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.447848650226618*pi,0.7944057209540301*pi,4.10293216819591*pi) q[12];\nu3(1.0*pi,0.0*pi,1.059346995938812*pi) q[14];\nu3(3.5*pi,3.48915460121838*pi,0.5*pi) q[0];\ncx q[2],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(3.5*pi,3.46480951377636*pi,0.5*pi) q[5];\ncx q[6],q[10];\ncx q[7],q[8];\nu3(1.0*pi,0.0*pi,1.1866619194559491*pi) q[9];\nu3(1.0*pi,0.0*pi,1.270177509767817*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5852773772306885*pi) q[13];\ncx q[0],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[13];\ncx q[5],q[9];\nu3(3.5*pi,3.39843153775714*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,0.0*pi,1.305899588512109*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5100776124104489*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[2],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[12];\nu3(0.5*pi,0.0*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,4.4975172474814595*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5517669221111954*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[11];\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,3.48271374664258*pi,0.5*pi) q[4];\ncx q[5],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*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,0.5651974412446606*pi) q[10];\nu3(1.0*pi,0.0*pi,1.086314480229282*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[0];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\nu3(0.728689318504577*pi,0.7452838073680601*pi,4.30690131858659*pi) q[3];\ncx q[4],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[10];\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(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.302020856148575*pi,3.02982785778092*pi,1.447635947668332*pi) q[0];\nu3(0.31307388740752*pi,0.8356581046173699*pi,4.07181949051018*pi) q[2];\nu3(0.906247471752827*pi,3.26545163143998*pi,3.2361216752904*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,-0.5*pi,0.5*pi) q[6];\nu3(0.486985097913658*pi,0.72930744667081*pi,0.7634417713299599*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(0.234213180111675*pi,0.483406112113978*pi,3.74864715540637*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5022541903221698*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(0.107639976443023*pi,0.7494110690292799*pi,4.44687814506801*pi) q[0];\nu3(0.386121521302759*pi,0.34384105709077795*pi,1.1436216429302*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.583890338431806*pi,-0.300509840025674*pi,4.20935165488026*pi) q[6];\nu3(0.649381591207103*pi,0.00886793500829397*pi,4.39639299683944*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(0.424433284526333*pi,2.4326571449327*pi,1.122850463925949*pi) q[10];\nu3(0.632615228665466*pi,-0.11106592161650097*pi,3.89710363686781*pi) q[11];\nu3(0.66593459092702*pi,-0.10961357651773301*pi,0.96417189900806*pi) q[13];\nu3(0.842018001628161*pi,0.299645413996498*pi,1.3300861064027*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[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(0.430549839927524*pi,3.12926857296907*pi,1.072499834905273*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.641844158203036*pi,0.473339736895545*pi,1.356652984490379*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.850265454965487*pi,0.5154359653421099*pi,0.837616373760043*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(0.357532609680152*pi,-0.391833137561641*pi,4.02603845981783*pi) q[13];\nu3(0.301045068534545*pi,0.98312791005205*pi,4.2158936644842*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[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.864459241621588*pi,0.88641702450808*pi,0.880219964943319*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(0.302189918572231*pi,-0.03836291293236499*pi,1.248342052056167*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(0.5*pi,-0.5*pi,0.5*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[2];\nu3(0.168973683373525*pi,-0.319632712523427*pi,1.190390038028096*pi) q[4];\nu3(0.103127429526752*pi,-0.494800460566115*pi,1.84344592436981*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(0.5*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[14];\ncx q[0],q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.220514185532184*pi,-0.044039014582690994*pi,3.64297732153613*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(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.849575747174005*pi,3.03719844302559*pi,4.24082106656666*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,3.3538069797686*pi,0.5*pi) q[0];\ncx q[1],q[8];\ncx q[2],q[10];\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(0.539685071060513*pi,0.6301055757107299*pi,4.42776907194514*pi) q[9];\nu3(0.248151300426994*pi,-0.14341658551137898*pi,3.6696014445612*pi) q[12];\nu3(1.0*pi,0.0*pi,1.124818279982891*pi) q[13];\ncx q[0],q[13];\nu3(3.5*pi,3.43888432911103*pi,0.5*pi) q[1];\nu3(3.5*pi,3.41984229216662*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[7];\nu3(1.0*pi,0.0*pi,1.338184730146812*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.327822433339445*pi) q[10];\nu3(0.444636555204132*pi,2.74668895034564*pi,3.6446377229834*pi) q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[8];\ncx q[2],q[10];\ncx q[3],q[4];\nu3(3.5*pi,3.37119437146618*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.1924894165831161*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[12];\nu3(0.0*pi,-0.5*pi,0.602048783296926*pi) q[13];\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(3.5*pi,3.46794135776545*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.256478691906489*pi) q[4];\ncx q[5],q[7];\nu3(0.0*pi,-0.5*pi,4.361359895227229*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.43210642086612*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[0];\ncx q[1],q[8];\ncx q[2],q[10];\ncx q[3],q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[6],q[12];\nu3(0.0*pi,-0.5*pi,0.515048109465843*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[13];\nu3(0.420570394102192*pi,0.5204080614908*pi,3.71030230205434*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,4.47792356111111*pi) q[4];\ncx q[5],q[7];\nu3(3.5*pi,3.47045313496338*pi,0.5*pi) q[6];\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(1.0*pi,0.0*pi,1.265955499606394*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.70329136195385*pi,3.03879493522751*pi,4.48340874963571*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(0.5*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(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,3.39114850846668*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,1.290622030333815*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[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(0.328246813402024*pi,2.86905805899797*pi,1.095925587870364*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.185857751504007*pi,0.136463737220621*pi,4.11021438282714*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,0.5059534930908742*pi) q[12];\nu3(0.624532010144044*pi,0.40018496480771004*pi,0.5478479124436944*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(0.582091420219623*pi,0.6924818798141601*pi,0.832940406840325*pi) q[5];\ncx q[6],q[12];\nu3(0.45692918329309*pi,3.1419766687615*pi,4.36281216937257*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,4.4967720788615395*pi) q[11];\nu3(0.150414684048322*pi,2.70807320496952*pi,0.819692606812187*pi) q[13];\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(0.157239901274021*pi,1.04699552649727*pi,4.31977669650213*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(0.0*pi,-0.5*pi,4.0*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\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[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.66413310598107*pi,2.6461472890162*pi,4.12644943410676*pi) q[1];\nu3(0.744907213275914*pi,2.6862545843665*pi,3.68095518937527*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(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.416736765577874*pi,2.67577827066326*pi,1.113074890365191*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(0.592778381466366*pi,1.10795711734962*pi,0.809283560603838*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(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.269568661634028*pi,-0.115938750289031*pi,0.80536227736787*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.752065872481014*pi,0.20546015608470403*pi,4.40497261453664*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.945182326476817*pi,0.321692791687458*pi,0.67099321817584*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[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.461835237677964*pi,-0.025051317320473998*pi,4.043233531883891*pi) q[3];\nu3(0.127698268693193*pi,0.9361706690561*pi,4.1596359062580195*pi) q[4];\nu3(0.61820932574815*pi,0.259206142909736*pi,3.84369566263586*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(0.653161560901052*pi,0.456226795078578*pi,4.28632702777101*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[1];\ncx q[2],q[5];\nu3(0.427214941180466*pi,0.18696158202020596*pi,3.99995470219444*pi) q[3];\nu3(0.368465328576051*pi,3.39099037603325*pi,1.65462662112517*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(0.5*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(0.897013107701368*pi,-0.071177840131607*pi,1.345174866288225*pi) q[12];\ncx q[0],q[1];\nu3(3.5*pi,3.42802599509661*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,1.255655575046804*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.721640292581626*pi,0.41204384505967895*pi,3.91873777387666*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(0.300499666409643*pi,0.7503489558362999*pi,0.5693069905059571*pi) q[12];\nu3(3.5*pi,3.4777104901722*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,1.229510164764636*pi) q[1];\ncx q[2],q[5];\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[14];\nu3(0.553927530010722*pi,-0.229531722165924*pi,4.44893209051238*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(3.5*pi,-0.5*pi,0.5*pi) q[12];\ncx q[0],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];\ncx q[4],q[8];\nu3(0.0*pi,-0.5*pi,4.45547146696679*pi) q[5];\nu3(3.5*pi,3.42633574368822*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],q[13];\nu3(0.197109014074072*pi,2.40283559750448*pi,1.26217694348067*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.199222157825865*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.339395645954999*pi) q[1];\ncx q[2],q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,3.43945562823194*pi,0.5*pi) q[4];\ncx q[6],q[14];\nu3(1.0*pi,0.0*pi,1.2273217502897311*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(3.5*pi,3.25494614297732*pi,0.5*pi) q[10];\nu3(0.61478401238377*pi,0.7848703499511*pi,0.632824526356406*pi) q[11];\nu3(1.0*pi,0.0*pi,1.153644850761279*pi) q[13];\ncx q[0],q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\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(1.0*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.603934160902824*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[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[14];\nu3(0.0*pi,-0.5*pi,0.5903854800139565*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(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5589757781803284*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[2];\ncx q[3],q[11];\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[6];\ncx q[9],q[12];\ncx q[10],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(3.5*pi,3.41196909506393*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(0.286932845942008*pi,-0.24465694611294297*pi,1.57898958736462*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,3.43861028571133*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,1.243202265855293*pi) q[11];\nu3(1.0*pi,0.0*pi,1.3522599041586418*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.17799994968633*pi,0.16406966515761*pi,4.424006277033779*pi) q[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(0.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[11];\nu3(0.503645397350716*pi,3.13095965354191*pi,0.753586135262792*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.516660521730219*pi,-0.276309445233228*pi,0.5147027778338688*pi) q[6];\nu3(0.563602922197545*pi,0.5027609059115099*pi,4.05796263983836*pi) q[8];\ncx q[9],q[12];\nu3(0.456607666120239*pi,3.12065306212764*pi,1.94020026506056*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.574665734598108*pi,2.43862462224871*pi,3.926281012447*pi) q[14];\nu3(0.432972559134719*pi,3.40827352194466*pi,0.9730599886025759*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.323771464504533*pi,0.14272944732554704*pi,0.94905209025856*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.61089375453544*pi,3.10198152027493*pi,3.02935282671635*pi) q[4];\nu3(0.371507344724407*pi,0.43012617094471906*pi,3.50258504165281*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.298876962361578*pi,2.52973574098435*pi,1.072058848201202*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.582521006447997*pi,-0.035458854514042015*pi,0.5409077881132696*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.543590016371096*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5071430478716952*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];\nmeasure q[5] -> c[5];\nu3(0.746537427210864*pi,-0.19356053412448398*pi,0.783729752433519*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.146946415568146*pi,0.10351757113012505*pi,4.251954663011309*pi) q[2];\ncx q[3],q[11];\nu3(0.0*pi,-0.5*pi,4.0*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];\ncx q[9],q[12];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[10];\nu3(0.523706701710447*pi,0.366859243646131*pi,4.40826802458349*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];\nu3(0.489385807247164*pi,-0.09619862950720798*pi,4.31936364246482*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(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(3.5*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,-0.5*pi,0.5*pi) q[12];\nu3(0.0686706575328675*pi,3.05839458434353*pi,1.72381470334266*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.478136750338257*pi,-0.135049109304762*pi,4.1224689279909*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];\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(0.0*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(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.719520094631462*pi,-0.268310378130368*pi,3.91185755637214*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[8];\nu3(0.422359230899951*pi,0.8965125125420801*pi,0.5425571225978494*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(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.428947605956232*pi,0.332388882919458*pi,1.2171518947470639*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\ncx q[6],q[13];\ncx q[8],q[14];\nu3(0.872065795832081*pi,-0.028699538523146995*pi,0.627035799971197*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];\ncx q[0],q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[10];\nu3(3.5*pi,3.4477953685435*pi,0.5*pi) q[6];\nu3(3.5*pi,3.42218700901483*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[9];\nu3(0.544903602210362*pi,0.18008920562128805*pi,4.33435167125954*pi) q[11];\nu3(0.290470348913669*pi,2.97172394568705*pi,1.77314057198447*pi) q[12];\nu3(1.0*pi,0.0*pi,1.152959975275679*pi) q[13];\nu3(1.0*pi,0.0*pi,1.288629089578*pi) q[14];\nu3(3.5*pi,3.41778736304893*pi,0.5*pi) q[0];\ncx q[1],q[3];\nu3(1.0*pi,0.0*pi,1.135420822732691*pi) q[2];\nu3(3.5*pi,3.4023316557054*pi,0.5*pi) q[4];\ncx q[6],q[13];\ncx q[8],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.381492606063142*pi) q[10];\nu3(0.511947816727891*pi,0.407950746229067*pi,1.459336435443582*pi) q[11];\nu3(0.281515570451439*pi,0.7258996656577501*pi,3.77964647365997*pi) q[12];\ncx q[0],q[2];\nu3(3.5*pi,3.19175974536071*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.141506603667568*pi) q[3];\ncx q[4],q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\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(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,0.542160304890996*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5801658496094357*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[3];\nu3(0.0*pi,-0.5*pi,0.5060724287156377*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[6],q[13];\ncx q[7],q[9];\ncx q[8],q[14];\nu3(0.0*pi,-0.5*pi,0.5041730477405513*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\ncx q[0],q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,4.41852748410008*pi) q[3];\ncx q[4],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,3.46346723519758*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,1.36256752651901*pi) q[9];\ncx q[11],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[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(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(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,3.35192256376227*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.24639348888604*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(0.0*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(0.202868955099255*pi,-0.420028965563489*pi,4.19258836624502*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.228926336806305*pi,0.111436356653696*pi,3.82716680812132*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.3463716161004005*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[14];\nmeasure q[6] -> c[6];\nmeasure q[8] -> c[8];\nu3(0.782528404504933*pi,-0.07689110791940901*pi,1.073276656377844*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];\ncx q[7],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,0.611369576390271*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];\nmeasure q[0] -> c[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,1.0*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[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\ncx q[11],q[12];\nu3(0.653069404355455*pi,3.34494826626103*pi,3.23226250737195*pi) q[13];\nu3(0.573149001545406*pi,0.56287329425872*pi,4.24067744546577*pi) q[14];\nmeasure q[13] -> c[13];\nmeasure q[14] -> c[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.717560791331987*pi,-0.32062067945835504*pi,3.78309762698614*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.517354460653873*pi,0.409643477059929*pi,4.390573303640441*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[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];\nmeasure q[2] -> c[2];\nmeasure q[4] -> c[4];\nu3(1.0*pi,0.0*pi,4.0*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(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.0*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(0.456215898390323*pi,3.05727134039323*pi,1.2098316250840662*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[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.834087962407689*pi,-0.4689903558593736*pi,4.21759481224098*pi) q[10];\nu3(0.257874569664476*pi,2.96380212653934*pi,1.4591787609036961*pi) q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[12];\nmeasure q[1] -> c[1];\nmeasure q[10] -> c[10];\nmeasure q[11] -> c[11];\nu3(1.0*pi,0.0*pi,4.0*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[9];\nu3(0.802537160651782*pi,0.5784959121842399*pi,0.6855171626628009*pi) q[12];\nmeasure q[12] -> c[12];\nu3(0.828201032560882*pi,-0.194481755016633*pi,4.18170611380889*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nmeasure q[3] -> c[3];\nu3(0.299215137401726*pi,-0.359025460425274*pi,3.94683243039418*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nmeasure q[7] -> c[7];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[9];\nu3(0.536070791162347*pi,0.41476691230873297*pi,0.783136753392944*pi) q[9];\nmeasure q[9] -> c[9];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(0.497722012355733*pi,0.5576515700356299*pi,0.5196294958277632*pi) q[0];\nu3(0.429241274823576*pi,2.83535274978587*pi,1.385237691028257*pi) q[1];\nu3(0.29539348328544*pi,0.40291246633907196*pi,4.21458945688127*pi) q[2];\nu3(0.251342143028884*pi,3.33690657569164*pi,1.84616560228824*pi) q[3];\nu3(0.196741180926105*pi,0.029847005233715973*pi,1.3675290759931449*pi) q[4];\nu3(0.493469522283965*pi,3.47585161694494*pi,4.0369169481852705*pi) q[5];\nu3(0.313127559412238*pi,1.15028168331092*pi,4.22110427887898*pi) q[6];\nu3(0.67391438894872*pi,3.39873013200659*pi,2.90190447247577*pi) q[7];\nu3(0.61073143653334*pi,0.36482538385179597*pi,1.244937774844539*pi) q[8];\nu3(0.167041887958174*pi,-0.08295382520065803*pi,1.165340078206355*pi) q[9];\nu3(0.36252553977269*pi,0.59833739076477*pi,4.04621836103997*pi) q[10];\nu3(0.701913471815769*pi,2.71268022018282*pi,3.90028293704395*pi) q[11];\nu3(0.499658096966339*pi,-0.355372100302553*pi,4.27327120895502*pi) q[12];\nu3(0.820139254631957*pi,0.77343653815485*pi,4.39065760024089*pi) q[13];\nu3(0.713427106636344*pi,3.44987220587641*pi,3.21065686481158*pi) q[14];\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(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(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(0.5*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(1.5*pi,0.0*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(0.5*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(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[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[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[4];\ncx q[5],q[8];\ncx q[6],q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],q[13];\nu3(3.5*pi,3.39282921827475*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(3.5*pi,3.38208250836683*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.188595818535998*pi) q[3];\nu3(1.0*pi,0.0*pi,1.170467573475145*pi) q[4];\nu3(3.5*pi,3.38243537030569*pi,0.5*pi) q[5];\nu3(3.5*pi,3.33752463834705*pi,0.5*pi) q[6];\ncx q[7],q[12];\nu3(1.0*pi,0.0*pi,1.111414152272614*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(3.5*pi,3.49927396482572*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.227682018596794*pi) q[11];\nu3(1.0*pi,0.0*pi,1.2464239013007878*pi) q[13];\ncx q[0],q[3];\ncx q[1],q[14];\ncx q[2],q[4];\ncx q[5],q[8];\ncx q[6],q[11];\nu3(3.5*pi,3.3287046304236*pi,0.5*pi) q[7];\ncx q[10],q[13];\nu3(1.0*pi,0.0*pi,1.2153767751536169*pi) q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.43921589296525*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,4.4872024367557*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.4737918128028*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];\ncx q[7],q[12];\nu3(0.0*pi,-0.5*pi,0.5151590991424493*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5815456624381863*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.7023889968182591*pi) q[13];\nu3(1.0*pi,0.0*pi,1.107258785908557*pi) q[14];\ncx q[0],q[3];\ncx q[1],q[14];\ncx q[2],q[4];\ncx q[5],q[8];\ncx q[6],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\ncx q[10],q[13];\nu3(0.0*pi,-0.5*pi,0.660410277925549*pi) q[12];\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,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[12];\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(1.0*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,0.535568516218984*pi) q[14];\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[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(0.546801653045229*pi,3.02242819054534*pi,3.19512724808401*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(0.743242729443677*pi,0.264939961836026*pi,0.954039352670544*pi) q[8];\nu3(0.340028544165065*pi,3.18076523407633*pi,0.949658626286435*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(0.1257238277268*pi,-0.20452705134561*pi,3.86184020404436*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[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(0.145250776673798*pi,3.04319381801474*pi,1.0922985482912408*pi) q[5];\nu3(0.48541338274962*pi,0.56573800404081*pi,0.954718761822021*pi) q[6];\nu3(0.594811453256295*pi,-0.200988422157452*pi,3.51271129457801*pi) q[7];\nu3(0.599639628439882*pi,3.27786890387286*pi,0.756211920914325*pi) q[8];\nu3(0.584435330764125*pi,0.21739027301841995*pi,1.3062000264064348*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(0.196668018375008*pi,-0.099016146104555*pi,0.644186621841436*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[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(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.753472850486699*pi,-0.02262623191853702*pi,0.997549121750104*pi) q[6];\nu3(0.356875226931562*pi,3.25838162311089*pi,1.61633943991124*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[10];\nu3(0.649233650159046*pi,-0.17971122059044398*pi,3.76185632128396*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(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.335576480186006*pi,3.4290701938004*pi,1.136662141552283*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(0.5*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(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.276435849575282*pi,1.20913414726269*pi,4.2787757837471005*pi) q[11];\nu3(0.23166394221524*pi,3.30134262441136*pi,0.602610673143179*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(0.62192152995842*pi,0.057909709442402035*pi,1.110384434625335*pi) q[0];\nu3(0.470842396244508*pi,2.95966355432949*pi,0.874589777895055*pi) q[1];\nu3(0.96886015461982*pi,0.17643862017579603*pi,4.4396379838313695*pi) q[2];\nu3(0.331263376516681*pi,0.13367722481544697*pi,1.078952411071662*pi) q[3];\nu3(0.512521909419169*pi,3.49786607557539*pi,4.20799895669703*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[11];\nu3(0.165460785392336*pi,3.35757782762391*pi,2.01903148212698*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.560079186187464*pi,-0.246594676559378*pi,4.388781576468141*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[1];\nu3(0.279720393222119*pi,3.32771590440757*pi,1.1258374915022888*pi) q[2];\nu3(0.780281524526543*pi,-0.42742487054178213*pi,4.295151069387741*pi) q[3];\nu3(0.230735434549767*pi,0.459133526852582*pi,3.99204734616283*pi) q[4];\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[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.358719549791842*pi,0.13962988377266405*pi,4.16299462568325*pi) q[14];\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,3.46304431704213*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.0817486924141329*pi) q[13];\nu3(0.253358234088817*pi,-0.016331885175685013*pi,1.138853995712719*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(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\ncx q[6],q[13];\ncx q[9],q[12];\nu3(3.5*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[7];\ncx q[2],q[5];\ncx q[4],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(3.5*pi,3.37150468848921*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.16930209784541*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5483579854980758*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(3.5*pi,3.4284277221275*pi,0.5*pi) q[1];\nu3(3.5*pi,3.36184727564671*pi,0.5*pi) q[2];\ncx q[3],q[14];\nu3(3.5*pi,3.48787222494016*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.332638665660879*pi) q[5];\ncx q[6],q[13];\nu3(1.0*pi,0.0*pi,1.363363941044814*pi) q[7];\ncx q[9],q[12];\nu3(1.0*pi,0.0*pi,1.33640772832409*pi) q[11];\ncx q[0],q[10];\ncx q[1],q[7];\ncx q[2],q[5];\nu3(3.5*pi,3.4518203844871*pi,0.5*pi) q[3];\ncx q[4],q[11];\nu3(0.5*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,0.5355554590149043*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.165751433268112*pi) q[14];\nu3(3.5*pi,3.49697966318895*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[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.5901755969425024*pi) q[5];\nu3(0.314137386434654*pi,0.9614170401986899*pi,4.402291916865289*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.45757137905228*pi) q[7];\ncx q[9],q[12];\nu3(1.0*pi,0.0*pi,1.2641863783474911*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.66773115026622*pi) q[11];\nu3(0.800322171344511*pi,3.30677569545135*pi,4.04813103645702*pi) q[13];\ncx q[0],q[10];\ncx q[1],q[7];\ncx q[2],q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[11];\nu3(0.350963067309355*pi,0.27543483207547803*pi,3.87431983261412*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.40761375376368*pi,0.442883866197723*pi,0.967428778754369*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5093858255355008*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(0.5*pi,-0.5*pi,0.5*pi) q[2];\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(0.5*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(0.0*pi,-0.5*pi,0.670018134656662*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];\ncx q[0],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.756576239897587*pi,0.7020352723084*pi,4.26480840946249*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.27472839210992*pi,0.49941871415830896*pi,0.700505587977736*pi) q[4];\nu3(0.334986172682111*pi,0.08202599438560898*pi,0.629738334907731*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.164665327934642*pi,0.78694664665215*pi,4.38967986666561*pi) q[9];\nu3(0.692635654639964*pi,-0.49807614800258543*pi,4.3071733711876*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[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.591819455090002*pi,0.10596285761303503*pi,4.305255653783259*pi) q[2];\nu3(0.885420472368232*pi,-0.36029738400657496*pi,4.36315776746523*pi) q[3];\nu3(0.727641589572468*pi,2.89080861871567*pi,4.3868925290218*pi) q[4];\nu3(0.149605633389396*pi,2.4350518131349*pi,1.0833388396608319*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.633251414572726*pi,3.36205924113431*pi,0.608088096315927*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.622544688700183*pi,-0.079478956948831*pi,4.158209133334*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.483270011516942*pi,-0.23723309091406602*pi,3.96162507169074*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(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.105055621240617*pi,2.81498996823146*pi,1.108930314224975*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[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(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.648801534342824*pi,0.298330423842493*pi,0.5966690443792972*pi) q[12];\nu3(0.913359159577038*pi,-0.21702912759606002*pi,4.16984981371231*pi) q[14];\nu3(0.604329291142012*pi,-0.24994513382949302*pi,0.799873034394062*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(0.0*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,-0.5*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,1.5*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.576664555538825*pi,0.277164669919584*pi,3.7882100201996*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[14];\nu3(0.447367021052947*pi,3.04187853275006*pi,1.9482974838839*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(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[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\ncx q[11],q[13];\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(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[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,1.0*pi) q[7];\nu3(0.200904161571989*pi,2.44243298504643*pi,1.296836897457254*pi) q[10];\nu3(3.5*pi,3.45580126624346*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,1.191719698350517*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(0.501758820647945*pi,0.30941685425256105*pi,4.4662879918898994*pi) q[1];\nu3(3.5*pi,3.24902674686761*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.196420779846902*pi) q[3];\ncx q[4],q[12];\nu3(3.5*pi,3.23399110624127*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.166098286363777*pi) q[6];\nu3(0.838500576034889*pi,0.91028767069616*pi,0.94419226579338*pi) q[7];\nu3(0.87654568584408*pi,0.21681558186083805*pi,3.9307690768141*pi) q[10];\ncx q[11],q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.397619099319771*pi,0.36176164868125005*pi,0.910906034216254*pi) q[1];\ncx q[2],q[3];\nu3(3.5*pi,3.43211314552223*pi,0.5*pi) q[4];\ncx q[5],q[6];\nu3(0.780469980242846*pi,2.63458449755727*pi,4.01877775908995*pi) q[7];\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(1.0*pi,0.0*pi,1.297808866816565*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.502364780754714*pi) q[13];\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(0.0*pi,-0.5*pi,0.614889226407036*pi) q[3];\ncx q[4],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.489604167220779*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];\ncx q[11],q[13];\ncx q[0],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[5],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[11];\nu3(0.0*pi,-0.5*pi,4.25617672856224*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,3.42414272571913*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(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,0.0*pi,1.271042203967042*pi) q[10];\nu3(0.632538390073062*pi,3.38470823926046*pi,3.344673452972*pi) q[11];\nu3(0.142969601036026*pi,0.25639183434621005*pi,3.90446916351174*pi) q[13];\ncx q[0],q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.432973184934868*pi,3.20237496777331*pi,0.9403360999978709*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(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.0475181106077214*pi,-0.16948592535636903*pi,1.53634548443538*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.441561035607057*pi,-0.4783731558069298*pi,1.68637879441436*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[9];\nu3(0.71758502424901*pi,3.22769044281714*pi,3.93208237304985*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];\ncx q[7],q[8];\nu3(0.0*pi,-0.5*pi,0.5310617459612641*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[10];\nu3(3.5*pi,3.36244161000733*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.333580050024978*pi,-0.343781013189725*pi,3.86884107049046*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.150555286894235*pi,0.10745767321049704*pi,3.85417539839977*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,3.36321388953465*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.244106880774589*pi) q[8];\nu3(1.0*pi,0.0*pi,1.3264291705704871*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(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.346559144216702*pi,3.46233135544084*pi,4.18324696492021*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.562335557489252*pi,2.40521788869554*pi,3.81928502671154*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],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[12];\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(1.0*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,0.0*pi,4.0*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.572442354528656*pi,3.0552877704485*pi,4.27153954835102*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5164191236671805*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.39910158113223*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(0.449233344213741*pi,3.27137379244774*pi,1.58237351928422*pi) q[0];\ncx q[1],q[9];\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(0.846586471992337*pi,3.37863587295742*pi,0.74407725283617*pi) q[6];\ncx q[7],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(0.541428658808118*pi,0.40514871860983104*pi,0.672666437546672*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(0.449056925392894*pi,3.15953924193781*pi,0.605873696608081*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(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(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[12];\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(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.783929867955196*pi,-0.4416939810371009*pi,0.839267725670129*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(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.176919373287773*pi,-0.29666736704130403*pi,1.4363214430027291*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[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.741597370120767*pi,3.10849005102351*pi,3.27866134899612*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(0.867331363786382*pi,2.87462679010866*pi,3.72847059714649*pi) q[10];\nu3(0.423388501487667*pi,0.46223285774953604*pi,0.788387711471219*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(3.5*pi,3.43100521356518*pi,0.5*pi) q[5];\ncx q[6],q[14];\nu3(0.825189177976027*pi,-0.261995004182101*pi,4.17755361084862*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(0.38464059718071*pi,-0.369273694090971*pi,1.74241645949737*pi) q[12];\nu3(1.0*pi,0.0*pi,1.229871722816734*pi) q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[1];\ncx q[5],q[13];\nu3(3.5*pi,3.46872457604629*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.590688850340362*pi,3.10645160126393*pi,0.5810345294354923*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[12];\nu3(1.0*pi,0.0*pi,1.413038724505836*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[3],q[10];\ncx q[4],q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[6],q[14];\nu3(0.704868664687084*pi,-0.396515711857208*pi,4.02917024964572*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(0.0*pi,-0.5*pi,0.560751452574276*pi) q[13];\nu3(0.58603176622502*pi,0.0026102397535020527*pi,0.692466813060395*pi) q[1];\ncx q[2],q[12];\nu3(3.5*pi,3.48367059375954*pi,0.5*pi) q[3];\nu3(3.5*pi,3.28508788826737*pi,0.5*pi) q[4];\ncx q[5],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.1317233295806939*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,4.0*pi) q[9];\nu3(1.0*pi,0.0*pi,1.314464972020089*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.615770926293878*pi) q[14];\nu3(0.842567898269186*pi,3.22904648664437*pi,4.36371171841545*pi) q[1];\nu3(3.5*pi,3.38775893513921*pi,0.5*pi) q[2];\ncx q[3],q[10];\ncx q[4],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],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[9];\nu3(1.0*pi,0.0*pi,1.248482271800687*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[8];\nu3(3.5*pi,-0.5*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,-0.5*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,4.423617944620251*pi) q[7];\nu3(0.413194630576946*pi,3.25965228348006*pi,4.37328930062332*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5370294099418778*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(3.5*pi,3.46702414275775*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];\ncx q[3],q[10];\ncx q[4],q[7];\nu3(0.459200591123388*pi,3.29951457370485*pi,1.071227939051544*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.347515791555506*pi) q[8];\nu3(0.426000808260868*pi,0.45622607099604895*pi,3.72319987276463*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5760136616618294*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[8];\nu3(1.0*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];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.74638712832939*pi,0.13886638510489002*pi,4.49969946712134*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(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*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,0.0*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,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(0.307876707636818*pi,0.6023364841809*pi,0.812782033137708*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.48808120928194*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(0.364923802145683*pi,-0.255201855898168*pi,4.26611366328021*pi) q[13];\nu3(0.73567815995477*pi,0.38075298045388095*pi,1.57728518651392*pi) q[14];\ncx q[0],q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.199130925456822*pi,2.77500293136715*pi,1.64474283594844*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(0.315391000352551*pi,0.30484491689945803*pi,3.76363184490572*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(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.341792020210954*pi,-0.319945652409348*pi,4.0145252921372006*pi) q[13];\nu3(0.392640999810191*pi,2.96028590195103*pi,1.58072333758272*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.561824063098686*pi,3.21107970025983*pi,0.8008219884173791*pi) q[2];\nu3(0.873363527982236*pi,-0.027665522643051*pi,0.6716800416502671*pi) q[3];\nu3(1.0*pi,0.0*pi,4.0*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,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[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[0];\nu3(0.443678774295682*pi,0.315055631660654*pi,4.26755075020655*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.328392235816861*pi,2.76822332109985*pi,1.186401042061213*pi) q[4];\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(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[9],q[11];\nu3(0.537041394997665*pi,1.04595773140553*pi,0.7963150607930489*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(0.0*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];\nu3(0.768660478021109*pi,0.28636294787749506*pi,0.5436304359630596*pi) q[4];\nu3(0.686390008555828*pi,2.53140760048305*pi,3.58797332748566*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,3.48161881098831*pi,0.5*pi) q[9];\nu3(0.387005535853158*pi,0.8162150378776001*pi,0.608204710937737*pi) q[10];\nu3(1.0*pi,0.0*pi,1.150778835942225*pi) q[11];\nu3(0.440494721511836*pi,3.39842845135727*pi,4.2011297371878005*pi) q[12];\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(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.811007209208881*pi,-0.4246287278587076*pi,0.776051856094531*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[9],q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.441013641948194*pi,0.10644834750145404*pi,1.016223606096198*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*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(0.0*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(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,0.5363307936973585*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.277759915443916*pi,-0.312530693576588*pi,0.963756155989579*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[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.362971752251399*pi,2.96632541183138*pi,1.67309896822596*pi) q[8];\ncx q[9],q[11];\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(0.728300913595252*pi,2.88706947389714*pi,3.85020547333445*pi) q[0];\ncx q[1],q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.583526290120218*pi,0.6098150719244899*pi,0.627452019602518*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(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.41196322977462*pi,0.5*pi) q[1];\ncx q[4],q[6];\nu3(1.0*pi,0.0*pi,1.1447740918471618*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];\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[0];\ncx q[1],q[7];\nu3(3.5*pi,3.40669864650604*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.186526573842954*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.431449802870691*pi,2.93401858325986*pi,1.79495655145289*pi) q[9];\nu3(3.5*pi,3.49319103813364*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,1.261886189547001*pi) q[13];\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[4],q[6];\nu3(0.0*pi,-0.5*pi,0.58247584975694*pi) q[7];\ncx q[8],q[12];\nu3(0.777770147342313*pi,0.6102845414604601*pi,4.11822467950605*pi) q[9];\ncx q[10],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.4116111207221*pi) q[6];\nu3(3.5*pi,3.37044445811811*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.336248766539132*pi,0.5592204550617399*pi,4.2170548183607*pi) q[11];\nu3(1.0*pi,0.0*pi,1.186024339636331*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.39807916863602*pi) q[13];\ncx q[0],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[4],q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],q[13];\nu3(0.455800879440302*pi,3.2864527448618*pi,0.764457546632197*pi) q[11];\nu3(3.5*pi,3.3880537763336*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[3],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.1937926213176229*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(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,0.5754322254125424*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\ncx q[0],q[5];\nu3(0.920135799751644*pi,2.80939865310247*pi,3.34943858748745*pi) q[1];\nu3(3.5*pi,3.4199418422413*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(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[12];\nu3(1.0*pi,0.0*pi,1.211321399521361*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[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.182123809784775*pi,-0.393869858023847*pi,1.68083537758958*pi) q[1];\ncx q[2],q[11];\ncx q[3],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.45347272025634*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[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];\ncx q[0],q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.44444164857533*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(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.670834581271452*pi,3.26770876180855*pi,4.21028509692842*pi) q[7];\nu3(0.392373811938127*pi,0.034157909621951976*pi,1.1120457123874279*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.47554618704853*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.1845677466150009*pi) q[11];\nu3(0.0649586024363503*pi,-0.16062665811359*pi,1.005045315967996*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[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[11];\ncx q[3],q[9];\nu3(0.530689687294752*pi,0.15772008336865495*pi,1.107362227243898*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(0.531152603883928*pi,2.66905540911907*pi,3.69695439894711*pi) q[7];\nu3(0.0472942964173645*pi,0.021504546125089008*pi,3.54247116651096*pi) q[8];\nu3(0.11872269639769*pi,0.5027632173849299*pi,3.70071961445798*pi) q[10];\nu3(0.257054836815663*pi,3.4365695032977*pi,1.81737078554516*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,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.222207654667007*pi,0.65638541466908*pi,0.8188115291318321*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(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.322610911525917*pi,-0.36222851780841503*pi,1.065488136687755*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.555103291449476*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[0];\ncx q[2],q[11];\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(0.496430203614315*pi,0.270123352679873*pi,3.56494859748577*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(0.840659436232498*pi,2.9581497520628*pi,4.383069466588029*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[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(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0980982239397882*pi,0.71213276136489*pi,3.92079194224778*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(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.942235746297795*pi,-0.046035654258733016*pi,1.3259589905405411*pi) q[13];\nu3(0.71772444084108*pi,-0.4515429835487388*pi,4.00074192423202*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(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,-0.5*pi,0.5*pi) q[6];\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(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.452532263105802*pi,-0.10592694872337*pi,1.04909519320454*pi) q[0];\nu3(0.462810480620621*pi,0.50682205255579*pi,3.69562570357448*pi) q[2];\nu3(0.375418594247688*pi,0.56672843999323*pi,0.5026812573576076*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(0.0*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[0];\nu3(0.289998109116064*pi,0.265738072235578*pi,4.1600099142939495*pi) q[2];\nu3(0.33418448100484*pi,2.80574251161903*pi,1.68119701455444*pi) q[3];\nu3(3.5*pi,3.30608265762327*pi,0.5*pi) q[4];\nu3(0.590638938800725*pi,0.14744712489837397*pi,3.84459796179084*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.135307205026*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(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];\ncx q[4],q[7];\nu3(0.828789609276758*pi,2.84051931476005*pi,4.24694393274158*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.599362006291783*pi,0.294573476194425*pi,0.766212938318815*pi) q[9];\nu3(0.791786236774059*pi,0.49203695156191396*pi,0.5753062839192573*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*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(3.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[10];\nu3(0.0*pi,-0.5*pi,0.621302806657322*pi) q[7];\nu3(0.662162747534532*pi,2.79894806284435*pi,4.26622272734316*pi) q[9];\nu3(0.694595338812735*pi,0.63171101162519*pi,0.5116764107184577*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[3],q[8];\ncx q[4],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,3.39864942798142*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.2170283583472519*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\ncx q[0],q[1];\ncx q[2],q[12];\nu3(3.5*pi,3.46109347316326*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[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.348794395010969*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(3.5*pi,3.43553284879232*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,1.286306426325414*pi) q[1];\nu3(3.5*pi,3.25090551406437*pi,0.5*pi) q[2];\ncx q[3],q[8];\nu3(0.339790193618899*pi,0.23611512168290805*pi,0.5440350005445356*pi) q[4];\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,1.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5452713847699524*pi) q[10];\ncx q[11],q[14];\nu3(1.0*pi,0.0*pi,1.122257037099725*pi) q[12];\ncx q[0],q[1];\ncx q[2],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.590484979073143*pi,0.421498489488895*pi,1.352549769024605*pi) q[4];\ncx q[6],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.529839674451545*pi) q[8];\ncx q[9],q[13];\nu3(3.5*pi,3.47800840688412*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.1893838694947019*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.31942082553782*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[8];\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(0.33211992865554*pi,2.62134846419217*pi,1.49956362959067*pi) q[7];\nu3(3.5*pi,3.27864249086462*pi,0.5*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,0.5197966428749763*pi) q[12];\nu3(1.0*pi,0.0*pi,1.197390112190851*pi) q[13];\ncx q[0],q[1];\ncx q[2],q[12];\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(0.223789904152487*pi,0.95676010269269*pi,4.45817186179074*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(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.458440016894031*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(0.341374987157069*pi,2.72152288110189*pi,1.018605461125133*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.725550528155619*pi,3.22467350894888*pi,3.5653513887866*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.692005468833744*pi,2.70034324904823*pi,3.99070235584981*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];\ncx q[11],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.40079937659678*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(0.604263832757479*pi,-0.272990231630695*pi,1.186106441271006*pi) q[2];\nu3(0.129240246985383*pi,-0.24244477820316102*pi,3.87664016530948*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.319750718529521*pi,3.45434333345481*pi,1.219247168076788*pi) q[6];\nu3(0.429068845566889*pi,0.30929204241725905*pi,1.227380015754488*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(0.0*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[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.548387524419571*pi,2.79177991550288*pi,1.298671778986489*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[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(0.150701679793313*pi,0.8108970369086199*pi,3.89119375660291*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[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(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.636283167170304*pi,0.052907906271245975*pi,0.6640665629755*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.793988069829714*pi,-0.4489387239240406*pi,4.02836046043823*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[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[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(0.814133697366586*pi,-0.06881318583608498*pi,3.97323142083576*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(0.0*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[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(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.25625736716646*pi,3.01531297204969*pi,0.643980525671181*pi) q[0];\nu3(1.0*pi,0.0*pi,4.0*pi) q[1];\ncx q[6],q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[9];\nu3(0.284096168076423*pi,0.49142841059640796*pi,3.79751815884202*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(0.670756984070133*pi,0.5899316750680901*pi,4.243477512289219*pi) q[14];\nu3(0.495421455229237*pi,-0.207570463948353*pi,1.3841725273359708*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[4],q[12];\nu3(3.5*pi,3.49069820839387*pi,0.5*pi) q[6];\nu3(0.678424943241272*pi,-0.07350987787767599*pi,3.9930882169154*pi) q[9];\nu3(1.0*pi,0.0*pi,1.201402475414284*pi) q[10];\nu3(0.489418060557798*pi,0.34775028966877497*pi,4.31556952028971*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.434578201775256*pi,-0.4425414598575674*pi,1.156487236132833*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.231916523826419*pi,-0.07180470550906998*pi,4.1897693132029605*pi) q[1];\nu3(3.5*pi,3.4964751206601*pi,0.5*pi) q[4];\ncx q[6],q[10];\nu3(0.422450137685298*pi,3.17188705094944*pi,1.93509994083593*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.266510849342132*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(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.237582677976652*pi,0.165237208284303*pi,3.84576414528987*pi) q[1];\ncx q[2],q[14];\ncx q[4],q[12];\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(0.0*pi,-0.5*pi,0.5481320300827613*pi) q[10];\nu3(0.251395476965959*pi,2.61249895432652*pi,1.40537416147164*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(3.5*pi,3.25825635234594*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[6],q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.608046977439061*pi) q[12];\nu3(0.749777922473742*pi,0.7962586346060101*pi,4.3321691189275295*pi) q[13];\nu3(1.0*pi,0.0*pi,1.140427901269345*pi) q[14];\ncx q[0],q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[14];\ncx q[4],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\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(3.5*pi,3.27916538001553*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(1.0*pi,0.0*pi,1.143646740892601*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.494897429700262*pi,-0.4468560960156051*pi,4.3050516865089605*pi) q[6];\ncx q[9],q[11];\nu3(0.106689222369282*pi,-0.09541794342667997*pi,1.54916746482732*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,0.5519610384548357*pi) q[14];\ncx q[0],q[3];\ncx q[1],q[8];\ncx q[2],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[13];\nu3(0.599899287503784*pi,2.83327259849262*pi,3.32280497124784*pi) q[6];\nu3(3.5*pi,3.3377111874072*pi,0.5*pi) q[9];\nu3(0.694701208339324*pi,2.97644658908571*pi,3.95207357850766*pi) q[10];\nu3(1.0*pi,0.0*pi,1.143764237125989*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[0];\nu3(3.5*pi,3.34184107912471*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,4.478118231803791*pi) q[3];\nu3(0.729364083105497*pi,0.102755479584282*pi,1.4457156562592*pi) q[4];\nu3(3.5*pi,3.46464107878221*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,1.189446311193884*pi) q[8];\ncx q[9],q[11];\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,0.0*pi,1.273597031759559*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[3];\ncx q[1],q[8];\nu3(0.351358822998464*pi,3.27805967496338*pi,0.808662044038857*pi) q[2];\nu3(0.212575096786708*pi,0.63029455335685*pi,0.5086921569795324*pi) q[4];\ncx q[5],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\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,4.42814002447499*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[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.390874163328852*pi,0.12679707988702904*pi,1.054912956641094*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(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.49091128206909*pi) q[8];\ncx q[9],q[11];\nu3(0.391057397504911*pi,-0.173252413409479*pi,0.801665399722297*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.436317371857751*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[8];\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(1.0*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[13];\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[11];\nu3(0.487545078123885*pi,0.05438571914667201*pi,0.683473650264373*pi) q[12];\nu3(0.573497306047109*pi,-0.011488494010228001*pi,4.430743837214051*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(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(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*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,4.0*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.39845760048477*pi,-0.39719029055001*pi,4.09930657226926*pi) q[14];\nu3(0.285416650600556*pi,3.48486223355581*pi,1.60368736786959*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(0.0*pi,-0.5*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(0.0*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[14];\nu3(0.529764942053946*pi,2.90944109765439*pi,1.447848444673*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[14];\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(0.62789829302493*pi,0.9534530458705699*pi,0.738383670898297*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[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(0.771377501669883*pi,3.38768452909298*pi,0.5369196305457444*pi) q[1];\ncx q[2],q[12];\nu3(0.483918590842756*pi,3.0409146837536*pi,3.34048341124163*pi) q[3];\nu3(3.5*pi,3.30953146438957*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[8];\nu3(0.768606518649835*pi,-0.39829247433669*pi,3.44112472464252*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,0.0*pi,1.215322352772659*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.531891534011484*pi,0.260766228875683*pi,4.1424286534196995*pi) q[1];\nu3(3.5*pi,3.45169467461043*pi,0.5*pi) q[2];\nu3(0.519960327769097*pi,-0.05230713767057099*pi,3.76329302954882*pi) q[3];\ncx q[4],q[14];\nu3(0.461133752931162*pi,-0.243958619165763*pi,1.52477065870264*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(0.413820505784075*pi,3.25051038808573*pi,4.3971243221813*pi) q[11];\nu3(1.0*pi,0.0*pi,1.404004689757992*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[1];\ncx q[2],q[12];\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(0.508750597988807*pi,3.08004557336516*pi,1.78450714942585*pi) q[5];\nu3(0.295864526238418*pi,3.49169103045738*pi,0.8144678445314679*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.18668870121637*pi,0.04667956358539105*pi,4.20260803883038*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5534872807850908*pi) q[14];\ncx q[0],q[9];\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(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.183831829292265*pi,3.23830115928618*pi,2.23656065663411*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.652443959490433*pi) q[12];\nu3(0.23263106298603*pi,3.05422733635368*pi,0.91353218704426*pi) q[13];\nu3(3.5*pi,3.44773393906381*pi,0.5*pi) q[0];\ncx q[2],q[12];\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[8];\nu3(1.0*pi,0.0*pi,1.353310635550256*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.336132031435884*pi,3.38154422554618*pi,0.67691473582095*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[9];\ncx q[1],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[7];\nu3(0.358106781413212*pi,-0.249831973490105*pi,0.644898238941345*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*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(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,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.38744339291342*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.32493925723741*pi,0.5*pi) q[3];\nu3(0.543383922217665*pi,-0.4682695718662053*pi,0.722021864479607*pi) q[4];\nu3(1.0*pi,0.0*pi,1.174097324831901*pi) q[5];\nu3(1.0*pi,0.0*pi,1.179628262174207*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5248560319577927*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[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[0],q[9];\ncx q[1],q[5];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[2];\ncx q[3],q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\ncx q[11],q[13];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[12];\nu3(0.179838353038976*pi,-0.234015368360927*pi,1.3391747304143191*pi) q[14];\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(0.422110793173578*pi,3.20547821123849*pi,4.47735041417031*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,0.605472132482809*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.631122820475687*pi) q[7];\ncx q[8],q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,3.4063530278661*pi,0.5*pi) q[11];\nu3(0.262053547865868*pi,-0.200700508205524*pi,3.98003445497047*pi) q[12];\nu3(1.0*pi,0.0*pi,1.2440479302995961*pi) q[13];\nu3(0.387927928447835*pi,3.25116696777373*pi,2.08630254285741*pi) q[14];\nu3(0.518878857937662*pi,2.75926479381091*pi,3.99273480556783*pi) q[0];\ncx q[1],q[5];\nu3(0.545139133588289*pi,0.03168058396626605*pi,0.822911953335532*pi) q[2];\ncx q[3],q[7];\nu3(3.5*pi,3.48575685663333*pi,0.5*pi) q[8];\nu3(0.496750997743377*pi,0.9430829995574701*pi,4.24428840761525*pi) q[9];\nu3(1.0*pi,0.0*pi,1.25662449150827*pi) q[10];\ncx q[11],q[13];\nu3(0.218601642942525*pi,3.21521811576391*pi,1.69682836071045*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.796213595014657*pi,3.30797016602674*pi,3.88134151780391*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,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[10];\nu3(0.421405157534245*pi,0.44615460368954096*pi,3.55755692695004*pi) q[9];\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,4.4595084919215005*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(0.336325222012398*pi,-0.20966442805568097*pi,4.29954661171101*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.50968776415502*pi,2.76254341880064*pi,3.66868797756154*pi) q[3];\nu3(0.346696916859063*pi,-0.11983488029016998*pi,3.68509417712525*pi) q[5];\ncx q[6],q[14];\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(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5741032863546103*pi) q[10];\ncx q[11],q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.399632833544342*pi,0.01795469638952596*pi,1.080445309972208*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.458713518822123*pi,3.35193926285779*pi,3.22362770932345*pi) q[3];\nu3(0.544744639199947*pi,0.15896670339960595*pi,0.919466117843056*pi) q[5];\nu3(3.5*pi,3.38842505308902*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[10];\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[13];\nu3(1.0*pi,0.0*pi,1.143185540719895*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(1.5*pi,0.0*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[14];\nu3(0.723091236277322*pi,0.41893983169929305*pi,4.33227164310016*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];\nu3(0.0*pi,-0.5*pi,1.5*pi) 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[3];\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(0.674895087828457*pi,0.74756243443537*pi,0.681531098059913*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(0.0*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,4.40470248998514*pi) q[14];\nu3(1.5*pi,0.0*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[6],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.4145808328202*pi,-0.02266003189785598*pi,3.63183684149762*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,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[7];\ncx q[1],q[4];\nu3(3.5*pi,3.42165710552891*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,1.332392320233101*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.561660916202775*pi,-0.08188905138126401*pi,0.5113050885003669*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.299300043018629*pi,0.08242852780694798*pi,4.12098547813362*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(3.5*pi,3.35362182084786*pi,0.5*pi) q[0];\nu3(3.5*pi,3.33155684272894*pi,0.5*pi) q[1];\ncx q[2],q[5];\nu3(1.0*pi,0.0*pi,1.28503961816399*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.2535438990559151*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.291458564999703*pi,0.5828795742597599*pi,4.13044327973196*pi) q[10];\nu3(0.801623370912424*pi,-0.4656048215126072*pi,0.749146513541578*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];\ncx q[0],q[7];\ncx q[1],q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.35013934115949*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(0.557802049423525*pi,-0.257873034070104*pi,0.652450271039263*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.674211405845777*pi,-0.32170026294876497*pi,4.49804186591731*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(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[5];\nu3(0.0*pi,-0.5*pi,4.4112026808038*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5847665549754573*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[11];\nu3(0.73319921256064*pi,-0.120126525071313*pi,4.07015559418762*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[7];\ncx q[1],q[4];\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(0.850815723063606*pi,-0.386928824056264*pi,4.44481534427724*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[10];\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(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];\nu3(0.341438696668837*pi,-0.4767773773690791*pi,1.2419383344059471*pi) q[6];\nu3(1.0*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[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.481728126140325*pi,-0.4190698339064932*pi,0.732980865226224*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,3.4787074082498*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[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,3.4599468264169*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.279115025651046*pi) q[10];\nu3(1.0*pi,0.0*pi,1.332237386293154*pi) q[11];\ncx q[12],q[13];\nu3(0.559811744440838*pi,-0.359441639464807*pi,0.674991228998296*pi) q[14];\nu3(0.485587950550352*pi,-0.134570580014079*pi,3.77165541796131*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(1.0*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[11];\nu3(3.5*pi,3.42011312552087*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.334411688468023*pi) q[13];\nu3(0.560267329848775*pi,0.5555637747884901*pi,0.590397046746802*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(1.0*pi,0.0*pi,4.0*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(0.681186231373751*pi,0.8517105803489*pi,0.5902026013609663*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5898348869571111*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.30703653681576*pi) q[11];\ncx q[12],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,0.0*pi,4.0*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*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];\nu3(0.56952716088022*pi,-0.13835670408465*pi,0.5441319515982307*pi) q[7];\ncx q[8],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5087964650155936*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.952608638076675*pi,-0.016301548018720025*pi,3.61568272391451*pi) q[1];\nu3(0.658068113933552*pi,0.6399845296431499*pi,0.5388489996790027*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,4.0*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(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[13];\nu3(0.790514302912141*pi,0.21176611935781497*pi,4.34041869834128*pi) q[1];\nu3(0.811904405191982*pi,3.49111935328085*pi,4.08241095160113*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(0.5*pi,-0.5*pi,0.5*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[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,4.0*pi) q[1];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[2];\nu3(0.604758161628808*pi,2.92139168801936*pi,3.62932962090486*pi) q[3];\nu3(0.840616943165245*pi,-0.4858832039102001*pi,3.6788653041535*pi) q[4];\nu3(0.211912680538498*pi,0.281848915940474*pi,3.57267711301659*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[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.247444254807141*pi,-0.236060533057095*pi,4.46804637141902*pi) q[12];\nu3(0.634224152374394*pi,2.85256743279722*pi,3.29495338662888*pi) q[13];\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(0.316780103341238*pi,0.372425848472422*pi,4.43565718040869*pi) q[3];\nu3(0.316319293337459*pi,2.83799521273225*pi,1.274799176715438*pi) q[4];\nu3(0.215664151379767*pi,0.6292194364899499*pi,4.114364930863561*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[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.260705300290709*pi,3.39133073619466*pi,4.14239935750803*pi) q[12];\nu3(0.400620006749992*pi,0.5305921450072799*pi,0.767142906500074*pi) 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(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,4.0*pi) q[8];\nu3(0.352306265318948*pi,-0.08094921354818202*pi,3.72670466984512*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,-0.5*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[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.54761023495818*pi,-0.268100796323117*pi,4.3733069776696905*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];\ncx q[0],q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[3],q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\ncx q[7],q[13];\nu3(0.734363956817284*pi,-0.481038870014289*pi,3.77352533733548*pi) q[8];\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(3.5*pi,3.47145181184467*pi,0.5*pi) q[0];\ncx q[1],q[2];\nu3(3.5*pi,3.44595194905537*pi,0.5*pi) q[3];\ncx q[4],q[6];\nu3(3.5*pi,3.45691564504848*pi,0.5*pi) q[7];\nu3(0.565379619700715*pi,2.59435878651565*pi,3.82384514826342*pi) q[8];\nu3(1.0*pi,0.0*pi,1.263729514615703*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,1.253022679665818*pi) q[12];\nu3(1.0*pi,0.0*pi,1.3128699813404658*pi) q[13];\ncx q[0],q[12];\nu3(3.5*pi,3.4386871332765*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.378834838814344*pi) q[2];\ncx q[3],q[9];\nu3(3.5*pi,3.33175967544641*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.216830549363386*pi) q[6];\ncx q[7],q[13];\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(0.163834230713974*pi,3.33356921957903*pi,0.737968157081201*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],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,4.25539197022645*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.250582169639747*pi,0.393448032636861*pi,4.28297474564493*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.47699109288806*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.192160261565*pi) q[13];\ncx q[0],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,0.5356436750405007*pi) q[2];\ncx q[3],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[5],q[8];\nu3(0.0*pi,-0.5*pi,4.45745149024867*pi) q[6];\ncx q[7],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[0];\ncx q[1],q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[6];\nu3(3.5*pi,3.43728460787465*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.334436973112679*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[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(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];\ncx q[5],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*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,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[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(0.0*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[7];\nu3(0.0*pi,-0.5*pi,4.35373976564664*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(3.5*pi,3.49463879654484*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.321915643025605*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[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];\ncx q[5],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[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,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[0];\nu3(0.0*pi,-0.5*pi,1.0*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(0.16398729347243*pi,-0.306957015791662*pi,4.37684256710002*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(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,0.5484824895033129*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(0.843874242416009*pi,0.21721872364390504*pi,4.37762007442319*pi) q[0];\nu3(0.189706632728919*pi,2.92160103286349*pi,1.280712217633931*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.670525880137289*pi,-0.10522605983772998*pi,4.237198053769999*pi) q[3];\nu3(0.584498315541035*pi,0.27354712567835004*pi,0.731734233007509*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(0.658302047101102*pi,-0.214139975639479*pi,3.5805960555185*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.305362618516388*pi,0.018652708685499952*pi,4.44147499316526*pi) q[9];\ncx q[10],q[11];\nu3(0.646598471464314*pi,0.9201565320457401*pi,1.008246319164469*pi) q[12];\nu3(0.294538181674261*pi,0.04629893482332903*pi,4.49741920844851*pi) q[13];\nu3(0.197419451865081*pi,-0.4016929998290515*pi,4.21980511988268*pi) q[0];\nu3(0.178750480141523*pi,0.20446653262216496*pi,0.618442830180132*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[2];\nu3(0.332627319229274*pi,0.009777920282554975*pi,3.854982638677*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(0.576730436298493*pi,-0.328357483194191*pi,0.632266961530897*pi) q[6];\nu3(0.969059783489588*pi,-0.4563204543762846*pi,1.0105763362378561*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.311452282132262*pi,0.94156151287518*pi,4.23095249440053*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(0.331397452442561*pi,0.6480880183784801*pi,4.39461886418003*pi) q[12];\nu3(0.432953757384733*pi,0.24091176821175198*pi,1.322192099146337*pi) q[13];\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(0.256691846498897*pi,0.76217437337742*pi,4.37960696664207*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,1.5*pi) q[5];\nu3(0.493738912173978*pi,0.33983141009984297*pi,3.74077338360219*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(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(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.571703034550032*pi,0.7632244851425101*pi,4.2182348163576*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[12];\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(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.808662595687946*pi,3.15148883106082*pi,3.817626237301*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];\ncx q[0],q[3];\ncx q[1],q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.31350447302172*pi,0.5*pi) q[4];\nu3(0.515329754279388*pi,0.007527765584792956*pi,3.56908546445125*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.316535560710222*pi,0.262031256284064*pi,1.206983562578615*pi) q[8];\nu3(0.830999126795999*pi,0.412462952408749*pi,1.52942794113732*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.238619104411691*pi) q[12];\nu3(3.5*pi,3.39989298618179*pi,0.5*pi) q[0];\nu3(3.5*pi,3.46786094544477*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,1.19885063744961*pi) q[3];\ncx q[4],q[12];\nu3(0.32937218629577*pi,1.06748237654939*pi,4.42168715980652*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.46211023335809*pi,3.17999168813536*pi,4.28301546433791*pi) q[8];\nu3(1.0*pi,0.0*pi,1.3278710332535821*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.74451151394877*pi,-0.126051099410044*pi,4.18369773668082*pi) q[11];\ncx q[0],q[3];\ncx q[1],q[9];\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(3.5*pi,-0.5*pi,0.5*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[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.625892682382141*pi,3.25902127052983*pi,3.63478718408243*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.48656746320988*pi) q[12];\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(0.0*pi,-0.5*pi,4.46768708665084*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(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.45675305169312*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\ncx q[0],q[3];\ncx q[1],q[9];\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,3.49101807365638*pi,0.5*pi) q[6];\ncx q[8],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,0.0*pi,1.112966882032681*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[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[14];\nu3(3.5*pi,3.45297847506497*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,1.188938008011669*pi) q[10];\ncx q[11],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\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[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\ncx q[8],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(3.5*pi,3.42154263125618*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,1.280880430511236*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.47269381472498*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[3];\nu3(1.0*pi,0.0*pi,4.0*pi) q[4];\nu3(3.5*pi,3.49741899876671*pi,0.5*pi) q[5];\ncx q[6],q[14];\nu3(1.0*pi,0.0*pi,1.178319967756698*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,4.398151391188231*pi) q[10];\ncx q[11],q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\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(0.519708352336407*pi,3.0647289641987*pi,1.76015553152957*pi) q[4];\ncx q[5],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[8],q[10];\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,0.0*pi,4.0*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.29175652832798*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(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.351455290695934*pi,2.43817794476882*pi,1.334600489328329*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,4.38745242987139*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];\ncx q[11],q[13];\nu3(0.33559222542888*pi,-0.027893243717528993*pi,0.685284092252873*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.379905948730216*pi,0.74831753735268*pi,3.82319795678042*pi) q[0];\nu3(0.717603745674737*pi,2.5382698035061*pi,3.70902161828654*pi) q[1];\nu3(0.5786993079572*pi,3.41579124647007*pi,3.1703859984691*pi) q[3];\nu3(3.5*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(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.804295875031231*pi,0.30057248250831703*pi,1.425929197435527*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(0.326093999457828*pi,-0.19610746696040499*pi,4.04073536373904*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(0.210347970801121*pi,-0.404267296878982*pi,3.93206472814867*pi) q[0];\nu3(0.63196859044634*pi,0.15241483564405*pi,0.850525170246677*pi) q[1];\nu3(0.44255767958184*pi,3.2258614437969*pi,0.8159144116613111*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(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.787420539303519*pi,0.29258812630310405*pi,1.412880864764824*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(0.0*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[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(0.739146522303158*pi,3.03611184310646*pi,3.46470024622121*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(0.5*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(1.5*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[3];\ncx q[4],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.71512227698642*pi,3.41382660195211*pi,0.603246127391326*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(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[1],q[9];\nu3(3.5*pi,3.48891982085803*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(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.401474898847547*pi,3.16312040846109*pi,2.05008225434295*pi) q[8];\nu3(0.466250234475755*pi,2.63212996116529*pi,3.76277371392205*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.286451689366007*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.195927238380403*pi,-0.006195150825385021*pi,0.55151650575604*pi) q[14];\nu3(3.5*pi,3.30287063551294*pi,0.5*pi) q[1];\ncx q[4],q[12];\nu3(0.93778116513344*pi,-0.24871825957571497*pi,3.91514617644804*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(0.45169928742856*pi,-0.06374136009160197*pi,1.145971767241773*pi) q[8];\nu3(1.0*pi,0.0*pi,1.264118760117821*pi) q[9];\nu3(0.628512959614783*pi,-0.18374691787637398*pi,0.5826429829195297*pi) q[10];\nu3(0.622697611540949*pi,-0.4686270934614183*pi,3.73738225184574*pi) q[11];\nu3(0.588483007298413*pi,0.08571696360175196*pi,4.211846906673021*pi) q[13];\nu3(0.0627894192190198*pi,-0.42952219923239043*pi,4.18709869184536*pi) q[14];\ncx q[1],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.769705838417659*pi,0.18830156518106*pi,1.4387514077863859*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(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.358829149289801*pi,0.25971098573930496*pi,3.86450876384355*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.44633888171074*pi) q[12];\nu3(0.276218142049422*pi,3.39736462173097*pi,1.92532965315757*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[1];\ncx q[4],q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.438299966221121*pi,3.33243278362835*pi,3.25923340087697*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5663552349934564*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[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[1],q[9];\ncx q[3],q[8];\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(0.460373173481486*pi,-0.11116659887814201*pi,1.51947413997362*pi) q[7];\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];\ncx q[0],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[13];\nu3(3.5*pi,3.44754558125378*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[7];\nu3(1.0*pi,0.0*pi,1.2639946968726972*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\ncx q[11],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(3.5*pi,3.48327787117953*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,4.0*pi) q[1];\nu3(3.5*pi,3.4800907785501*pi,0.5*pi) q[2];\ncx q[3],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.330075220009871*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[9];\nu3(3.5*pi,3.40918648439671*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,1.2290313639899288*pi) q[13];\nu3(1.0*pi,0.0*pi,1.211633947457087*pi) q[14];\ncx q[0],q[5];\nu3(0.461052530939045*pi,3.12880069858682*pi,0.804842803628663*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];\ncx q[7],q[10];\nu3(0.0*pi,-0.5*pi,0.65242315916446*pi) q[8];\nu3(1.0*pi,0.0*pi,4.0*pi) q[9];\ncx q[11],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.930151728569051*pi,0.008718936212587014*pi,1.340512134726851*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.7544290562634071*pi) q[5];\nu3(3.5*pi,3.46225665023539*pi,0.5*pi) q[7];\nu3(0.980057900292268*pi,-0.4377814710506293*pi,3.25385355753304*pi) q[9];\nu3(1.0*pi,0.0*pi,1.154382459788195*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(0.0*pi,-0.5*pi,0.5862861411202553*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5704672072813497*pi) q[14];\ncx q[0],q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.301154729822132*pi,0.424600813201623*pi,3.73034056803028*pi) q[4];\ncx q[7],q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.320623076371667*pi,0.09680288638657997*pi,4.401218917416481*pi) q[9];\ncx q[11],q[14];\nu3(0.263198769417273*pi,-0.154384511469064*pi,1.50182915636384*pi) q[12];\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(0.0367731257793542*pi,2.80349419305497*pi,1.74295762620651*pi) q[3];\nu3(0.537925656961136*pi,-0.026405475823693014*pi,3.96305904088769*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(0.735166424149957*pi,3.3206852323114*pi,4.1396165409713905*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.545443807583011*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.435524944811435*pi,2.8625557700363*pi,1.85580225815166*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(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(0.694535959893653*pi,1.01097941426462*pi,0.934316652692351*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];\ncx q[7],q[10];\nu3(0.428497199921313*pi,0.45005067491302597*pi,0.5030878724797373*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.941695199605427*pi,-0.26758460232216597*pi,0.949763159706868*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(0.438835375637989*pi,0.335874631403546*pi,1.0391286450826929*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(0.273626012967115*pi,1.14800351263097*pi,4.276580599106341*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(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[10];\nu3(0.214966878858065*pi,-0.209941225075431*pi,4.40680947333952*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(0.418839641041487*pi,0.434120355693408*pi,3.97665394218045*pi) q[14];\nu3(0.682453950633632*pi,3.35424722250645*pi,3.09598674994813*pi) q[0];\ncx q[1],q[4];\nu3(0.356190704911451*pi,0.60204437064591*pi,4.06469129934497*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.362418501843855*pi,0.006796839499531027*pi,3.86929044439068*pi) q[5];\nu3(0.423030249237028*pi,3.17498855961474*pi,1.70244617235431*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.889280037766813*pi,-0.19198090788872402*pi,0.919964999804852*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(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.906862482589257*pi,3.17307676953216*pi,4.10786858243147*pi) q[0];\nu3(3.5*pi,3.46454574740348*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,1.244481052164466*pi) q[4];\nu3(0.0770124072663923*pi,0.85634422891902*pi,3.90743143379145*pi) q[5];\nu3(0.189616473592516*pi,-0.06442557967555601*pi,4.3642518897733*pi) q[7];\nu3(0.420040025833987*pi,0.18849137507037395*pi,3.47774701794424*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.463329516750684*pi,2.95778851844633*pi,1.438593142361761*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[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(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*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[10];\nu3(0.318002164683147*pi,0.7021655012439301*pi,0.749217792917522*pi) q[13];\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[3],q[12];\nu3(0.0*pi,-0.5*pi,4.4069937626812905*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(3.5*pi,3.4163158684439*pi,0.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.282348185539907*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[6];\ncx q[1],q[4];\nu3(3.5*pi,3.48847361407999*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[11];\ncx q[10],q[14];\nu3(1.0*pi,0.0*pi,1.351311758709409*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,3.48714213693668*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[3],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[13];\nu3(1.0*pi,0.0*pi,1.219942752443951*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(3.5*pi,3.49869529638584*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.44709692194265*pi) q[11];\nu3(1.0*pi,0.0*pi,1.355446775017259*pi) q[14];\ncx q[0],q[6];\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(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,3.43480641140816*pi,0.5*pi) q[5];\ncx q[7],q[9];\ncx q[8],q[11];\ncx q[10],q[14];\nu3(0.0*pi,-0.5*pi,0.788992093370132*pi) q[12];\nu3(1.0*pi,0.0*pi,1.0993481982334439*pi) 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];\ncx q[3],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[13];\nu3(0.0*pi,-0.5*pi,0.5330166527309497*pi) q[6];\nu3(3.5*pi,3.42155180947475*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,1.19104192456247*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,4.37850082052604*pi) q[14];\ncx q[0],q[6];\nu3(0.5*pi,-0.5*pi,0.5*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(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[7],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[10],q[14];\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,0.548167956848216*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.445084919900111*pi,0.06871799028565095*pi,4.2251123226748994*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];\ncx q[5],q[13];\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,0.5340352072850592*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(0.565596021260767*pi,0.36273139753454*pi,4.05918787260374*pi) q[0];\nu3(0.860940880786713*pi,2.71014166115829*pi,3.34013213847884*pi) q[1];\nu3(0.177001252646038*pi,-0.27294800537269404*pi,0.815153885779034*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(0.809617183971509*pi,0.87298735439771*pi,0.901597054554904*pi) q[6];\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(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(0.854897644567847*pi,0.07467505658435203*pi,3.64367001545759*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.611940719027924*pi,-0.202915654998037*pi,4.33071109162076*pi) q[3];\nu3(0.679139773088267*pi,1.15517139930319*pi,0.688302050766938*pi) q[4];\nu3(0.343409883519203*pi,-0.136365543629984*pi,1.449608182787124*pi) q[5];\nu3(0.188425163733632*pi,3.29140369113912*pi,4.25898290937668*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,-0.5*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(0.341842784308235*pi,-0.0015228114323210251*pi,1.283449806395055*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(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[3];\nu3(0.350390216912962*pi,-0.042309938564903005*pi,1.403928491053368*pi) q[4];\nu3(0.497151982563113*pi,0.5093725373996401*pi,0.7772503225125049*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(0.137737923613601*pi,3.46932913128824*pi,0.743668937418773*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(0.234655501935092*pi,0.361750484391*pi,3.67831807780275*pi) q[11];\nu3(0.797548461333667*pi,0.25214881283036805*pi,0.6378612264582*pi) q[12];\nu3(0.621634837140264*pi,3.08695207234691*pi,3.94841250336566*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(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(0.527728349199681*pi,2.6195334662016*pi,3.94007532991946*pi) q[7];\nu3(0.114868152057366*pi,2.8279764244351*pi,0.778551584015163*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(0.395739432529969*pi,-0.048279087617045024*pi,3.81215032846879*pi) q[11];\nu3(0.208132396382672*pi,0.50504653790634*pi,4.031845326579219*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,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(0.34597877607464*pi,3.23317464960191*pi,4.38222889253856*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(0.79925439829772*pi,-0.4405118275876511*pi,3.36452006715267*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(0.558221826155085*pi,2.96948956037698*pi,4.31331579614629*pi) q[14];\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[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(0.60923749149427*pi,2.95454937195567*pi,3.89937779778057*pi) q[9];\nu3(0.128246090740526*pi,2.45183159465*pi,1.330394772939815*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.649608029524777*pi,0.15706475167660905*pi,1.2895602838148479*pi) q[14];\ncx q[0],q[7];\ncx q[2],q[8];\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(0.277872933281972*pi,3.28242342092762*pi,4.309838317999461*pi) q[9];\nu3(3.5*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[14];\nu3(3.5*pi,3.35871955696248*pi,0.5*pi) q[0];\nu3(3.5*pi,3.48647874792016*pi,0.5*pi) q[2];\ncx q[3],q[6];\ncx q[5],q[13];\nu3(1.0*pi,0.0*pi,1.151723628124528*pi) q[7];\nu3(1.0*pi,0.0*pi,1.2708480256651629*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,3.27035704886713*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.146615283583797*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[7];\ncx q[1],q[10];\ncx q[2],q[8];\nu3(3.5*pi,3.44673740227579*pi,0.5*pi) q[3];\nu3(3.5*pi,3.48152616819739*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.3779652539462521*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\ncx q[11],q[12];\nu3(1.0*pi,0.0*pi,1.1609142870289229*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.43849679419716*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[6];\ncx q[5],q[13];\nu3(0.0*pi,-0.5*pi,4.466045568694771*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.50290408472664*pi) q[8];\ncx q[9],q[14];\nu3(1.0*pi,0.0*pi,1.304631916866739*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5686642899288139*pi) q[12];\ncx q[0],q[7];\ncx q[1],q[10];\ncx q[2],q[8];\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,4.49740124532955*pi) q[6];\nu3(3.5*pi,3.41842621405246*pi,0.5*pi) q[9];\ncx q[11],q[12];\nu3(0.0*pi,-0.5*pi,0.5811658953414143*pi) q[13];\nu3(1.0*pi,0.0*pi,1.25263868696852*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(0.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[6];\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];\ncx q[9],q[14];\nu3(0.0*pi,-0.5*pi,4.49933368380809*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[0];\ncx q[1],q[10];\nu3(0.429994047045939*pi,0.22594690880262103*pi,0.970896880928783*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(0.337007877279459*pi,-0.178604165777911*pi,3.70981663988456*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\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,4.414779451197401*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(0.590193471197963*pi,0.39708580102937596*pi,3.99800230429264*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(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.465396272848879*pi,0.005155888027641997*pi,0.988954018163376*pi) q[8];\ncx q[9],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.515185550492732*pi,3.38392501390254*pi,4.06726394977127*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,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(0.3815672067019*pi,-0.37718594811187*pi,1.76193719336975*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(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.416165178668939*pi,-0.10843615354632402*pi,1.51814601200823*pi) q[11];\nu3(0.334441619779883*pi,-0.25159067099647403*pi,1.299628279646389*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(0.530143796938659*pi,0.9272673576144099*pi,0.80898665852066*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(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.848359541092181*pi,3.49572136801003*pi,3.4800996871761*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[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(0.32716895221596*pi,-0.49005091065941103*pi,0.753094042993538*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(0.664196756890235*pi,-0.05428362392735597*pi,1.137822054577939*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(0.5*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(0.788853511414714*pi,3.20394216956822*pi,2.94765309073741*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(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.461379391167527*pi,3.3476688945955*pi,4.37736726616315*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(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[3];\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(0.456300042049782*pi,0.19329716357538695*pi,0.8621421486218219*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(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.587291258396964*pi,2.63679112825982*pi,3.59240241907512*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(0.594971604307631*pi,-0.11697668569754499*pi,3.67892775756528*pi) q[1];\nu3(0.767281519545551*pi,3.28989487899671*pi,3.26318976470693*pi) q[3];\ncx q[5],q[8];\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[9];\nu3(0.709273053224368*pi,2.81358298790263*pi,4.21745112278864*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,-0.5*pi,0.5*pi) q[0];\nu3(0.34239688571293*pi,-0.12889157722387*pi,4.2005497361679005*pi) q[1];\nu3(0.585970790440307*pi,0.5621050520995501*pi,0.926120457453263*pi) q[3];\nu3(3.5*pi,3.47877717156832*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[7];\nu3(1.0*pi,0.0*pi,1.100752656467347*pi) q[8];\nu3(0.592988011709433*pi,0.54885256242443*pi,1.281622796408268*pi) q[9];\nu3(0.347207435971121*pi,3.19471304868151*pi,1.65134960583289*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.370480517464035*pi,-0.4740452892950506*pi,4.03693741900236*pi) q[14];\nmeasure q[9] -> c[9];\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[3];\ncx q[4],q[13];\ncx q[5],q[8];\nu3(0.0639639040712405*pi,-0.354340646161561*pi,0.865144651103662*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.128965849621614*pi,-0.004335889725400999*pi,1.176636296779692*pi) q[14];\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,3.37262813647235*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.48058653673751*pi,0.98879000706968*pi,4.00147296834753*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.45942096383519*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.162411839937786*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[1];\ncx q[3],q[12];\ncx q[4],q[13];\ncx q[5],q[8];\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(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[6];\nu3(3.5*pi,3.45071437650847*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[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.299133577047423*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5346288956998864*pi) q[13];\nu3(3.5*pi,3.41567058517705*pi,0.5*pi) q[0];\ncx q[1],q[7];\nu3(3.5*pi,3.31217275095895*pi,0.5*pi) q[2];\ncx q[3],q[12];\ncx q[4],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.245324191892585*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[10],q[11];\nu3(1.0*pi,0.0*pi,1.229397265608245*pi) q[14];\ncx q[0],q[14];\nu3(3.5*pi,3.44764515830211*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,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.2553564520936011*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,3.41959249732154*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.176308368678477*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.61234627222146*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[12];\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,4.29680451506949*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[10],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5493508275592012*pi) q[14];\ncx q[0],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.529750480120978*pi,-0.15096282120774102*pi,0.7353131896246801*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.43497644060507*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[10];\nu3(0.0*pi,-0.5*pi,4.4587429695197*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];\nmeasure q[4] -> c[4];\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(0.645364239433691*pi,2.88536110270947*pi,3.73442497522118*pi) q[3];\nu3(0.884182368521169*pi,0.028329323621799962*pi,0.5167798015939172*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.847261849125542*pi,-0.109090253291103*pi,4.02133118462699*pi) q[8];\ncx q[10],q[11];\nu3(0.728395467329921*pi,3.48604142872144*pi,0.740152825062262*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];\nmeasure q[3] -> c[3];\nmeasure q[5] -> c[5];\nmeasure q[8] -> c[8];\nmeasure q[12] -> c[12];\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[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(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.454065022013788*pi,2.76403627580366*pi,1.253016759456423*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nmeasure q[13] -> c[13];\nu3(0.405857373388124*pi,-0.017181760719730987*pi,0.635191296448719*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[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(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];\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[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(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[1];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\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,-0.5*pi,0.5*pi) q[11];\nu3(0.165136076981249*pi,3.42675493561796*pi,4.29940968183766*pi) q[14];\nmeasure q[14] -> c[14];\nu3(0.230141963273602*pi,-0.4553047399011859*pi,4.30806608540569*pi) q[1];\nu3(0.506583596885634*pi,0.330268294115467*pi,4.20909098935423*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(0.599412626390792*pi,3.35877348929202*pi,3.34576071000889*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nmeasure q[1] -> c[1];\nmeasure q[2] -> c[2];\nmeasure q[10] -> c[10];\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(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.701245900556045*pi,0.10436623636804498*pi,1.092815728469825*pi) q[6];\nu3(0.669444488375379*pi,3.272448166355*pi,3.16258072309314*pi) q[7];\nu3(0.542316946393968*pi,2.75583558015739*pi,4.02766844412558*pi) q[11];\nmeasure q[6] -> c[6];\nmeasure q[7] -> c[7];\nmeasure q[11] -> c[11];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(0.361823044626894*pi,3.31093854313634*pi,0.6875327160086799*pi) q[0];\nu3(0.466976971434024*pi,0.8214857806623801*pi,0.714286830601419*pi) q[1];\nu3(0.580551805564853*pi,0.39005077259380405*pi,4.148366390177641*pi) q[2];\nu3(0.46874386582304*pi,0.20780238630554004*pi,3.77727214969609*pi) q[3];\nu3(0.539704493160695*pi,-0.398438218500213*pi,4.395366976923761*pi) q[4];\nu3(0.388150940479605*pi,-0.26642774417008797*pi,1.6147030929533*pi) q[5];\nu3(0.622112848631669*pi,3.42924257175259*pi,3.71020721238105*pi) q[6];\nu3(0.253817332569549*pi,2.76579775894022*pi,1.4601566594388848*pi) q[7];\nu3(0.70076511164817*pi,-0.29185359290852797*pi,0.695419156852084*pi) q[8];\nu3(0.498986502382373*pi,-0.13341485244727203*pi,1.05029213590978*pi) q[9];\nu3(0.678184555212528*pi,3.02891101301808*pi,4.25211194814303*pi) q[10];\nu3(0.382625832475557*pi,0.64177677557241*pi,4.348080864544*pi) q[11];\nu3(0.364118198826809*pi,2.87279865772125*pi,0.934686454754456*pi) q[12];\nu3(0.189384050920881*pi,2.53190413668982*pi,1.180375633065772*pi) q[13];\nu3(0.595304918110348*pi,-0.12865031127724802*pi,4.24215163103917*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(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(0.5*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(0.0*pi,-0.5*pi,4.0*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,-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(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];\ncx q[0],q[6];\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];\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[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.25775459527118*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(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.177442424106546*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(3.5*pi,3.42070734981011*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.220460670918613*pi) q[11];\ncx q[0],q[6];\ncx q[1],q[5];\ncx q[2],q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[4],q[7];\ncx q[8],q[13];\ncx q[10],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.42305742860685*pi,0.5*pi) q[1];\nu3(3.5*pi,3.43823631376795*pi,0.5*pi) q[2];\ncx q[3],q[14];\nu3(3.5*pi,3.38257287289924*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.1061634143626171*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.602725205920164*pi) q[6];\nu3(1.0*pi,0.0*pi,1.169345491881673*pi) q[7];\nu3(3.5*pi,3.43432171411387*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.3523558739569421*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.654366314101698*pi) q[11];\nu3(1.0*pi,0.0*pi,1.199844870079084*pi) q[13];\ncx q[0],q[6];\ncx q[1],q[5];\ncx q[2],q[9];\nu3(3.5*pi,3.48388744758909*pi,0.5*pi) q[3];\ncx q[4],q[7];\ncx q[8],q[13];\ncx q[10],q[11];\nu3(1.0*pi,0.0*pi,1.406535155112328*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(0.5*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(0.0*pi,-0.5*pi,4.45651763063766*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.4083745825606*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.764811622408449*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,4.35199731538217*pi) q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[0];\ncx q[1],q[5];\ncx q[2],q[9];\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[6];\ncx q[8],q[13];\nu3(0.500846279500115*pi,3.48581900747927*pi,1.90667746250524*pi) q[10];\nu3(0.504617090008865*pi,-0.398084101184777*pi,0.749720992811946*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.300509279161449*pi) q[14];\nu3(0.296749707393297*pi,-0.4224746666015125*pi,4.42035914876136*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[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];\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(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.389367056052278*pi,3.27100023987516*pi,2.15012246725605*pi) q[10];\nu3(0.514803857686582*pi,3.14317902396163*pi,3.52258319153827*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.68101813115967*pi,0.274100592290629*pi,4.0822716994081105*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(0.714706637703463*pi,3.19295560929936*pi,4.28000330660012*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(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(0.0*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(0.520854990768745*pi,3.22274022843166*pi,4.4968449694084605*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(0.209211229166167*pi,3.3303343787986*pi,1.2278283846158828*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(0.0*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[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.100027143121885*pi,0.27822662636289797*pi,1.0401464816390669*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(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*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(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.562971334759887*pi,2.91703050250748*pi,4.33373894706749*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(0.703584397392089*pi,3.28217282881012*pi,4.08150813980975*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(0.425486849115138*pi,3.12415653502726*pi,2.07250388547458*pi) q[8];\nu3(0.576115458165195*pi,3.06563749601838*pi,3.64546242941047*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(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.713287092494334*pi,0.03013567289924801*pi,1.0388764527135441*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(0.421723607750212*pi,3.37956836366377*pi,1.72446598411432*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(0.421219312581295*pi,-0.130677643865925*pi,1.043130292429393*pi) q[8];\nu3(0.224679234995063*pi,2.98076988796984*pi,1.155660778902158*pi) q[9];\ncx q[10],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[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(0.922150498857553*pi,0.32688379324623396*pi,1.60756957250845*pi) q[5];\nu3(0.0377022231127227*pi,-0.011942324160223006*pi,1.279129619855127*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,3.37043902976023*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.292171147749496*pi) q[11];\nu3(0.823377551672196*pi,3.22829074904519*pi,4.33011011834671*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.481825636827223*pi,0.399837005967945*pi,0.896270011374514*pi) q[3];\nu3(0.7260397283687*pi,3.43196512091003*pi,0.693708098523203*pi) q[5];\ncx q[6],q[8];\nu3(0.726009299109662*pi,0.77123848415465*pi,1.104381103514632*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\ncx q[10],q[11];\nu3(0.471546984508657*pi,1.01113661828323*pi,4.18111770175741*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.30144808732312*pi,0.5*pi) q[0];\ncx q[1],q[2];\nu3(0.398738274668446*pi,0.469315735111443*pi,4.14437353265102*pi) q[3];\nu3(1.0*pi,0.0*pi,1.230028728049966*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,3.27448062624365*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,1.1954089021429501*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.648832762826396*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[14];\ncx q[0],q[4];\nu3(3.5*pi,3.45785750740807*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.3074280339941629*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[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[10],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.448503683701027*pi,0.19051265486130298*pi,3.5971738384467*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*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,4.42130397273801*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,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.6365162051710049*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(0.949654845506976*pi,0.14671625236487795*pi,0.846916176553671*pi) q[14];\ncx q[0],q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,4.48050866070053*pi) q[2];\ncx q[3],q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\ncx q[6],q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*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[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[2];\nu3(3.5*pi,3.38802688173161*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];\ncx q[7],q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.793438964981025*pi,1.14503497937485*pi,0.689158181408465*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.226472914349547*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[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];\ncx q[5],q[14];\nu3(1.0*pi,0.0*pi,4.0*pi) q[6];\nu3(3.5*pi,3.38099642859523*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.866701167200409*pi,-0.013091138546544978*pi,0.5209500462367208*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.122371543856147*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[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,3.40720687990255*pi,0.5*pi) q[5];\nu3(0.326409112782612*pi,2.82621356449045*pi,0.813791963826713*pi) q[6];\ncx q[7],q[13];\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(0.558155518131479*pi,0.424032978537043*pi,4.17058032108745*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.44148829599836*pi) q[12];\nu3(1.0*pi,0.0*pi,1.175635736157521*pi) q[14];\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];\ncx q[3],q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[14];\nu3(0.891569268312218*pi,3.03060796978766*pi,4.26751920243657*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0930395949137672*pi,0.253053292559952*pi,3.32951991860397*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.837109214533955*pi,3.38402721948815*pi,4.32294079960686*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5231482146300199*pi) q[13];\nu3(0.975213973216263*pi,3.1854874425969*pi,2.90058790339572*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,0.0*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[13];\nu3(0.42124436190181*pi,3.27875059958404*pi,1.71717646165586*pi) q[8];\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(0.0*pi,-0.5*pi,0.5349396929899308*pi) q[14];\nu3(0.461826071044526*pi,2.44885329049723*pi,1.2987589339647991*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(0.943117931933472*pi,2.97105451258214*pi,4.3155680403413506*pi) q[4];\ncx q[5],q[14];\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(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,3.42212869119681*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.202615676209158*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[0];\nu3(0.839972476308434*pi,1.02021739566567*pi,0.955698861707049*pi) q[1];\nu3(0.233255621935358*pi,-0.09837012016006702*pi,4.005801926421681*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.431819468103044*pi,3.37909129627788*pi,4.317919998302759*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[10];\nu3(0.0*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(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.501542368156831*pi,2.68275044893908*pi,1.325852575654781*pi) q[1];\nu3(0.400447249689361*pi,-0.10190443569753199*pi,1.025599650219542*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(3.5*pi,3.39701369401475*pi,0.5*pi) q[6];\nu3(0.386765157876926*pi,0.17757155209786502*pi,1.176109191002876*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5708704763966421*pi) q[10];\nu3(1.0*pi,0.0*pi,1.213926664900712*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[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(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.583062258479675*pi,2.71489495873746*pi,3.81105923635832*pi) q[5];\ncx q[6],q[11];\nu3(0.860177610464548*pi,3.39647265237559*pi,3.59750019324402*pi) q[7];\ncx q[9],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(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.292156437431483*pi,3.33548136357899*pi,4.2180131348784*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.634627174956386*pi,2.97266334711497*pi,3.60995766939348*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(0.5*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,4.460657544611729*pi) q[11];\nu3(0.643487273267653*pi,3.48764552861281*pi,0.5780628024209415*pi) q[12];\nu3(0.907810444112812*pi,0.5064058676182399*pi,4.093425796568511*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[1];\nu3(0.440696949230412*pi,3.15702075427248*pi,4.2812600063899*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];\ncx q[6],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.72668620252017*pi,-0.343325152525354*pi,4.2784967379089895*pi) q[9];\nu3(0.682964099397088*pi,-0.327520925154759*pi,3.30011279394007*pi) q[10];\nu3(0.402645963221003*pi,-0.393987835223977*pi,0.9672731747909*pi) q[12];\nu3(0.926049889296528*pi,0.6755673242845099*pi,4.4566624428398995*pi) q[13];\nu3(0.720985082083972*pi,-0.359529479380769*pi,1.088743947484529*pi) q[14];\nu3(3.5*pi,3.47229872836954*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,1.231597726362085*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(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.659312644395965*pi,-0.23778221771680202*pi,3.54198866350734*pi) q[9];\nu3(0.520855841939472*pi,3.16236373809699*pi,4.30918660398598*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(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.361666569048908*pi,3.25056002021187*pi,1.81356848177829*pi) q[14];\ncx q[0],q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,3.42055113720926*pi,0.5*pi) q[4];\ncx q[5],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.260980662484204*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(0.0*pi,-0.5*pi,1.5*pi) q[11];\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(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.4502111199424395*pi) q[1];\ncx q[3],q[8];\ncx q[4],q[7];\nu3(3.5*pi,3.28041422905221*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(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,1.234171576604379*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[1];\nu3(3.5*pi,3.37215749289957*pi,0.5*pi) 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,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5418612676717611*pi) q[7];\nu3(1.0*pi,0.0*pi,1.185013304770723*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];\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];\ncx q[3],q[8];\ncx q[4],q[7];\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,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.48151335043068*pi) q[12];\nu3(3.5*pi,3.43190824792767*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.209653425682585*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[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[12];\nu3(0.604029011909557*pi,-0.09883241567922901*pi,3.75059956820908*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.4790606724546205*pi) q[8];\nu3(0.33682124470637*pi,-0.284831663110543*pi,1.56736483768383*pi) q[11];\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];\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(0.697003751043601*pi,0.453129978604101*pi,0.5689830740176396*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.21541006966615*pi,-0.316643742589532*pi,1.72129047126762*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,0.5374411782567133*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[3];\nu3(0.804593203777641*pi,3.49309493783867*pi,3.09532948273643*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(0.0*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];\ncx q[13],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(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.495389333835705*pi,3.47430975892791*pi,3.31493828287601*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(0.0*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[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.37299610656718*pi,-0.18538090478424402*pi,3.68957355808833*pi) q[0];\nu3(0.588671866932213*pi,0.19296518661406903*pi,3.82994368774301*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[4];\nu3(1.0*pi,0.0*pi,4.0*pi) q[5];\ncx q[6],q[10];\nu3(0.645067705471863*pi,0.25928528537973905*pi,1.448228125080913*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[12];\nu3(0.467469013783936*pi,3.29126228681109*pi,1.79614322850282*pi) q[13];\nu3(0.653752810596798*pi,0.33113784093681*pi,1.351252676294203*pi) q[14];\nu3(0.0736966396351418*pi,3.26537394175761*pi,1.51413082632098*pi) q[0];\nu3(0.382087961538814*pi,2.8847330476166*pi,1.336435686917186*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(0.51700185397302*pi,0.8280316461245101*pi,0.753619446764006*pi) q[5];\nu3(3.5*pi,3.37030554573937*pi,0.5*pi) q[6];\nu3(0.376315471501882*pi,0.09562569175950997*pi,4.08832280728016*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.155828416707708*pi) q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[12];\nu3(0.0901506012875991*pi,3.45279751068222*pi,0.735927827533654*pi) q[13];\nu3(0.614128619692947*pi,-0.172125804670608*pi,0.882395905368195*pi) q[14];\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(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.355032691613839*pi,0.66948101554437*pi,3.8601854480234*pi) q[5];\ncx q[6],q[10];\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(0.180287889761237*pi,-0.17625011019495201*pi,4.23721747863423*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(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.632995434500107*pi,0.19623044491683905*pi,0.877714350932689*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(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.868392051822641*pi,0.03536517033534303*pi,0.8636515005288861*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.505787278008193*pi) q[10];\nu3(0.0868429647479912*pi,3.42316347432032*pi,1.233722336932067*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[0];\ncx q[1],q[7];\ncx q[2],q[5];\nu3(0.754422247058781*pi,-0.21038431693064602*pi,3.95450375421107*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\ncx q[6],q[10];\nu3(0.181973863724391*pi,0.442521219484557*pi,1.0078918847959248*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(3.5*pi,3.38539725682511*pi,0.5*pi) q[1];\nu3(3.5*pi,3.2153446817519*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[9];\nu3(1.0*pi,0.0*pi,1.1055880631742832*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.257369189346965*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[12];\ncx q[0],q[14];\ncx q[1],q[7];\ncx q[2],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,3.4452762732835*pi,0.5*pi) q[4];\nu3(0.67250933644066*pi,0.40229295454578196*pi,0.8533827546547901*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.428710392610855*pi) q[9];\nu3(0.627637430004893*pi,-0.23388874290157602*pi,3.62533345350571*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,3.44826527012585*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(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[9];\nu3(0.0*pi,-0.5*pi,4.45095724337102*pi) q[5];\nu3(0.418304974639662*pi,-0.28502180307678604*pi,1.24855185240889*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.412780882887009*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.561951559413975*pi,0.374473879711295*pi,0.686606791563548*pi) q[10];\nu3(1.0*pi,0.0*pi,1.239651591770789*pi) q[14];\ncx q[0],q[14];\ncx q[1],q[7];\ncx q[2],q[5];\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,4.0*pi) q[6];\ncx q[8],q[13];\nu3(0.0*pi,-0.5*pi,0.736236399747378*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[10];\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[11];\ncx q[4],q[9];\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(3.5*pi,3.35214745273784*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,1.303362341060158*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.394276718448809*pi) q[14];\ncx q[0],q[14];\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,3.3628029842434*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(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[13];\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(1.0*pi,0.0*pi,1.157681963526066*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(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[11];\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[10];\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];\nu3(0.0*pi,-0.5*pi,4.44174698049882*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(1.0*pi,0.0*pi,4.0*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(3.5*pi,3.48065075822914*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[9];\nu3(1.0*pi,0.0*pi,1.4037546223992798*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.4897647468306*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(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.471555343004847*pi,3.40192892056886*pi,0.921642379279204*pi) q[2];\ncx q[3],q[11];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[4];\nu3(1.0*pi,0.0*pi,4.0*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[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,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.108511359048243*pi,0.255283737757664*pi,3.4199362594003*pi) q[1];\nu3(0.305326762394764*pi,-0.196908230838456*pi,0.735535806268679*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.344705496810934*pi,2.92987720466886*pi,1.109919755889719*pi) q[4];\nu3(0.359090234891387*pi,0.14043921269092896*pi,1.036241317295316*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.842625403323738*pi,3.2091757542796*pi,3.08823973300775*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,0.5435024541733309*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(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.482011026267872*pi,-0.250693716567443*pi,4.0925744068487795*pi) q[0];\nu3(0.719310567503799*pi,-0.027157179683742982*pi,1.3005127114787571*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(0.837203246923799*pi,0.27920957945396996*pi,1.399002046984521*pi) q[4];\nu3(0.407470824953828*pi,2.61766605752966*pi,0.928350486426065*pi) q[5];\ncx q[6],q[10];\nu3(0.440833479050136*pi,3.01912105395512*pi,1.7210247226694*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(0.0*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(0.607507283605912*pi,-0.496114510308403*pi,3.02104125036442*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(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[5];\nu3(1.0*pi,-0.5*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,1.5*pi) q[8];\nu3(0.602017165791332*pi,2.73235299247828*pi,3.93059329264745*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[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];\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[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(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,4.0*pi) q[8];\nu3(0.711824831471003*pi,0.18341007900358997*pi,4.3516437510960095*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[13];\nu3(0.481530137892947*pi,0.20278213032839798*pi,4.18617592291955*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[2];\nu3(0.32714730647086*pi,0.29555474109634206*pi,3.81835114653426*pi) q[3];\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(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.773850990722271*pi,3.26111121774489*pi,3.30545567136947*pi) q[8];\nu3(3.5*pi,-0.5*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(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.783051916807001*pi,3.4176403121022*pi,3.64155022905705*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[2],q[4];\nu3(0.883521183519995*pi,3.04181640900044*pi,3.87032128879438*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.758301837566851*pi,0.18734116689422897*pi,1.197718470790278*pi) q[6];\nu3(0.742513947433005*pi,-0.110000829788713*pi,4.28503304708493*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.744378828560931*pi,3.24827398168149*pi,0.674848537213094*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[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[9];\nu3(3.5*pi,3.42545980763305*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,1.353943619675843*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.253867465263532*pi,3.34578203220612*pi,0.750010112326837*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.224948204755071*pi,0.6025794133423501*pi,3.98379696691944*pi) q[10];\nu3(0.955279784849168*pi,2.92970313846676*pi,3.20594725875272*pi) q[11];\nu3(0.465825030666784*pi,2.8764693192755*pi,1.392348217705997*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.44918509266397*pi,0.5*pi) q[1];\ncx q[2],q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[5],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[8];\nu3(1.0*pi,0.0*pi,1.299944365633983*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.522833941707132*pi,-0.36006141196527197*pi,4.469451061309909*pi) q[11];\nu3(0.516161971725811*pi,3.29359582298991*pi,0.8336162812546539*pi) q[13];\ncx q[1],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[8];\nu3(0.0*pi,-0.5*pi,0.742536524518028*pi) q[4];\nu3(3.5*pi,3.47459407017547*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[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.382048138658642*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[4];\nu3(3.5*pi,3.42732716240397*pi,0.5*pi) q[3];\ncx q[5],q[12];\nu3(1.0*pi,0.0*pi,1.315058180364714*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.34647725908169*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];\ncx q[0],q[11];\ncx q[1],q[9];\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(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.47117275275494*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,3.37486404662573*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,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[12];\ncx q[7],q[13];\nu3(0.0*pi,-0.5*pi,4.4799731322504*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.328267543554287*pi) q[11];\ncx q[0],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.335350988432494*pi,3.12815796995924*pi,1.335915694629065*pi) q[2];\ncx q[3],q[8];\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,3.46444467660904*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(1.0*pi,0.0*pi,1.40425354526366*pi) 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(0.575910512066394*pi,0.11539289062803704*pi,4.1218078700742495*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];\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,4.180998174361839*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\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(0.178170627701909*pi,-0.12469197548041*pi,3.67111828065694*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,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.721488978395472*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];\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(0.465075818321432*pi,3.34424322598841*pi,1.83228888834997*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\ncx q[7],q[13];\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(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.539809541323207*pi,0.493041611694101*pi,0.537404725126548*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(0.5*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(0.722106572705171*pi,-0.11583369599885301*pi,3.47554684070859*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(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.307002464065312*pi,0.409923623017579*pi,4.00303885952179*pi) q[1];\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,1.0*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(0.586261930154681*pi,2.76748166050589*pi,3.40615530747878*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(0.5*pi,-0.5*pi,0.5*pi) q[13];\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(0.758082414917304*pi,0.62446429559661*pi,4.35644277305279*pi) q[3];\nu3(0.708696846582765*pi,0.1243969752602*pi,0.7772310609804469*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[7];\nu3(0.377199601217971*pi,-0.047995733872705004*pi,1.081150914363859*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(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[13];\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(0.596814881043986*pi,0.20657460822915297*pi,0.678547725890739*pi) q[3];\nu3(0.559831352312262*pi,2.56657073394977*pi,4.00880263602025*pi) q[5];\nu3(0.826456714060467*pi,0.28311014740680895*pi,1.58501834692053*pi) q[7];\nu3(0.348284057710069*pi,3.01196417525536*pi,0.876030898594672*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,1.0*pi) q[12];\nu3(0.145573031742028*pi,0.8738338739473701*pi,4.18426628898263*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.50346138089861*pi,2.89745429027203*pi,3.92433182399144*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[11];\nu3(0.875925850495973*pi,0.39222941034619396*pi,4.17259018415116*pi) q[12];\nu3(0.482890377001511*pi,3.24392536992341*pi,0.763920461075877*pi) q[13];\nu3(0.173006635351166*pi,2.60145455417124*pi,0.96785530878252*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,3.48770531238032*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[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.360421639309058*pi) q[9];\nu3(1.0*pi,0.0*pi,4.0*pi) q[11];\nu3(0.686366817114695*pi,3.23464710945768*pi,4.24248621769371*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.179795810927064*pi,-0.13129012891103398*pi,0.610345199547113*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[9];\ncx q[5],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,-0.5*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(3.5*pi,-0.5*pi,0.5*pi) q[0];\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(3.5*pi,3.43431131921797*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];\nu3(0.0*pi,-0.5*pi,4.41766977239737*pi) q[9];\nu3(1.0*pi,0.0*pi,1.085843329315441*pi) q[10];\nu3(0.458651333802336*pi,-0.381979738999693*pi,0.8100962692321461*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[0];\ncx q[3],q[6];\ncx q[4],q[9];\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[8];\nu3(0.584104795580284*pi,0.34977546412204097*pi,1.149760393922267*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[0];\nu3(3.5*pi,3.45197533871431*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(1.0*pi,0.0*pi,1.3182351486957469*pi) q[6];\ncx q[7],q[14];\ncx q[8],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.49024647944014*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[0];\ncx q[3],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[10];\nu3(3.5*pi,3.38374105153731*pi,0.5*pi) q[7];\nu3(3.5*pi,3.4668593145106*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(1.0*pi,0.0*pi,1.379462776408387*pi) q[12];\nu3(1.0*pi,0.0*pi,1.22962096684518*pi) q[14];\ncx q[0],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,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.45485589934003*pi) q[6];\ncx q[7],q[14];\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,3.49815643304622*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,1.3505007479945341*pi) q[1];\nu3(3.5*pi,3.48213516904434*pi,0.5*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(0.5*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[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.354340846962835*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5332791452103054*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.618314311419644*pi) q[14];\ncx q[0],q[1];\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[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];\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[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,0.619027405084173*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(0.61399399423099*pi,0.15244116314624*pi,1.1146249176450151*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(0.44812365749746*pi,3.09567612891036*pi,1.124755454314263*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.47433683428602*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];\ncx q[0],q[1];\ncx q[2],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.400719056575728*pi,3.43439573937881*pi,4.44967228864986*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(0.133444045528554*pi,-0.4247803102462454*pi,1.1352892789713*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[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];\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(0.49481418291561*pi,0.95196431671335*pi,0.8485120954684751*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.14166607179586*pi,-0.205276944730934*pi,1.416874955593169*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(0.440338275270392*pi,-0.4717181930665477*pi,0.714166563453165*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(0.5*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(0.638350767273384*pi,-0.24350618155029102*pi,1.2293443335531289*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.599957366764241*pi,3.37628690180453*pi,3.2870167778913*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.236142823989028*pi,3.21189399920519*pi,1.019562440920263*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.414400707718623*pi,-0.28244998807271*pi,4.4425559286110605*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(0.459855955170748*pi,-0.311733697655933*pi,4.14830964587817*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(0.30083941769927*pi,0.477866883550626*pi,4.19925428469828*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(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.390642536034286*pi,3.30877861195432*pi,1.097873635590381*pi) q[8];\ncx q[9],q[13];\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(0.406659356186997*pi,0.68429740322688*pi,3.96559111670121*pi) q[14];\nu3(0.436138222570597*pi,0.8669119475122999*pi,3.99499575412907*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];\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(0.239121357608114*pi,0.55575248109036*pi,4.2632744525220705*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.309320928336853*pi,0.61070747269102*pi,4.29686866621169*pi) q[8];\nu3(3.5*pi,3.46954688826989*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,1.0*pi) q[12];\nu3(1.0*pi,0.0*pi,1.190151037222964*pi) q[13];\nu3(0.856958498223318*pi,0.04409719280068003*pi,4.39382660804938*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.755857121647914*pi,-0.034810459377678016*pi,0.627717756649983*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(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.863900595996304*pi,0.014050122942563026*pi,1.2242316719185*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.898970727556112*pi,0.6723174452963001*pi,1.2630306624941259*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[0];\nu3(0.576739842542189*pi,2.95658891665424*pi,4.08165241433557*pi) q[1];\nu3(0.728574601692817*pi,3.42014476596219*pi,4.111317181326299*pi) q[2];\ncx q[5],q[14];\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(0.470017280064662*pi,2.87619745609057*pi,1.271322955218871*pi) q[11];\nu3(0.234881347779875*pi,0.46190786501382897*pi,3.95448306491962*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.635045109982695*pi) q[13];\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(0.117896763059844*pi,0.416654907665727*pi,4.32612145993017*pi) q[2];\nu3(3.5*pi,3.3334964879561*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[8],q[10];\ncx q[9],q[13];\nu3(0.100819694384063*pi,2.69573818496562*pi,1.025027047418876*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.27147539791434*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];\ncx q[4],q[6];\ncx q[5],q[14];\nu3(3.5*pi,3.4751164005941*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,1.232870878454969*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];\ncx q[0],q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.4318313479409*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,1.262014685580164*pi) q[6];\ncx q[7],q[12];\ncx q[8],q[10];\nu3(0.703233683167387*pi,0.454826531075434*pi,1.54116646339909*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.277775759341825*pi,2.58124341357132*pi,1.50715723989925*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5698864151053458*pi) q[14];\nu3(3.5*pi,3.42670323588073*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,1.317097885206411*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\ncx q[4],q[6];\ncx q[5],q[14];\nu3(3.5*pi,3.36598248799445*pi,0.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.322924891613115*pi,1.01941400702796*pi,4.37476056806535*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5373499674079018*pi) q[10];\nu3(1.0*pi,0.0*pi,1.211115677390807*pi) q[12];\nu3(0.24431611280612*pi,0.440248936842235*pi,4.12542783210378*pi) q[13];\ncx q[0],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[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.36699778112348*pi) q[6];\ncx q[7],q[12];\ncx q[8],q[10];\nu3(3.5*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[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,0.5704138452831109*pi) q[1];\ncx q[2],q[11];\ncx q[4],q[6];\nu3(0.299307731872104*pi,0.47250950182206997*pi,3.9409942373612*pi) q[5];\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[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.4609789056275*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[0],q[1];\nu3(3.5*pi,3.39771209761125*pi,0.5*pi) q[2];\ncx q[3],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.868038605518382*pi,0.452835516647896*pi,1.402704879452443*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[12];\nu3(0.636251142228792*pi,0.66516989508698*pi,0.782263973286875*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.498639441971457*pi,-0.093355176630874*pi,1.487937155582037*pi) q[10];\nu3(1.0*pi,0.0*pi,1.19379018393867*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[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[11];\nu3(3.5*pi,3.444072419076*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(0.801635914294888*pi,3.11136335499503*pi,0.5167004446189248*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.435694608538405*pi,3.30570720559246*pi,4.3168055209668*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.210621025835287*pi) q[13];\nu3(0.421264258521921*pi,0.446971697384805*pi,4.4816783097534*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(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[13];\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(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.668858358940045*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.717374582996203*pi,0.14731102712907995*pi,1.57703699589418*pi) q[14];\nu3(0.516559018416067*pi,3.33416077783964*pi,0.759845964065451*pi) q[0];\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(0.5*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(0.0*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[12];\nu3(0.0*pi,-0.5*pi,0.5308698200715846*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.281206610716794*pi,2.9575407233098*pi,1.73424208018652*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[13];\nu3(0.934066414416838*pi,-0.035747499307417*pi,0.887442490229946*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(0.0*pi,-0.5*pi,1.5*pi) q[7];\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[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.278947925270191*pi,3.1385948789401*pi,1.411846939593696*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(0.276231629111562*pi,0.67479000122205*pi,4.277896663434889*pi) q[4];\ncx q[5],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[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(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.865686248866534*pi,2.6010028955577*pi,4.0884908918082*pi) q[1];\nu3(0.404348870964806*pi,0.52303692134793*pi,3.94529673777916*pi) q[2];\nu3(0.0915996784661161*pi,-0.4246910488730767*pi,0.978240076120629*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,3.49675055550794*pi,0.5*pi) q[5];\nu3(0.585736713873868*pi,2.46150786636462*pi,3.63509764292136*pi) q[6];\nu3(0.0634625179765159*pi,0.0062178167948160334*pi,1.003579066032052*pi) q[7];\nu3(1.0*pi,0.0*pi,1.2645692557728179*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.60581473970162*pi,3.19742229789893*pi,3.52855546627796*pi) q[12];\nu3(0.401958855830809*pi,3.2357638520523*pi,2.12253408755514*pi) q[13];\ncx q[0],q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0963494707652715*pi,0.111716608123123*pi,1.1758989577762*pi) q[2];\nu3(0.604523486021453*pi,3.01812140021035*pi,3.5572282357932*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[10];\nu3(0.394586536216997*pi,0.30438645810684195*pi,4.2482628193983*pi) q[6];\nu3(0.68462541011559*pi,0.172617013604499*pi,3.88599252593305*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.47665623999957*pi,0.7496194995585399*pi,4.06210202261716*pi) q[12];\nu3(0.201021971245462*pi,-0.4453818930507271*pi,4.244372412623591*pi) q[13];\nu3(3.5*pi,3.41203990076984*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(0.0*pi,-0.5*pi,4.0*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(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.227136198421289*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.493671732849419*pi) q[10];\nu3(0.184178598424843*pi,-0.25672596298377603*pi,4.22571101215984*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[0],q[8];\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[5],q[10];\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(0.203207252210882*pi,1.11310461913136*pi,4.12424003624095*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[2],q[4];\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(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,0.5657972650344255*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];\ncx q[0],q[8];\nu3(3.5*pi,3.48679672168334*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.1783243128725132*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[12];\nu3(1.5*pi,0.0*pi,1.5*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(0.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[2],q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,3.29248104447162*pi,0.5*pi) q[6];\ncx q[7],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.219505540619842*pi) q[12];\nu3(0.69507298978649*pi,3.12361972280009*pi,3.36691458252515*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,0.626039216180809*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[12];\nu3(3.5*pi,3.48159682863275*pi,0.5*pi) q[7];\nu3(0.542718488640495*pi,-0.4861264099172772*pi,0.5434032488447099*pi) q[8];\nu3(3.5*pi,3.47600507700969*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,1.2118968003675041*pi) q[11];\nu3(1.0*pi,0.0*pi,1.327032202726591*pi) q[14];\nu3(0.174371896361338*pi,3.37098792850565*pi,2.1000416380855897*pi) q[0];\ncx q[2],q[4];\nu3(0.410155717172547*pi,2.90571027267619*pi,1.365033103634353*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\ncx q[7],q[14];\nu3(0.865725011192451*pi,0.325368031971062*pi,0.801096361584981*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,0.631428381433958*pi) q[12];\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(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.399964590845108*pi,0.17974074391532602*pi,4.065354838186559*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(0.5*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,4.3666601034381*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.21070783312131*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.149197218370658*pi,2.72223111707413*pi,1.58217568611241*pi) q[2];\nu3(0.49330083445524*pi,-0.395772037852773*pi,4.0999243268389804*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];\ncx q[7],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[11];\nu3(0.311853075851867*pi,-0.294588845229117*pi,4.01030452801573*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[0];\nu3(0.738549126744039*pi,3.45797791566848*pi,3.30600322240161*pi) q[2];\nu3(0.585579828583021*pi,2.80211725186349*pi,1.3308560920654648*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.644761495637329*pi,-0.09767555647035597*pi,0.938343879837635*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(0.180780062506605*pi,-0.4566879758751379*pi,4.01557817678327*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(1.5*pi,0.0*pi,1.5*pi) q[0];\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(0.315543698366113*pi,0.15342149819831497*pi,3.64092967478464*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(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(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*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];\nu3(0.308406719107593*pi,3.19781232254804*pi,1.385153204627679*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[5],q[10];\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(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.210749976681998*pi,0.373931773992458*pi,3.57484978766091*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.41060963051069*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.329655636468513*pi) q[4];\nu3(3.5*pi,3.44427245091664*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,4.0*pi) q[7];\nu3(0.419099027895642*pi,3.26244175765432*pi,4.28985642848926*pi) q[9];\nu3(1.0*pi,0.0*pi,1.157093561742517*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];\ncx q[0],q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[5],q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.863497381503046*pi,0.07635273812559795*pi,3.80851487436494*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(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[2],q[3];\nu3(0.0*pi,-0.5*pi,4.39227132074439*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.4941620030779*pi,2.80263866665657*pi,1.182550191837966*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.47909433399474*pi) q[10];\nu3(0.970470282538524*pi,0.54024520407991*pi,0.926078124043161*pi) q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\ncx q[0],q[4];\nu3(3.5*pi,3.459018501014*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.361089682982826*pi) q[3];\ncx q[5],q[10];\nu3(0.524117942264865*pi,-0.342357099113197*pi,4.20523217735015*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.357225188995509*pi,0.04735058365229805*pi,3.50336312772649*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[0];\ncx q[1],q[9];\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(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.564232927239132*pi,0.473698754295229*pi,4.39929433260943*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,3.39463419091645*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,0.632456548409266*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];\nu3(1.0*pi,0.0*pi,1.181478582441175*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(0.518973248692737*pi,0.15542677583027098*pi,1.447440610050047*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[9];\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,3.29627951797622*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.221849724013577*pi) q[7];\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[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(0.0*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];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[7];\nu3(0.0*pi,-0.5*pi,0.628851790840987*pi) q[9];\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[14];\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(0.0*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,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.448958403334521*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,3.24557439034594*pi,0.5*pi) q[11];\ncx q[12],q[14];\nu3(1.0*pi,0.0*pi,1.14024376953704*pi) q[13];\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];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.385753975843641*pi,2.52644366788297*pi,1.4248962771472051*pi) q[5];\ncx q[6],q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.694409454816016*pi,0.15562975560012804*pi,1.51834734726909*pi) q[10];\ncx q[11],q[13];\nu3(3.5*pi,3.48959654821702*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.3411473467438308*pi) q[14];\nu3(0.734152958542228*pi,3.17078386399658*pi,4.08703456675563*pi) q[0];\nu3(0.877875080356615*pi,0.44988064178160103*pi,1.2640869489071709*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];\nu3(1.0*pi,0.0*pi,4.0*pi) q[4];\nu3(0.384453260250089*pi,3.01288700267658*pi,1.184212694389035*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(0.170887969971761*pi,0.5143730323308799*pi,4.19633404977027*pi) q[9];\nu3(0.939550238574099*pi,3.0391463944237*pi,4.4602506022732396*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\ncx q[12],q[14];\nu3(0.0*pi,-0.5*pi,4.49065819348597*pi) q[13];\nu3(0.824974870992233*pi,-0.286605900576061*pi,4.4571877338550205*pi) q[0];\nu3(0.181361101199796*pi,0.37883176156431997*pi,1.083897243696619*pi) q[1];\nu3(0.310799011678762*pi,3.28005872723265*pi,1.9765825987845*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(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(0.76950038290917*pi,3.37955123525641*pi,2.97606518617668*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\ncx q[11],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5061495029317402*pi) q[14];\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(0.335311770546375*pi,-0.14631548053287902*pi,1.177018404098443*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[3];\nu3(0.660186196979273*pi,0.44612486781916205*pi,4.49953687842772*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(0.0*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];\ncx q[12],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[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(0.877706470778411*pi,3.10462273315161*pi,3.58256484114224*pi) q[3];\nu3(0.517115850806642*pi,3.21012575643959*pi,1.87245970123236*pi) q[4];\ncx q[5],q[8];\nu3(0.838332249536553*pi,3.07874695660567*pi,2.99968205179952*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[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[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(0.719532328079867*pi,3.44281810031046*pi,3.91301839636171*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,3.44121271098693*pi,0.5*pi) q[5];\nu3(0.686193048089032*pi,-0.08630638338645802*pi,3.77354081010906*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.193684508860333*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.90003906682724*pi,0.420198158897241*pi,1.156716495004533*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.561424076780156*pi,2.94005182833154*pi,3.08682003635261*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(1.5*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[4];\ncx q[5],q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0806710853729881*pi,0.30460137828173794*pi,4.04215427672926*pi) q[7];\nu3(0.335546275307424*pi,2.7973559463958*pi,1.77326188289835*pi) q[11];\nu3(0.799909185162912*pi,2.75288942135664*pi,3.82411533244897*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.206688995002878*pi,2.99743721177104*pi,1.083353786796194*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[4],q[9];\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(0.399018673815651*pi,3.34870738108231*pi,1.2759178153800859*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5469856484499759*pi) q[8];\nu3(0.954663339800496*pi,2.67945952397509*pi,3.41862732669703*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,4.0*pi) q[14];\nu3(3.5*pi,3.35372044391787*pi,0.5*pi) q[4];\ncx q[5],q[8];\ncx q[6],q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.193140705857904*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(0.777060533755971*pi,0.6211730217706899*pi,1.042631059868043*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[12];\ncx q[4],q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,3.29771700026045*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,1.154511736588955*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.775194703084279*pi,2.38302852930288*pi,3.78999505258282*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.42589310818589*pi,0.5*pi) q[0];\ncx q[2],q[14];\ncx q[3],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0306250536639745*pi,0.23940464276026896*pi,0.602721071506167*pi) q[5];\ncx q[6],q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.681382995922138*pi,0.65923871666884*pi,4.46031361973451*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5625350372345754*pi) q[9];\nu3(1.0*pi,0.0*pi,1.2288195121095171*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[12];\nu3(3.5*pi,3.48418578156562*pi,0.5*pi) q[2];\nu3(3.5*pi,3.43564438094541*pi,0.5*pi) q[3];\ncx q[4],q[9];\nu3(0.183571853242969*pi,0.5325456413135199*pi,4.13803928313124*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.259415402799544*pi,3.03409502545822*pi,0.841434798344893*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.45112936539216*pi) q[10];\nu3(1.0*pi,0.0*pi,1.26529415466619*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.428418297886904*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[2],q[14];\ncx q[3],q[11];\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[10];\ncx q[7],q[13];\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(0.0*pi,-0.5*pi,0.637577280891845*pi) q[12];\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(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(3.5*pi,3.49702829144228*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(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5186753466719309*pi) q[11];\nu3(1.0*pi,0.0*pi,1.276117770998121*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.422822409511641*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[2],q[14];\ncx q[3],q[11];\nu3(0.555428586266742*pi,0.07853405820954795*pi,4.3913568845899995*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[13];\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,-0.5*pi,0.5*pi) q[12];\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[3];\nu3(0.415839155619712*pi,0.33293156568942905*pi,0.752525817783663*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,0.0*pi,0.5*pi) q[7];\nu3(0.159908071787688*pi,3.13980897415012*pi,1.76838364805676*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,4.40691891439352*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.278504186812248*pi,-0.12805228757451897*pi,1.327591112085529*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.51736577533857*pi,3.35869106443953*pi,4.131292319148891*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[6];\ncx q[7],q[13];\nu3(0.620292192738329*pi,0.5040913956005599*pi,0.780073210661118*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.547982827637216*pi,0.06289616862983805*pi,1.201526978232002*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(0.304907791122374*pi,3.32284137263754*pi,1.70988479080094*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.448015871444909*pi,-0.396676836839697*pi,1.399445910532523*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.433679522605591*pi,3.01735299574669*pi,1.2498341608070431*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(1.0*pi,0.0*pi,4.0*pi) q[10];\nu3(0.502134768201001*pi,3.10346354863305*pi,3.50072735715443*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(3.5*pi,-0.5*pi,0.5*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[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.775122790647478*pi,3.03402098642601*pi,3.81084563568201*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(0.80129341917553*pi,0.34407808385995*pi,4.40728166991004*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.762418911232941*pi,3.00299081200424*pi,4.123945440787249*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(0.0*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[3];\nu3(1.5*pi,0.0*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(0.722955812649685*pi,0.6470937887791901*pi,0.8563521147997251*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.186735322699555*pi,0.404943848945994*pi,4.36618269051982*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[0];\ncx q[1],q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.49940279610246*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[11];\nu3(1.0*pi,0.0*pi,1.26540368564301*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(1.0*pi,-0.5*pi,0.5*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(3.5*pi,3.4335580996264*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[2];\nu3(1.0*pi,0.0*pi,1.1003174707229149*pi) q[3];\ncx q[5],q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.646504343079532*pi,0.56133946237872*pi,0.722521789919627*pi) q[7];\nu3(3.5*pi,3.44577315037659*pi,0.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.278901958577583*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,1.0*pi) q[14];\ncx q[1],q[3];\nu3(0.40392536708723*pi,3.01750255948092*pi,0.834380824188022*pi) q[2];\ncx q[4],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.612045036049015*pi,3.43537525309826*pi,4.37227294414392*pi) q[7];\ncx q[8],q[11];\nu3(0.0*pi,-0.5*pi,4.48328582285982*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.73031206153953*pi,3.47481372503664*pi,0.5827343488823393*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.753395213802602*pi,-0.49892075108033457*pi,3.064326801819*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.47602531740996*pi) q[3];\nu3(3.5*pi,3.45838329651433*pi,0.5*pi) q[4];\ncx q[5],q[9];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5032217275732371*pi) q[11];\nu3(1.0*pi,0.0*pi,1.1499972921983939*pi) q[12];\nu3(0.288713741769053*pi,2.8637931702875*pi,1.495507495084372*pi) q[13];\nu3(0.312459280797653*pi,-0.226234704204*pi,1.54679882544834*pi) q[14];\ncx q[1],q[3];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[2];\ncx q[4],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*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(0.154662411685243*pi,0.494147139181331*pi,0.962864172510872*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[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[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,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5715611994613425*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[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[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[13];\nu3(0.152440859394887*pi,3.27326931075074*pi,1.403155770866508*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[10],q[14];\nu3(0.203187421406012*pi,-0.397605106134594*pi,3.91969764185911*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*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];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,3.30296217264191*pi,0.5*pi) q[6];\nu3(0.525124837068305*pi,-0.03845129838630501*pi,0.729510572744451*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,3.43720583608574*pi,0.5*pi) q[10];\nu3(0.107636235554935*pi,3.27360592730331*pi,1.81840346932115*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.252120991339941*pi) q[13];\nu3(1.0*pi,0.0*pi,1.146806885883181*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.48756950998528*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(0.524933872138636*pi,3.39920436805355*pi,1.65494490356783*pi) q[5];\ncx q[6],q[13];\nu3(1.0*pi,0.0*pi,1.3611950992463*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[14];\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(0.320219586096475*pi,0.052562059696926955*pi,3.81059364154558*pi) q[1];\ncx q[2],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.219699255358248*pi,-0.386520584954814*pi,0.8217242498731501*pi) q[4];\nu3(0.245954161979592*pi,0.07600288038626801*pi,1.38867092410707*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(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,0.5157080516915338*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.49189675702174*pi) q[14];\ncx q[0],q[8];\nu3(0.80117606672304*pi,-0.19315517552933398*pi,4.32250894409139*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(0.460846397039424*pi,0.15893299163087105*pi,1.298500271181294*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[13];\nu3(0.0*pi,-0.5*pi,4.34731591735782*pi) q[7];\nu3(0.403412591272251*pi,2.78329507110334*pi,0.930685693569686*pi) q[9];\ncx q[10],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,3.38063897503162*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[7];\nu3(0.440050520786405*pi,1.00923432992688*pi,4.3497314597338*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(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.1769546904414772*pi) q[8];\nu3(0.0798047488162041*pi,2.67747181805408*pi,1.4532051771206032*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.619721548657422*pi,2.6343055236415*pi,3.86317358542588*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];\ncx q[0],q[8];\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(0.367816515071881*pi,2.51385666131356*pi,1.0801094408567868*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[11];\nu3(0.450581497011439*pi,3.04789980084457*pi,0.5739435007070689*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(0.70276657739427*pi,1.0055857678279*pi,0.8434348048204481*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,0.0*pi,0.5*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(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(3.5*pi,3.48691011549623*pi,0.5*pi) q[5];\nu3(0.431744684648139*pi,-0.36724478901345703*pi,4.4997885079837605*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.43640445329393*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.2653557606272101*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];\ncx q[0],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];\ncx q[4],q[9];\ncx q[5],q[11];\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[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.422767338471204*pi,-0.006127856944596999*pi,3.8932915230872*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(1.0*pi,0.0*pi,4.0*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.32668075130723*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(1.0*pi,0.0*pi,4.0*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.1588451116481*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.39073671879109*pi) q[11];\nu3(0.286056794121242*pi,2.76202806662201*pi,1.313605690469162*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(1.0*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[9];\ncx q[5],q[11];\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(0.421682188445198*pi,0.227821657317423*pi,3.94848889268095*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.501714923523653*pi,3.19830013159362*pi,3.23990802166957*pi) q[14];\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[6];\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,-0.5*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,0.600579866600348*pi) q[9];\nu3(0.635186682154877*pi,0.5596673524956399*pi,1.386722901304252*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[13];\nu3(0.609997362262269*pi,2.59372092180707*pi,3.51783312292348*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[2];\nu3(3.5*pi,3.47594168189398*pi,0.5*pi) q[3];\ncx q[4],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.278509684348059*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.0*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[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.584245384995406*pi,2.92037360566958*pi,3.23811222577792*pi) q[0];\nu3(0.685422996578758*pi,3.4578990516633*pi,3.20768506390432*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(0.532258091389896*pi,-0.13758115720150899*pi,1.1778452667305461*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];\ncx q[13],q[14];\nu3(0.571612364796521*pi,-0.316463415957697*pi,3.65290487619493*pi) q[0];\ncx q[1],q[10];\nu3(0.421016885296989*pi,-0.11659774862266498*pi,4.28122118482894*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.525660555300796*pi,3.44036146531473*pi,4.17247774690369*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.40682202144347*pi) q[6];\nu3(0.33295284230432*pi,0.9570269453509299*pi,4.15118185729694*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[11];\nu3(3.5*pi,3.28980144585422*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.116298559398619*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.48987549305921*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[6];\nu3(0.579358147795817*pi,3.17611588069047*pi,4.24899145162146*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(0.732302291949947*pi,0.08076982387122*pi,1.463828155440674*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.260516838021525*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\ncx q[13],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[10];\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,4.0*pi) q[4];\nu3(0.758540161340496*pi,-0.213634987004092*pi,1.178432917860757*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(0.516261559644147*pi,3.37194340284574*pi,0.9034395904880961*pi) q[8];\nu3(0.370918396211972*pi,2.81738770122437*pi,1.70734442947419*pi) q[9];\nu3(0.36231759081906*pi,0.19324430806985704*pi,3.89484289397807*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5460761349974055*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,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.491402076171694*pi,3.2022643275139*pi,4.4831997501255*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,4.0*pi) q[8];\nu3(0.914433240087751*pi,3.04515260751279*pi,3.67632087471075*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5288633970866734*pi) q[10];\nu3(0.312528506657728*pi,0.07080560688221205*pi,0.903668906835509*pi) q[11];\ncx q[13],q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],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(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(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[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[1];\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(1.0*pi,-0.5*pi,0.5*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(0.5*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[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.966882567313783*pi,3.39599429826473*pi,3.04218412880063*pi) q[1];\nu3(0.55458575975129*pi,0.29418156235438*pi,0.5363187202497218*pi) q[3];\ncx q[4],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,3.37233516013732*pi,0.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.496919446844375*pi,3.08686223104374*pi,0.699515319458245*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.323746504172377*pi) q[12];\nu3(0.363967342449248*pi,3.43189999516249*pi,1.211138176394281*pi) q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\nu3(0.675990314018975*pi,2.6335142230297*pi,3.59191071525404*pi) q[1];\nu3(0.426534619144508*pi,-0.335961908363212*pi,3.82169276811444*pi) q[3];\nu3(3.5*pi,3.42831625003231*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[12];\nu3(1.0*pi,0.0*pi,1.394227236198444*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.319361094841534*pi,-0.15375952193019898*pi,0.800014389500846*pi) q[10];\nu3(0.238490024427062*pi,-0.14064344649816501*pi,1.3713085311144542*pi) q[13];\nu3(0.618312492606872*pi,-0.16008276012970002*pi,4.35196364250344*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[8];\nu3(0.750606221330061*pi,2.58147795465097*pi,3.45339834473802*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[10];\nu3(0.0*pi,-0.5*pi,4.49922039328121*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.15376125039558*pi,-0.03132331818563999*pi,3.58226702612226*pi) q[14];\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,0.0*pi,0.5*pi) q[4];\nu3(0.289602464206374*pi,-0.044247627413733004*pi,0.914989334358686*pi) q[6];\ncx q[7],q[12];\nu3(0.0*pi,-0.5*pi,0.656618422598075*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[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[4],q[8];\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[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(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[3],q[14];\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(0.0*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[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\ncx q[1],q[13];\nu3(3.5*pi,3.36122501048679*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],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,3.48836177755603*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.456130715991982*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.277553812933298*pi) q[14];\nu3(3.5*pi,3.46103631347753*pi,0.5*pi) q[1];\ncx q[3],q[14];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[4];\nu3(3.5*pi,3.46412113685983*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.243083415247224*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[8];\ncx q[10],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.2450487875212048*pi) q[13];\ncx q[1],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.643523350078933*pi,0.21538737682029396*pi,0.7566318653145341*pi) q[4];\ncx q[5],q[6];\nu3(0.401001336995532*pi,-0.4088000088594423*pi,3.97674795296225*pi) q[7];\nu3(0.256050857295443*pi,3.19813161869029*pi,1.069404580127671*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.81659917176122*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.47699435064418*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[3],q[14];\nu3(0.301873006863799*pi,-0.11917053484117601*pi,4.07339117454105*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.4355068581843*pi) q[6];\nu3(0.110087643194601*pi,0.255952970998058*pi,3.32274258540068*pi) q[7];\nu3(0.375815320195905*pi,2.59927578073442*pi,1.145944977743222*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,0.678459599960691*pi) q[13];\ncx q[1],q[13];\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[5],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(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.609184314871841*pi,2.39093284216624*pi,3.73498971966809*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[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(1.5*pi,0.0*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(0.918563885401133*pi,0.44376188960471197*pi,1.01271416785927*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];\ncx q[0],q[7];\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(1.0*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,1.0*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(0.0*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,3.4052243346006*pi,0.5*pi) q[0];\nu3(0.370737717399403*pi,-0.09139020162417*pi,1.4366016066879101*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(0.0*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,1.3234655813663099*pi) q[7];\nu3(0.532442233053178*pi,2.76695066150116*pi,4.01911207209917*pi) q[10];\nu3(0.570477350344098*pi,-0.49019072596005675*pi,4.03419952475971*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];\ncx q[0],q[7];\nu3(0.870675917472881*pi,0.8206483572880401*pi,4.38344590679466*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[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[9],q[12];\nu3(0.220007816042291*pi,0.402280381404575*pi,4.23449518476701*pi) q[10];\nu3(0.132903185044074*pi,2.52145357629968*pi,1.3488349057733902*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(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.311962945712385*pi,3.24770043971851*pi,0.863572044293466*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(0.0*pi,-0.5*pi,0.5433262202884652*pi) q[7];\nu3(3.5*pi,3.39150897212382*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,0.0*pi,1.280071885408488*pi) q[12];\nu3(0.176718029882751*pi,3.11623388850963*pi,0.899649127249336*pi) q[13];\nu3(0.260251994519047*pi,3.36461410077431*pi,1.205554023912903*pi) q[14];\ncx q[0],q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.309454052249188*pi,0.34140247746278896*pi,0.624374230448852*pi) q[3];\nu3(0.644089853010658*pi,0.63685421952448*pi,1.31068104828597*pi) q[5];\nu3(0.661612447196691*pi,-0.15167823395401703*pi,1.2854071413527048*pi) q[6];\ncx q[9],q[12];\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(0.544159978423875*pi,1.03784852931911*pi,0.827720734723739*pi) q[13];\nu3(0.345657228504294*pi,3.12285738586926*pi,1.3973460030377272*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.529852453952916*pi,0.41940822197158*pi,1.165562738363732*pi) q[5];\nu3(0.00905556176046322*pi,0.49306317156326795*pi,0.634805978771972*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[9];\nu3(0.0*pi,-0.5*pi,4.46833436329572*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[0];\nu3(3.5*pi,3.49147088348351*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.32449656441223*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[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[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.354229880112294*pi,0.19998758834489505*pi,0.829459708858366*pi) q[0];\ncx q[1],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[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];\ncx q[10],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.101104735136077*pi,2.56401173403161*pi,1.015493100012733*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,4.34845680319172*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[6],q[11];\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(3.5*pi,3.39584464833349*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,1.201204632350168*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[2];\nu3(3.5*pi,3.41083660095426*pi,0.5*pi) q[6];\nu3(0.911927728446121*pi,-0.4565791541438819*pi,3.11353158310608*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[10],q[13];\nu3(1.0*pi,0.0*pi,1.197224024245311*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[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[6],q[11];\nu3(0.534155240844544*pi,-0.157288403173459*pi,0.643024406762409*pi) q[7];\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,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5954334402295959*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(0.0*pi,-0.5*pi,1.5*pi) q[2];\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(0.669389137774955*pi,0.14645693551081096*pi,3.77450249781757*pi) q[9];\ncx q[10],q[13];\nu3(0.0*pi,-0.5*pi,4.35029592901153*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[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[6],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.348518449727176*pi,2.48334066240492*pi,1.300885464482127*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];\ncx q[0],q[5];\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[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0851278959602882*pi,0.14173562688472896*pi,4.4689137864047*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.424976530648024*pi,-0.387823441557299*pi,4.20192196948612*pi) q[12];\nu3(0.357314569707252*pi,3.45851485986711*pi,4.087715843786031*pi) q[13];\nu3(3.5*pi,3.46490423203989*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(3.5*pi,3.44996469286861*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.128879188460346*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.287357263940065*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.732013985290589*pi,3.23586872688197*pi,3.01242683471059*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.601517089511312*pi,0.84464403211045*pi,1.143441375739672*pi) q[12];\nu3(0.350242720214119*pi,0.367069438850009*pi,0.6104378580122201*pi) q[13];\ncx q[0],q[5];\nu3(0.697911640393581*pi,0.259764173777177*pi,3.81651988632596*pi) q[1];\nu3(0.346009369276367*pi,-0.081894735376211*pi,1.186190629174325*pi) q[2];\ncx q[3],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[8],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(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(0.31078979573462*pi,3.33970483428238*pi,1.74792565439718*pi) q[1];\nu3(0.616609582610061*pi,0.31448931054420104*pi,1.014449637136435*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,0.5695320670483928*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.698097698732189*pi) q[7];\nu3(3.5*pi,3.47729915654692*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.284402009646202*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(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[5];\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[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[8],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(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(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.507727084684234*pi,2.67190308639162*pi,3.53145719742363*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,4.43313254993861*pi) q[9];\nu3(0.507169194345397*pi,-0.4139199448519497*pi,4.014594931972431*pi) q[11];\nu3(3.5*pi,3.43295988874583*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.314906012830936*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[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.53223984072096*pi,-0.280044422024917*pi,1.305226228817262*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[9];\nu3(0.596283265749089*pi,3.32202013314376*pi,3.01047818876388*pi) q[11];\ncx q[12],q[14];\nu3(0.632805019363794*pi,0.367612252613447*pi,1.4841228111543598*pi) q[0];\nu3(0.301843890449623*pi,3.18625892759225*pi,1.287846121316318*pi) q[3];\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(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(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,0.5262551821801686*pi) q[14];\nu3(0.53705643003638*pi,-0.4133562985407988*pi,0.7566762983009501*pi) q[0];\nu3(0.881755099835142*pi,-0.028917673710978975*pi,4.36804763942818*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];\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];\ncx q[12],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[3];\nu3(0.256714957370389*pi,-0.10768904207474*pi,4.32937440330366*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.726146183345739*pi,0.421869595890372*pi,0.59333724061248*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(0.5*pi,-0.5*pi,0.5*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[0];\ncx q[1],q[3];\nu3(0.871398197917646*pi,2.90860994925891*pi,3.31290316620719*pi) q[5];\ncx q[6],q[10];\nu3(0.401686815834466*pi,0.7487348374343299*pi,3.91588490411742*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[11];\nu3(0.286635900155074*pi,0.233845345211683*pi,4.424940942106209*pi) q[12];\nu3(0.538455715198497*pi,2.56751230260226*pi,3.98337429506306*pi) q[14];\nmeasure q[14] -> c[14];\nu3(3.5*pi,3.25763962747234*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.111896139352826*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,3.42575342775584*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(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.3663355166474869*pi) q[10];\nu3(0.53841087582051*pi,3.49552533091428*pi,3.17962179274271*pi) q[12];\ncx q[0],q[5];\ncx q[1],q[3];\ncx q[6],q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.369497775041895*pi,0.015794729204200997*pi,3.60320468595901*pi) q[8];\nu3(0.334545394932803*pi,-0.390372276160372*pi,4.47859851039006*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,3.31543418989759*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,4.49646953218756*pi) q[3];\ncx q[4],q[7];\nu3(1.0*pi,0.0*pi,1.271101381059281*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.354582460924352*pi,2.95206491136222*pi,1.042880989831957*pi) q[8];\nu3(0.23646804535599*pi,-0.330139077234901*pi,4.34581777115123*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.521986936753785*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\ncx q[0],q[5];\ncx q[1],q[3];\nu3(3.5*pi,3.42845553270722*pi,0.5*pi) q[4];\ncx q[6],q[10];\nu3(1.0*pi,0.0*pi,1.2384724465893981*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];\ncx q[11],q[12];\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[3];\ncx q[4],q[7];\nu3(0.0*pi,-0.5*pi,4.2800897836137395*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[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(3.5*pi,3.49145337035148*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.2540877283373*pi) q[12];\ncx q[0],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\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];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.649823172781484*pi) q[7];\ncx q[9],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\ncx q[11],q[12];\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,3.44685371997338*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[7];\nu3(0.0*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,0.0*pi,1.244390544262783*pi) q[8];\nu3(3.5*pi,3.46674318409357*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.45805893961632*pi) q[12];\nu3(1.0*pi,0.0*pi,1.2597409774054769*pi) 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];\ncx q[2],q[8];\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(0.660942213742281*pi,2.63727282401732*pi,3.52171693711354*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\ncx q[9],q[13];\nu3(0.592955138475455*pi,-0.31367290573169904*pi,3.54621778892986*pi) q[10];\ncx q[11],q[12];\nmeasure q[6] -> c[6];\nmeasure q[10] -> c[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.272890242167834*pi,0.12600210049982796*pi,1.2262862026315688*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[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(0.0*pi,-0.5*pi,4.49470465115758*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,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.477866833648569*pi) q[13];\nmeasure q[1] -> c[1];\nu3(1.0*pi,0.0*pi,4.0*pi) q[0];\ncx q[2],q[8];\nu3(0.651949301319754*pi,0.08317659886171502*pi,3.73773798060304*pi) q[3];\nu3(0.492572041564579*pi,-0.365085108328483*pi,1.039040062439911*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];\ncx q[9],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[12];\nmeasure q[3] -> c[3];\nmeasure q[4] -> c[4];\nu3(0.629721692850118*pi,0.6112101921572599*pi,0.5386962352629006*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\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(0.0*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[13];\nmeasure q[0] -> c[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.621127908361023*pi,2.90063618596308*pi,3.72410565763428*pi) q[5];\nu3(0.558434505178229*pi,0.58641062251546*pi,0.922417573681764*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(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nmeasure q[5] -> c[5];\nmeasure q[7] -> c[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\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(0.605313292549469*pi,3.41971463021865*pi,0.5348451939723542*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];\nmeasure q[11] -> c[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\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[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\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(0.746127075916482*pi,1.15995236104382*pi,0.723196293609988*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nmeasure q[12] -> c[12];\nu3(0.49892980763627*pi,3.02490326444005*pi,4.36563946449083*pi) q[2];\nu3(0.715136535104931*pi,0.7581164615179901*pi,0.902608329293883*pi) q[8];\nu3(0.709088331072801*pi,1.23007540126666*pi,0.750694065524538*pi) q[9];\nu3(0.717651268806852*pi,-0.4638126667443135*pi,0.523854507902776*pi) q[13];\nmeasure q[2] -> c[2];\nmeasure q[8] -> c[8];\nmeasure q[9] -> c[9];\nmeasure q[13] -> c[13];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(0.486407658614267*pi,-0.09046753122273699*pi,3.68798653954799*pi) q[0];\nu3(0.184011926524046*pi,-0.4133098721999076*pi,1.79226961436464*pi) q[1];\nu3(0.626132933683809*pi,2.70276172057957*pi,4.02367647003659*pi) q[2];\nu3(0.686880639000155*pi,-0.4160108457062339*pi,0.98042027742081*pi) q[3];\nu3(0.415969130126663*pi,-0.225407067186624*pi,1.61117654964828*pi) q[4];\nu3(0.538053683470129*pi,0.03696639195034601*pi,4.32920232766611*pi) q[5];\nu3(0.37913056810851*pi,-0.42372880854891537*pi,0.5749434883623371*pi) q[6];\nu3(0.31455616593127*pi,0.22075317809560602*pi,1.150670719186029*pi) q[7];\nu3(0.799090222980388*pi,2.95746355578147*pi,4.2848212140248805*pi) q[8];\nu3(0.45498027758282*pi,-0.280406323850775*pi,1.145126165253054*pi) q[9];\nu3(0.748614443698289*pi,3.00596610312282*pi,3.58351349660519*pi) q[10];\nu3(0.454144174644298*pi,0.0054425932266269905*pi,1.485223711150297*pi) q[11];\nu3(0.775782521545897*pi,3.34539637692621*pi,3.8869153192227*pi) q[12];\nu3(0.740273320226464*pi,-0.10245647961641802*pi,3.57199265202427*pi) q[13];\nu3(0.0868217652314393*pi,0.17242188640531098*pi,4.4765409645485*pi) q[14];\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(0.0*pi,-0.5*pi,4.0*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(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(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,4.0*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(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.5*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,-0.5*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(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];\ncx q[0],q[12];\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];\ncx q[4],q[11];\ncx q[5],q[9];\nu3(1.5*pi,0.0*pi,1.5*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[13];\nu3(3.5*pi,3.39040543681297*pi,0.5*pi) q[0];\nu3(3.5*pi,3.47413302935655*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.43706180244611*pi,0.5*pi) q[4];\nu3(3.5*pi,3.31861960576565*pi,0.5*pi) q[5];\ncx q[7],q[14];\nu3(1.0*pi,0.0*pi,1.335534519106844*pi) q[8];\nu3(1.0*pi,0.0*pi,1.163704885825252*pi) q[9];\ncx q[10],q[13];\nu3(1.0*pi,0.0*pi,1.2587096027702231*pi) q[11];\nu3(1.0*pi,0.0*pi,1.266603768520981*pi) q[12];\ncx q[0],q[12];\ncx q[1],q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[4],q[11];\ncx q[5],q[9];\nu3(3.5*pi,3.27185278178803*pi,0.5*pi) q[7];\nu3(3.5*pi,3.43979164993952*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.369833741660466*pi) q[13];\nu3(1.0*pi,0.0*pi,1.18049046886139*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];\ncx q[2],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[7],q[14];\nu3(0.0*pi,-0.5*pi,0.719814264184043*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5930723712645078*pi) q[9];\ncx q[10],q[13];\nu3(0.0*pi,-0.5*pi,0.616678845514542*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.34143857486859*pi) q[12];\ncx q[0],q[12];\ncx q[1],q[8];\nu3(3.5*pi,3.45871561119947*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.4127636192463529*pi) q[3];\ncx q[4],q[11];\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[10];\nu3(0.0*pi,-0.5*pi,0.651551896030556*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5951969547290229*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];\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];\ncx q[7],q[14];\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[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(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,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.31162879302928*pi) q[3];\nu3(0.565396734162567*pi,2.95449970272315*pi,3.31174933869331*pi) q[4];\nu3(1.0*pi,0.0*pi,4.0*pi) q[5];\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(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.523632158464808*pi,3.34703423878574*pi,2.98012824378144*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[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[3];\nu3(0.5587858225408*pi,-0.334546543833745*pi,4.16548266757421*pi) q[4];\nu3(0.367118007868016*pi,-0.036331021854642986*pi,1.13678856470023*pi) q[5];\nu3(0.743529794284666*pi,0.7907946695991399*pi,1.0064517864656302*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(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.481056750527216*pi,3.41402530726952*pi,1.64095559709404*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[0];\nu3(0.310122702986849*pi,2.85868055091477*pi,1.1232418913611681*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(0.353047493186132*pi,3.19710636138206*pi,4.361511465963289*pi) q[5];\nu3(0.818765631479623*pi,3.33225807243862*pi,0.5565312713596621*pi) q[7];\nu3(0.70915335718762*pi,2.76906240603753*pi,3.30392884372233*pi) q[8];\nu3(0.658449060187477*pi,3.2308051523129*pi,3.04317238318954*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(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.0*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[0];\nu3(0.676796955634751*pi,0.77008781362608*pi,0.5989145708907169*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,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.346498838959863*pi,-0.322935197744435*pi,0.9935556392545579*pi) q[8];\nu3(0.323914879355969*pi,0.04966159914016999*pi,3.64181463098885*pi) q[9];\nu3(0.129955166401733*pi,0.256299634833538*pi,1.178871298548223*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(0.746440377649953*pi,-0.4501547040069444*pi,4.23146994807267*pi) q[13];\nu3(0.250021433006448*pi,-0.374635792343996*pi,3.95378155314784*pi) q[14];\nu3(0.824123027726018*pi,3.44058321485502*pi,3.19338173403648*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[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(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.632676910924583*pi,2.7493412331805*pi,3.57753633332384*pi) q[10];\nu3(0.849928343069311*pi,0.73257495083828*pi,0.7850902232482899*pi) q[12];\nu3(0.31120916453855*pi,3.26344941567576*pi,2.04133467100969*pi) q[13];\nu3(0.145042055596608*pi,-0.204427933821884*pi,4.4058787824991406*pi) q[14];\nu3(0.274964870092429*pi,0.27724600764651497*pi,4.17543907279046*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(1.0*pi,-0.5*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[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(0.773980896024378*pi,0.13786507725533903*pi,4.16328918699216*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[0];\ncx q[1],q[4];\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[5];\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[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[0];\nu3(3.5*pi,3.39554432129457*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];\nu3(1.0*pi,0.0*pi,1.326018148394448*pi) q[4];\ncx q[5],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[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[4];\nu3(0.713385082476089*pi,0.35505754101435405*pi,3.97952487767596*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.43997856098257*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.284247426872652*pi) q[7];\ncx q[8],q[12];\ncx q[9],q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\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(0.621377900944224*pi,0.26322630182998097*pi,1.405612800060685*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.4531704484735695*pi) q[4];\ncx q[5],q[7];\nu3(3.5*pi,3.39462548310928*pi,0.5*pi) q[8];\nu3(3.5*pi,3.46313531017194*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.297716131094454*pi) q[12];\nu3(1.0*pi,0.0*pi,1.308489633652632*pi) q[13];\ncx q[0],q[11];\ncx q[1],q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.509885730174004*pi,0.15710479357003804*pi,1.158804334651224*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.660603537885479*pi) q[7];\ncx q[8],q[12];\ncx q[9],q[13];\nu3(3.5*pi,3.36655925210268*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(0.7999465449617*pi,2.96172775123531*pi,3.83195621382979*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],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(1.0*pi,0.0*pi,1.243956422506751*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5840217706355779*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.728484216913221*pi) q[13];\ncx q[0],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[6];\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,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[12];\ncx q[9],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(3.5*pi,3.31980629229474*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,0.0*pi,1.240740746886758*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,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.4039926797729905*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[0],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[6];\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(0.304753372645051*pi,-0.331710397762781*pi,4.07068636392145*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.666410537984099*pi,3.45740111822783*pi,3.72092058003946*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.742354437654221*pi,3.28619722614383*pi,0.775388593628796*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];\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(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.515947948582583*pi,0.482805694758505*pi,4.31667182094559*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.44467686485386*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.373775879445036*pi,0.08743301289860095*pi,3.76331360631673*pi) q[8];\nu3(0.852036869052431*pi,3.00172416746501*pi,3.35387039286453*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.815296522136953*pi,3.10609597527396*pi,3.65147726289368*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[0];\nu3(0.294731773241866*pi,2.99844505162673*pi,1.02389076388463*pi) q[1];\ncx q[2],q[6];\ncx q[3],q[14];\nu3(0.212119561253286*pi,2.48911015059799*pi,1.4594194384746029*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.389772776015375*pi,0.68915544706124*pi,0.5754992861297175*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.66523909992623*pi,-0.4897754467519754*pi,4.38430259505081*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(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.218551629406214*pi,0.493839457618905*pi,0.615498515662449*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.48583507168433*pi,0.5*pi) q[3];\nu3(0.718232509237181*pi,0.04804480058369798*pi,3.80297010191558*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(0.148858472958478*pi,3.37339023177093*pi,2.05933608005023*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[12];\nu3(0.435413746935007*pi,-0.31103317072758796*pi,1.464384343559137*pi) q[13];\nu3(1.0*pi,0.0*pi,1.281359318697112*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(0.0*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[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(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.454635315624021*pi,2.59829076698012*pi,1.1366576424070058*pi) q[13];\nu3(0.830461069603005*pi,-0.132651036566173*pi,3.69616129842311*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];\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[7];\nu3(1.5*pi,0.0*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[13];\nu3(0.0*pi,-0.5*pi,0.5705225892969508*pi) q[14];\nu3(0.56880635580164*pi,1.07514390978438*pi,0.609314804984996*pi) q[0];\ncx q[1],q[5];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\ncx q[3],q[14];\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[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.46673768264271*pi,0.5*pi) q[1];\nu3(0.586996870012111*pi,-0.392751119854739*pi,0.700063831914564*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,0.0*pi,1.276986381831407*pi) q[5];\nu3(1.0*pi,0.0*pi,4.0*pi) q[6];\ncx q[8],q[13];\nu3(0.668485171977262*pi,-0.030843336766875007*pi,3.92813065846233*pi) q[11];\nu3(1.0*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[5];\nu3(0.896075274203288*pi,0.005396425710045949*pi,4.07880250617411*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[12];\nu3(0.243265585080688*pi,-0.092743660531036*pi,1.5437110869805*pi) q[6];\nu3(3.5*pi,3.4676782763236*pi,0.5*pi) q[8];\nu3(0.0972097293285432*pi,0.97375141613316*pi,4.39248908094011*pi) q[11];\nu3(1.0*pi,0.0*pi,1.241619801352374*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[9];\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(0.610330211571112*pi,2.9305244810476*pi,4.4258267980745405*pi) q[3];\nu3(3.5*pi,3.42718129538379*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.5359977942580424*pi) q[5];\nu3(0.233107041536574*pi,-0.23912535908861499*pi,4.1635734409735*pi) q[6];\ncx q[8],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.244694401502553*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,3.45635253321949*pi,0.5*pi) q[0];\ncx q[1],q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.340140988685515*pi,0.68093927646467*pi,0.811449482217697*pi) q[3];\ncx q[4],q[12];\nu3(3.5*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,0.0*pi,1.244623210947307*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.39779935496437*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[9];\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(0.5*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,-0.5*pi,0.5*pi) q[6];\ncx q[8],q[13];\ncx q[10],q[11];\nu3(0.0*pi,-0.5*pi,4.39140662078176*pi) q[12];\nu3(0.778818420858105*pi,0.55404732149964*pi,0.8639549194970559*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.447559226655718*pi,0.6840243372449899*pi,4.0726077515356405*pi) q[1];\ncx q[2],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[12];\nu3(0.852435980522946*pi,0.7011220489438701*pi,4.41222469180681*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5903095461392089*pi) q[9];\nu3(3.5*pi,3.47096031266038*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.190645537987967*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0842852616212597*pi,0.19727054607206795*pi,0.5139583804610174*pi) q[14];\ncx q[0],q[9];\nu3(0.737113408874038*pi,0.7574019424943901*pi,4.31276291475802*pi) q[1];\nu3(3.5*pi,3.40419632510372*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(0.669980580157543*pi,3.30289225261116*pi,3.73831568170779*pi) q[5];\nu3(1.0*pi,0.0*pi,1.257071489152074*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\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(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[1];\ncx q[2],q[6];\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,4.0*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,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5750618414036204*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(0.650820611983064*pi,-0.05321800052847597*pi,0.8972017019656731*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];\ncx q[3],q[14];\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,0.620024998594658*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.203429405748361*pi,0.45819886727583603*pi,3.63237767592615*pi) q[9];\ncx q[10],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(0.440221583687301*pi,3.14635844779554*pi,2.04705454459673*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[6];\nu3(3.5*pi,3.46441503544151*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(0.557883575863437*pi,-0.15638344302684398*pi,4.45212899857175*pi) q[8];\nu3(0.0974090317554656*pi,-0.129444070543638*pi,1.452490710121627*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[13];\nu3(1.0*pi,0.0*pi,1.343732704075087*pi) q[14];\nu3(3.5*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[14];\nu3(0.638000092911052*pi,-0.272589333237571*pi,3.7772328066204*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.742741458433217*pi,0.24088675406320104*pi,0.98539395919287*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(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.216176777120801*pi,2.69711002037748*pi,1.3802105029888239*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.44564637476463*pi,-0.40546090235518717*pi,1.304938787660737*pi) q[4];\nu3(0.37749935621114*pi,3.21536563995128*pi,0.693470687596096*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.363999622790134*pi,1.05001838967976*pi,4.301206527030359*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(0.296827722095154*pi,0.35269011086715196*pi,0.5082449010597541*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5104352952758862*pi) q[14];\nu3(0.733237150716029*pi,1.05803755665*pi,0.838449910109955*pi) q[2];\ncx q[3],q[14];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[4];\nu3(0.50559531884206*pi,2.76381760591375*pi,1.4862682210293698*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.482604893098659*pi,3.36382337091832*pi,4.29765714268468*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.516884913858538*pi,0.297030935150132*pi,1.2253576791538139*pi) q[12];\nu3(0.882382607838934*pi,0.03232951439679799*pi,3.74073883760626*pi) q[13];\ncx q[0],q[8];\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(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.436061993639335*pi,2.91065332873146*pi,0.8911489930580541*pi) q[11];\nu3(0.686081434112757*pi,0.09059572173743002*pi,0.9402976347158181*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(3.5*pi,3.45801272803661*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(0.0*pi,-0.5*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,1.1438387380536859*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.473744511827658*pi,0.02821937576195299*pi,4.40928951608858*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[14];\ncx q[0],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.70457811339145*pi,0.37696270246240904*pi,1.408970720677884*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\ncx q[6],q[9];\ncx q[7],q[13];\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,0.0*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.496685316728352*pi,3.37105956760842*pi,1.52286003531715*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(3.5*pi,3.35259075281412*pi,0.5*pi) q[6];\nu3(3.5*pi,3.44990582170957*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5088355179099305*pi) q[8];\nu3(1.0*pi,0.0*pi,1.237731566230605*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,0.0*pi,1.206195364019361*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[8];\ncx q[1],q[12];\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[6],q[9];\ncx q[7],q[13];\nu3(0.562447593827399*pi,0.35664707149617003*pi,0.5287359384936176*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.43028930822862*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,0.0*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(0.0*pi,-0.5*pi,4.35008327827615*pi) q[9];\nu3(1.0*pi,0.0*pi,1.3910835902303709*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.39012022702176*pi) q[13];\nu3(0.520658538995454*pi,1.00916584932249*pi,0.7653861099707411*pi) q[14];\nu3(0.110797633314909*pi,2.66154253711068*pi,0.957658967587499*pi) q[0];\ncx q[1],q[12];\nu3(3.5*pi,3.45974640971419*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,1.379712174933321*pi) q[5];\ncx q[6],q[9];\ncx q[7],q[13];\nu3(0.253431990054185*pi,3.23625078122893*pi,1.4128041532059399*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.758183667053333*pi,-0.383204361757222*pi,1.064349795428144*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.121342763432446*pi,0.82131216667147*pi,3.82789933684015*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[10],q[14];\nu3(0.0*pi,-0.5*pi,0.5569012342112254*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];\ncx q[1],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[11];\nu3(0.0*pi,-0.5*pi,0.5786400136411305*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(3.5*pi,3.3463401532423*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.171117953208006*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];\ncx q[2],q[5];\nu3(3.5*pi,3.47676792979244*pi,0.5*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[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];\ncx q[10],q[14];\nu3(1.0*pi,0.0*pi,1.280408911337048*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[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[11];\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(0.0*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,0.0*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(0.0*pi,-0.5*pi,0.5764722866128085*pi) q[14];\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(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.418179534387236*pi,0.71404992280295*pi,0.749897152009199*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];\ncx q[10],q[14];\nu3(0.0*pi,-0.5*pi,4.35560572395317*pi) q[11];\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(0.688828584952792*pi,0.469342713215968*pi,0.73723932449453*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.37601163065227*pi,3.41928462756708*pi,1.038718203939497*pi) q[6];\nu3(0.525150347450858*pi,2.61014447891665*pi,3.50668015175465*pi) q[7];\nu3(0.471980495088366*pi,2.56444514317552*pi,3.87513717025974*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.720954315713378*pi,0.309656844866007*pi,4.201228545775161*pi) q[12];\nu3(0.261468789704102*pi,2.80517825832071*pi,1.305059544052526*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.591669482035909*pi,0.08544477963212704*pi,0.87650199367849*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,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.327206596340821*pi,0.66021723546002*pi,3.67934496116126*pi) q[7];\nu3(0.600362398188339*pi,2.83697576363349*pi,4.23743089010264*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(0.534785686320229*pi,-0.034020753590950026*pi,1.062349248680934*pi) q[12];\nu3(0.542431606654302*pi,2.95845042033404*pi,3.66026478404309*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[1];\nu3(0.506212613109571*pi,3.4209090383513*pi,1.60976281511823*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(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.608089752551279*pi,0.042191577350082055*pi,4.33551925506457*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[1];\nu3(0.678412730132937*pi,-0.07570194107974598*pi,1.285922465688708*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(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.122339813495155*pi,-0.07168703120856201*pi,0.5666908701010304*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(0.876260881028652*pi,3.14091827245105*pi,3.45823415156163*pi) q[14];\ncx q[0],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(0.669675295423045*pi,2.99424464011073*pi,3.86941776908381*pi) q[5];\ncx q[8],q[9];\nu3(0.0*pi,-0.5*pi,4.0*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[13];\nu3(0.35749836133707*pi,3.02274549812324*pi,1.1289673581196031*pi) q[14];\nu3(3.5*pi,3.40278783119029*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,1.328204350949993*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.74731875375792*pi,3.35280679851202*pi,3.44592699671733*pi) q[3];\nu3(0.488058954307532*pi,0.459918341281806*pi,3.49947495871178*pi) q[5];\nu3(3.5*pi,3.49421447541172*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.358446858770117*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(1.5*pi,0.0*pi,1.5*pi) q[13];\nu3(3.5*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[2];\nu3(0.030393471200866*pi,2.66873903328753*pi,1.354624050926559*pi) q[3];\nu3(3.5*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(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,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.39439408176814*pi) q[1];\nu3(3.5*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(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.399343904090561*pi) q[9];\nu3(0.386090163562284*pi,3.31637845631281*pi,1.78001279546295*pi) q[11];\ncx q[13],q[14];\ncx q[0],q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,3.43046795312859*pi,0.5*pi) q[4];\ncx q[5],q[6];\ncx q[8],q[9];\nu3(1.0*pi,0.0*pi,1.384593966655851*pi) q[10];\nu3(0.744137775025999*pi,2.73883769918582*pi,3.52666235532983*pi) q[11];\nu3(3.5*pi,3.46941730629057*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.329608952727439*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];\ncx q[3],q[7];\ncx q[4],q[10];\nu3(3.5*pi,3.39913926194331*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.2761461847106101*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[11];\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];\ncx q[2],q[11];\nu3(3.5*pi,3.48496744135241*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[5],q[6];\nu3(1.0*pi,0.0*pi,1.088186432332902*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,0.63540343481939*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.760825505092541*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(3.5*pi,3.35314706566583*pi,0.5*pi) q[2];\ncx q[3],q[7];\ncx q[4],q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.5842338526582638*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,0.0*pi,1.303056195287793*pi) q[11];\ncx q[13],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[11];\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(0.0*pi,-0.5*pi,4.436378219738*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[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\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(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*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(0.5*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,0.502238548951254*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[0];\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[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.401547359746084*pi,-0.182471986866646*pi,0.668513364320819*pi) q[5];\nu3(0.565196808573561*pi,3.20260482811893*pi,1.75004459602504*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.906136896702312*pi,0.38331876552350497*pi,1.385865776826446*pi) q[8];\nu3(0.517107948408324*pi,-0.09499263539715802*pi,1.411233621868504*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.474964967107802*pi,-0.34794321132396*pi,3.71442361482408*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.499810824449573*pi,3.37691625570823*pi,4.06376224831234*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,1.0*pi) q[4];\nu3(0.652162133740282*pi,0.5936788570108*pi,0.854407138858957*pi) q[5];\nu3(0.519509377459913*pi,2.98081990742505*pi,3.27541053993492*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.40103020470756*pi,3.37506422965894*pi,4.1665323286056*pi) q[8];\nu3(0.956389668491188*pi,0.188582010048578*pi,1.458680566436334*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(0.317591204680828*pi,-0.145184423370043*pi,4.11286809204823*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.59585629748112*pi,2.94375054203296*pi,3.3404041065069*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.404439011712816*pi,0.049809273666454046*pi,4.44799348074799*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.606897699876715*pi,3.36635955611175*pi,3.58335331754763*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(0.0*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,4.0*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[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.353965140243734*pi,0.92986387669731*pi,4.03306829182649*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.836265718358561*pi,0.34555035821657*pi,3.8895917827155*pi) q[1];\nu3(0.828227602663526*pi,3.35055626676794*pi,0.7594290664082259*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.759078774185834*pi,-0.10544577792826598*pi,0.9565103134475039*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(0.0*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,1.0*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[13];\nu3(0.43231059584462*pi,0.152956595419653*pi,3.84486260785846*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.451503178623732*pi,-0.4684154868656499*pi,1.54134094689033*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(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(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.868952694382341*pi,3.28450639929784*pi,3.90039616243166*pi) q[10];\nu3(0.608358345641446*pi,3.38349007914222*pi,4.27770005163128*pi) q[11];\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(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.288666669936759*pi,3.01803578358217*pi,1.85294620957907*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[9];\nu3(0.841056037283701*pi,-0.155569570109523*pi,3.90916301235333*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.51823106401791*pi,-0.04355180673473802*pi,0.685539255793972*pi) q[10];\nu3(0.663912376835488*pi,2.26078585322422*pi,3.74509312736224*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.420170539141945*pi,3.24399836048479*pi,4.34637857704202*pi) q[3];\ncx q[5],q[12];\nu3(3.5*pi,3.45314433412281*pi,0.5*pi) q[6];\nu3(0.287656715408075*pi,3.33696963389664*pi,0.5957402977332079*pi) q[7];\ncx q[8],q[14];\nu3(1.0*pi,0.0*pi,1.4331876803156152*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,3.24242776733966*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.177836825637967*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.38190793788303*pi,0.5*pi) q[5];\ncx q[6],q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,3.37385765014994*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(1.0*pi,0.0*pi,1.251607071627096*pi) q[12];\nu3(1.0*pi,0.0*pi,1.167524830195572*pi) q[14];\ncx q[0],q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[5],q[12];\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[14];\nu3(0.0*pi,-0.5*pi,0.5934005956789301*pi) q[9];\ncx q[11],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[10];\nu3(0.0*pi,-0.5*pi,4.49816779522778*pi) q[2];\ncx q[3],q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[6],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(3.5*pi,3.4726641391519*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.47541859228925*pi) q[12];\nu3(1.0*pi,0.0*pi,1.186804082556821*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.4600832036948805*pi) q[14];\ncx q[0],q[2];\nu3(3.5*pi,3.3904180004361*pi,0.5*pi) q[1];\nu3(3.5*pi,3.4164604478901*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.212321876316292*pi) q[4];\ncx q[5],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[8],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.2392672316640478*pi) q[10];\ncx q[11],q[13];\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];\ncx q[3],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[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,4.33382031876267*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(0.5*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,4.47975414461961*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(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5710422563033748*pi) q[10];\ncx q[11],q[13];\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[0];\ncx q[1],q[10];\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(0.544485071299157*pi,0.14676616308773005*pi,4.060674661536201*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.365747577431917*pi,0.40046376155268304*pi,4.42490976745892*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(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.27343153867118*pi,-0.17548962572430898*pi,0.840866524453519*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(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.210214051953395*pi,3.1129350348053*pi,1.6425413642525*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.220519353831417*pi,0.13376184058516805*pi,4.070154755570909*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(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.138112193514832*pi,-0.249861336534629*pi,3.85925971470451*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(0.541502150060771*pi,-0.13244260623888698*pi,3.70914087594448*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.356933699584033*pi,3.33261284021638*pi,1.050578659913117*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(0.0*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[0];\nu3(0.790055886239891*pi,-0.07950975416077699*pi,1.338258666944695*pi) q[1];\nu3(0.894613523751494*pi,-0.361846384723765*pi,3.67484949338713*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(0.111751753840339*pi,3.03149910472195*pi,0.592319758679163*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.53570891384092*pi,3.41474415943545*pi,4.14657191039713*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(0.0*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[0];\nu3(0.661535358523798*pi,0.30448825045442995*pi,0.607727095946859*pi) q[1];\nu3(0.695798107895634*pi,2.89787897983219*pi,3.8865003004864*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(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.642895476657388*pi,2.5170982876634*pi,3.78949079387124*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.248872852956538*pi,3.39914210374309*pi,4.14887068768893*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(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*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(0.533007882912973*pi,3.46464467709187*pi,4.14416226764635*pi) q[10];\nu3(0.314709863817172*pi,2.46497660333781*pi,1.186905003842897*pi) q[11];\nu3(0.215118676160485*pi,0.486354871304032*pi,0.740716011064814*pi) q[12];\nu3(0.231736909338466*pi,-0.35606462544636597*pi,4.20670403504772*pi) q[13];\nu3(0.455201499317665*pi,0.7180194185778199*pi,3.90826072226894*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(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.550309178677204*pi,2.59468623740212*pi,3.49750049309883*pi) q[3];\nu3(0.532754363098387*pi,2.62501901391192*pi,3.55147401506109*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.775310804445885*pi,-0.293436053308999*pi,0.683282516027701*pi) q[10];\nu3(0.876141237652866*pi,1.00610635204803*pi,0.772681545849816*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[12];\nu3(0.578401677518231*pi,3.45822525291204*pi,0.67360189095554*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[1],q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.695592770983987*pi,3.0936639750519*pi,4.274588876592739*pi) q[3];\nu3(0.236218013182685*pi,-0.153264790827786*pi,0.955222468145666*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[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];\ncx q[0],q[14];\nu3(3.5*pi,3.42822481891085*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,4.0*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[9];\nu3(1.0*pi,0.0*pi,1.3399051515218638*pi) q[6];\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(3.5*pi,3.46151268399466*pi,0.5*pi) q[0];\ncx q[1],q[6];\ncx q[2],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(3.5*pi,3.43329222717201*pi,0.5*pi) q[5];\ncx q[8],q[10];\nu3(1.0*pi,0.0*pi,1.2363200028980699*pi) q[9];\nu3(1.0*pi,0.0*pi,1.323166255498986*pi) q[14];\ncx q[0],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(3.5*pi,3.38086641548724*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[13];\ncx q[5],q[9];\nu3(0.0*pi,-0.5*pi,4.4057155619585995*pi) q[6];\nu3(1.0*pi,0.0*pi,1.298540296085243*pi) q[7];\nu3(3.5*pi,3.48009632082339*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.3169520977117921*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[6];\ncx q[2],q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.37690104145554*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[8],q[10];\nu3(0.0*pi,-0.5*pi,0.5012112348040465*pi) q[9];\nu3(1.0*pi,0.0*pi,1.222105013498304*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.3856033535283*pi) q[14];\ncx q[0],q[14];\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];\ncx q[4],q[13];\ncx q[5],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.706363216056915*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5365595419124901*pi) q[10];\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[12];\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];\ncx q[8],q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.46152325190967*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(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.47958005755819*pi,0.5*pi) q[3];\ncx q[4],q[13];\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(0.0*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,1.4392476697813241*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(0.5*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(0.842432889409187*pi,3.31661750521342*pi,0.600663164659742*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(0.28828544325444*pi,0.28712807873592605*pi,0.9887168988463171*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.520270042893008*pi,2.91571869105251*pi,4.05408558369308*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(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.524950355497006*pi,-0.22863767668394502*pi,1.332664688557514*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(0.858124268348918*pi,-0.4101448075217033*pi,4.1660934025255*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(0.893627455399199*pi,-0.20876474231480402*pi,3.81875696149846*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.250519293742684*pi,2.64688266828408*pi,1.61027376584285*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5099019815524404*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(0.689374864736936*pi,2.63910518996161*pi,3.97379783739478*pi) q[0];\nu3(0.431450080330162*pi,0.74745617216987*pi,3.92952095633444*pi) q[1];\nu3(0.452679490967465*pi,3.43322709794307*pi,4.4715847737104895*pi) q[2];\ncx q[3],q[12];\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(0.650431154493353*pi,0.21858633020724805*pi,0.7510198967325681*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(0.706418347253874*pi,3.0390189788136*pi,4.3462938951497705*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,1.5*pi) q[14];\nu3(0.385718395383783*pi,2.50535760847409*pi,1.198520780202578*pi) q[0];\nu3(0.416529206681111*pi,3.35439974833843*pi,1.077547291733873*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(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.201319557745309*pi,0.20364575461204004*pi,0.78490958660974*pi) q[6];\nu3(0.563913468466042*pi,2.77739398029665*pi,3.5693273072317*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.672604696847975*pi,0.67456604610026*pi,0.76558730768383*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(0.0*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[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(1.0*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[6];\nu3(0.478775005597182*pi,-0.49913600209704306*pi,1.299880723300757*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(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.2393020639648*pi,0.35834218682277597*pi,3.41572364622339*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(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.369319563496869*pi,2.955533052925*pi,1.307240111398691*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[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(0.218287417085334*pi,2.81649189711011*pi,0.695908148888758*pi) q[13];\nu3(0.0887415504998735*pi,2.84563607088636*pi,1.290408940771729*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[2],q[6];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[3];\nu3(0.315579592138669*pi,-0.312186529507455*pi,4.49224429849729*pi) q[4];\ncx q[5],q[7];\ncx q[10],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.627891830549075*pi,0.6392239962883599*pi,0.827802605385001*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(3.5*pi,3.32628886907296*pi,0.5*pi) q[2];\nu3(0.187076726496059*pi,0.03178827462732803*pi,3.94112429964691*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,3.33505718897636*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.210496868022898*pi) q[6];\nu3(1.0*pi,0.0*pi,1.2556352536688*pi) q[7];\nu3(3.5*pi,3.43822398750935*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.352110654312731*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];\ncx q[0],q[14];\ncx q[2],q[6];\nu3(0.461177652711838*pi,0.07053078914106004*pi,4.0699889617614*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[7];\ncx q[10],q[11];\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(3.5*pi,3.37210385330849*pi,0.5*pi) q[0];\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(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.37569061511429*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5514583679109233*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5773438927816206*pi) q[11];\nu3(0.646913603148173*pi,-0.174854890925491*pi,0.95205466200539*pi) q[12];\nu3(1.0*pi,0.0*pi,1.269519630778055*pi) q[14];\ncx q[0],q[14];\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[4];\ncx q[5],q[7];\ncx q[10],q[11];\nu3(0.754577533337325*pi,-0.30751469101586*pi,4.45999473783851*pi) q[12];\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(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[9];\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[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(0.0*pi,-0.5*pi,0.5241812611307153*pi) q[14];\ncx q[0],q[14];\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,3.40781363881842*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(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.301562056007362*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[0];\ncx q[1],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[13];\ncx q[4],q[9];\nu3(0.284998123976445*pi,3.27940780236067*pi,1.53495735149208*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(0.489068790588424*pi,0.17873933850810197*pi,4.25626933643104*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(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.37665884682342*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.42853707190176*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.548374067284185*pi,2.99925185986052*pi,3.43039384958454*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.226706127454645*pi,-0.49647749971142924*pi,0.81316684467613*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5691052579842557*pi) q[9];\nu3(0.410119741818932*pi,-0.044104421761549994*pi,4.23688772258242*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.251085638516786*pi) q[12];\nu3(1.0*pi,0.0*pi,1.279471530812043*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.477491851338281*pi,-0.019341283331685*pi,0.5800202478465657*pi) q[0];\ncx q[1],q[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\ncx q[3],q[13];\ncx q[4],q[9];\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(0.591659761245511*pi,0.76949355352259*pi,0.9527205427200189*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.962058020058712*pi,2.97099059121924*pi,3.08360866079099*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.738569291576524*pi,2.78537988279835*pi,3.795819494539*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.618571761813157*pi,0.064407443014311*pi,1.4255130078768619*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(0.0*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[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.463973883957199*pi,0.87731743626641*pi,4.20037974674146*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.6208551849784341*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5662770592900022*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];\ncx q[1],q[12];\nu3(0.524404639840019*pi,0.37410032516548*pi,0.6362906967984*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,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(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.386085941347535*pi,-0.371639225810718*pi,0.5185537177746454*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(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.571359878055146*pi,2.87639469025316*pi,3.74371360200623*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.414879509930235*pi,3.33349429072083*pi,1.384074273747642*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[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.657682997947269*pi,2.95723658317743*pi,3.75422930882832*pi) q[14];\nu3(0.390592178120962*pi,0.68478975354696*pi,4.1080240893432*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(0.434653388720981*pi,3.29972035412146*pi,1.86096887247085*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.556752853469275*pi,0.5668626612885601*pi,1.255236036891401*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.85821355883001*pi,-0.136681449260664*pi,3.78221847458895*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(0.716585066018743*pi,0.31436727107775897*pi,4.39237554135827*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.365924541064307*pi,0.24481934083606405*pi,3.99970731067447*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(0.76502048067147*pi,0.488480226713084*pi,0.60915078390634*pi) q[9];\nu3(0.86102817991743*pi,-0.18689347773770398*pi,3.5563888158041*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[1];\ncx q[2],q[11];\nu3(0.806150793273854*pi,-0.33411651105253803*pi,0.986372715194991*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(0.741205535564052*pi,0.7211016321929999*pi,0.686873240562866*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[0],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,3.27815335631504*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(0.0*pi,-0.5*pi,4.0*pi) q[9];\nu3(1.0*pi,0.0*pi,1.144896632524126*pi) q[11];\nu3(0.398486811072816*pi,3.25417269740417*pi,1.105820526371783*pi) q[13];\nu3(3.5*pi,3.27884195664696*pi,0.5*pi) q[0];\nu3(1.0*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(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[9];\nu3(1.0*pi,0.0*pi,1.2384998653252222*pi) q[12];\nu3(0.504069160329019*pi,-0.4568056315007936*pi,3.99157008427412*pi) q[13];\ncx q[0],q[12];\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(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.40215682845149*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];\ncx q[1],q[7];\ncx q[2],q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,3.47904326081527*pi,0.5*pi) q[4];\ncx q[5],q[9];\nu3(1.0*pi,0.0*pi,1.1761728626821601*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.4256896062105*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[12];\nu3(3.5*pi,3.39541865611117*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[8];\nu3(3.5*pi,3.40143183233548*pi,0.5*pi) q[5];\ncx q[6],q[13];\nu3(1.0*pi,0.0*pi,1.356396280952708*pi) q[7];\nu3(1.0*pi,0.0*pi,1.388124119396834*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[0];\ncx q[1],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.44464381898171*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[5],q[9];\nu3(3.5*pi,3.49711888834551*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5290085157824835*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(1.0*pi,0.0*pi,1.317507467628443*pi) q[13];\nu3(1.0*pi,0.0*pi,1.1211397365859241*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(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[14];\ncx q[4],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[6],q[13];\nu3(0.0*pi,-0.5*pi,4.31852297975595*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5037337950575429*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[0];\ncx q[1],q[7];\nu3(0.50396961264118*pi,1.03698639647642*pi,0.951570963248474*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[9];\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(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,4.4397504259441*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.45313979572689*pi) q[14];\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(0.0919705404711259*pi,3.22960920868326*pi,1.071504206044498*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];\ncx q[6],q[13];\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[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.545403081129826*pi,0.8338834679923399*pi,1.083791296268009*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(0.873493421313759*pi,3.45044499402147*pi,3.42603366238617*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(0.177060514344325*pi,3.00999224453214*pi,1.66475185433212*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(0.434373277096759*pi,3.3909721502695*pi,1.1753704342785238*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(0.618430472924969*pi,2.82427302096735*pi,4.25186782226206*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(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.48154543993398*pi,2.57276711845114*pi,3.90675284177498*pi) q[11];\nu3(0.573223782214571*pi,3.1718914636023*pi,3.46908494925118*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[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(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(0.475178046979599*pi,3.38991644831568*pi,4.1397182152058996*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(0.734542297386023*pi,0.369308494183455*pi,1.235481650071908*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[0];\nu3(1.0*pi,0.0*pi,4.0*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(0.447423849899078*pi,0.09048742121937203*pi,0.976199918301233*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(0.28439396836849*pi,3.04956507660164*pi,0.7160925837945851*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(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[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[12];\nu3(0.792867373889542*pi,0.45335031786538804*pi,1.3500538616879671*pi) q[3];\nu3(0.336235478723206*pi,0.112054489899027*pi,1.180527505446848*pi) q[5];\nu3(0.631553146207865*pi,3.41039708201117*pi,3.99312737738448*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,1.0*pi) q[9];\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[0];\nu3(0.665311834553334*pi,3.02583170306827*pi,3.1939260946935*pi) q[1];\nu3(3.5*pi,3.35652436704468*pi,0.5*pi) q[2];\nu3(0.525224220366643*pi,0.03666924319343101*pi,4.28008236026643*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.671665627308713*pi,0.41476877373773*pi,3.94022631397983*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(0.2705026565964*pi,-0.4138530281940798*pi,0.768919976114546*pi) q[9];\nu3(1.0*pi,0.0*pi,1.105973135572665*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];\ncx q[0],q[4];\nu3(0.642789062500834*pi,-0.370885033739687*pi,1.117550388554367*pi) q[1];\ncx q[2],q[12];\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(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.199704807159583*pi,2.55753277949241*pi,1.380025285104788*pi) q[9];\nu3(0.586004388762514*pi,0.48503983553805696*pi,0.5277937244473199*pi) q[13];\nu3(0.443305742637394*pi,-0.239455619926362*pi,1.218626211106985*pi) q[14];\nu3(3.5*pi,3.37208529240531*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(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.2445447817458541*pi) q[4];\ncx q[5],q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.273577028326843*pi,0.9769506769568199*pi,0.5125821527044288*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,0.5048600155106402*pi) q[12];\nu3(0.709145734678701*pi,-0.33881672052278*pi,3.25602922139084*pi) q[13];\nu3(0.270835265854517*pi,0.30336519247041804*pi,3.90361156178238*pi) q[14];\ncx q[0],q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[12];\nu3(3.5*pi,3.45922957056795*pi,0.5*pi) q[5];\nu3(0.311573772092619*pi,3.13258892873558*pi,0.654058796284291*pi) q[7];\ncx q[8],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.171309704144311*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,0.0*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(0.0*pi,-0.5*pi,0.5326670066487158*pi) q[4];\ncx q[5],q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,3.49132729259633*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.351395786947984*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[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[11];\nu3(0.0*pi,-0.5*pi,0.5402657069692764*pi) q[10];\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];\ncx q[1],q[9];\nu3(0.577868757212848*pi,3.13234886369401*pi,4.32014793436986*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[10];\ncx q[6],q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.35692806501637*pi) q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[12];\nu3(3.5*pi,3.42030630670553*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.266451290368606*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.36118555645675*pi,0.5*pi) q[1];\nu3(0.664764270650441*pi,-0.10091390631247799*pi,1.163899784741937*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(3.5*pi,3.443763664118*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.298149903574829*pi) q[7];\ncx q[8],q[11];\nu3(1.0*pi,0.0*pi,1.186357866090015*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.614283493776863*pi,3.48232234938362*pi,4.30093135348895*pi) q[12];\ncx q[13],q[14];\nu3(0.450164185412242*pi,3.21471211763592*pi,1.90093127028683*pi) q[0];\ncx q[1],q[9];\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(0.441538739845333*pi,2.67587478568526*pi,3.8009528192576*pi) q[5];\ncx q[6],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.762127768645636*pi,-0.010095616076816027*pi,0.716449784938375*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.699290688620313*pi,-0.146259065991804*pi,3.47553282341823*pi) q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.42108811224608*pi) q[14];\nu3(0.76132057175396*pi,-0.04087498183622301*pi,1.052140523048289*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[4];\nu3(0.0336638869337111*pi,0.31827219910236404*pi,3.67732320760755*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.648782661119386*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.430812114450831*pi) q[9];\nu3(0.389609488941533*pi,3.36413163821022*pi,0.61590988381975*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];\ncx q[13],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.80555965068231*pi,3.17839713850103*pi,2.94412319818594*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],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(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(1.5*pi,0.0*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(0.526043136057241*pi,3.21922710600232*pi,2.97242445045401*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(0.0*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(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.837299632498924*pi,3.368328622455*pi,3.73957878538895*pi) q[6];\nu3(0.673779448977261*pi,2.77039347197542*pi,3.52245544604637*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(0.0*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(3.5*pi,3.48445386975125*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,3.49312411580342*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,1.198066593306433*pi) q[5];\nu3(0.686707115093651*pi,3.10917537996138*pi,3.98790287027669*pi) q[6];\nu3(0.170761765631485*pi,-0.270383318358721*pi,0.815263231691296*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,1.282266089447134*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];\ncx q[0],q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[10];\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(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.540885681323865*pi,2.76390367531181*pi,3.94769391151497*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\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,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.387576307310122*pi,-0.016894050968838004*pi,0.7528991020658751*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,0.5076680390209315*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(0.770863859810747*pi,-0.16590978165078102*pi,0.8897911416875419*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5480814806832122*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.52613890435055*pi,2.96912844177932*pi,3.2248548051565*pi) q[13];\nu3(0.800780355032369*pi,0.7102308241036599*pi,0.936273097981724*pi) q[14];\ncx q[0],q[5];\nu3(0.539939573866999*pi,3.02927013744288*pi,3.41254946544269*pi) q[1];\ncx q[2],q[10];\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(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.414683433843063*pi,0.82533060743966*pi,4.12272301348211*pi) q[11];\nu3(0.35999777336311*pi,3.34026634329197*pi,4.33046549587532*pi) q[13];\nu3(0.636264345722211*pi,3.26607813619521*pi,2.95594203769958*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(0.0*pi,-0.5*pi,1.5*pi) q[2];\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[8];\nu3(0.54424750723463*pi,-0.4563377695388857*pi,4.1175144353192294*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.645789795610242*pi,0.34523108080573595*pi,0.78985622096103*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(0.126534408526439*pi,-0.15958150905512802*pi,0.7756864478957299*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(0.479921075779291*pi,-0.05755331194392199*pi,4.2615675282069*pi) q[5];\nu3(0.357906952198293*pi,-0.22247423412213102*pi,1.427986188413278*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(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.384152552778503*pi,-0.11186042213922998*pi,3.61291681444971*pi) q[0];\ncx q[1],q[12];\nu3(0.907092690203235*pi,-0.063141936732523*pi,0.8551245252863731*pi) q[2];\ncx q[4],q[13];\nu3(0.117725859145392*pi,0.84843231864007*pi,4.17252018173762*pi) q[5];\ncx q[7],q[11];\ncx q[8],q[14];\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[0];\nu3(3.5*pi,3.49462077580699*pi,0.5*pi) q[1];\nu3(0.750178315094087*pi,0.57135935676987*pi,0.7904798614694191*pi) q[2];\nu3(3.5*pi,3.4215033268322*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,3.29481639206418*pi,0.5*pi) q[7];\nu3(3.5*pi,3.46141078777655*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,1.130345613456182*pi) q[11];\nu3(1.0*pi,0.0*pi,1.328186923957992*pi) q[12];\nu3(1.0*pi,0.0*pi,1.081285644932745*pi) q[13];\nu3(1.0*pi,0.0*pi,1.324481398481622*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\ncx q[4],q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\ncx q[6],q[9];\ncx q[7],q[11];\ncx q[8],q[14];\nu3(0.740248611995025*pi,3.26755907545823*pi,3.16138968328608*pi) q[10];\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[4];\nu3(3.5*pi,3.46906635535484*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,1.26753294953031*pi) q[9];\nu3(0.877245972101393*pi,1.10757474325897*pi,0.8255654328354189*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5290221084073323*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.41846573894264*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5568085386159036*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5972719034974366*pi) q[14];\ncx q[1],q[12];\ncx q[4],q[13];\ncx q[6],q[9];\ncx q[7],q[11];\ncx q[8],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) 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[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(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.627063640540316*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(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[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[6],q[9];\nu3(1.0*pi,0.0*pi,4.0*pi) q[7];\nu3(0.315073701348418*pi,3.43843360521614*pi,1.80623856813182*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(0.282818611742266*pi,-0.21997243452535498*pi,1.060654183524925*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.764331962644589*pi,3.37002807927795*pi,3.62617537442379*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.527309857444693*pi,2.7674025216589*pi,3.47406105393538*pi) q[7];\nu3(0.275547035364555*pi,0.26069885574834295*pi,0.633732530936451*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\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(0.617924507020157*pi,3.36429110355585*pi,3.39520867903168*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.784141649599798*pi,0.56986760203551*pi,1.274880649018679*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.42904742193668*pi,3.12413146147681*pi,1.93884031679621*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(0.182038097314661*pi,2.77158657570994*pi,1.209666426262625*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(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.698691445889131*pi,3.09933901918531*pi,3.19417311305907*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(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.690845740034693*pi,3.14272828047428*pi,4.29491923449073*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.210040085957422*pi,-0.08736539293404999*pi,3.70550198244611*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.262669027019367*pi,-0.221519159989507*pi,4.2498620923486605*pi) q[1];\ncx q[2],q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.209872430141117*pi,2.6674009203814*pi,0.997476052694683*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.627219061470182*pi,-0.365239172262079*pi,3.18996196256127*pi) q[12];\nu3(0.220914629793015*pi,0.010894445189547963*pi,0.783273872237723*pi) q[13];\nu3(0.379779626511689*pi,2.82915968470281*pi,1.048980746224366*pi) q[1];\nu3(3.5*pi,3.35350351489227*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.323735081112905*pi) q[7];\nu3(0.885186214846292*pi,-0.08943975743743299*pi,3.89923871184015*pi) q[9];\nu3(3.5*pi,3.37197866861115*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.311393115504222*pi,-0.21810422890221998*pi,4.30172677922887*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.269693864599018*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[7];\ncx q[3],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.804923437605857*pi,0.10887100462573895*pi,4.21982559479688*pi) q[9];\ncx q[10],q[14];\nu3(3.5*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[6];\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,3.45553749350512*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,0.5313722137820172*pi) q[7];\ncx q[8],q[13];\nu3(3.5*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,1.192732776034616*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.42894677531052*pi) q[14];\nu3(3.5*pi,3.4839085620541*pi,0.5*pi) q[0];\ncx q[1],q[4];\ncx q[2],q[7];\ncx q[3],q[11];\nu3(1.0*pi,0.0*pi,1.185310002702097*pi) q[6];\nu3(3.5*pi,3.40836738207696*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],q[14];\nu3(1.0*pi,0.0*pi,1.276426121812896*pi) q[13];\ncx q[0],q[6];\nu3(3.5*pi,3.36760527638759*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(1.0*pi,0.0*pi,1.104098017084993*pi) q[4];\ncx q[5],q[9];\nu3(1.0*pi,-0.5*pi,0.5*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,4.4162577009683694*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[0];\ncx q[1],q[4];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\ncx q[3],q[11];\nu3(3.5*pi,3.45973048467905*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.47305200526058*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,1.191473461505062*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.40551023115075*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.343818107365985*pi,0.273336386832725*pi,3.99736504139912*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.453792820835989*pi) q[4];\ncx q[5],q[9];\nu3(1.0*pi,0.0*pi,4.0*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[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];\ncx q[1],q[4];\nu3(0.32396260655042*pi,0.17921925726506704*pi,4.39726233506378*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(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.879152437127813*pi,3.38919595405368*pi,3.77182839200201*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.45771372729359*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[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(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];\ncx q[5],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.639368273136537*pi,2.43906676113039*pi,3.92559464175272*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(0.0*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[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(0.0*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(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.811565236333385*pi,0.5529027119112999*pi,1.357387727539166*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(0.234721969758016*pi,2.41496663932336*pi,1.3729919470298961*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,-0.5*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(0.5*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(0.0744411970933817*pi,-0.4223638176251089*pi,0.669855419861051*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(0.539941743655*pi,0.190322334730486*pi,4.11110645821696*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(0.240548176349859*pi,2.33847557753868*pi,1.220280624259017*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(0.5*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(0.920238514761607*pi,0.220009663667166*pi,1.476592643510219*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(0.587414833556703*pi,2.79802596238565*pi,3.70133086941719*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.197204659970665*pi,-0.35733135161541296*pi,1.57800722094564*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(0.571777242267896*pi,0.5248604769465599*pi,0.97496174631113*pi) q[6];\nu3(0.472593932889962*pi,0.7714007000301799*pi,0.87482094260181*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(0.96034972586705*pi,2.55856569298681*pi,3.78070766160612*pi) q[11];\nu3(0.576556918725778*pi,3.20959321941335*pi,3.44360342248917*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.172658426708209*pi,-0.137968354486471*pi,3.91112416626331*pi) q[0];\nu3(0.259191172560691*pi,-0.345000354026456*pi,4.19730839141186*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.425674492416773*pi,3.36902101108679*pi,1.5784122868757*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.841841746391527*pi,3.15758250463371*pi,0.5869206123240343*pi) q[6];\nu3(0.803734964987478*pi,2.82581465515408*pi,4.29945721130603*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(0.846832330129461*pi,0.240088073319089*pi,1.56024281553787*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.781306639887976*pi,3.4068533031815*pi,4.39909138145638*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.325882188244557*pi,0.5593561146511099*pi,4.38306612386021*pi) q[4];\nu3(0.279091231600141*pi,-0.314434091970836*pi,4.24394568693568*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(0.73107928444022*pi,2.60196803189499*pi,3.66158092656662*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(1.5*pi,0.0*pi,1.5*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[4];\nu3(0.682473982405972*pi,2.46264352573808*pi,3.76391019240294*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(0.124548914676218*pi,2.78146292713147*pi,1.58900899205169*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[3],q[13];\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(1.0*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,3.48137405637438*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[4];\nu3(3.5*pi,3.40636224298734*pi,0.5*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[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.188820535407322*pi) q[11];\nu3(1.0*pi,0.0*pi,1.30610469266167*pi) q[13];\ncx q[0],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.43663015884119*pi,0.5*pi) q[2];\ncx q[3],q[13];\nu3(1.0*pi,0.0*pi,1.175991995651339*pi) q[4];\ncx q[5],q[14];\ncx q[8],q[12];\ncx q[9],q[10];\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[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(3.5*pi,3.47625151371749*pi,0.5*pi) q[5];\nu3(3.5*pi,3.44049016765569*pi,0.5*pi) q[8];\nu3(3.5*pi,3.4845452114249*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.101225383512028*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.48500467758433*pi) q[11];\nu3(1.0*pi,0.0*pi,1.263204566021951*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.316624202995079*pi) q[13];\nu3(1.0*pi,0.0*pi,1.3243476338378621*pi) q[14];\ncx q[0],q[11];\ncx q[1],q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[13];\nu3(0.0*pi,-0.5*pi,4.4835728278974205*pi) q[4];\ncx q[5],q[14];\ncx q[8],q[12];\ncx q[9],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,3.49398260939674*pi,0.5*pi) q[1];\ncx q[2],q[4];\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(1.0*pi,0.0*pi,1.410741272972243*pi) q[6];\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,0.5184299968336479*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.346423969670219*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5338123429630994*pi) q[14];\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(0.0*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];\ncx q[8],q[12];\ncx q[9],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[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,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.35800963750699*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[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[14];\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(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.703167232699316*pi,3.21749959885424*pi,3.64578628226308*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.786301374717713*pi,2.86154546908876*pi,3.25952522380103*pi) q[9];\nu3(0.366568619844351*pi,-0.307917897660137*pi,4.11876750458884*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(0.0949701746206077*pi,0.72381579580774*pi,3.9412124962171*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(0.0*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(0.215729495326016*pi,-0.07175521594446*pi,0.758164345627667*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(0.222600812908966*pi,3.3192884650761*pi,4.227378995025131*pi) q[9];\nu3(0.720988021757346*pi,2.99722565847398*pi,3.04106982365088*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(0.508344801476283*pi,0.40711975425508395*pi,1.471726724362734*pi) q[14];\nu3(0.058084291205925*pi,-0.332693921223295*pi,4.45964796456059*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(0.182872210688052*pi,0.468880804960206*pi,0.75180083736464*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(0.5*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(0.378278311008386*pi,3.45926371677137*pi,1.460029665301108*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.551225400178042*pi,0.83688909386495*pi,0.8561141965625261*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.530494464105341*pi,2.50439702644833*pi,3.88519195089241*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.380946362460834*pi,0.9137010737717199*pi,3.95950676921756*pi) q[2];\nu3(0.429400319694299*pi,0.012110193537660963*pi,3.9093115041717*pi) q[3];\nu3(0.154470216826631*pi,3.23158472673122*pi,1.156528414090157*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(0.332511191859676*pi,-0.4583808219369545*pi,1.453429118456926*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(0.235900340453889*pi,1.02157949162463*pi,4.0951335253348*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.661396690387201*pi,0.414292929507588*pi,4.481291281837359*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];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.624950632190044*pi,0.20908607680076696*pi,1.012514742913329*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[3];\nu3(0.524405810050867*pi,2.61193410372131*pi,3.86236127661591*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.52173484104611*pi,1.06895504804996*pi,0.885107669198565*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(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.5*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(0.0*pi,-0.5*pi,4.0*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(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.786201250754823*pi,2.94276089312422*pi,3.39539135936257*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[7];\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[4];\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(0.336593180271107*pi,3.08158407174804*pi,1.77407862143636*pi) q[12];\nu3(3.5*pi,3.39344252215919*pi,0.5*pi) q[0];\nu3(0.49309683274256*pi,-0.163644051917395*pi,4.07421932429767*pi) q[1];\ncx q[2],q[11];\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,0.0*pi,1.24869177094564*pi) q[7];\ncx q[8],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\ncx q[0],q[7];\nu3(0.482850769498097*pi,3.1772886682056*pi,4.19562756797988*pi) q[1];\nu3(3.5*pi,3.35112145889908*pi,0.5*pi) q[2];\ncx q[3],q[4];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[6];\nu3(3.5*pi,3.45944712371064*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.150031326636924*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.344115394189541*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];\ncx q[2],q[11];\nu3(3.5*pi,3.46481131581508*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.400600578292631*pi) q[4];\nu3(0.422688166106938*pi,-0.131598011512435*pi,1.55298654364514*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.47177025210779*pi) q[7];\ncx q[8],q[13];\ncx q[10],q[12];\ncx q[0],q[7];\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[4];\nu3(0.211076205177044*pi,0.472902379168348*pi,4.27948323132496*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(3.5*pi,3.47001635610024*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5005264358937498*pi) q[11];\nu3(1.0*pi,0.0*pi,1.328952808848793*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.6517881580502161*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[2],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.36788727200185*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];\ncx q[8],q[13];\ncx q[10],q[12];\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];\ncx q[3],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[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,0.0*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,4.314585574979899*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];\ncx q[1],q[14];\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(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[6],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.517057630266855*pi,3.44237485765361*pi,3.63214431826403*pi) q[8];\ncx q[10],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.880486323968808*pi,3.4559622714171*pi,4.24843562300756*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,3.48332816192328*pi,0.5*pi) q[1];\nu3(0.815455611381214*pi,0.306454272944373*pi,0.61854435973769*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,3.47553176003508*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.529927594088163*pi,0.41857144727680295*pi,1.094951126899226*pi) q[8];\nu3(1.0*pi,0.0*pi,1.288372145903729*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(0.423366253996027*pi,0.023428903772579*pi,0.9264516316985449*pi) q[13];\nu3(1.0*pi,0.0*pi,1.3200240585061689*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[14];\nu3(0.799807656353245*pi,-0.255554904326211*pi,4.49918462500374*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[9];\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(0.366065821860187*pi,0.63393665305436*pi,4.39345702434583*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(0.51671951089589*pi,0.51609192891686*pi,1.2964516343263859*pi) q[0];\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(1.0*pi,0.0*pi,4.0*pi) q[3];\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(0.475462196776635*pi,-0.038482977187955014*pi,0.64249371300545*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5945532839804449*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.752388446038075*pi,3.32109425790987*pi,4.21989158344018*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,0.776820405875567*pi) q[14];\nu3(0.799729927825409*pi,3.35143150165*pi,3.96343157602333*pi) q[0];\ncx q[1],q[14];\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[6],q[9];\nu3(0.859339367923656*pi,-0.31861234060299704*pi,3.7950291801649*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(1.0*pi,-0.5*pi,0.5*pi) q[12];\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(0.5*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[6];\nu3(0.0*pi,-0.5*pi,4.0*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(0.5*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(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*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[4];\nu3(0.277630037601145*pi,1.13144438251921*pi,4.2621655871569395*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.387910158390445*pi,-0.4651247248891139*pi,4.07264836845376*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[14];\ncx q[0],q[11];\nu3(0.194295273970494*pi,2.85620250036966*pi,1.497586729904627*pi) q[1];\ncx q[2],q[8];\nu3(0.718707496369264*pi,-0.240671002865534*pi,4.43838179936888*pi) q[3];\nu3(0.168342698847012*pi,-0.49029242449999644*pi,1.65197768510522*pi) q[4];\nu3(0.343062936989774*pi,-0.172950148795126*pi,1.475602343567163*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.756845082358216*pi,0.19500086032214403*pi,0.868766952161211*pi) q[9];\nu3(0.507908338049849*pi,0.5020350841446699*pi,1.2013526892118391*pi) q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.39030675486081*pi,0.5*pi) q[0];\nu3(0.329533235317844*pi,-0.144116145249427*pi,0.8318469873200189*pi) q[1];\nu3(3.5*pi,3.48888623951181*pi,0.5*pi) q[2];\nu3(0.924774011960154*pi,-0.13217735134003*pi,1.2636299371370558*pi) q[3];\nu3(0.387852428812778*pi,2.5465377481197*pi,1.27667837480373*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.288767359362779*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.198487878486459*pi,0.13671244263640603*pi,3.79879738038053*pi) q[10];\nu3(1.0*pi,0.0*pi,1.28890821170532*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];\ncx q[0],q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[8];\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(1.5*pi,0.0*pi,1.5*pi) q[6];\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(0.183869169765967*pi,0.34828883790600496*pi,0.853614689907547*pi) q[12];\nu3(0.597150274951859*pi,2.89675956466753*pi,4.17884138340077*pi) q[14];\nmeasure q[14] -> c[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(0.5*pi,0.0*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,0.5610584072593294*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,0.5531217451758149*pi) q[11];\nu3(0.281069979683961*pi,3.30574594415055*pi,1.3783563229336129*pi) q[12];\ncx q[0],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[6],q[10];\nu3(3.5*pi,3.49960642836769*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.244694264825901*pi) q[13];\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(0.0*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,3.38072102379135*pi,0.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[13];\nu3(1.0*pi,0.0*pi,1.305582034966206*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(0.34924440935019*pi,0.143143988826412*pi,0.944240334253478*pi) q[0];\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];\ncx q[4],q[12];\ncx q[6],q[10];\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(0.315455043021433*pi,-0.4361803129289633*pi,1.494512870643109*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.651876045095812*pi) q[13];\nmeasure q[0] -> c[0];\nmeasure q[11] -> c[11];\nu3(3.5*pi,3.49149166450284*pi,0.5*pi) q[1];\nu3(0.350641137716471*pi,-0.41817245756018273*pi,4.39620053256032*pi) q[2];\ncx q[3],q[7];\nu3(3.5*pi,3.49938917441641*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.249047764353713*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[8];\ncx q[9],q[13];\nu3(0.0*pi,-0.5*pi,4.34484928720779*pi) q[10];\nu3(1.0*pi,0.0*pi,1.309761514924221*pi) q[12];\nmeasure q[2] -> c[2];\ncx q[1],q[5];\nu3(3.5*pi,3.4785760384736*pi,0.5*pi) q[3];\ncx q[4],q[12];\ncx q[6],q[10];\nu3(1.0*pi,0.0*pi,1.434989847411376*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[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[3],q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.3988582164135295*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.65027870113751*pi,-0.19955463956521102*pi,1.0395222113763989*pi) q[8];\nu3(0.663026736610589*pi,-0.08474710314330203*pi,3.52662934332316*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5399442960682249*pi) q[12];\nu3(0.223212569733335*pi,-0.4116517026956912*pi,0.8209129297571209*pi) q[13];\nmeasure q[8] -> c[8];\nmeasure q[9] -> c[9];\nmeasure q[13] -> c[13];\ncx q[1],q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.26449219088427*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[1];\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[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) 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];\nu3(0.710273353211641*pi,0.321077672386751*pi,1.419870395540166*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(0.23788520404032*pi,-0.4169056346194342*pi,0.93454630844679*pi) q[12];\nmeasure q[4] -> c[4];\nmeasure q[12] -> c[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];\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,-0.5*pi,0.5*pi) 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[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.602570429229534*pi,-0.006866842605629975*pi,1.1477975349909761*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.718595751252658*pi,2.51322950984142*pi,3.58997299275479*pi) q[10];\nmeasure q[6] -> c[6];\nmeasure q[10] -> c[10];\nu3(0.37329604622994*pi,-0.3986452731999*pi,1.402520847871449*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(1.0*pi,-0.5*pi,0.5*pi) q[7];\nmeasure q[1] -> c[1];\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[7];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[3];\nu3(0.738290407391045*pi,0.11128700994681595*pi,4.44608532565497*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nmeasure q[5] -> c[5];\nu3(0.242439464052701*pi,3.42686827693555*pi,0.826193720613456*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nmeasure q[3] -> c[3];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[7];\nu3(0.834945269859997*pi,2.78204652822773*pi,4.0141096539973*pi) q[7];\nmeasure q[7] -> c[7];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(0.533949634232805*pi,-0.11019513440168499*pi,0.603304175558082*pi) q[0];\nu3(0.59304485377331*pi,0.31424946354680505*pi,4.4825507099412505*pi) q[1];\nu3(0.549401546798418*pi,0.24712879397945997*pi,4.4332442663419*pi) q[2];\nu3(0.430281545658113*pi,2.92260345551996*pi,1.324914396700502*pi) q[3];\nu3(0.48271501169206*pi,3.28654670204106*pi,1.005260394846582*pi) q[4];\nu3(0.563569383016287*pi,3.44385061463807*pi,3.35199968691438*pi) q[5];\nu3(0.837537071250543*pi,0.78936638033573*pi,0.710127578519015*pi) q[6];\nu3(0.503871928415156*pi,3.40625558317999*pi,1.82691393796411*pi) q[7];\nu3(0.249747495896464*pi,2.47628465830069*pi,1.419947403817694*pi) q[8];\nu3(0.532713855362885*pi,3.00450036339321*pi,3.64379091348473*pi) q[9];\nu3(0.645434674357013*pi,2.79878978588513*pi,3.62529393280463*pi) q[10];\nu3(0.436818634604125*pi,2.89230577191514*pi,3.63443288070247*pi) q[11];\nu3(0.299261111306268*pi,2.84209350169448*pi,0.971139644976586*pi) q[12];\nu3(0.222991107707492*pi,-0.4681264770451048*pi,4.2922364407561*pi) q[13];\nu3(0.553630668328449*pi,3.36484875905797*pi,0.5371025466469654*pi) q[14];\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(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(0.0*pi,-0.5*pi,4.0*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(0.0*pi,-0.5*pi,4.0*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(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(0.5*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[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(3.5*pi,-0.5*pi,0.5*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(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(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[7];\ncx q[4],q[13];\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[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(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,3.35013424951379*pi,0.5*pi) q[2];\nu3(3.5*pi,3.43288261993078*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.1974326952613161*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,3.37600007002946*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,1.330735752873289*pi) q[13];\nu3(1.0*pi,0.0*pi,1.0917501451352098*pi) q[14];\ncx q[0],q[6];\ncx q[1],q[3];\ncx q[2],q[7];\ncx q[4],q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\ncx q[10],q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(3.5*pi,3.47697094727414*pi,0.5*pi) q[0];\nu3(3.5*pi,3.43529240775456*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.201151722820974*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.2836043710630771*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.62608280063012*pi) q[7];\ncx q[8],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\ncx q[11],q[12];\nu3(0.0*pi,-0.5*pi,0.5141574315450718*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5495173094641137*pi) q[14];\ncx q[0],q[6];\ncx q[1],q[3];\ncx q[2],q[7];\ncx q[4],q[13];\nu3(3.5*pi,3.45056270444661*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.375521862575019*pi) q[9];\ncx q[10],q[14];\nu3(3.5*pi,3.48408076844509*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.366467224548759*pi) q[12];\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(0.0*pi,-0.5*pi,0.5764758492314388*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.49709563086614*pi) q[6];\nu3(1.0*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];\ncx q[11],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];\ncx q[0],q[6];\ncx q[1],q[3];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\nu3(0.308647776214313*pi,3.34585446555359*pi,2.06201202108676*pi) q[4];\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,4.4241209203558*pi) q[9];\nu3(0.348055093704102*pi,0.480786650157236*pi,3.5080460178767*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5272042217732671*pi) q[12];\nu3(0.618478503879559*pi,0.1494131692049*pi,4.09236564078917*pi) q[13];\nu3(0.461743483639684*pi,-0.327740690180897*pi,3.72725754509587*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(0.608359242090876*pi,3.49939298349271*pi,4.27723982720466*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.900499508269952*pi,0.5509867776759301*pi,4.0825563600920205*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];\ncx q[8],q[9];\nu3(0.683299156700633*pi,2.82135189630343*pi,3.75058056797923*pi) q[10];\ncx q[11],q[12];\nu3(0.446956259793177*pi,0.321979798717682*pi,0.809907336903448*pi) q[13];\nu3(0.417369605690329*pi,-0.21862757349551798*pi,0.8176049640156899*pi) q[14];\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(0.49992624356923*pi,0.99396605749255*pi,4.33641834491489*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(0.615355754363672*pi,2.33278567550013*pi,3.80519635745084*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(0.0*pi,-0.5*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(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.714224431375835*pi,0.67004654215719*pi,4.21861912322073*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[6];\nu3(0.118055898219235*pi,0.17366112702911995*pi,1.0047828713204399*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(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(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.697436286101468*pi,3.05851285623069*pi,3.73454024767001*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(1.0*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(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.587333869812125*pi,0.99739687177876*pi,0.903207371241167*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[1];\ncx q[2],q[4];\nu3(0.611595164001085*pi,2.95766230854274*pi,3.48189455381096*pi) q[3];\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(1.0*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,1.0*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.455952545224199*pi,0.7621039128788101*pi,0.820845432090201*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.43321267116275*pi,0.5*pi) q[2];\nu3(0.683842393666136*pi,0.16501419001946305*pi,1.214089318117165*pi) q[3];\nu3(1.0*pi,0.0*pi,1.231128126363598*pi) q[4];\nu3(0.5*pi,-0.5*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(0.320283226449385*pi,0.11024200322780198*pi,0.709228442335228*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[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(0.67523854698516*pi,-0.16481332218731898*pi,4.1242862355244405*pi) q[6];\nu3(3.5*pi,3.42379579217341*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[9];\nu3(1.0*pi,0.0*pi,1.289867381509626*pi) q[10];\nu3(0.449175072092812*pi,2.79931274711792*pi,3.60907388620182*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[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,4.49171111757491*pi) q[4];\nu3(0.36408790945204*pi,3.02646055619948*pi,1.90292708378533*pi) q[6];\ncx q[7],q[10];\nu3(0.309959559601809*pi,0.54976951504126*pi,4.0001198719626405*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(0.443129133656147*pi,-0.345888335604759*pi,4.1041513928388405*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[2],q[4];\nu3(1.0*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(0.233307619442175*pi,-0.276583636456102*pi,4.37688795432272*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5125685041007491*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.209059095422943*pi,0.47347059556135396*pi,4.46204303462841*pi) q[12];\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(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\ncx q[7],q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.783311406322431*pi,3.30770789058015*pi,0.705243349770792*pi) q[9];\ncx q[11],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\ncx q[0],q[5];\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(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.57092801267757*pi,-0.06908114171461*pi,1.406351252887154*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,3.42811648878386*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,1.15285037926966*pi) q[13];\nu3(3.5*pi,3.44608039583228*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.46279773477972*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,1.2342331450774089*pi) q[5];\ncx q[6],q[12];\nu3(0.557808535421549*pi,0.50639480247447*pi,0.954176618244471*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(0.128147225880107*pi,3.00932835821448*pi,1.52945514604112*pi) q[10];\ncx q[11],q[13];\nu3(1.0*pi,0.0*pi,1.102978177388763*pi) q[14];\ncx q[0],q[5];\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(3.5*pi,3.38894523844498*pi,0.5*pi) q[6];\nu3(0.928900674106345*pi,2.84334712149805*pi,3.90622819740253*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(0.403303543888681*pi,0.93056407492886*pi,4.1366512239949405*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.161586574159844*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.4132453207074*pi) q[13];\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(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.34593031971652*pi) q[5];\ncx q[6],q[12];\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];\ncx q[11],q[13];\nu3(0.0*pi,-0.5*pi,0.5266770686516087*pi) q[14];\ncx q[0],q[5];\nu3(0.662109342430548*pi,2.88133754290086*pi,3.95457661374558*pi) q[2];\ncx q[3],q[14];\nu3(0.650467534059819*pi,0.48913763388018305*pi,4.2968820112624595*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(3.5*pi,3.44089393373084*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.316373904407065*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.47418338075593*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(0.450068802016087*pi,0.9662890414094301*pi,4.08098256523885*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.625637819518566*pi,3.04417004004596*pi,3.3521800341187*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[12];\ncx q[8],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[13];\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,-0.5*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(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5843522755667623*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(0.0*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[2];\nu3(0.545300576092282*pi,-0.313866674158395*pi,3.35651660662911*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];\ncx q[8],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(0.0*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[10];\nu3(0.167172579092072*pi,-0.341150219255425*pi,4.49018063591107*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[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(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.572940272532461*pi,3.3369332796173*pi,2.9629812222735*pi) q[0];\nu3(3.5*pi,3.28573753455193*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(0.0*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[9];\nu3(1.0*pi,0.0*pi,1.096470907465613*pi) q[10];\nu3(0.225978451045006*pi,-0.40876360479759777*pi,4.29375723100316*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.862155838532057*pi,3.21790778644078*pi,0.627979614102847*pi) q[13];\nu3(0.609549988972887*pi,3.46219565718846*pi,4.41914260531548*pi) q[14];\nu3(0.256029333968577*pi,-0.26645056897916*pi,1.54696329413457*pi) q[0];\ncx q[2],q[10];\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(0.679191083705147*pi,-0.371006387068867*pi,3.8566207370226*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.534987092137762*pi,2.56016299012737*pi,3.5725413786175*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.438294386356101*pi,2.41516699757301*pi,1.2507969992811279*pi) q[13];\nu3(0.0739409155330476*pi,2.75657294153591*pi,0.833284207276778*pi) q[14];\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(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.334221809633383*pi,-0.013234152163981994*pi,3.56538874752934*pi) q[5];\nu3(0.388401619173057*pi,-0.221334589171725*pi,1.020353919166791*pi) q[6];\nu3(0.44963986652688*pi,-0.023818615499221985*pi,1.1792937669155958*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.46773812406664*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.346409957127574*pi,-0.010876858863277994*pi,0.946346494877653*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(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[2],q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.580713223146769*pi,0.59942919379028*pi,4.2706258870677996*pi) q[5];\nu3(0.287594681082794*pi,2.39049994786022*pi,1.359559257722829*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[8];\nu3(0.382527433164517*pi,3.19152073602734*pi,1.396836420713134*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.427604223727688*pi,-0.219052211807941*pi,3.8405975707311*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[2];\ncx q[3],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[8];\nu3(0.370289032714763*pi,3.33979417117273*pi,0.71028521127476*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\ncx q[11],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.36691073119848*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.192009444799675*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(0.5*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,3.48684058477072*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,1.21165764417089*pi) q[14];\ncx q[0],q[6];\ncx q[1],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[4];\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[11],q[14];\ncx q[12],q[13];\nu3(3.5*pi,3.45982062691346*pi,0.5*pi) q[0];\nu3(3.5*pi,3.49879106617672*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,0.5011812759604344*pi) q[4];\ncx q[5],q[9];\nu3(1.0*pi,0.0*pi,1.3096635140869521*pi) q[6];\nu3(1.0*pi,0.0*pi,1.397746538612893*pi) q[8];\nu3(1.0*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,3.43697763645097*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.161809628806018*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.6385595224128671*pi) q[14];\ncx q[0],q[6];\ncx q[1],q[8];\nu3(0.447188755157775*pi,2.50101185992134*pi,1.19120027425402*pi) q[2];\ncx q[3],q[4];\nu3(3.5*pi,3.3652141212548*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.182269964277622*pi) q[9];\nu3(1.0*pi,0.0*pi,4.0*pi) q[10];\ncx q[11],q[14];\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(0.291174178111238*pi,3.16757498696216*pi,0.8891096849407369*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[9];\nu3(0.0*pi,-0.5*pi,0.760624032662495*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.794573077747297*pi) q[8];\nu3(0.774738021603191*pi,0.05828240062734602*pi,1.1669519119074891*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,0.5864054407379634*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[6];\ncx q[1],q[8];\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(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.4841972867215905*pi) q[9];\nu3(0.369399995256628*pi,3.49668129620315*pi,1.5246317918037*pi) q[10];\nu3(0.498618440483783*pi,0.42806307210191996*pi,4.44315493498108*pi) q[11];\ncx q[12],q[13];\nu3(0.758492741352325*pi,-0.38984516402429*pi,3.54766599960177*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(0.991908881611259*pi,-0.4577143084749441*pi,3.9246609093156*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[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.272336757647146*pi,2.7067946466643*pi,1.69904899211116*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(0.134569212962754*pi,3.15520567316997*pi,2.11527177571995*pi) q[14];\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(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.112419032727254*pi,-0.250742650033442*pi,0.5546326194938885*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,4.0*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(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.232151980748583*pi,3.20255543515384*pi,1.097426933464791*pi) q[12];\nu3(0.737547811150836*pi,3.25880991985375*pi,3.51786969373722*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[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(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.416011262451159*pi,0.156595395100795*pi,3.87808276403944*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,1.0*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[11];\nu3(0.54739368433805*pi,-0.395696502854724*pi,3.53851807108936*pi) q[12];\nu3(0.401907172796188*pi,3.29529378585245*pi,1.67644094378219*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.41331976657298*pi,3.01121151914811*pi,1.90554352599478*pi) q[0];\nu3(0.650024263266122*pi,2.79873492322327*pi,3.40481299920995*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.340967636520311*pi,2.83188896815615*pi,0.915483122882773*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.785153766794662*pi,3.30474207419492*pi,4.32081584756063*pi) q[6];\nu3(0.776404041353994*pi,-0.093762883051281*pi,3.79615050931148*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(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.478950164520906*pi,2.61848998246018*pi,1.0631506852576948*pi) q[0];\nu3(0.31969032751426*pi,0.46349555932655695*pi,0.728113404537709*pi) q[1];\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(0.792972930262682*pi,0.54354049313372*pi,0.655140362044187*pi) q[6];\nu3(0.59666748004719*pi,0.14027435631422802*pi,4.05365275388818*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(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[13];\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(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[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,3.43939284083409*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.872022852959771*pi,0.053908513180285*pi,3.79810114997016*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(0.566355660411038*pi,-0.23154337547131598*pi,4.36336655620521*pi) q[9];\nu3(1.0*pi,0.0*pi,1.342857947915249*pi) q[13];\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[13];\ncx q[3],q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.708314082082406*pi,0.04987506239041195*pi,4.4971930736555095*pi) q[5];\ncx q[8],q[14];\nu3(0.27716242624285*pi,0.37326299587187095*pi,4.10368815211966*pi) q[9];\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,3.42975939421832*pi,0.5*pi) q[3];\ncx q[4],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.246579904951687*pi) q[6];\nu3(3.5*pi,3.43300621416305*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,4.43807340893117*pi) q[13];\nu3(1.0*pi,0.0*pi,1.3122649416823151*pi) q[14];\ncx q[0],q[10];\ncx q[1],q[12];\ncx q[2],q[13];\ncx q[3],q[6];\nu3(3.5*pi,3.44903364108025*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\ncx q[8],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.270585139420727*pi) q[11];\nu3(3.5*pi,3.42976502333111*pi,0.5*pi) q[0];\nu3(3.5*pi,3.42509769387828*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];\ncx q[4],q[11];\ncx q[5],q[7];\nu3(0.0*pi,-0.5*pi,4.39548799820036*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.194510584757991*pi) q[10];\nu3(1.0*pi,0.0*pi,1.289978361837783*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5740956820816796*pi) q[14];\ncx q[0],q[10];\ncx q[1],q[12];\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(3.5*pi,3.35747053715009*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.247137792414701*pi) q[7];\ncx q[8],q[14];\nu3(0.0*pi,-0.5*pi,4.406727619319399*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[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];\ncx q[4],q[11];\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,4.41999422623795*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.40915188996164*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[10];\ncx q[1],q[12];\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,0.0*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,4.46296567410596*pi) q[7];\nu3(0.714223554850341*pi,3.48719410637423*pi,0.838669597756406*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[13];\nu3(0.378858077940032*pi,0.10459570541543295*pi,1.191827733504903*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(0.85156346014904*pi,0.48771964106445*pi,1.252404465349626*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];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.732086625172286*pi,3.16754551132485*pi,3.49641205197838*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(0.694040525661089*pi,2.48099943995517*pi,3.6788426756968*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(0.565697843246119*pi,0.17223442930133603*pi,4.40451974569019*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(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[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[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(0.5*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(1.5*pi,0.0*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(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.336917642423037*pi,-0.20313476673535702*pi,1.1704620456898311*pi) q[13];\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(0.434241213706915*pi,3.36748305836388*pi,1.0947547233961061*pi) q[3];\nu3(0.744372464047734*pi,2.74237315099355*pi,3.63241791037521*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.274106329556038*pi,-0.12027703156014302*pi,4.46843455617142*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[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(0.768873891352447*pi,3.31293257942027*pi,3.02549655256071*pi) q[13];\nu3(0.597155612990526*pi,-0.312967682655579*pi,3.47435944651977*pi) q[0];\nu3(0.25110468453505*pi,1.11965346378312*pi,4.15088139833344*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.755059860208549*pi,-0.299197749827823*pi,4.13207185630739*pi) q[3];\nu3(0.492498148146607*pi,-0.290221979534781*pi,4.39110759882001*pi) q[4];\nu3(1.0*pi,0.0*pi,4.0*pi) q[5];\nu3(0.61624577529605*pi,-0.257478014436537*pi,1.122584417049733*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[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(0.498937848781097*pi,0.25296652606839*pi,4.34720170092369*pi) q[0];\nu3(0.597501607469889*pi,0.10903204713954495*pi,0.5110032538747457*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(0.190221632464438*pi,-0.28470080410757703*pi,4.46285171840195*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[10];\nu3(0.297045836333079*pi,2.91965037554199*pi,1.1582088066591631*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[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[9];\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(0.602161080800481*pi,3.33033673313559*pi,3.76792450056535*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.73251414363278*pi,-0.17924147438302301*pi,3.58695324435327*pi) q[7];\nu3(0.484079002780805*pi,3.16973179769888*pi,0.5494710266713632*pi) q[10];\nu3(0.459353853459444*pi,-0.362227547926475*pi,4.11935964059829*pi) q[11];\nu3(0.503086828582189*pi,2.56421350435879*pi,1.213178773973174*pi) q[12];\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,3.41424182594657*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(0.168400292431593*pi,-0.148445458245819*pi,1.197545511691344*pi) q[7];\nu3(1.0*pi,0.0*pi,1.219811657599049*pi) q[9];\nu3(0.0964162821275139*pi,-0.293654276087698*pi,1.139442637792708*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.37489636109399*pi,0.9637323150504*pi,3.9798925690825*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[2],q[9];\ncx q[3],q[14];\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(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(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(3.5*pi,3.28935333421177*pi,0.5*pi) q[3];\ncx q[5],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,0.5466818562485796*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,0.0*pi,1.1362723412551161*pi) q[14];\ncx q[1],q[10];\ncx q[2],q[9];\ncx q[3],q[14];\ncx q[4],q[7];\nu3(3.5*pi,3.42843661390786*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.178993793516848*pi) q[6];\nu3(3.5*pi,3.45253021821312*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.2121628441217749*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,3.49106008928964*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(3.5*pi,3.38049213736425*pi,0.5*pi) q[4];\ncx q[5],q[6];\nu3(1.0*pi,0.0*pi,1.3233288348318109*pi) q[7];\ncx q[8],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.321983577193767*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.46159741929959*pi) q[14];\ncx q[1],q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[14];\ncx q[4],q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.3735388402934*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,0.520238210917255*pi) q[11];\ncx q[12],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.3409054853592*pi,-0.277292842667462*pi,0.837414813410087*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[6];\nu3(0.0*pi,-0.5*pi,0.5488786234799604*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,4.4199343687578505*pi) q[10];\nu3(3.5*pi,3.41079254836265*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.253913645826711*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[1],q[10];\nu3(0.182776668783749*pi,3.13600514760269*pi,4.39547554001667*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(0.0*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];\ncx q[12],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(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(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.952051230494588*pi,3.39034336063783*pi,0.578192626499617*pi) q[8];\nu3(0.501244898709101*pi,-0.375352578658113*pi,1.104840525139756*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.357206290530718*pi,3.24114772679613*pi,4.42970889976725*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5422477551394471*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,1.5*pi) q[2];\nu3(0.55349913333628*pi,-0.323662202622421*pi,1.200663839547766*pi) q[3];\nu3(0.354574489389244*pi,0.82870952061572*pi,4.0978510782554896*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(0.924177064115764*pi,-0.391915339386086*pi,0.62342326079006*pi) q[7];\nu3(0.430914551722047*pi,-0.19411771516716703*pi,3.9171157305634*pi) q[8];\nu3(0.34482589314089*pi,-0.4844757757552643*pi,0.822959755596524*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.51910835917882*pi,0.371955891177672*pi,3.85465693517549*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[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.269001043228399*pi,3.21418506677001*pi,1.1784985746749999*pi) q[3];\nu3(0.223065904322487*pi,0.34676132839831697*pi,3.48001209728311*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(0.748925526100257*pi,0.90567589917497*pi,0.643005085302689*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(0.0*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(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[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(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*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(0.0*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(0.0332054429543114*pi,3.11964970629727*pi,1.178078879393364*pi) q[14];\nu3(0.5*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(0.449360184353603*pi,0.010969546393819973*pi,4.31858125594234*pi) q[5];\nu3(0.216999825118691*pi,3.35444250012129*pi,1.22362421051425*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[10];\nu3(0.419365933099718*pi,0.09962145315990001*pi,1.330019784809756*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.427087114939972*pi,3.05324455656784*pi,4.4700016450636895*pi) q[14];\nu3(0.372722912843634*pi,0.8984745990990299*pi,3.90174305098339*pi) q[1];\ncx q[3],q[4];\nu3(0.363265839742101*pi,1.11504428468742*pi,4.14441268152968*pi) q[5];\nu3(0.332984971902459*pi,3.06340054325272*pi,1.68604859957653*pi) q[6];\nu3(0.475299271683064*pi,-0.136981709686543*pi,4.1092561212037495*pi) q[10];\nu3(0.237898040865508*pi,-0.12010577026647501*pi,3.98145219681945*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(0.294643964921541*pi,2.87183000409805*pi,1.55398111067447*pi) q[1];\nu3(3.5*pi,3.36372744961237*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.199758990370765*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(0.494896667134236*pi,0.40776286245014004*pi,1.045224371829377*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.557647959888633*pi,-0.357677693101159*pi,0.945815254159909*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[1];\ncx q[3],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[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.423256545325862*pi,3.22770148257954*pi,1.91631861489489*pi) q[13];\ncx q[0],q[6];\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(0.0*pi,-0.5*pi,4.40302669991685*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[7],q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,3.45063137577557*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[3],q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.280398825464214*pi) q[6];\nu3(3.5*pi,3.400729418687*pi,0.5*pi) q[7];\ncx q[10],q[11];\nu3(1.0*pi,0.0*pi,1.1726482056399181*pi) q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[13];\ncx q[0],q[6];\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(1.5*pi,0.0*pi,1.5*pi) q[5];\ncx q[7],q[12];\nu3(3.5*pi,3.47190583686948*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.291545449649061*pi) q[11];\ncx q[13],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],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];\ncx q[5],q[8];\nu3(0.0*pi,-0.5*pi,0.609315254057742*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\ncx q[10],q[11];\nu3(0.0*pi,-0.5*pi,0.5346006042164839*pi) q[12];\nu3(3.5*pi,3.38791199888806*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.185998323316925*pi) q[14];\ncx q[0],q[6];\nu3(3.5*pi,3.45647721507466*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(3.5*pi,3.49458945022644*pi,0.5*pi) q[5];\ncx q[7],q[12];\nu3(1.0*pi,0.0*pi,1.363202818463823*pi) q[8];\nu3(1.0*pi,0.0*pi,1.24624350327353*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.611953067031631*pi) q[11];\ncx q[13],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],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];\ncx q[5],q[8];\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[10],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,0.622852821301318*pi) q[14];\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,-0.5*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(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.141106645326839*pi,0.7225614646943299*pi,4.1216873532229705*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5697522092420613*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.43747802296629*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(0.888168554981242*pi,-0.16007296464938198*pi,3.7743014086762*pi) q[12];\ncx q[13],q[14];\nu3(0.614324281387671*pi,3.42632526959457*pi,4.0421806012736905*pi) q[0];\ncx q[1],q[9];\nu3(0.192284148188931*pi,3.02532224356452*pi,0.606629873426377*pi) q[3];\nu3(0.646316520727971*pi,-0.385433569158204*pi,0.616363835034715*pi) q[4];\ncx q[5],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.430870858523707*pi,2.9199062166709*pi,0.784592377047185*pi) q[7];\nu3(0.745238855781297*pi,-0.15918084623227602*pi,0.764941793199797*pi) q[10];\nu3(0.658817303871131*pi,0.07864078854053602*pi,0.62199492239922*pi) q[11];\nu3(0.668978813748458*pi,3.05406825729188*pi,3.43066446566754*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(0.308651660691385*pi,0.48058433649036103*pi,4.054902177676659*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.110100417452839*pi,3.4292560324504*pi,1.1053585817756129*pi) q[3];\nu3(0.323513733796715*pi,2.82054136928148*pi,1.006152409981286*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,-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(0.458838830504904*pi,0.02570378529416595*pi,1.203128083870997*pi) q[10];\nu3(0.603220061411428*pi,-0.374486817917019*pi,3.36317898433918*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.502454498031496*pi,3.19469619824126*pi,1.66130672167073*pi) q[13];\nu3(0.227035180646237*pi,2.95958120113054*pi,0.999688004893291*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(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,-0.5*pi,0.5*pi) q[5];\nu3(0.680134140840629*pi,0.07420159163552298*pi,0.5987657591609866*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(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.24280871747293*pi,3.40763892147811*pi,2.0612179500736003*pi) q[13];\nu3(0.453287692793237*pi,3.47022415597088*pi,1.86526688273914*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,-0.5*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(0.767374834918962*pi,2.58981423822607*pi,3.96292275234942*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(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[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[10];\nu3(1.0*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(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[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(0.490777655323953*pi,-0.353302117153829*pi,3.8547329291567*pi) q[1];\nu3(3.5*pi,3.4892418116764*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.615759212343486*pi,-0.33459973420050504*pi,3.73472036953328*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,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.27158581578745*pi) q[10];\ncx q[0],q[3];\nu3(0.785032444659536*pi,-0.250123919407926*pi,3.60647398590735*pi) q[1];\ncx q[2],q[10];\ncx q[4],q[12];\nu3(0.838464070178707*pi,0.18391077984847404*pi,4.42658680334448*pi) q[5];\ncx q[6],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(3.5*pi,3.48011360988849*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(1.0*pi,0.0*pi,1.2362251318546669*pi) q[3];\nu3(3.5*pi,3.451947413953*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,3.38972187887739*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.345370679448607*pi) q[7];\nu3(0.583891652856681*pi,0.22710782523110395*pi,0.76504116742381*pi) q[8];\nu3(0.334837457365565*pi,3.19332135576009*pi,1.75520207372264*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.36210842758181*pi) q[10];\nu3(1.0*pi,0.0*pi,1.15989306067111*pi) q[12];\ncx q[0],q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[10];\ncx q[4],q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\ncx q[6],q[7];\nu3(0.492024255355171*pi,-0.261600772875006*pi,1.51921494055393*pi) q[8];\nu3(0.578875990861686*pi,-0.368623982150476*pi,0.832558306034983*pi) q[9];\nu3(0.5*pi,0.0*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,4.39697937553061*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(0.0*pi,-0.5*pi,0.616742467900872*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,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5354267073858092*pi) q[12];\ncx q[0],q[3];\nu3(3.5*pi,3.36776280720457*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[4],q[12];\ncx q[6],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(1.0*pi,0.0*pi,1.236271413294538*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*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(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[9],q[14];\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(0.0*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,-0.5*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,3.46414811869192*pi,0.5*pi) q[5];\nu3(0.634832307118971*pi,2.99677770763809*pi,3.95499566842548*pi) q[6];\nu3(0.295680352910082*pi,-0.4725542837744517*pi,1.3836932076602029*pi) q[7];\nu3(1.0*pi,0.0*pi,1.240990057267632*pi) q[8];\nu3(3.5*pi,3.365384266424*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,4.39886154939845*pi) q[13];\nu3(1.0*pi,0.0*pi,1.1393633353410229*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[13];\nu3(0.589596947907672*pi,-0.41995271027341163*pi,4.18059296243784*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.804415641643352*pi,-0.446858228601225*pi,0.905073923288355*pi) q[4];\ncx q[5],q[8];\nu3(0.23926668263542*pi,1.03205872123124*pi,4.30269919647321*pi) q[6];\nu3(0.463969473347055*pi,0.52043220595127*pi,4.10625160853947*pi) q[7];\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[12];\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(0.124646796761479*pi,-0.368095305373335*pi,1.157122532938287*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.182320025581877*pi,-0.038149629660167994*pi,4.13011628352709*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(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5730383122609914*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[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5346549531068997*pi) q[14];\nu3(0.855081347375099*pi,0.47832173447106396*pi,0.697167279137863*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(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];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[9],q[14];\nu3(0.571503190956856*pi,2.90219288299222*pi,3.75810681871016*pi) q[10];\nu3(0.325722276518639*pi,3.38872553914464*pi,1.79817258792972*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.753602977801456*pi,0.63977679071562*pi,1.187768363908061*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(0.5*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[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.8548409974727*pi,0.50138317062308*pi,4.12294979331242*pi) q[10];\nu3(0.518663290761404*pi,0.80661412475256*pi,4.48211340390438*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[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.478148804832611*pi,0.52733446627994*pi,3.65223812900918*pi) q[3];\nu3(0.405433454653135*pi,2.66173399259771*pi,1.399354455245645*pi) q[5];\nu3(0.744527386821319*pi,0.07416885196807999*pi,1.0028091374773749*pi) q[8];\nu3(0.172674564801635*pi,3.40380378499386*pi,0.92076952053238*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,1.5*pi) q[13];\nu3(0.311628617727485*pi,3.46681916396691*pi,4.332254696862909*pi) q[14];\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(0.366476927181877*pi,-0.290557526414558*pi,0.858574656009651*pi) q[3];\nu3(0.414298760023276*pi,3.25330862947842*pi,1.4175516795128948*pi) q[5];\nu3(0.451555563503496*pi,3.24289773855343*pi,0.6354034623215921*pi) q[8];\nu3(0.504617000074212*pi,2.91300900131438*pi,3.90900819376749*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(0.599280263321335*pi,2.80055705222567*pi,3.32127495686978*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.868597401799451*pi,0.70292529618874*pi,0.766954857955936*pi) q[1];\ncx q[2],q[10];\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[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.180884303348506*pi,0.18704639241384202*pi,0.770328299421127*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(0.172405372559141*pi,2.60856860758132*pi,1.031624534914514*pi) q[1];\nu3(3.5*pi,3.41018736217105*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[5];\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,0.0*pi,1.198388890473123*pi) q[10];\nu3(0.760911864732793*pi,-0.181290397151254*pi,0.643831087604863*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[5],q[14];\ncx q[6],q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,3.47270605955954*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(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,3.47872238552914*pi,0.5*pi) q[5];\nu3(3.5*pi,3.40461805905084*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.240462041350274*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.43707600880699*pi) q[10];\nu3(1.0*pi,0.0*pi,1.268749688728928*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.350721911280616*pi) q[14];\ncx q[0],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[10];\ncx q[3],q[12];\ncx q[5],q[14];\ncx q[6],q[9];\ncx q[8],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[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.42097997285363*pi,0.5*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,3.44150828344601*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.41984144168753*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.46738555456249*pi) q[11];\nu3(1.0*pi,0.0*pi,1.296741098794387*pi) q[12];\nu3(1.0*pi,0.0*pi,1.219385100048507*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.3341849561999*pi) q[14];\ncx q[0],q[11];\ncx q[1],q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[12];\ncx q[5],q[14];\ncx q[6],q[9];\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[0];\nu3(3.5*pi,3.48689059059676*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(1.0*pi,0.0*pi,1.202152493963744*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(0.0*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,0.633779189806973*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.478600502304889*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[4];\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[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[8],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[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(0.5*pi,0.0*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(0.0*pi,-0.5*pi,4.48719624783482*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(0.5*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(0.0*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];\ncx q[1],q[4];\nu3(0.581710463469777*pi,3.09924843337726*pi,3.90630658150881*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(0.0*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(0.179815872182112*pi,3.38003402553726*pi,0.894244890460559*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(0.632706947511729*pi,0.70545752041307*pi,0.929218901438976*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.811636596706365*pi,3.27741559976522*pi,3.93864038920283*pi) q[2];\nu3(0.682453821926362*pi,0.92283212120493*pi,4.43064739652033*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[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.561432076506359*pi,2.78088959453446*pi,4.11407554234077*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(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.195601396747891*pi,0.8297838197695699*pi,3.98474025315291*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(0.279830055628498*pi,-0.03655359779369899*pi,3.77421649062018*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.541088530691789*pi,-0.4365024530765083*pi,1.089226577451595*pi) q[5];\nu3(0.326923573377703*pi,-0.11864802316176198*pi,3.86068829463108*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.382606746693076*pi,0.13080684531100495*pi,3.50277420832344*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(0.323022073842552*pi,0.152021131786109*pi,4.27760770302657*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(1.5*pi,0.0*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(0.313508568767848*pi,2.44404020366793*pi,1.428099270635716*pi) q[5];\nu3(0.803283636907201*pi,2.68979655515475*pi,4.08328051668643*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.178847313847449*pi,1.07997844023623*pi,4.40024676940118*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.584070518878475*pi,-0.32463134860237697*pi,3.32626031754363*pi) q[11];\nu3(0.284652497113144*pi,-0.330734107731039*pi,1.67370846438137*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.546732377605587*pi,3.40383505575149*pi,3.51665566653469*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[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(0.905066478615109*pi,3.38874277168248*pi,3.92824050665674*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(0.581719423561454*pi,-0.17109391387198403*pi,0.9728119886421049*pi) q[11];\nu3(0.136162154597002*pi,0.384444057826263*pi,1.046449989873457*pi) q[12];\nu3(0.389467373465568*pi,2.62801084847461*pi,0.9444697377496001*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[14];\nu3(0.41964119003962*pi,-0.306035469803873*pi,0.8078356841533221*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(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.552272520181783*pi,0.14548438480703596*pi,3.71085267934472*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(0.646965561140649*pi,0.96842586300494*pi,0.836988951082914*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.731827322254028*pi,0.49250511144921205*pi,4.2163534914538605*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(1.0*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[9];\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(0.5*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[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.360313931384463*pi,2.79946117575943*pi,0.9918802035926371*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(3.5*pi,3.41321025439619*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,1.291072772872596*pi) q[9];\ncx q[10],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[3],q[14];\nu3(0.192749624101721*pi,-0.118577206759513*pi,3.7213252658304*pi) q[4];\ncx q[5],q[11];\ncx q[6],q[9];\ncx q[8],q[12];\nu3(3.5*pi,3.35788117244115*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.2081460713173051*pi) q[13];\ncx q[0],q[1];\nu3(3.5*pi,3.46284121309285*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,3.48722566448519*pi,0.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(3.5*pi,3.49799588991085*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.68153555146095*pi) q[9];\ncx q[10],q[13];\nu3(1.0*pi,0.0*pi,1.116001042827968*pi) q[11];\nu3(1.0*pi,0.0*pi,1.3177599051686348*pi) q[12];\nu3(1.0*pi,0.0*pi,1.395384843228796*pi) q[14];\nu3(3.5*pi,3.42213556806389*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,1.247096488376215*pi) q[1];\ncx q[3],q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\ncx q[5],q[11];\ncx q[6],q[9];\ncx q[8],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.3676889012843105*pi) q[13];\ncx q[0],q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],q[13];\nu3(0.0*pi,-0.5*pi,4.44836711445123*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.61732271558027*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.23751281581598*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,0.638130372093964*pi) q[1];\ncx q[3],q[14];\nu3(3.5*pi,3.42939760510113*pi,0.5*pi) q[4];\ncx q[5],q[11];\nu3(0.3850651834296*pi,0.10291892218692*pi,3.93134607879692*pi) q[6];\nu3(1.0*pi,0.0*pi,1.351707530472987*pi) q[7];\ncx q[8],q[12];\nu3(0.39370986960516*pi,3.08961055023456*pi,1.058467082090564*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];\ncx q[0],q[1];\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(0.804061747977494*pi,-0.4638375895710266*pi,3.36141746754733*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.312869570993184*pi,2.41504927158508*pi,1.2549672196506418*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(0.5*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(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,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5709972736726797*pi) q[7];\nu3(0.733809056899201*pi,2.9901842383739*pi,4.13167698022577*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(0.312748431298661*pi,3.4581730445929*pi,1.93257915884249*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(0.101127923402009*pi,3.05710031970606*pi,0.5434893845799172*pi) q[0];\nu3(0.182203388329319*pi,2.72137701526137*pi,1.447346351901814*pi) q[1];\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,-0.5*pi,0.5*pi) q[6];\nu3(0.540367451426889*pi,3.30590329850971*pi,1.78556164769885*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.593090158784178*pi,0.26405255219689305*pi,4.22522947288956*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.891504914095156*pi,0.485911482068924*pi,4.30155451257783*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(0.772363806639629*pi,-0.05515162313696398*pi,4.48231196269262*pi) q[0];\nu3(0.6200995166545*pi,-0.14464391337694898*pi,3.57373009300326*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(0.5*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(0.705886422981116*pi,0.7156650204433901*pi,4.410482238818259*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(0.0*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[0];\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(0.673513076931667*pi,0.289613571641705*pi,1.171752893492974*pi) q[4];\nu3(0.645067058401533*pi,-0.24242466298681398*pi,4.01754398908583*pi) q[5];\nu3(0.408153091905414*pi,-0.03267036520771799*pi,0.513444922424531*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(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.313129813460935*pi,0.5260351556899501*pi,4.473621646158961*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(0.0*pi,-0.5*pi,1.0*pi) q[3];\nu3(0.409294348971103*pi,3.15566454761179*pi,0.766530439687455*pi) q[4];\nu3(0.358292253761451*pi,2.97168773262245*pi,0.834515026574757*pi) q[5];\nu3(0.688853519833874*pi,3.2804064451697*pi,3.85481588811241*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(0.661081306949222*pi,0.90478533919923*pi,0.946062289419664*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(0.652560230072087*pi,3.06651957700132*pi,3.17680180528136*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[7];\ncx q[8],q[10];\nu3(0.631074941638249*pi,-0.19895183164493402*pi,4.29333859419355*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(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.667364332705336*pi,-0.231931727686915*pi,3.55659021180905*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[7];\nu3(3.5*pi,3.37041604417218*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.2403164165744909*pi) q[10];\nu3(0.585964453997278*pi,0.358185155499086*pi,1.5924987753638*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];\ncx q[1],q[4];\ncx q[2],q[13];\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(0.0*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(0.235233942764227*pi,3.34976153537559*pi,2.11216311551793*pi) q[14];\nu3(3.5*pi,3.39904529295633*pi,0.5*pi) q[1];\nu3(3.5*pi,3.38739445287774*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,1.2372118463056179*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(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.411030436985261*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.210301991268087*pi) q[13];\nu3(0.383290752723041*pi,-0.4109086029590978*pi,1.62006229849144*pi) q[14];\ncx q[1],q[4];\ncx q[2],q[13];\ncx q[3],q[12];\ncx q[5],q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\ncx q[8],q[10];\ncx q[9],q[11];\nu3(0.0*pi,-0.5*pi,4.0*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(3.5*pi,3.3987856013007*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.36663512988949*pi) q[4];\nu3(3.5*pi,3.47247897453033*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.261348895702973*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,3.43061420718142*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,1.289744072028485*pi) q[11];\nu3(1.0*pi,0.0*pi,1.26181250722076*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.539482086856731*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[1],q[4];\ncx q[2],q[13];\ncx q[3],q[12];\ncx q[5],q[6];\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(0.5*pi,-0.5*pi,0.5*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,0.0*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,0.5711191724871054*pi) q[6];\ncx q[7],q[14];\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,4.44772698575584*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.529473303777983*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[1];\nu3(0.447683602445178*pi,0.5612411307352301*pi,3.93034943833269*pi) q[2];\ncx q[3],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[6];\nu3(3.5*pi,3.46423922858944*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(0.162257590507792*pi,-0.110278948599289*pi,3.81444884069198*pi) q[13];\nu3(1.0*pi,0.0*pi,1.39708309881111*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.495141614772818*pi,3.11042963049707*pi,4.451844101439891*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(1.0*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(0.0*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(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.297139708297505*pi,0.12457461185827101*pi,4.10231428330027*pi) q[13];\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(0.436381561781737*pi,0.24270596134280398*pi,1.093609099514306*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,0.0*pi,0.5*pi) q[7];\nu3(0.384896030143224*pi,2.87260716353859*pi,1.171033059382352*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.576576867141873*pi,2.79499417202274*pi,3.87039219797275*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.687624408267353*pi,0.10614375177551905*pi,4.4116878545660505*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5425875530618498*pi) q[14];\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(0.912397175312603*pi,-0.029097633885099006*pi,1.071124545510791*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.575009717474936*pi,3.39002687040315*pi,3.18648438580897*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[14];\nu3(0.277415612930812*pi,0.60319167272517*pi,4.3497777046799495*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.139090020964796*pi,3.42090398823385*pi,0.9905993825353809*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.35167728925531*pi,-0.276131005022065*pi,0.962294124331337*pi) q[12];\nu3(0.409641578608217*pi,0.39234055924459*pi,4.2369432619794*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.222876340426752*pi,2.83850073870567*pi,1.452030477668651*pi) q[4];\nu3(0.196612570305613*pi,3.48047037831861*pi,4.37255056171215*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(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(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.714094020638496*pi,-0.236323685489634*pi,4.0362032497639895*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.816391527169828*pi,-0.05220578355628103*pi,0.716112692633588*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[5];\nu3(0.641029629512801*pi,0.9318668362210101*pi,0.807179067622873*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(0.5*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];\ncx q[0],q[8];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[1];\ncx q[3],q[13];\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(0.644539066834916*pi,0.424134677717801*pi,4.4860532465683995*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.787937717551793*pi,3.32741969340581*pi,3.66785422067973*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.406183940938839*pi,2.85067286493563*pi,0.877608235112959*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,3.47462613269715*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[4];\nu3(3.5*pi,3.33997239628481*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];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[7];\nu3(1.0*pi,0.0*pi,1.170413042075324*pi) q[8];\nu3(0.795724855061004*pi,-0.31519830524083303*pi,3.90738250951464*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.232230505586336*pi,-0.06222162449760099*pi,1.111761486926862*pi) q[11];\nu3(1.0*pi,0.0*pi,1.177659746381213*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,3.19954518038858*pi,0.5*pi) q[2];\ncx q[3],q[13];\nu3(1.0*pi,0.0*pi,1.190852164935237*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.439505744144704*pi,3.18744429745659*pi,1.026342507560618*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],q[12];\nu3(3.5*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,0.0*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.386554490468225*pi,0.0016623877156509703*pi,0.646356392813332*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.43127013134554*pi) q[8];\nu3(3.5*pi,3.40886900785406*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,1.3058719160337269*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5211391329328996*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[14];\ncx q[0],q[8];\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,4.49614896377598*pi) q[4];\ncx q[6],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[10],q[12];\nu3(0.248411053637152*pi,0.33719039958460995*pi,3.5393193849738*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[5];\ncx q[2],q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,3.47411704762922*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(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.35377961245296*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5115730880748717*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.603155923151342*pi,-0.107242705314878*pi,3.57726646723897*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,3.49541831234842*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,1.364808275039491*pi) q[5];\ncx q[6],q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[10],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[0];\ncx q[1],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.706116976954171*pi,3.47166045115225*pi,0.84597007809714*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];\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(0.0*pi,-0.5*pi,4.38429056720231*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(0.5*pi,-0.5*pi,0.5*pi) q[14];\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(0.461133847542381*pi,0.43290830857313*pi,4.0037984826493105*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.375301585016921*pi) q[5];\ncx q[6],q[11];\nu3(3.5*pi,3.34772265803055*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,1.2547685275821059*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(0.689980502846089*pi,2.9002842340625*pi,4.178972450790329*pi) q[13];\nu3(0.239079576699238*pi,2.53222078100538*pi,1.071789205353054*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];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\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];\nu3(0.458990441480181*pi,0.83162257036914*pi,4.27782886708432*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(0.952913292127833*pi,0.24651205961884903*pi,0.955386266538182*pi) q[13];\nu3(0.649582866098889*pi,1.0198817907369*pi,0.909410423543852*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.721030297899286*pi,0.292074586150739*pi,1.62892506403594*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(0.0*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(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.4406708031027495*pi) q[9];\nu3(0.493638219567317*pi,0.58109151343203*pi,0.705515307223058*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(3.5*pi,-0.5*pi,0.5*pi) q[13];\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(0.532013415708057*pi,2.75327989179793*pi,1.083010254706325*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.39843440816257*pi,0.25370353721427596*pi,3.82816468775061*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[9];\nu3(0.783461025354419*pi,0.9993688849778499*pi,0.778505007294398*pi) q[8];\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(0.662774943598918*pi,3.46621079440765*pi,3.1836990147447*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(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.818631290931466*pi,2.92578636202153*pi,4.25491569178015*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(0.48283383340247*pi,0.31697891069180895*pi,3.94270110766806*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,1.5*pi) q[11];\nu3(0.661778761061918*pi,-0.4895517302524327*pi,0.5962524135734997*pi) q[12];\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,-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(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,4.0*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(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[2],q[13];\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(0.406381389451051*pi,3.36336897078478*pi,1.328941592462579*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(0.762209328004277*pi,0.6085488564899499*pi,4.1124644222864895*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[1];\nu3(3.5*pi,3.45060256590605*pi,0.5*pi) q[2];\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(0.813553638500272*pi,2.90188617824184*pi,3.49305410106033*pi) q[6];\nu3(0.780424535147895*pi,3.35561011461251*pi,4.0264764369708494*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(0.821962449319308*pi,0.6515265751514501*pi,4.470000006494439*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.290212315746627*pi) q[13];\nu3(0.471119319937067*pi,0.16326800426121502*pi,0.845493836152616*pi) q[1];\ncx q[2],q[13];\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,4.0*pi) q[6];\nu3(0.591208788103292*pi,3.33517093175259*pi,3.43989656686915*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,-0.5*pi,0.5*pi) q[11];\nu3(0.437819302568124*pi,3.45068420826495*pi,1.0239936397039862*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[4],q[14];\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(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.897297118248617*pi,-0.083717074976915*pi,4.03055865433925*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.63387380005315*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[1];\ncx q[2],q[13];\ncx q[3],q[7];\nu3(3.5*pi,3.49026916674435*pi,0.5*pi) q[4];\nu3(0.832356562449691*pi,0.013971922009005988*pi,0.624815048206005*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\ncx q[8],q[11];\nu3(0.646335778966608*pi,2.89196154884079*pi,3.51158016483844*pi) q[9];\nu3(1.0*pi,0.0*pi,1.260844007454976*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(3.5*pi,3.32465950425634*pi,0.5*pi) q[3];\ncx q[4],q[14];\nu3(0.567324972303385*pi,-0.16841327791278599*pi,4.27508509136829*pi) q[5];\ncx q[6],q[12];\nu3(1.0*pi,0.0*pi,1.21198580022649*pi) q[7];\nu3(3.5*pi,3.48172571981428*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,1.315649811122395*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[1];\nu3(0.571170620484976*pi,0.06777893673539803*pi,0.767327058375924*pi) q[2];\ncx q[3],q[7];\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,3.44293975539914*pi,0.5*pi) q[6];\ncx q[8],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.385189791327945*pi) q[12];\nu3(0.561856297935041*pi,2.75507412166562*pi,4.04488637864006*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5365143260576044*pi) q[14];\ncx q[0],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.545201954607248*pi,2.86173594877371*pi,4.13382529580948*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[12];\nu3(0.0*pi,-0.5*pi,4.44848098378129*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.48457807654118*pi) q[11];\nu3(0.224669556500013*pi,3.09000662528421*pi,1.75946732517001*pi) q[13];\nu3(3.5*pi,3.44883378655451*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[7];\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,0.0*pi,0.5*pi) q[6];\ncx q[8],q[11];\nu3(1.0*pi,0.0*pi,1.306547513774728*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.4674252460400705*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[9];\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(0.5*pi,-0.5*pi,0.5*pi) q[4];\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[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(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*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(0.371501912456117*pi,-0.4151321023962995*pi,0.928999156115274*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,0.5485946695945314*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[14];\ncx q[0],q[9];\nu3(3.5*pi,3.49073437185576*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.178113527431768*pi,0.360410002423067*pi,3.41629168907812*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(1.0*pi,0.0*pi,1.395385946231203*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(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[10];\nu3(0.827004808206087*pi,2.67212789131538*pi,4.13240047767445*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(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(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0968011429919857*pi,3.15347671219745*pi,1.81243036977534*pi) q[14];\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(0.394054624129589*pi,-0.11490835989971598*pi,3.7380961163711*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(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.279647924103008*pi,3.37132491670401*pi,0.734013928203317*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.868570945739238*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(0.410598280042474*pi,-0.4859608610578848*pi,1.071315832973676*pi) q[14];\nu3(0.312060683131328*pi,0.02627082060890895*pi,3.57016956631993*pi) q[0];\ncx q[1],q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.826855342569674*pi,-0.4016239825071152*pi,0.659998546025383*pi) q[7];\nu3(0.438046803239245*pi,-0.04130951465910998*pi,3.91047637832323*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(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.195189023987086*pi,0.12634120699136697*pi,0.682905802952654*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[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.793734269305032*pi,2.78671526081217*pi,3.76254990021343*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(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.773329574976954*pi,0.21047161564208605*pi,0.623775856380837*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[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\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(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.526355009852959*pi,3.2323832343841*pi,1.6065518708097*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.380036847807223*pi,0.44759148124440895*pi,0.5110209304875574*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[1];\ncx q[3],q[8];\nu3(0.670050209009057*pi,2.71447643193648*pi,3.31033345284027*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.678294188001417*pi,2.52357378493051*pi,3.83749771519146*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(0.541042125216212*pi,0.53515707779229*pi,4.11797847619526*pi) q[12];\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,3.39324630873434*pi,0.5*pi) q[3];\ncx q[5],q[11];\nu3(0.487216030028773*pi,0.36187746816630295*pi,0.5055983104854872*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.284744282370732*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(0.447846837181122*pi,3.12540681978536*pi,0.5119467949156069*pi) q[12];\ncx q[0],q[9];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[1];\ncx q[3],q[8];\nu3(3.5*pi,3.32986985874906*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(0.0*pi,-0.5*pi,1.0*pi) q[10];\nu3(1.0*pi,0.0*pi,1.234848088871157*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[12];\nu3(3.5*pi,3.25769716971815*pi,0.5*pi) q[0];\nu3(0.782208308964153*pi,3.15161697357273*pi,4.34262421253508*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[5],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[14];\nu3(0.0*pi,-0.5*pi,0.5658957625472971*pi) q[8];\nu3(1.0*pi,0.0*pi,1.174297899968367*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];\ncx q[0],q[9];\nu3(0.894101850810423*pi,0.251424585196076*pi,3.96627802765083*pi) q[1];\ncx q[3],q[8];\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(3.5*pi,3.42568444351979*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.42548663355638*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.208266430842529*pi) q[14];\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[3];\ncx q[5],q[11];\nu3(1.5*pi,0.0*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,0.5627713880820777*pi) q[9];\nu3(0.427186848721319*pi,-0.12470243552209798*pi,4.46961704710383*pi) q[10];\ncx q[0],q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.645619904035312*pi,0.266826147275425*pi,1.251407745307532*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0713667272763427*pi,3.23283877711998*pi,1.249611529001411*pi) q[8];\nu3(0.540973313244389*pi,-0.4323614588122869*pi,0.5951489845299573*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.681130920463088*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(0.679011799417711*pi,2.94604424650587*pi,3.07586017600742*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,3.48519236277361*pi,0.5*pi) q[6];\ncx q[7],q[14];\nu3(0.659704320073575*pi,-0.4244644335849137*pi,4.186420247604699*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(1.0*pi,0.0*pi,1.208121125615824*pi) q[13];\nu3(0.778450779518055*pi,-0.225352103354946*pi,1.0119362144961102*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[10];\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[13];\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];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.896698126292228*pi,3.41916646745319*pi,4.42613079391868*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(3.5*pi,3.25858657284474*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.645662533811506*pi,3.02331905504342*pi,3.5547690004122*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(0.5*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,1.1647995210907829*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5104683180672525*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[12];\ncx q[2],q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.674444335952145*pi,2.9937147499849*pi,3.60060967893252*pi) q[5];\ncx q[6],q[13];\nu3(0.564240385504538*pi,3.08957155886821*pi,4.26826118408194*pi) q[7];\nu3(0.560718073404582*pi,3.14355997606153*pi,0.5779349547683232*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(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.43433850243336*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(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.930741721998273*pi,0.19047978256866605*pi,4.4009908149228405*pi) q[7];\nu3(0.693756471810124*pi,-0.005885849058365977*pi,1.273159641850867*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.49351209987673*pi) q[10];\nu3(0.383926726791284*pi,0.11036005697532703*pi,1.224701838145723*pi) q[11];\nu3(1.0*pi,0.0*pi,1.374255413430296*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(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[12];\ncx q[2],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[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(0.361171889980597*pi,0.05515872683267098*pi,0.983722422937383*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.368375610545223*pi,0.10455365074209899*pi,0.71619014046409*pi) 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];\ncx q[4],q[5];\nu3(0.271175571781642*pi,0.70276033095148*pi,4.45870127964303*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[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,0.620857474943257*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.780614383567614*pi,2.3957713250133*pi,3.67885344474566*pi) q[14];\ncx q[1],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[9];\nu3(3.5*pi,3.49093855844659*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.345807422987034*pi) q[5];\nu3(0.436217286311351*pi,-0.136145139978313*pi,0.5945653530683245*pi) q[6];\ncx q[7],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[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[14];\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,3.49409258632326*pi,0.5*pi) q[3];\ncx q[4],q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,3.46387296518216*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.348962597182446*pi) q[8];\nu3(1.0*pi,0.0*pi,1.271034649605046*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(0.153400040845833*pi,3.40104076307245*pi,2.02613938044871*pi) q[13];\nu3(3.5*pi,3.33676727537568*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.726866775261684*pi,-0.04209603784851201*pi,3.68981918521913*pi) q[2];\ncx q[3],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.19568552166288*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\ncx q[7],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(0.305226001471045*pi,2.97578726571937*pi,1.223575607665877*pi) q[13];\nu3(1.0*pi,0.0*pi,1.212408233303756*pi) q[14];\ncx q[0],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.22973139620754*pi,-0.322815762731601*pi,3.99507173771841*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[5];\ncx q[6],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.28556370155611*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5125809304524069*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(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[1];\nu3(0.0*pi,-0.5*pi,4.0*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(3.5*pi,3.40107571346821*pi,0.5*pi) q[6];\ncx q[7],q[8];\nu3(0.499948285988234*pi,2.8995931530125*pi,1.452882677310557*pi) q[10];\nu3(1.0*pi,0.0*pi,1.3356070761081091*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,4.48369086064999*pi) q[14];\ncx q[0],q[14];\nu3(0.182448964990535*pi,3.09251265156273*pi,1.17146863547262*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[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(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.449388816189162*pi,1.10375143495862*pi,4.27831896061517*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[0];\nu3(0.620222792018694*pi,0.18040192567434699*pi,4.10567145826071*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(0.0*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(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,4.35729453837516*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[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(0.443157378839481*pi,3.48630976977518*pi,1.61564623505238*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[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(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.67581456107987*pi,3.35990682954307*pi,3.43140847706015*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];\nu3(0.711725303102704*pi,-0.08973000240112*pi,0.696897830611366*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[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(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.627092841518234*pi,-0.11610850581981802*pi,1.3561489388045471*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.488842146066167*pi,2.65432866029943*pi,3.67663891938353*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[10];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[3];\nu3(0.456038168821339*pi,0.476199481869078*pi,0.641567858348217*pi) q[4];\nu3(0.199035058450553*pi,0.73636194522185*pi,4.22396447506191*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(0.891497232550536*pi,0.16187539331738998*pi,3.77527209976763*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[14];\nu3(0.611908898062112*pi,3.1864179073909*pi,4.042870782268119*pi) q[0];\nu3(3.5*pi,3.41838212498554*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.391747359976881*pi,0.16389760613404702*pi,4.27926983775574*pi) q[4];\nu3(0.557281501207491*pi,2.77837269342914*pi,3.95481372101261*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.866471283888893*pi,-0.20500161455931998*pi,0.671991109657166*pi) q[7];\nu3(0.606389967160789*pi,3.47024894891278*pi,3.91938629198623*pi) q[8];\nu3(0.284071123317224*pi,2.45528689881223*pi,1.30826980788125*pi) q[9];\nu3(1.0*pi,0.0*pi,1.38011066142786*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];\nmeasure q[8] -> c[8];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[0];\ncx q[2],q[10];\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[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.534819677067436*pi,3.19589757646622*pi,3.3149472461477*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];\ncx q[12],q[13];\nu3(0.669640761118941*pi,0.49231546962646*pi,4.06686285225003*pi) q[14];\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(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(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.6307044432933631*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,3.47664088812238*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.144242453118678*pi) q[13];\nu3(0.49915476469242*pi,2.88124228461945*pi,1.119387291273714*pi) q[14];\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[5];\nu3(0.792945665438768*pi,3.27911619336664*pi,3.11252500006324*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.220263870308124*pi,0.03905208804295601*pi,1.415157085574191*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[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.709689916217342*pi,2.81501407568764*pi,3.83004434843157*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0598610509476552*pi,2.82691004331866*pi,0.937636519359833*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.41393052899845*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(0.5*pi,-0.5*pi,0.5*pi) q[2];\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(3.5*pi,-0.5*pi,0.5*pi) q[11];\ncx q[12],q[13];\ncx q[0],q[3];\ncx q[1],q[6];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[2];\nu3(3.5*pi,3.40951580271566*pi,0.5*pi) q[4];\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(0.0*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,1.3077098423749831*pi) q[14];\nu3(3.5*pi,3.455583511524*pi,0.5*pi) q[0];\nu3(3.5*pi,3.35117517307592*pi,0.5*pi) q[1];\nu3(0.652766563544804*pi,3.09220592553549*pi,3.9114170373624*pi) q[2];\nu3(1.0*pi,0.0*pi,1.4298127893100872*pi) q[3];\ncx q[4],q[14];\ncx q[5],q[11];\nu3(1.0*pi,0.0*pi,1.21404990315639*pi) q[6];\nu3(0.620187508007362*pi,3.40359235158298*pi,3.5411584635307*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];\ncx q[0],q[3];\ncx q[1],q[6];\nu3(0.531171390534232*pi,-0.301542373577921*pi,3.71287542265112*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(3.5*pi,3.46700608110814*pi,0.5*pi) q[5];\nu3(0.215815351185708*pi,-0.315884676006851*pi,4.39359776230029*pi) q[10];\nu3(1.0*pi,0.0*pi,1.2758187957005012*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,0.5285946123511293*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,4.0*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.4248716512826896*pi) q[3];\ncx q[4],q[14];\ncx q[5],q[11];\nu3(0.0*pi,-0.5*pi,0.604912300521078*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[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\ncx q[0],q[3];\ncx q[1],q[6];\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,0.0*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.49051190959782*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,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(0.297031545411583*pi,-0.338844490501575*pi,4.39067343451878*pi) q[4];\ncx q[5],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.888846568663246*pi,2.66527274110595*pi,3.3822449368418*pi) q[12];\nu3(0.306857083512997*pi,0.456935257244921*pi,4.48863781921666*pi) q[13];\nu3(0.747290570569747*pi,0.213494717075272*pi,0.685753226641728*pi) q[14];\nmeasure q[4] -> c[4];\nmeasure q[14] -> c[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.459778721779073*pi,2.84843737178651*pi,1.4524517098577299*pi) q[1];\ncx q[2],q[10];\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[11];\nu3(0.184027725858504*pi,3.33934455820748*pi,1.95203877969215*pi) q[12];\nu3(0.4760164054889*pi,3.1725204191226*pi,1.63177732250309*pi) q[13];\nmeasure q[1] -> c[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,3.47782983221105*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(1.0*pi,0.0*pi,1.391086299280107*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,-0.5*pi,0.5*pi) q[0];\ncx q[2],q[10];\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(0.204722316759613*pi,3.097222784375*pi,1.398689540855846*pi) q[6];\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];\nmeasure q[6] -> c[6];\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(0.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[7],q[13];\ncx q[9],q[12];\nu3(0.0*pi,-0.5*pi,4.447304160514729*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[0];\ncx q[2],q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.244266471756967*pi,3.47279887812676*pi,1.138323863551564*pi) q[5];\nu3(3.5*pi,3.39247478322905*pi,0.5*pi) q[7];\nu3(3.5*pi,3.4657010430762*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,1.130997250683847*pi) q[12];\nu3(1.0*pi,0.0*pi,1.338173014411138*pi) q[13];\nmeasure q[5] -> c[5];\nu3(0.829116637379292*pi,0.7868796575686701*pi,4.33378902028908*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];\ncx q[7],q[13];\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];\nmeasure q[0] -> c[0];\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(0.5*pi,0.0*pi,0.5*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(0.740445249825957*pi,-0.036821377097848995*pi,4.43460003608161*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5721911711151859*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.609416402987576*pi) q[13];\nmeasure q[11] -> c[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.450740869073209*pi,0.50655779031363*pi,4.2340596361432095*pi) q[3];\ncx q[7],q[13];\ncx q[9],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nmeasure q[3] -> c[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\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(0.0*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[2];\nu3(0.394567034487955*pi,3.10867549957617*pi,1.73631204561784*pi) q[7];\nu3(0.169796232036006*pi,-0.256129588097718*pi,1.119599696949583*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.693505563520395*pi,0.393685259531911*pi,0.769498678819174*pi) q[12];\nu3(0.690861356149652*pi,-0.397194050887524*pi,3.8415451680628*pi) q[13];\nmeasure q[7] -> c[7];\nmeasure q[9] -> c[9];\nmeasure q[12] -> c[12];\nmeasure q[13] -> c[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[10];\nu3(0.92993093850199*pi,-0.15566181006874402*pi,0.719093195812701*pi) q[2];\nu3(0.484615767460445*pi,-0.16724596201847097*pi,0.960306433763364*pi) q[10];\nmeasure q[2] -> c[2];\nmeasure q[10] -> c[10];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(0.457645989260619*pi,2.98344767283706*pi,0.652511345379921*pi) q[0];\nu3(0.357329116395743*pi,0.13049243449307402*pi,1.298405083536267*pi) q[1];\nu3(0.716011460406233*pi,2.77826961348227*pi,3.24644992213483*pi) q[2];\nu3(0.282421179778305*pi,-0.354997059539244*pi,1.388622859060529*pi) q[3];\nu3(0.360169083465585*pi,3.38006058135461*pi,0.740965692908126*pi) q[4];\nu3(0.654306039694947*pi,-0.159690750634091*pi,0.986692075429736*pi) q[5];\nu3(0.394091745092592*pi,3.26772860873572*pi,1.369524884612592*pi) q[6];\nu3(0.630979683074298*pi,0.5653237751604001*pi,1.033753199951013*pi) q[7];\nu3(0.202115504967688*pi,-0.30191582144239204*pi,0.7279903621188399*pi) q[8];\nu3(0.725725082591461*pi,3.2302942700491*pi,3.72105953025966*pi) q[9];\nu3(0.33943500050049*pi,0.022706611863825055*pi,0.773357156133633*pi) q[10];\nu3(0.123087708741501*pi,0.50630484671635*pi,4.1146885256361*pi) q[11];\nu3(0.467160916708652*pi,-0.03488795704139902*pi,1.024021444497546*pi) q[12];\nu3(0.695911483629637*pi,3.18052839345814*pi,3.04901441751442*pi) q[13];\nu3(0.736911718722389*pi,-0.04144694311304198*pi,3.64721609988292*pi) q[14];\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(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(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*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(1.5*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(0.5*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(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(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[14];\ncx q[0],q[3];\ncx q[1],q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[11];\ncx q[7],q[12];\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(3.5*pi,3.43556186111013*pi,0.5*pi) q[0];\nu3(3.5*pi,3.46809823056754*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.1955467399898159*pi) q[2];\nu3(1.0*pi,0.0*pi,1.320589217372207*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(3.5*pi,3.37846081777931*pi,0.5*pi) q[5];\nu3(3.5*pi,3.20636776608962*pi,0.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\ncx q[9],q[13];\nu3(1.0*pi,0.0*pi,1.183466955606292*pi) q[11];\nu3(1.0*pi,0.0*pi,1.161603389440617*pi) q[12];\ncx q[0],q[3];\ncx q[1],q[2];\ncx q[4],q[14];\ncx q[5],q[11];\ncx q[7],q[12];\ncx q[8],q[10];\nu3(3.5*pi,3.34067908948198*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.275410331540829*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(0.0*pi,-0.5*pi,4.38466553749795*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.46732049618992*pi) q[3];\nu3(3.5*pi,3.40797224411203*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[7];\nu3(3.5*pi,3.38137517226612*pi,0.5*pi) q[8];\ncx q[9],q[13];\nu3(1.0*pi,0.0*pi,1.135095018331017*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.41703550148474*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5148552941195441*pi) q[12];\nu3(1.0*pi,0.0*pi,1.282836365404044*pi) q[14];\ncx q[0],q[3];\ncx q[1],q[2];\ncx q[4],q[14];\ncx q[5],q[11];\ncx q[7],q[12];\ncx q[8],q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.36515579973241*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[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,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,0.5514509162955035*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,4.38799841805615*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];\ncx q[4],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.0*pi,0.0*pi,4.0*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(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[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(0.463032741868205*pi,0.24718343231158402*pi,0.638506027288212*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(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[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(0.654711358431461*pi,2.71301424953345*pi,3.88550313165684*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(0.628532518913715*pi,-0.330830363299006*pi,0.884338838226845*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(0.5*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(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.386913748927534*pi,0.55803752678742*pi,3.85422479461845*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(0.671714939130702*pi,3.00137417803883*pi,4.22096391386681*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(0.13658761154461*pi,2.88658393141366*pi,1.214742818587313*pi) q[0];\nu3(0.469529939226283*pi,0.22306697660500197*pi,1.1996613278947041*pi) q[1];\nu3(0.19786290325953*pi,3.41949341951592*pi,0.837996687797085*pi) q[2];\nu3(0.207986361775057*pi,0.30904102800090305*pi,1.039673743503098*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.706664337054135*pi,-0.060808221469797974*pi,0.7504804629833379*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.661375349471892*pi,-0.09012566774911002*pi,1.2823432550903981*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(0.210503619247531*pi,-0.108450953761069*pi,4.40783662598482*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(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.268320571673974*pi,0.9070554397476001*pi,4.28717600688202*pi) q[0];\nu3(0.554707541129564*pi,-0.33261294754342596*pi,3.83702359923196*pi) q[1];\nu3(0.451638454454077*pi,0.83584643279468*pi,0.5005806810715013*pi) q[2];\nu3(0.7711881662832*pi,0.29277652307398905*pi,4.06782169644293*pi) q[3];\nu3(0.715350250492826*pi,2.96782710053113*pi,3.95907228114879*pi) q[4];\nu3(0.576301944719703*pi,3.27100481674409*pi,4.238380159158099*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.231928284444091*pi,0.45718701607662005*pi,4.205583938927671*pi) q[9];\nu3(0.304641647848359*pi,-0.33505502176255*pi,0.741428797331911*pi) q[10];\nu3(0.366607764532366*pi,-0.49840872452583246*pi,4.44109442109034*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,4.0*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(0.0*pi,-0.5*pi,4.0*pi) q[3];\nu3(0.856576308048927*pi,-0.41358174569774353*pi,3.09786426785638*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[8];\nu3(0.571502120695924*pi,0.174240588340697*pi,1.218962984759864*pi) q[9];\nu3(0.688633256651084*pi,-0.188302916585328*pi,3.33058738451228*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,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[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(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[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(0.760704326997834*pi,0.36119958291337595*pi,4.10657334313136*pi) q[13];\nu3(0.580292168807465*pi,0.239863027682917*pi,0.702496530124437*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(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(0.0*pi,-0.5*pi,1.5*pi) q[5];\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(0.716012862800966*pi,1.16900001882317*pi,0.709570153065635*pi) q[13];\nu3(0.837134414868446*pi,3.44603030203261*pi,0.625812335327897*pi) q[14];\ncx q[0],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];\ncx q[4],q[8];\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(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,3.42067043364453*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,1.3985116633160461*pi) q[1];\ncx q[2],q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,3.47914624414807*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,1.1644808618983071*pi) q[8];\nu3(3.5*pi,3.48262211633621*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.323117554592098*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];\ncx q[0],q[1];\nu3(3.5*pi,3.4754266025687*pi,0.5*pi) q[2];\ncx q[4],q[8];\ncx q[5],q[9];\nu3(1.0*pi,0.0*pi,1.3602411852846799*pi) q[7];\ncx q[10],q[11];\ncx q[12],q[13];\nu3(0.5*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,0.5743650402239311*pi) q[1];\ncx q[2],q[7];\ncx q[3],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(3.5*pi,3.46920204447601*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.5373062775635075*pi) q[8];\nu3(1.0*pi,0.0*pi,1.379871618136624*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5792977062353578*pi) q[11];\nu3(3.5*pi,3.38979807252487*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.3284734716074489*pi) q[13];\ncx q[0],q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(3.5*pi,3.49953247307745*pi,0.5*pi) q[3];\ncx q[4],q[8];\ncx q[5],q[9];\nu3(0.0*pi,-0.5*pi,0.60558673545742*pi) q[7];\ncx q[10],q[11];\ncx q[12],q[13];\nu3(1.0*pi,0.0*pi,1.370000486562613*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];\ncx q[2],q[7];\ncx q[3],q[14];\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[8];\nu3(0.0*pi,-0.5*pi,4.43466263302064*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(0.0*pi,-0.5*pi,4.389459539278739*pi) q[13];\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(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.539018601672208*pi,3.20193376020869*pi,4.19834471760454*pi) q[4];\ncx q[5],q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.753028586722595*pi,3.23921237316714*pi,3.1576571883823*pi) q[8];\nu3(0.745951464919022*pi,-0.058803529900958995*pi,3.89130469339716*pi) q[10];\nu3(0.373214497751674*pi,0.358858655936131*pi,1.090991852904377*pi) q[11];\ncx q[12],q[13];\nu3(0.0*pi,-0.5*pi,4.258649599064039*pi) q[14];\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(0.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[14];\nu3(0.39784141955191*pi,2.98079393682206*pi,1.60264518611197*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(0.619455560069544*pi,0.460626679562791*pi,0.9063070894676519*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.472660122495613*pi,3.11962899824798*pi,4.46090597338591*pi) q[10];\nu3(0.483224280434668*pi,-0.22274055629928902*pi,3.64331160309763*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(0.297422244100646*pi,3.1239310604465*pi,4.43697105746857*pi) q[0];\nu3(0.265985650121471*pi,2.98459002427547*pi,0.653370202524618*pi) q[1];\nu3(0.461519276091546*pi,-0.09573746986106901*pi,4.03538150267173*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[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(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(0.652290307926346*pi,-0.366928998236336*pi,4.0555135968124905*pi) q[0];\nu3(0.557133822559949*pi,2.84270283934817*pi,3.82432998034465*pi) q[1];\nu3(0.339387519399189*pi,-0.347020060794547*pi,1.347705745807021*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(0.5*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(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(0.0*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[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(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.28754081118415*pi,1.10226259900443*pi,4.3418770274533305*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[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(1.5*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];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,3.47786348848846*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.306628833849018*pi,0.281682068354012*pi,4.12729283427508*pi) q[7];\nu3(1.0*pi,0.0*pi,1.2152287130252*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[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];\ncx q[0],q[11];\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(0.0*pi,-0.5*pi,1.0*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(0.5*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(3.5*pi,3.39400185802072*pi,0.5*pi) q[0];\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(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.522812823607491*pi,0.47465798145902804*pi,4.25214800372323*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.34347431095122*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.316753137724564*pi) q[11];\nu3(0.707411581341574*pi,-0.354121230310583*pi,4.33310689455136*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];\ncx q[0],q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.219888386857567*pi,3.07257995389517*pi,0.687104872687285*pi) q[3];\ncx q[4],q[8];\nu3(0.657076087093473*pi,-0.284629714461619*pi,3.67201726347753*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[9];\nu3(0.248495137639512*pi,-0.07577317451468002*pi,4.18976577625235*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,0.0*pi,0.5*pi) q[0];\nu3(0.719495157010354*pi,2.78014506206321*pi,3.78437509806038*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[8];\nu3(0.661137992200308*pi,3.29417797552784*pi,3.77636243195997*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.577542918575852*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.628358944982845*pi,0.28866839806982003*pi,3.79392284254709*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[14];\ncx q[0],q[11];\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(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.540549804597495*pi,3.22872689002603*pi,4.34574301284232*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.365564617986516*pi,0.5988303391163301*pi,0.619985778168442*pi) q[13];\nu3(0.0348289031859157*pi,-0.07101061506148998*pi,1.253603126555656*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[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],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[13];\nu3(0.361533447804112*pi,0.10819457898936602*pi,3.56243125404894*pi) q[14];\nu3(0.385082854614497*pi,2.82876894325132*pi,0.8243385461684349*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(0.0*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,3.46689070714956*pi,0.5*pi) q[10];\nu3(0.238804339543731*pi,-0.04736422059115197*pi,1.1234806208576669*pi) q[11];\nu3(1.0*pi,0.0*pi,1.268965005662344*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(0.203270680854025*pi,0.029446174772763012*pi,3.6021301541863*pi) q[0];\ncx q[1],q[9];\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[7],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[10],q[12];\nu3(0.619002346053913*pi,-0.170695631381718*pi,0.620577476522836*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[0];\nu3(3.5*pi,3.42926772442986*pi,0.5*pi) q[1];\ncx q[3],q[6];\nu3(0.967016558928466*pi,3.28767058429521*pi,4.19635537334441*pi) q[4];\ncx q[5],q[14];\nu3(3.5*pi,3.47958531335257*pi,0.5*pi) q[7];\nu3(0.796694070780336*pi,0.12718063307712302*pi,0.677612038444763*pi) q[8];\nu3(1.0*pi,0.0*pi,1.220455772358775*pi) q[9];\nu3(0.5*pi,0.0*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,0.5493175237308572*pi) q[12];\nu3(1.0*pi,0.0*pi,1.268059170939341*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[9];\nu3(3.5*pi,3.4055111367078*pi,0.5*pi) q[3];\nu3(0.0614993927423849*pi,3.07508096174535*pi,1.197418320304068*pi) q[4];\nu3(3.5*pi,3.38193394808219*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.282840974384099*pi) q[6];\ncx q[7],q[13];\nu3(0.651891093957964*pi,0.6614797780433399*pi,0.9234500606266309*pi) q[8];\ncx q[10],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.235032630790026*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];\ncx q[3],q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],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,4.3818493334046*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,4.3345935760702705*pi) q[13];\ncx q[1],q[9];\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[5];\nu3(0.0*pi,-0.5*pi,4.4219776482396*pi) q[6];\ncx q[7],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.871982804229597*pi,3.15388332109977*pi,3.96327696070608*pi) q[10];\nu3(0.320233222894173*pi,0.260176220516365*pi,0.69124192082716*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.40721705352227*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[3],q[6];\ncx q[5],q[14];\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(0.627781517862935*pi,-0.238148225761444*pi,0.8358244456767889*pi) q[10];\nu3(0.707944617806866*pi,3.45368614462792*pi,0.856524364743001*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[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(0.0*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,-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(0.0*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,1.5*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];\ncx q[8],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[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[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(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,3.49465546338462*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(1.0*pi,0.0*pi,1.311317808831548*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[1];\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(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[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.441151047857057*pi,0.81484851144598*pi,0.704111529677272*pi) q[1];\nu3(0.55051957983164*pi,-0.263814789557767*pi,3.69558708556907*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(0.702228752657526*pi,0.06004385021197001*pi,3.86382301569994*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.598432713621437*pi,0.7585762537007401*pi,4.37500020953277*pi) q[9];\ncx q[10],q[12];\nu3(0.0*pi,-0.5*pi,0.5852873022187866*pi) q[11];\nu3(0.695631275295776*pi,0.9134562376014499*pi,0.683275514440139*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.520833833242901*pi,0.06151994212149703*pi,1.255725977158116*pi) q[1];\nu3(0.665009611516427*pi,-0.04124872719565498*pi,3.66154110509766*pi) q[3];\nu3(0.362095111795917*pi,-0.072388759320628*pi,0.78761338897201*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.225247802814504*pi,3.01387443133197*pi,0.772233964607013*pi) q[7];\ncx q[8],q[11];\nu3(0.113857875709298*pi,0.19572588475617303*pi,4.42583590320239*pi) q[9];\nu3(3.5*pi,3.47644133610357*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.2804363091938789*pi) q[12];\nu3(0.0625249801837208*pi,3.46879175914103*pi,1.67011359072637*pi) q[13];\nu3(0.653239738109471*pi,0.21904707193348605*pi,1.4235435567344799*pi) 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[3];\nu3(0.522430514659169*pi,-0.137724145451732*pi,1.442325854317202*pi) q[5];\nu3(0.408944380930754*pi,0.296906747758543*pi,4.1314231884992605*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,4.0*pi) q[9];\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(0.444732515335165*pi,-0.123780139512215*pi,3.66607878056814*pi) q[14];\ncx q[0],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[5];\nu3(0.652647538907648*pi,3.31097886004769*pi,4.32925756112545*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(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,0.5885407194349499*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,3.31472028122252*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,1.1990855726405178*pi) q[1];\ncx q[3],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(0.439906226786609*pi,0.77647730618074*pi,0.801260350583267*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[1];\ncx q[2],q[9];\nu3(3.5*pi,3.49388944633676*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.216083825672422*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(0.398353202048392*pi,-0.34569547821095303*pi,0.744026989637772*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,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.46806799566407*pi) q[1];\nu3(3.5*pi,3.44412151991382*pi,0.5*pi) q[2];\ncx q[3],q[4];\ncx q[5],q[7];\ncx q[6],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.386478173533694*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.133556570766994*pi,3.0621240550676*pi,1.088719736097161*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\ncx q[0],q[1];\ncx q[2],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.470845900331939*pi) q[4];\nu3(3.5*pi,3.3387010637892*pi,0.5*pi) q[5];\nu3(3.5*pi,3.45183137048112*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.153106119416573*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.37877906612086*pi,-0.4241220300422101*pi,1.482190353134894*pi) q[10];\nu3(0.0774905458674976*pi,0.8302349921488901*pi,3.99790827520844*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.336200026306916*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,0.0*pi,0.5*pi) q[2];\ncx q[3],q[4];\ncx q[5],q[7];\ncx q[6],q[13];\nu3(0.0*pi,-0.5*pi,4.40875111262885*pi) q[9];\nu3(0.823644244300637*pi,0.441114946353357*pi,0.90762924679488*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[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(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,0.5863303805822948*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.614955783617818*pi,0.15778978815908595*pi,0.606904995964505*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5754440116477669*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[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[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(0.27721956735508*pi,2.44903023264054*pi,1.2402296609049142*pi) q[12];\nu3(0.532976524779687*pi,2.83350581807599*pi,3.75276384637354*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(0.0*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];\ncx q[8],q[10];\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(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.628647015977189*pi,3.35983195890857*pi,3.27625611747363*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(0.556816733859333*pi,0.057563884421541034*pi,4.42848474898469*pi) q[5];\nu3(0.641405760646338*pi,3.13826034535854*pi,0.5188029389824406*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,3.37651803601786*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,1.251894790399394*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.428118294553871*pi,0.68303718124553*pi,3.99418453995329*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.377234266423042*pi,-0.01536053934210102*pi,1.324530970532861*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(0.578123128876892*pi,3.26083558064645*pi,3.32600851242321*pi) q[5];\nu3(0.524482213650943*pi,0.5810051900853599*pi,4.2224533210750295*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.101459273811825*pi,2.97107144982684*pi,0.8030225208614861*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.493753151218973*pi,-0.10358662710417699*pi,4.01267173144867*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.257241107695427*pi,3.15049755825298*pi,0.6890816145973719*pi) q[3];\nu3(0.631448072145201*pi,0.021173551237275046*pi,4.40784998964188*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(0.73924947197766*pi,2.62188868912173*pi,3.55815143235452*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,4.4930428855071*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[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(0.390760649757009*pi,3.3214183409435*pi,0.5618080225790018*pi) q[3];\nu3(0.368154215946281*pi,0.051360259345225034*pi,0.5082731895236539*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(0.423906901496409*pi,-0.4288145977119773*pi,4.12727936312449*pi) q[7];\ncx q[8],q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\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(0.527078505279369*pi,0.74865020052185*pi,4.30953243805677*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];\ncx q[6],q[13];\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(0.0*pi,-0.5*pi,1.5*pi) q[10];\ncx q[0],q[1];\nu3(0.346151368695399*pi,0.56024322417021*pi,4.16958829395263*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[7];\nu3(3.5*pi,3.26306194485023*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,1.0*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.161137346706018*pi) q[13];\nu3(3.5*pi,3.48702782902518*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,1.2635860001660069*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[11];\nu3(3.5*pi,3.32915902840759*pi,0.5*pi) q[5];\ncx q[6],q[13];\nu3(1.0*pi,0.0*pi,1.173008617704937*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.440703220861748*pi,-0.07654065243618902*pi,4.28749448446617*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\ncx q[0],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,3.3140869595483*pi,0.5*pi) q[4];\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[8];\nu3(0.48638919618775*pi,0.8461775796831501*pi,4.38647333114446*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.17633906345299*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5514995041312156*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.31067726832357*pi) q[1];\ncx q[3],q[14];\ncx q[4],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[6],q[13];\nu3(0.0*pi,-0.5*pi,4.45233375801293*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];\ncx q[0],q[1];\ncx q[2],q[9];\nu3(3.5*pi,3.46949623317887*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[5],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.428957020603947*pi,0.08388556788435697*pi,4.3141679557562504*pi) q[8];\nu3(0.908532351863553*pi,0.008546330653811052*pi,0.5829644576598044*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5672157425692288*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.267475299272967*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(3.5*pi,3.34156667090079*pi,0.5*pi) q[2];\ncx q[3],q[14];\ncx q[4],q[11];\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(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.476674884370769*pi,3.44638145355163*pi,3.14385461768918*pi) q[8];\nu3(1.0*pi,0.0*pi,1.2529378503805249*pi) q[9];\nu3(0.328290223828966*pi,3.12254201175299*pi,1.51113865730503*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[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[9];\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(0.024622075382966*pi,-0.4786498637787169*pi,4.1044594545127495*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(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5808430974057837*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];\ncx q[3],q[14];\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(0.711195117929441*pi,2.92401564809886*pi,3.4096248396375*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,0.5491849880161017*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(0.689224865035767*pi,-0.488924127747204*pi,0.609820913497233*pi) q[13];\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[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.323273360558098*pi,0.26848670373345895*pi,0.711627865294403*pi) q[4];\nu3(0.246855486186464*pi,3.45210193714211*pi,4.13055532466615*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[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[11];\nu3(0.284104936992947*pi,0.54549603711161*pi,4.27036432660488*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.616265240212878*pi,-0.3728151145748*pi,3.37077351152069*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(0.557015258238851*pi,0.61107636717427*pi,1.266215813806755*pi) q[4];\nu3(0.632922177462885*pi,-0.4050655856080433*pi,0.993882191176619*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[9];\nu3(0.365886115645482*pi,0.68615030841592*pi,0.775696108791328*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(0.376790239430115*pi,0.56843840111571*pi,0.5941057201209844*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(0.362238828704785*pi,0.78372941891518*pi,3.87926063705224*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(0.166292586470612*pi,-0.392989724112328*pi,1.1456472337049028*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.838948771035271*pi,-0.03623281976133902*pi,4.3940722351901*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[0];\nu3(0.266695714373305*pi,0.07525597833244702*pi,1.370807222544291*pi) q[1];\nu3(0.488063501598426*pi,3.43921514232559*pi,3.22346124221534*pi) q[2];\nu3(0.539722356829507*pi,0.5171529150071399*pi,0.95645417518107*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.387222832533252*pi,-0.228328846710934*pi,4.0436175410178095*pi) q[7];\nu3(1.0*pi,0.0*pi,4.0*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[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.862776647454351*pi,3.23232158231102*pi,2.97732614187328*pi) q[1];\nu3(0.419988481750159*pi,2.3585726464161*pi,1.327109828897695*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(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.564796593937226*pi,2.54490032005375*pi,3.64854323550704*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.249138737700753*pi,0.08645751459365603*pi,1.0644399375179852*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(1.0*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(0.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[11];\nu3(0.20936945717298*pi,2.91468302128949*pi,0.940469042928469*pi) q[9];\nu3(0.581980040702216*pi,-0.15201309783884898*pi,3.9545367676568*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(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[5],q[7];\nu3(3.5*pi,3.42882071844945*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,1.333544177354736*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[3],q[4];\nu3(3.5*pi,3.37560806057975*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.191738160078958*pi) q[7];\ncx q[8],q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\ncx q[10],q[14];\nu3(3.5*pi,3.42433110308955*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(3.5*pi,3.35731723726038*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.205814357837113*pi) q[4];\ncx q[5],q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\ncx q[9],q[12];\nu3(3.5*pi,3.35060266189388*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.689140624195157*pi) q[11];\nu3(1.0*pi,0.0*pi,1.112652619561266*pi) q[13];\nu3(1.0*pi,0.0*pi,1.136743158507904*pi) q[14];\ncx q[0],q[13];\ncx q[1],q[6];\ncx q[3],q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.613874103922938*pi) q[7];\ncx q[8],q[11];\nu3(3.5*pi,3.4466739946507*pi,0.5*pi) q[9];\ncx q[10],q[14];\nu3(1.0*pi,0.0*pi,1.0662651415434459*pi) q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.42124232337054*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,4.37415004942475*pi) q[4];\ncx q[5],q[7];\nu3(1.0*pi,0.0*pi,1.276310587841246*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[12];\nu3(0.5*pi,0.0*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,4.49666763651279*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.4547902327464*pi) q[14];\ncx q[0],q[13];\ncx q[1],q[6];\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[7];\nu3(0.519335138579696*pi,-0.19883536195498003*pi,1.154393336623996*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\ncx q[10],q[14];\nu3(0.0384376143352444*pi,-0.13516798589789197*pi,0.704760868262391*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5540562186932637*pi) q[12];\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(0.0*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,4.41128499994011*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.647946551748526*pi,0.39940750113982904*pi,4.29086052758443*pi) q[8];\ncx q[9],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.629112096700281*pi,0.27092844044155495*pi,4.29981134302217*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[0];\ncx q[1],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(0.381232371601677*pi,3.15601138200031*pi,0.5088274392152666*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(0.5*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(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(0.168400562469014*pi,2.76394680311597*pi,1.51435848191457*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(0.562033541927744*pi,0.03607583014432103*pi,1.440733959180496*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(0.292641636979521*pi,-0.03244988695554202*pi,1.328190193678949*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(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.810959802872373*pi,0.057557175449705955*pi,0.618609472174313*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(0.7172200256796*pi,-0.4237784074155606*pi,3.81620704816371*pi) q[7];\nu3(0.445808696259469*pi,2.97274023322548*pi,0.604707484351464*pi) q[9];\nu3(0.447537183847781*pi,0.22636843010670205*pi,0.549451038015648*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.394892254665951*pi,-0.25654850045198196*pi,3.89622881802452*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(0.473611495288948*pi,-0.216854528973299*pi,4.08011847184912*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.178894610029174*pi,2.30214876766563*pi,1.2870491901031*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(0.667834927157281*pi,-0.27246432705664103*pi,4.1457260662792805*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.490446746618373*pi,-0.4736240140336144*pi,1.337672925440414*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(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.254375500771272*pi,0.06874635041260402*pi,1.003327115205088*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];\nu3(0.49325576256841*pi,0.48055875871382003*pi,4.13767692694321*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(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[13];\nu3(0.59391894711637*pi,2.59429203045655*pi,3.71111015274192*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.687174050794704*pi,0.398388750566421*pi,1.016404868108261*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.644234283781546*pi,-0.287303958320121*pi,4.44338549683133*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[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.371079623323324*pi,3.40080910843894*pi,0.702832801046101*pi) q[13];\nu3(0.801449752440032*pi,2.8475358873281*pi,3.54745622238661*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.229751408210546*pi,0.51657045710707*pi,4.03799373935113*pi) q[1];\ncx q[3],q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[10];\nu3(0.417882042164926*pi,2.97815601434413*pi,1.89124870908266*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[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.32971825751812*pi,0.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.418749986930775*pi,3.29239149474758*pi,4.26804030671263*pi) q[6];\nu3(3.5*pi,3.36890222208263*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.148530687436222*pi) q[10];\nu3(1.0*pi,0.0*pi,1.22657689484905*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(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[3],q[12];\ncx q[4],q[14];\nu3(0.0769312218237701*pi,0.61644997045877*pi,4.18138990736258*pi) q[6];\ncx q[7],q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[8];\ncx q[1],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(3.5*pi,3.39969193669825*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[7];\nu3(0.0*pi,-0.5*pi,4.39702552324444*pi) q[10];\ncx q[11],q[13];\nu3(0.0*pi,-0.5*pi,4.48274156509544*pi) q[12];\nu3(1.0*pi,0.0*pi,1.161977015141194*pi) q[14];\nu3(3.5*pi,3.4378139792718*pi,0.5*pi) q[0];\nu3(3.5*pi,3.40655888696459*pi,0.5*pi) q[1];\ncx q[2],q[6];\ncx q[3],q[12];\ncx q[4],q[14];\ncx q[7],q[10];\nu3(1.0*pi,0.0*pi,1.148521262183358*pi) q[8];\nu3(1.0*pi,0.0*pi,1.277457207177659*pi) q[9];\nu3(3.5*pi,3.43423857702706*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.186505255655717*pi) q[13];\ncx q[0],q[8];\ncx q[1],q[9];\nu3(3.5*pi,3.33200490144477*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(1.0*pi,0.0*pi,1.205637028385631*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];\ncx q[11],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.409854601698051*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];\ncx q[2],q[6];\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[7];\nu3(0.0*pi,-0.5*pi,0.5812160216988516*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5203179771297604*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,4.44271795450387*pi) q[13];\ncx q[0],q[8];\ncx q[1],q[9];\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,4.36740261086887*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];\ncx q[11],q[13];\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[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[6];\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[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(0.0*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(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.823783947121072*pi,3.41318634535774*pi,3.56370746804034*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.687487426824112*pi,0.6685052086735701*pi,0.5025516045591392*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(0.517895947301094*pi,0.23709398544303395*pi,1.394387028814985*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(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0674195154159991*pi,3.02763393601187*pi,1.031689718583169*pi) q[0];\nu3(0.643071070202714*pi,0.67423416577218*pi,0.858749243093613*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.881782460895327*pi,-0.060380998420479004*pi,1.152247505724679*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(0.180185838065205*pi,3.15676196094536*pi,0.5688564761753399*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.418649314716589*pi,-0.350650321545366*pi,1.4673300241141312*pi) q[9];\nu3(0.685460898453746*pi,-0.283055620708272*pi,3.4237522998872*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.44299152368319*pi,2.90087139916295*pi,1.240916992832049*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(0.730875487892579*pi,0.471303501018975*pi,1.265732446864221*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(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.123543846725232*pi,0.9426906996325299*pi,4.3327328976769*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(0.360796231616364*pi,3.36402377408219*pi,0.502933853271769*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.544772991103893*pi,-0.18537934026860098*pi,3.81609082766826*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,4.0*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[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.390594365381548*pi,0.46029306301389905*pi,4.25812211002868*pi) q[4];\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(0.339522019758663*pi,0.83273025339363*pi,4.29209814473864*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(0.377349596845456*pi,1.1113541865572*pi,4.25037030999789*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(0.641043814869931*pi,3.08841189760113*pi,3.71076318781317*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.409341981469267*pi,0.52414728498885*pi,0.8327771250923011*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.482685044081189*pi,-0.19624964062548*pi,1.206752021097845*pi) q[4];\nu3(1.0*pi,0.0*pi,4.0*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.690449904850847*pi,2.98701352389414*pi,3.66889709015212*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.376416003169651*pi,0.9136731374428*pi,4.10178178393808*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.556494768193217*pi,0.47048043157889996*pi,1.40712270775833*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.574600109441039*pi,3.16336750928437*pi,3.6096235395222*pi) q[2];\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(0.535991844530318*pi,2.4577087118003*pi,3.89740486825309*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(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[11];\nu3(0.358622447612389*pi,-0.23280024339723798*pi,1.2561020663302909*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[0];\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[4];\nu3(0.148364764687827*pi,-0.396436018035045*pi,0.62405748114314*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[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.747453565579698*pi,-0.383187522935596*pi,3.76933758779546*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[2];\nu3(3.5*pi,3.4834521344336*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,1.2645717510152998*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[8],q[9];\ncx q[10],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[7];\ncx q[3],q[5];\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(3.5*pi,3.45266632970548*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.154775412922161*pi) q[9];\nu3(3.5*pi,3.40195177285227*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,1.338880813130858*pi) q[14];\nu3(3.5*pi,3.46108434781059*pi,0.5*pi) q[0];\ncx q[1],q[13];\ncx q[2],q[6];\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,4.43975763219399*pi) q[5];\nu3(1.0*pi,0.0*pi,1.373112031216149*pi) q[7];\ncx q[8],q[9];\ncx q[10],q[14];\ncx q[0],q[7];\nu3(3.5*pi,3.41851655695739*pi,0.5*pi) q[1];\nu3(3.5*pi,3.47909529324819*pi,0.5*pi) q[2];\ncx q[3],q[5];\ncx q[4],q[11];\nu3(1.0*pi,0.0*pi,1.357355266318701*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.4896842864817*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.350944984887219*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5002138387596968*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[13];\ncx q[2],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,3.42057349480803*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,4.451988330162671*pi) q[7];\ncx q[8],q[9];\ncx q[10],q[14];\nu3(1.0*pi,0.0*pi,1.381375085867331*pi) q[11];\ncx q[0],q[7];\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,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.298748249627931*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,4.296941730580389*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[0];\ncx q[1],q[13];\ncx q[2],q[6];\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,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,0.737088042183524*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(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[11];\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(0.258474832580092*pi,2.44991846969429*pi,1.070805788836726*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(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.204644420371962*pi,0.15088230933938196*pi,0.9554558080787541*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(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.687223486979811*pi,0.06383182599885495*pi,0.5294688389872078*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[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[2];\nu3(0.814808972203691*pi,0.09683651378505898*pi,1.0513636060350708*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(0.0*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(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[13];\nu3(0.566670252460113*pi,-0.28988282269882204*pi,4.2946354747909705*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,-0.5*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(0.632690037466464*pi,0.360005761821969*pi,0.5365952925756676*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(0.0785368415314457*pi,0.12973436228463098*pi,1.304410464813677*pi) q[8];\nu3(0.305756977128562*pi,-0.04152159593077698*pi,0.707197799428271*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[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.521941845437885*pi,3.37858895989424*pi,1.72591848987399*pi) q[14];\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(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[4];\nu3(0.585099797040887*pi,2.60878352617041*pi,3.44427747476224*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(0.224704354114147*pi,0.16173468633683596*pi,0.655583087865834*pi) q[8];\nu3(0.459130121559866*pi,-0.4334621445553592*pi,1.020410070136188*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,4.0*pi) q[14];\nu3(0.524986935682792*pi,0.5427444353433499*pi,4.12046684915215*pi) q[0];\nu3(0.320133860571891*pi,0.24687186455467203*pi,4.48373294118359*pi) q[1];\nu3(0.102205890085558*pi,0.9092746038813599*pi,4.0058750641909295*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.865522071125884*pi,3.45618070578978*pi,3.3554046561767*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.219647575357605*pi,3.32920905341251*pi,0.749179758285329*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];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.829710715089727*pi,-0.12204199737524501*pi,0.5651639981022093*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.563898618213731*pi,0.5730569933255001*pi,4.424498941651629*pi) q[0];\nu3(0.518082546267072*pi,-0.303746187891049*pi,0.8842387494304851*pi) q[1];\nu3(0.434970142781631*pi,3.38938854243553*pi,4.150174264917069*pi) q[2];\ncx q[3],q[8];\nu3(0.919255950204307*pi,2.7966230004268*pi,3.65577616655829*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.427599029164366*pi,3.42004107820572*pi,1.050180872021268*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[9];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[11];\nu3(0.38268793962779*pi,3.48263852178421*pi,0.788871986132187*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];\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,3.33747298247263*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(0.556855949933406*pi,0.12532656287969102*pi,3.66882449150012*pi) q[7];\nu3(1.0*pi,0.0*pi,1.232395254908415*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.397682973808526*pi,0.352439187629654*pi,3.96588574091201*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[13];\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];\ncx q[3],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.737908247989564*pi,0.422537986613044*pi,4.07942938095258*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.455014393672772*pi,0.30920389685314*pi,0.5057489881672135*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[2];\ncx q[1],q[4];\nu3(0.5*pi,0.0*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(0.0*pi,-0.5*pi,4.479310707277969*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(3.5*pi,3.38612073478025*pi,0.5*pi) q[0];\nu3(3.5*pi,3.22200282897587*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.21734886088013*pi) q[2];\ncx q[3],q[8];\nu3(1.0*pi,0.0*pi,1.178087755661207*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(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[2];\ncx q[1],q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[6],q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[9],q[11];\nu3(1.5*pi,0.0*pi,1.5*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(0.0*pi,-0.5*pi,4.43911428276541*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,0.5528026417594463*pi) q[4];\nu3(3.5*pi,3.40347591491828*pi,0.5*pi) q[6];\ncx q[7],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,3.44917563000463*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.1375278911982392*pi) q[10];\nu3(1.0*pi,0.0*pi,1.296871384259242*pi) q[11];\ncx q[13],q[14];\ncx q[0],q[2];\ncx q[1],q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[6],q[10];\nu3(3.5*pi,3.34837513321103*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[9],q[11];\nu3(1.0*pi,0.0*pi,1.247893603258876*pi) q[12];\nu3(3.5*pi,3.46167051445325*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.379760745823717*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(0.626630080117953*pi,3.48427001737676*pi,3.35662155959135*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[12];\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,0.604821374759117*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.7175278606094659*pi) q[11];\ncx q[13],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(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.508933643439341*pi,-0.28016808975625096*pi,3.52784347908916*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[6],q[10];\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[11];\nu3(0.0*pi,-0.5*pi,0.5532814672167059*pi) q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5702058392706357*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.498571210553731*pi,-0.12416902029701099*pi,3.70087412653549*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,0.0*pi,4.0*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[12];\nu3(0.349517280003461*pi,3.09098448250434*pi,1.77418461777944*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];\ncx q[13],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.739844781143657*pi,3.07299806910476*pi,3.81784237365449*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(0.154029325522236*pi,3.04965745825895*pi,0.855630690443824*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(0.488599276917709*pi,-0.16503165180552198*pi,1.15268220346268*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(0.5*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(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.239720075844912*pi,0.7228670637744199*pi,4.17636293938493*pi) q[4];\nu3(0.638816981910332*pi,0.326821548313758*pi,1.22040710017656*pi) q[6];\nu3(0.320469000128554*pi,2.38839920717369*pi,1.248254366762061*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.407531511820708*pi,-0.0035799955341920264*pi,3.63781758221912*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(0.79661532899322*pi,3.19277502007152*pi,4.29091426956311*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.476856827815257*pi,3.21388314537587*pi,1.4669943133058339*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(0.886910631590146*pi,3.16772357114702*pi,3.34191927754895*pi) q[6];\nu3(0.398190370634105*pi,3.28269517955123*pi,1.61384212095636*pi) q[7];\nu3(0.510887155644237*pi,3.10884001127446*pi,4.19089197681764*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(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.681157767807303*pi,0.24077212490838595*pi,4.19289814552723*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.556071208775112*pi,3.28896946120632*pi,1.84204862176192*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];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[9];\nu3(0.636668345155472*pi,-0.115220854843261*pi,0.940533283467045*pi) q[10];\nu3(0.501628532204817*pi,0.11623829348664505*pi,0.978553932330213*pi) q[11];\nu3(0.335262720822603*pi,3.26496892448273*pi,4.35423410079473*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.0*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[0];\ncx q[1],q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],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[9];\nu3(0.580620071305818*pi,-0.354234811222088*pi,4.003025994829191*pi) q[10];\nu3(0.383351277966168*pi,0.351204953966588*pi,3.67497221658084*pi) q[11];\nu3(0.712043231262276*pi,0.286392298349463*pi,1.64734344348281*pi) q[12];\nu3(0.404302058867276*pi,0.490612504779925*pi,4.4110710996022995*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(3.5*pi,3.34608685873937*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.4824890153434*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.222005806476224*pi) q[4];\nu3(3.5*pi,3.32966687330473*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.1861580741963889*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.08478176848203*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(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.197015298807679*pi,-0.17446800117029598*pi,3.94202392801746*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[14];\ncx q[0],q[2];\ncx q[1],q[8];\ncx q[3],q[4];\ncx q[5],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(0.5*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(0.0*pi,-0.5*pi,4.0*pi) q[13];\nu3(0.482849676121829*pi,3.23489462842961*pi,3.37014721324597*pi) q[14];\nu3(3.5*pi,3.48848769581486*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.304980103250996*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.34159099188361*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.42134802845539*pi) q[6];\ncx q[7],q[10];\nu3(0.0*pi,-0.5*pi,0.5435450492240723*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[13];\nu3(0.481955462066031*pi,0.323568683481506*pi,4.2823124999504*pi) q[14];\ncx q[0],q[2];\ncx q[1],q[8];\ncx q[3],q[4];\ncx q[5],q[6];\nu3(3.5*pi,3.47953347820085*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.230234363481864*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(0.5*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,0.719081432274883*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[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[13];\ncx q[12],q[14];\ncx q[0],q[2];\nu3(0.211856370564429*pi,0.03512895443998598*pi,0.603210504619454*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,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,3.47197556407364*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.38268335554777*pi) q[10];\nu3(3.5*pi,3.35688841212221*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.427887560816409*pi) q[13];\nu3(1.0*pi,0.0*pi,1.231562017889732*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.83621109510619*pi,-0.38005854681131*pi,4.37421044280953*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];\ncx q[7],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[9],q[13];\ncx q[12],q[14];\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(1.0*pi,0.0*pi,4.0*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[4];\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(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.357652879831594*pi,-0.08290487775938499*pi,4.2970470302271995*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[12];\nu3(0.0*pi,-0.5*pi,4.23359776980863*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.4370562815024694*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(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.321687113583148*pi,0.6721655480211299*pi,3.74999830585726*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.782423989764589*pi,-0.016520402024622016*pi,1.2702711708935541*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(0.245821449307427*pi,1.14454153389889*pi,4.22881932945228*pi) q[8];\ncx q[9],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\ncx q[12],q[14];\nu3(0.322638787628196*pi,-0.4306205722685592*pi,1.67027102603185*pi) q[0];\nu3(0.721629730898936*pi,3.38478875531371*pi,3.53436883232222*pi) q[2];\nu3(0.585035570411836*pi,0.442606328470908*pi,1.376809067942016*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.187737070868404*pi,-0.043955474061665*pi,3.71815731588037*pi) q[5];\nu3(0.512955839906854*pi,3.17941727103437*pi,2.99182856446234*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[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(0.756134151361326*pi,0.307720398559567*pi,4.30961536573016*pi) q[0];\nu3(0.368393101618947*pi,-0.34800938329118203*pi,3.86542761716519*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.307959502034423*pi,-0.242111267325491*pi,0.6504460927764371*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.334394725490668*pi,0.45400486349901203*pi,3.65752919702422*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];\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[0];\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(0.377648278434443*pi,2.87896945671268*pi,1.85222193932452*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(0.676723869185322*pi,3.39435022132434*pi,3.05383186405276*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(0.0*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[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.666966728927903*pi,2.52047888544541*pi,3.73053071033836*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(1.0*pi,0.0*pi,4.0*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[0];\ncx q[1],q[4];\nu3(3.5*pi,3.38799325148235*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,4.0*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.482059400712115*pi,2.53540685081786*pi,1.4643410034569722*pi) q[10];\nu3(1.0*pi,0.0*pi,1.294474488136541*pi) q[11];\nu3(0.75280478783022*pi,-0.012237798944265021*pi,3.95499211781536*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(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(3.5*pi,3.28554930021088*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.2532949550572972*pi) q[4];\ncx q[5],q[11];\ncx q[6],q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[9];\nu3(0.31634641021327*pi,3.14169440949221*pi,0.858373829024403*pi) q[10];\nu3(0.513636387616778*pi,3.40601652752329*pi,3.11998547326743*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.429350246334256*pi,0.54939502892478*pi,0.698196656436168*pi) q[14];\ncx q[1],q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(3.5*pi,3.35149386233886*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,1.233045557832757*pi) q[8];\nu3(0.798222586850542*pi,0.8247229275860299*pi,4.49559929503592*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5584581367285734*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(0.309309658916993*pi,0.02989990069711801*pi,3.60764945358522*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[3],q[10];\nu3(0.0*pi,-0.5*pi,0.521283770710617*pi) q[4];\ncx q[5],q[11];\ncx q[6],q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.547099306805201*pi,2.67262435233513*pi,3.46557095014949*pi) q[9];\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(3.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[12];\ncx q[1],q[4];\nu3(3.5*pi,3.34957999873859*pi,0.5*pi) q[3];\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(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.50331595411809*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.089397926886717*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.647980653321861*pi,-0.013198065973155981*pi,3.66115263879238*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.49360441282654*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[14];\ncx q[3],q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.275049885416144*pi,-0.06719288665464901*pi,1.254948029945686*pi) q[5];\ncx q[6],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.163312762734379*pi,3.34394842029412*pi,1.57890340342867*pi) q[11];\nu3(1.0*pi,0.0*pi,1.19568644236448*pi) q[12];\nu3(0.259460382942411*pi,3.30218599665286*pi,4.33953484353275*pi) q[13];\ncx q[0],q[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[1];\nu3(3.5*pi,3.46801208825856*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(0.201004140552546*pi,0.377994852998633*pi,4.33358300705801*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(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5114227765908943*pi) q[10];\nu3(0.0234273448017313*pi,0.323798861842983*pi,0.974622938264045*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.3030499458788571*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.492439618441636*pi,3.25594819328356*pi,3.22985420871653*pi) q[1];\ncx q[2],q[14];\ncx q[3],q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.222234283444907*pi,3.18037472373021*pi,2.1719798119653397*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,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.4874749998107895*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[12];\nu3(0.80967943741988*pi,3.00477175514217*pi,4.0351769171463605*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(0.345972330281232*pi,3.2576972623148*pi,0.5846281147278538*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.236568687222878*pi,0.59494128227698*pi,4.07873488849357*pi) q[6];\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];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.44504802333357*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[14];\nu3(1.0*pi,0.0*pi,4.0*pi) q[3];\nu3(0.485624951787512*pi,0.5593471701568999*pi,4.15189353725909*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.340804110549164*pi,0.7352015980583*pi,3.90676391390011*pi) q[8];\nu3(3.5*pi,3.36760851186553*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,0.0*pi,1.221157027964893*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[2];\nu3(0.452977235275041*pi,0.219464688790724*pi,0.937009465886071*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.509431365309584*pi,-0.02077243218222702*pi,1.08309734308968*pi) q[8];\ncx q[9],q[13];\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[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];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.618561200667414*pi,-0.004757444961950019*pi,1.1693953476915682*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[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.31117572698501*pi,2.98184812565182*pi,0.720226979093165*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5220750850668496*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(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(0.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[13];\nu3(0.516827145844853*pi,0.03810809680636795*pi,1.022579278185827*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(0.461436007599624*pi,-0.008863239796148004*pi,0.654961251981072*pi) q[0];\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[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(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.746046663426152*pi,-0.10070687814086698*pi,0.5295806741114477*pi) q[0];\nu3(0.5*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[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(0.0*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[0];\nu3(0.740019514110668*pi,3.25496651903758*pi,3.77981873143808*pi) q[2];\nu3(3.5*pi,3.33268967879393*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.170557902449572*pi) q[6];\nu3(0.494673723886172*pi,3.28397410579115*pi,0.67003308024961*pi) q[9];\nu3(0.237856271514644*pi,-0.323543754688201*pi,3.89417794786169*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.025024949458052*pi,0.33051341348793095*pi,3.43221090111786*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.641827073355404*pi,1.09493425374909*pi,0.7006492305765379*pi) q[2];\ncx q[3],q[6];\nu3(0.542056027550577*pi,2.49519045488004*pi,3.88166267004685*pi) q[9];\nu3(0.252605228491717*pi,0.40358750281728095*pi,4.3349634643916595*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.153426754749144*pi,2.61976928314428*pi,1.179793419108071*pi) q[14];\ncx q[0],q[8];\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(0.0*pi,-0.5*pi,0.5996163190050448*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[12];\nu3(0.698163698989108*pi,0.190841763560881*pi,4.007492176844099*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.42510922199716*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[6];\nu3(1.0*pi,0.0*pi,1.125126680708893*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(0.366644638093637*pi,2.72282500017519*pi,1.58888730595436*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[8];\ncx q[1],q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[5],q[14];\nu3(1.0*pi,-0.5*pi,0.5*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[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(3.5*pi,3.43368463971156*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.3602515240955388*pi) q[2];\nu3(1.0*pi,0.0*pi,4.0*pi) q[3];\nu3(3.5*pi,3.49500454160653*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[12];\nu3(0.0*pi,-0.5*pi,0.5620361252165718*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[13];\nu3(1.0*pi,0.0*pi,1.174653173342446*pi) q[14];\ncx q[0],q[8];\ncx q[1],q[2];\nu3(0.559186818409112*pi,-0.127352452718408*pi,4.0794443074126*pi) q[3];\ncx q[5],q[14];\nu3(1.0*pi,0.0*pi,4.0*pi) q[6];\nu3(3.5*pi,3.39177588518944*pi,0.5*pi) q[7];\ncx q[9],q[11];\ncx q[10],q[13];\nu3(1.0*pi,0.0*pi,1.381968214494203*pi) q[12];\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,0.6714323339287109*pi) q[2];\nu3(0.126121808958471*pi,1.10016389768821*pi,4.21979692469438*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.777233408126514*pi,2.84023546610035*pi,3.16627757847141*pi) q[6];\ncx q[7],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,3.41899025992376*pi,0.5*pi) q[9];\nu3(3.5*pi,3.44202726110632*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.251687406703921*pi) q[11];\nu3(1.0*pi,0.0*pi,1.224298521612696*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.602454399120949*pi) q[14];\nu3(0.161540095209168*pi,-0.393604257400581*pi,0.976711143006981*pi) q[0];\ncx q[1],q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[5],q[14];\nu3(0.527967584558283*pi,0.27830518942039995*pi,3.7061198575562*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.233840740934403*pi,3.40672135110331*pi,0.5346687332738163*pi) q[8];\ncx q[9],q[11];\ncx q[10],q[13];\nu3(0.0*pi,-0.5*pi,0.5887022422209203*pi) q[12];\nu3(0.684484924576813*pi,2.67393565391238*pi,3.62207016726835*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(3.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[12];\nu3(0.362426473426436*pi,2.92304912518798*pi,1.57142281309604*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,4.45779645128073*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.599823025175396*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];\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(0.408262567332324*pi,-0.26512371367341403*pi,0.5510502121453484*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[11];\ncx q[10],q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.280415627279228*pi,3.34613698381822*pi,1.433079158629305*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.663442953692486*pi,3.34946083285718*pi,2.979494642382*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\ncx q[4],q[6];\nu3(0.412586495515504*pi,-0.147635286491488*pi,0.8686900662894921*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[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(0.274216172624326*pi,3.07328307389356*pi,2.03366364641155*pi) q[14];\nu3(0.294653241679782*pi,0.49876061318239495*pi,4.284689206391199*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.37588320093244*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,1.2298258686465608*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(0.531110619033644*pi,2.60692233851623*pi,3.91366729295487*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(0.154347051673436*pi,2.74897836279037*pi,1.382577436223777*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[1];\nu3(0.674175697039484*pi,0.53809206460479*pi,0.842834964920504*pi) q[2];\ncx q[4],q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.656474715284358*pi,-0.288727056585747*pi,0.850025859776764*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(0.678323936611378*pi,0.5735226830209601*pi,0.884733652831847*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.378739595591564*pi,0.77979088199911*pi,4.28138678117589*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.44651023740815*pi) q[6];\nu3(0.440675350439376*pi,2.65255587892214*pi,3.73912628450249*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(1.0*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,3.47241855500047*pi,0.5*pi) q[0];\ncx q[1],q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[4],q[6];\nu3(1.0*pi,0.0*pi,1.3247334201448702*pi) q[5];\nu3(0.759546713922982*pi,-0.18878238977073902*pi,3.96681570786662*pi) q[7];\nu3(0.71853190067943*pi,0.71688151192483*pi,1.0775560883285231*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,1.0*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[5];\nu3(3.5*pi,3.41076009306234*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,1.208329620007628*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(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.550700927544946*pi,-0.4277491556541497*pi,1.004130850694548*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.841013397962729*pi,2.3567759477955*pi,3.8014108310949*pi) q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[3];\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,0.656188291480408*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[9];\nu3(0.790540367221231*pi,3.34542884622376*pi,2.91549154248336*pi) q[11];\nu3(0.285698593532178*pi,0.25045137346635404*pi,0.5798329110782225*pi) q[12];\ncx q[0],q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[8];\nu3(0.0*pi,-0.5*pi,0.656425408667895*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];\ncx q[7],q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.0619007583069481*pi,-0.21249501573278*pi,3.93832908389629*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[0];\ncx q[1],q[3];\nu3(3.5*pi,3.32277255375386*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(3.5*pi,3.45503052362216*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.156261398846731*pi) q[8];\ncx q[9],q[13];\nu3(1.0*pi,0.0*pi,1.329256995579928*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(0.596772633807073*pi,3.40277065143107*pi,3.23300570571385*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[8];\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(0.236636381318295*pi,-0.310799574472029*pi,0.5836651043002308*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[10];\nu3(3.5*pi,3.36522395189774*pi,0.5*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(1.0*pi,0.0*pi,1.3213874752669201*pi) q[13];\nu3(0.486242142514479*pi,-0.071837384720571*pi,4.43223311399423*pi) q[0];\nu3(0.476091449942804*pi,2.69883059880398*pi,1.432102383387712*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.466357297170268*pi,-0.22313126986258702*pi,4.29450870746778*pi) q[3];\nu3(0.579875690875499*pi,2.81746099032629*pi,3.39331611314828*pi) q[4];\nu3(0.76296865855164*pi,3.42279314950577*pi,4.49016569695974*pi) q[5];\nu3(0.124055356941458*pi,2.556036496501*pi,1.50383477967215*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5348667051337492*pi) q[8];\ncx q[9],q[13];\nu3(0.0*pi,-0.5*pi,4.41826845255234*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[0];\nu3(0.462594461472235*pi,-0.4383113236975099*pi,0.5541007438915847*pi) q[1];\ncx q[2],q[8];\nu3(0.499481549470166*pi,0.369401020306545*pi,4.22683628077993*pi) q[3];\nu3(0.569970359331331*pi,3.48671711305442*pi,3.11790299005564*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.81584649807943*pi,-0.274430077545134*pi,4.0820176159751895*pi) q[6];\ncx q[7],q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\ncx q[12],q[14];\nu3(0.0*pi,-0.5*pi,4.372070942425291*pi) q[13];\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(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.5*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(1.0*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(3.5*pi,3.49778076270572*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.1792678361254771*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.300271241223989*pi,0.10214106639408604*pi,1.152980262806453*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];\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[12],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.709792947063539*pi,3.13236560038889*pi,0.5359535399380914*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[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[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.627577120604079*pi) q[14];\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[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.259412205676394*pi,3.29528252270746*pi,4.263412590168381*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[12],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\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[7];\nu3(0.517427941051104*pi,0.5135855327331*pi,0.7979006080576461*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(1.0*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[2];\nu3(3.5*pi,3.40282390998429*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.338528031638202*pi) q[3];\nu3(0.255126252904726*pi,3.15420206724777*pi,1.804069955897*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(0.672434660056288*pi,-0.297361975739595*pi,3.40540088240778*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(3.5*pi,3.49925594044199*pi,0.5*pi) q[0];\ncx q[1],q[3];\nu3(1.0*pi,0.0*pi,1.290275941431817*pi) q[2];\nu3(0.470805569101823*pi,3.34799021250177*pi,0.996703341440945*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.86391475811526*pi,0.23534515297160397*pi,4.01128976269882*pi) q[9];\nu3(0.876069869400686*pi,3.35787747284731*pi,4.4982185463194195*pi) q[10];\nu3(0.226620241234862*pi,-0.44105147282947*pi,1.6547171797319*pi) q[12];\nu3(0.659422225667004*pi,0.57156958191663*pi,0.944919361926296*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,4.47980239707303*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.540012751197856*pi,3.2070756234378*pi,4.35913910503724*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.679336097604415*pi,0.257462523114369*pi,4.2166762620864695*pi) q[12];\nu3(0.178728453925587*pi,3.12829199441375*pi,1.53897368258089*pi) q[13];\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[3];\nu3(0.0*pi,-0.5*pi,4.31499939359823*pi) q[2];\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(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.442936387997494*pi,0.84402179932176*pi,3.95945631820688*pi) q[14];\ncx q[0],q[2];\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[5],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];\ncx q[11],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.264796836135418*pi,0.49452538128214596*pi,4.29223905177479*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];\ncx q[4],q[12];\nu3(3.5*pi,3.42499262673156*pi,0.5*pi) q[5];\ncx q[6],q[9];\nu3(1.0*pi,0.0*pi,1.285321202958214*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(3.5*pi,3.30452890369813*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.193151186404751*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(0.0*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,3.39884536885094*pi,0.5*pi) q[4];\ncx q[5],q[7];\nu3(3.5*pi,3.39859461639386*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.17790450022739*pi) q[9];\ncx q[11],q[13];\nu3(1.0*pi,0.0*pi,1.180008113744474*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[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[3];\ncx q[4],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[6],q[9];\nu3(0.0*pi,-0.5*pi,0.5228566051546656*pi) q[7];\ncx q[10],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.431464430773881*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.635114403378884*pi,0.218275935950076*pi,3.83659354403861*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[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.406184399468939*pi) q[9];\nu3(3.5*pi,3.44342842400359*pi,0.5*pi) q[10];\ncx q[11],q[13];\nu3(0.0*pi,-0.5*pi,0.5686194837972907*pi) q[12];\nu3(1.0*pi,0.0*pi,1.273346946784045*pi) q[14];\nmeasure q[1] -> c[1];\nu3(0.5*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];\ncx q[4],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[10],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[13];\nu3(0.815530411264349*pi,3.21084991865198*pi,3.29268161047538*pi) q[0];\nu3(0.787477528326338*pi,2.4887561078176*pi,3.94562710622879*pi) q[2];\nu3(0.275975071834159*pi,-0.346586826330457*pi,3.95670058423773*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.819621253618082*pi,-0.4859240771636074*pi,3.89434853010282*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.460794732614183*pi,0.94719800941011*pi,4.10756947984546*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,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,4.38622198879756*pi) q[14];\nu3(0.258819375045099*pi,1.00370432523982*pi,4.41112877662089*pi) q[0];\nu3(0.289739859480601*pi,2.43575902550928*pi,1.223331112812443*pi) q[2];\nu3(0.761601459689222*pi,0.04655923337746204*pi,1.2071954761402561*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.419348370591245*pi,2.78255743692928*pi,1.235454415415528*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.461176849477792*pi,2.81338836808508*pi,1.061328799192965*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[10],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,1.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\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(0.801220792689529*pi,3.19607860129109*pi,0.5838554012268692*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(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(1.5*pi,0.0*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[3];\nu3(0.28774060038457*pi,3.20290442663185*pi,2.12331178282443*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(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.659875941031878*pi,0.28730231443715404*pi,1.478878320469369*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];\ncx q[0],q[8];\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(0.5*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(0.728780068779757*pi,0.430918899954684*pi,1.090714770588891*pi) q[11];\nu3(0.588868829706116*pi,0.10000808189433297*pi,4.08077308872024*pi) q[12];\nu3(0.445047002546584*pi,0.45973476739476304*pi,3.48711108520438*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,3.42966939883597*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.551956508316027*pi,0.6108961860497999*pi,4.36641337615961*pi) q[6];\nu3(1.0*pi,0.0*pi,1.2496455345289061*pi) q[8];\nu3(0.588453114781922*pi,0.303790980377861*pi,1.067444799876051*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(0.421993580940572*pi,-0.261997041169113*pi,1.408084794285348*pi) q[12];\nu3(0.752510945115618*pi,3.22392755163991*pi,4.19401953645229*pi) q[13];\nu3(1.0*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[4];\nu3(0.577117272184827*pi,2.45194299046103*pi,3.70577135410659*pi) q[6];\nu3(0.595341970329636*pi,-0.15519249363713*pi,1.255637778830176*pi) q[9];\nu3(0.849183125271713*pi,3.44391969315525*pi,0.637717274976872*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,4.0*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(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.3903786698217*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.376259737154127*pi,-0.08418648952621*pi,3.62066978910769*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(3.5*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(0.0*pi,-0.5*pi,1.5*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(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.205263070640241*pi,0.8755151303531301*pi,4.15392414716774*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[3],q[13];\ncx q[5],q[9];\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[10];\ncx q[11],q[12];\nu3(0.502091296517048*pi,0.9495669806603799*pi,0.5345509384078801*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[2],q[10];\nu3(3.5*pi,3.45987953878116*pi,0.5*pi) q[3];\nu3(3.5*pi,3.46912861559933*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[8];\nu3(1.0*pi,0.0*pi,1.1494187598016241*pi) q[9];\nu3(3.5*pi,3.49549988711705*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.317895091265612*pi) q[12];\nu3(1.0*pi,0.0*pi,1.430839317100639*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[0];\nu3(3.5*pi,3.43424882351309*pi,0.5*pi) q[2];\ncx q[3],q[13];\ncx q[5],q[9];\ncx q[6],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.159907825594471*pi) q[10];\ncx q[11],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[0];\ncx q[2],q[10];\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,3.41750203414076*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.246387746416766*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.626175710310432*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.41182706757631*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5540642135907325*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[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[13];\ncx q[4],q[14];\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,4.42225019313514*pi) q[10];\ncx q[11],q[12];\nu3(0.928686200168584*pi,3.1724961919886*pi,2.82967365785276*pi) q[0];\ncx q[2],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,3.49221673180793*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,0.5213211237109014*pi) q[7];\nu3(0.586705216449905*pi,3.46923819457694*pi,2.97859463950256*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,1.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.447614889158682*pi) q[14];\nmeasure q[0] -> c[0];\nmeasure q[8] -> c[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];\ncx q[4],q[14];\nu3(0.299164556166336*pi,3.06248942297947*pi,1.86716905238946*pi) q[5];\ncx q[6],q[7];\nu3(0.530148896157622*pi,0.48622506991301595*pi,4.40728922676217*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];\nmeasure q[5] -> c[5];\nmeasure q[9] -> c[9];\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(0.5*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(0.0*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,1.0*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5114405205813858*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.464793644436651*pi,3.41315220255936*pi,1.401224568785934*pi) q[3];\ncx q[4],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(0.0*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(0.460074304445961*pi,3.2313938559397*pi,4.2504476734174705*pi) q[13];\nmeasure q[3] -> c[3];\nmeasure q[13] -> c[13];\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(0.221521134882647*pi,-0.366018872668217*pi,0.862820451495047*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(0.749817998612716*pi,3.25307726751495*pi,3.57712615109386*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];\nmeasure q[6] -> c[6];\nmeasure q[11] -> c[11];\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(0.5*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[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.331669945217749*pi,0.32356575489372696*pi,4.44014098347146*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[4];\nu3(0.551181350697748*pi,-0.4183541469657862*pi,4.3487229047862*pi) q[7];\nu3(0.816438978384973*pi,2.68491152997095*pi,3.70574967316056*pi) q[10];\nu3(0.76224772343709*pi,0.298494845481863*pi,0.5518559059176661*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[14];\nmeasure q[2] -> c[2];\nmeasure q[7] -> c[7];\nmeasure q[10] -> c[10];\nmeasure q[12] -> c[12];\nu3(0.706741930580463*pi,-0.190569074085021*pi,1.1998447075991772*pi) q[4];\nu3(0.0921107546654299*pi,0.027915761551965956*pi,4.25429121754293*pi) q[14];\nmeasure q[4] -> c[4];\nmeasure q[14] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(0.369499197953821*pi,-0.127971086229209*pi,4.165829525740699*pi) q[0];\nu3(0.150697232444623*pi,-0.21844166352453498*pi,1.50192706839935*pi) q[1];\nu3(0.702505004089273*pi,-0.30357989115322404*pi,3.38203193010622*pi) q[2];\nu3(0.771711757538746*pi,2.6639830174651*pi,3.68132171348827*pi) q[3];\nu3(0.224684564045127*pi,2.99522559903626*pi,1.430385879815286*pi) q[4];\nu3(0.0318626929885209*pi,3.23658921892718*pi,0.5072147473880567*pi) q[5];\nu3(0.568782263725733*pi,3.2122062454772*pi,3.058219143123*pi) q[6];\nu3(0.844628005970178*pi,0.12181245562393905*pi,4.13469081416336*pi) q[7];\nu3(0.0571661399244814*pi,-0.186565688134891*pi,0.7945575482585401*pi) q[8];\nu3(0.163163285569524*pi,2.46492621739945*pi,1.0843080875915319*pi) q[9];\nu3(0.385039887461334*pi,3.19330536463245*pi,0.5606708280488997*pi) q[10];\nu3(0.374708681801385*pi,3.02342131627458*pi,1.7969636200468*pi) q[11];\nu3(0.371801664894183*pi,3.11275687196801*pi,1.8562439617542*pi) q[12];\nu3(0.287257399759721*pi,2.60703561156145*pi,1.2950468828465271*pi) q[13];\nu3(0.550160662776102*pi,2.49616122373445*pi,3.87468740311464*pi) q[14];\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(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(3.5*pi,-0.5*pi,0.5*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(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(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*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(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[14];\ncx q[0],q[1];\ncx q[2],q[14];\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[12];\ncx q[8],q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,3.44474269758287*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,1.342915438395889*pi) q[1];\nu3(3.5*pi,3.3807402123225*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(3.5*pi,3.42494315100969*pi,0.5*pi) q[5];\nu3(3.5*pi,3.4539631506678*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,1.357697772902311*pi) q[12];\nu3(1.0*pi,0.0*pi,1.3330174114084778*pi) q[13];\nu3(1.0*pi,0.0*pi,1.323544796046336*pi) q[14];\ncx q[0],q[1];\ncx q[2],q[14];\ncx q[3],q[6];\ncx q[4],q[7];\ncx q[5],q[12];\ncx q[8],q[13];\ncx q[9],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.22906157169318*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(3.5*pi,3.3805393784352*pi,0.5*pi) q[3];\nu3(3.5*pi,3.41425670174562*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,1.312775452156363*pi) q[6];\nu3(1.0*pi,0.0*pi,1.299611281353106*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(3.5*pi,3.42452839654006*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.139061080582324*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.689039430063467*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.47901959876089*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.44918007684782*pi) q[14];\ncx q[0],q[1];\ncx q[2],q[14];\ncx q[3],q[6];\ncx q[4],q[7];\ncx q[5],q[12];\ncx q[8],q[13];\ncx q[9],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(0.0*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(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.41166138163583*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.4384458649833*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,0.5299451909122599*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[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];\ncx q[4],q[7];\nu3(0.756585364970837*pi,-0.486783460029527*pi,0.903781183666847*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[9],q[11];\nu3(0.217141948602174*pi,0.4575111775606*pi,0.814937470687353*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[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(0.0966575075796724*pi,2.88297115266332*pi,1.83554782949525*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(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.203183062362359*pi,-0.275028411186458*pi,0.9083209412147439*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(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(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(0.5*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(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(0.5*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(1.5*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,-0.5*pi,0.5*pi) q[8];\nu3(0.46102661432324*pi,0.27802886419294304*pi,4.37898553639572*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(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.506419469914433*pi,2.88604141740228*pi,1.3097089404396969*pi) q[0];\nu3(0.86137363355197*pi,-0.11548810728053799*pi,3.90465083892136*pi) q[1];\nu3(0.185913161260592*pi,-0.21156325870307502*pi,4.332643945351251*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[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.497414805101378*pi,-0.08010754410356602*pi,3.85001280712099*pi) q[8];\nu3(0.511660452491605*pi,1.01016858817676*pi,0.714633774701535*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.438962228202252*pi,2.56345156993292*pi,1.5157237528*pi) q[13];\nu3(0.571093893211082*pi,-0.055011774710019*pi,0.79229594670311*pi) q[14];\nu3(0.720917095962095*pi,0.484021192036283*pi,1.444376146603512*pi) q[0];\nu3(0.799505187494858*pi,0.397989824526811*pi,4.25595150158384*pi) q[1];\nu3(0.456196306089561*pi,-0.258793885052993*pi,1.088393470188938*pi) q[2];\nu3(1.0*pi,0.0*pi,4.0*pi) q[3];\nu3(0.380721655862972*pi,-0.272699634329008*pi,1.2420175505511009*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(0.393459219439361*pi,-0.320035081289279*pi,0.889107679962461*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.571278885223501*pi,0.270805144603009*pi,4.062575812249079*pi) q[11];\nu3(0.297964297613778*pi,0.367693921140246*pi,4.35199475510323*pi) q[13];\nu3(0.245928037894328*pi,0.406690630291898*pi,3.67855015055165*pi) q[14];\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(0.665281401361396*pi,0.36693081950681605*pi,4.05380034420907*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,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.179185610126577*pi,-0.256008019323826*pi,4.047852269358231*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(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(0.462853301084944*pi,0.242253477846346*pi,1.178421069830879*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[6];\nu3(0.776060343262985*pi,-0.19759642427039098*pi,1.00729240049121*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[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,-0.5*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(0.726599178753783*pi,0.74136809031962*pi,4.42659446549176*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(0.410474130423486*pi,0.7870399959737799*pi,4.12420368225043*pi) q[7];\ncx q[8],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[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(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.337008593843723*pi,-0.09004621359319798*pi,3.99413813109337*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,3.46140404006411*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.3017048127511979*pi) q[9];\ncx q[0],q[12];\ncx q[1],q[10];\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(0.18807581281226*pi,0.20542356524289995*pi,1.144749263878496*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[9];\nu3(3.5*pi,3.44530176006585*pi,0.5*pi) q[0];\nu3(3.5*pi,3.36600576601697*pi,0.5*pi) q[1];\ncx q[2],q[7];\ncx q[3],q[11];\ncx q[4],q[14];\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,0.5485968935843124*pi) q[9];\nu3(1.0*pi,0.0*pi,1.222021392457503*pi) q[10];\nu3(1.0*pi,0.0*pi,1.293141573606837*pi) q[12];\ncx q[0],q[12];\ncx q[1],q[10];\nu3(3.5*pi,3.38176319984771*pi,0.5*pi) q[2];\nu3(3.5*pi,3.37830794611229*pi,0.5*pi) q[3];\nu3(3.5*pi,3.39244927369911*pi,0.5*pi) q[4];\ncx q[5],q[6];\nu3(1.0*pi,0.0*pi,1.183401609902228*pi) q[7];\ncx q[8],q[9];\nu3(1.0*pi,0.0*pi,1.322998229319017*pi) q[11];\nu3(1.0*pi,0.0*pi,1.3122965221268759*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];\ncx q[2],q[7];\ncx q[3],q[11];\ncx q[4],q[14];\nu3(3.5*pi,3.3500897690534*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.243557789128696*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(0.0*pi,-0.5*pi,0.652973187288888*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.343547782880091*pi) q[12];\ncx q[0],q[12];\ncx q[1],q[10];\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];\ncx q[5],q[6];\nu3(0.0*pi,-0.5*pi,0.5125929427425953*pi) q[7];\nu3(0.546850000858145*pi,3.4521295820284*pi,3.44291313468708*pi) q[8];\nu3(0.648625684004369*pi,0.24612775927073005*pi,1.274779528678103*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.630709209258741*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5358009245082287*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[7];\ncx q[3],q[11];\ncx q[4],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.36571797493378*pi) q[6];\nu3(0.478103447390574*pi,-0.079260410407751*pi,1.498707672023372*pi) q[8];\nu3(0.528708753513251*pi,-0.16214236557412598*pi,3.54092867234201*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[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];\ncx q[5],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(0.0*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[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.968633596890689*pi,-0.204970876587793*pi,3.83949177122117*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.694195827517912*pi,3.13975333261017*pi,2.9893550813956*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(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.346854380601618*pi,-0.237815629101421*pi,0.5634298737188412*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[0];\nu3(0.85590570711151*pi,-0.410141077363872*pi,4.036405389121461*pi) q[1];\nu3(0.309695625137472*pi,0.7263892591017*pi,3.85557318585075*pi) q[2];\nu3(0.570025171403266*pi,0.448837133393855*pi,4.09594335771268*pi) q[3];\nu3(0.495594688664295*pi,-0.14519938358804801*pi,4.14058243112164*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[10];\nu3(0.439882974939333*pi,-0.19635100614275203*pi,0.921205279925046*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(1.0*pi,0.0*pi,4.0*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.413946002184002*pi,2.41198837371965*pi,1.138375320516311*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.350759537860751*pi,3.37728241939105*pi,0.894729298234774*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(0.282982315274045*pi,-0.228530414255931*pi,0.73012763824341*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[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(0.0*pi,-0.5*pi,4.0*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(1.0*pi,0.0*pi,4.0*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.727241737877328*pi,0.76108777888203*pi,0.989672581443878*pi) q[7];\nu3(0.218570319344548*pi,2.49217438295787*pi,1.482305320666733*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(0.45287314118979*pi,3.4248452559806*pi,0.702215321152343*pi) q[14];\nu3(0.599971532082805*pi,2.88017901977486*pi,3.37121888515744*pi) q[0];\ncx q[1],q[8];\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(0.563379381813714*pi,-0.09054011737859602*pi,3.60256066172831*pi) q[5];\nu3(1.0*pi,0.0*pi,4.0*pi) q[6];\nu3(0.428205980763603*pi,2.87499763898781*pi,0.773361536865274*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[12];\nu3(0.790630539517091*pi,3.43183072163485*pi,3.90453145472598*pi) q[14];\nu3(0.215102330277008*pi,3.04430171872479*pi,1.78334839225339*pi) q[0];\nu3(3.5*pi,3.33677353354132*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[4];\nu3(0.392278030013078*pi,0.28838612320259305*pi,0.999319514716157*pi) q[5];\nu3(0.74347097507599*pi,3.4229492240882*pi,4.377430239952529*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.162668931264856*pi) q[8];\ncx q[9],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(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],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[5];\nu3(0.243325854371097*pi,0.85429645866845*pi,4.1736916030341*pi) q[6];\nu3(3.5*pi,3.31216885123414*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.2702569310716512*pi) q[10];\nu3(0.698504190332662*pi,-0.27515013258613397*pi,3.25523252604825*pi) q[12];\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[4],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.44846942796217*pi) q[8];\ncx q[9],q[10];\nu3(0.414421975131329*pi,-0.320346706124657*pi,1.129482134489184*pi) q[12];\ncx q[0],q[7];\ncx q[1],q[8];\ncx q[3],q[5];\nu3(3.5*pi,3.37774327468984*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[9];\nu3(0.0*pi,-0.5*pi,4.40693852253653*pi) q[10];\nu3(1.0*pi,0.0*pi,1.144201444331085*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(3.5*pi,3.34259282913966*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,3.48768749271431*pi,0.5*pi) q[3];\ncx q[4],q[11];\nu3(1.0*pi,0.0*pi,1.358343527911852*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.155392896995779*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[9],q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\ncx q[0],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[6];\ncx q[3],q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\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,0.503225606587328*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\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,3.44283031933738*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[11];\nu3(0.0*pi,-0.5*pi,0.5986669921700698*pi) q[5];\nu3(1.0*pi,0.0*pi,1.379104659038791*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.48848653400682*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[12],q[14];\ncx q[0],q[7];\nu3(1.0*pi,0.0*pi,4.0*pi) q[1];\ncx q[2],q[6];\ncx q[3],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\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(3.5*pi,3.29562821145931*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.198759624711595*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.689291856051586*pi,3.01959504935814*pi,3.83547938639642*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(0.5*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,4.26635639058852*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(1.0*pi,0.0*pi,4.0*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*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[0];\nu3(0.670430391894294*pi,-0.49101876287467505*pi,3.0346386414761*pi) q[1];\ncx q[2],q[6];\nu3(0.561088597536946*pi,2.50428478894529*pi,3.7897426929114*pi) q[3];\nu3(0.740175888375144*pi,0.7054162117603899*pi,0.74912577493371*pi) q[4];\nu3(0.878569009692423*pi,0.08466139757533897*pi,1.57246564960901*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.438884616863164*pi,0.10631488386246302*pi,0.7400841551134341*pi) q[8];\nu3(0.779600975988366*pi,0.25481337540577*pi,4.3020776717846605*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,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.46320330142189*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(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.724839673497632*pi,0.6247198769643301*pi,4.28057363084175*pi) q[3];\nu3(0.485056204415372*pi,3.20715826239206*pi,3.33231349117759*pi) q[4];\nu3(0.722650212139835*pi,3.35816561139929*pi,3.97406715914536*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(0.280238061195903*pi,3.24722658308609*pi,0.8689240919506129*pi) q[8];\nu3(0.680638765941865*pi,-0.09698195228509898*pi,4.21685924522836*pi) q[9];\nu3(0.421064600558029*pi,-0.27819033334714*pi,0.711692159025798*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,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(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(0.0*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,4.0*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.363777402498397*pi,0.07651650523922804*pi,3.65649362280465*pi) q[10];\nu3(0.322451720123038*pi,-0.251681225780916*pi,1.0038620915603471*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(0.65619309629809*pi,3.23068891141192*pi,4.32443059116151*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(0.5*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,4.0*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[10];\nu3(0.559131259323416*pi,3.47622581273891*pi,3.91085922063618*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(0.123506184686819*pi,0.1312476927802*pi,3.53946455970073*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[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,4.0*pi) q[6];\nu3(0.1804918883778*pi,2.88930803819889*pi,0.831685541279447*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(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(0.0*pi,-0.5*pi,4.0*pi) q[0];\ncx q[1],q[5];\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[6];\nu3(0.466051097226823*pi,3.33132628784328*pi,3.35682079970296*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(0.654862150054478*pi,3.18236949025782*pi,3.07011569868383*pi) q[12];\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(3.5*pi,3.38410740398567*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[4];\nu3(1.0*pi,0.0*pi,1.2471349682728912*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(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.642192501413272*pi,-0.4536346262559636*pi,4.09431705689428*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];\ncx q[1],q[5];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[2];\nu3(3.5*pi,3.44797053800208*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.087099936193441*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[10],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.467943603359803*pi,0.045069523439445036*pi,4.274744934242269*pi) q[14];\ncx q[0],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.250571554077927*pi,-0.272473822710366*pi,0.6304115615432511*pi) q[2];\ncx q[3],q[4];\nu3(0.0*pi,-0.5*pi,4.40444532528654*pi) q[5];\nu3(0.217710008589574*pi,3.40848254349044*pi,4.18158236106424*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,3.47751280859098*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,1.1976184080292591*pi) q[13];\nu3(0.295744884459921*pi,-0.21536321689232002*pi,1.68603084431574*pi) q[14];\nu3(3.5*pi,3.42279204431168*pi,0.5*pi) q[0];\ncx q[1],q[5];\nu3(0.677110014114253*pi,3.22433390753925*pi,0.516749193207119*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.4228191475132395*pi) q[4];\nu3(0.756608278994592*pi,0.436275069318805*pi,4.17928975171332*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.37044808848942*pi) q[8];\ncx q[10],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\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[2];\ncx q[3],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,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.45824070212661*pi) q[13];\nu3(0.5*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(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(1.5*pi,0.0*pi,1.5*pi) q[6];\ncx q[7],q[14];\nu3(0.0*pi,-0.5*pi,4.4988639887047*pi) q[8];\ncx q[10],q[13];\ncx q[0],q[8];\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(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[11];\nu3(3.5*pi,3.43161132563635*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,1.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.294492337965358*pi) q[14];\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,3.3367855136703*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[5];\nu3(3.5*pi,3.40869860216475*pi,0.5*pi) q[6];\ncx q[7],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.231822451961051*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.350070293037061*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(0.782786809016951*pi,3.17007664389715*pi,0.651865673415742*pi) q[1];\ncx q[2],q[9];\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[5];\ncx q[6],q[11];\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[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.43955558522101*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0929409721809626*pi,-0.29638165333855404*pi,0.5706219003045294*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.494130523228846*pi,2.94955892794905*pi,1.3770013443319131*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,0.0*pi,0.5*pi) q[6];\ncx q[7],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.43069059031437*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5848903579467737*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[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[9];\nu3(0.818259069715715*pi,0.21950940425201004*pi,0.873901407003595*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.525892659634508*pi,3.09649085489081*pi,4.22623783233153*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(0.462281737585183*pi,-0.262919990628461*pi,3.88677651434663*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(1.0*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(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.753387008282503*pi,3.40763959156075*pi,3.47855034873152*pi) q[4];\nu3(0.702272777471032*pi,0.382817161880328*pi,0.799947611298647*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(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.249257533643853*pi,3.12250795078598*pi,1.409864428339107*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[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(0.549916468682615*pi,0.349909854080917*pi,1.468990395124349*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.761244824542698*pi,0.37169581451753697*pi,4.42069794349319*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(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.744282541024566*pi,0.468993896660023*pi,1.077532405269886*pi) q[11];\nu3(0.481856481529004*pi,0.17596935659149304*pi,1.330352514568879*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(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[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.190410968394196*pi,3.35232912563638*pi,0.719794712333415*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*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[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.601287045647557*pi,3.17367423370073*pi,2.99636857016891*pi) q[11];\nu3(0.711220740778835*pi,0.66522677806895*pi,0.5906389287823819*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.50379716768258*pi,0.5456046984388401*pi,0.646371759577374*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[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(0.639891414728768*pi,-0.4056936171054643*pi,3.74187218394072*pi) q[7];\nu3(0.430528481126713*pi,0.32452374336953205*pi,3.9065774135847*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(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.405988198050901*pi,3.27904955726874*pi,1.87985763603904*pi) q[0];\nu3(0.715663855427006*pi,3.0498079978956*pi,3.86969356451163*pi) q[2];\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(0.443745057478791*pi,0.6784914958508399*pi,4.12492982219855*pi) q[7];\nu3(0.649556418137982*pi,2.77417632161714*pi,4.16777606304942*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(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];\nu3(0.84555168992755*pi,0.95309192360916*pi,0.7761760643565421*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\ncx q[5],q[10];\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(0.406333380589671*pi,2.78085608629733*pi,1.156046540313785*pi) q[9];\nu3(0.570918908164016*pi,2.99727683600364*pi,3.38743572529118*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[4],q[6];\nu3(3.5*pi,3.45483678017045*pi,0.5*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(0.0892405725285692*pi,0.026087114711225046*pi,4.38733167430288*pi) q[9];\nu3(1.0*pi,0.0*pi,1.266607307226187*pi) q[10];\nu3(0.410957294047681*pi,0.55169997212976*pi,4.3084783169421*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.44682369382613*pi,0.5*pi) q[4];\ncx q[5],q[10];\nu3(1.0*pi,0.0*pi,1.321622216270981*pi) q[6];\ncx q[7],q[12];\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(3.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[2];\ncx q[4],q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(3.5*pi,3.42672738676664*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(0.0*pi,-0.5*pi,0.5127901028981534*pi) q[10];\nu3(1.0*pi,0.0*pi,1.359786123498667*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.47733625741405*pi,0.5*pi) q[0];\ncx q[1],q[14];\nu3(1.0*pi,0.0*pi,1.116059898035519*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[5],q[10];\nu3(0.0*pi,-0.5*pi,4.28085637566715*pi) q[6];\ncx q[7],q[12];\ncx q[8],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\ncx q[0],q[2];\nu3(3.5*pi,3.46477977609887*pi,0.5*pi) q[1];\ncx q[4],q[6];\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(3.5*pi,3.44397802230805*pi,0.5*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(1.0*pi,0.0*pi,1.3220410379837428*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.31944560442175*pi) q[12];\nu3(1.0*pi,0.0*pi,1.334572160171159*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[14];\nu3(0.0*pi,-0.5*pi,4.46044466829424*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];\ncx q[7],q[12];\ncx q[8],q[11];\ncx q[9],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\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[4];\nu3(0.273032946011556*pi,-0.317702449542032*pi,4.432151393073211*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(3.5*pi,3.39913838698563*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,4.4072051419633205*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.2466473179966449*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5183881987275423*pi) q[14];\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[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.77770202246289*pi,3.19604135056764*pi,3.68185162994408*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];\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[12];\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(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(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.783390400667295*pi,3.21794082692755*pi,2.87176392227186*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,4.42684067032215*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[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[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];\ncx q[9],q[13];\nu3(0.676814166027262*pi,2.64986144196142*pi,3.54012924550448*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[0];\nu3(0.326728196341382*pi,0.7160502447131001*pi,3.97840084080201*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(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[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,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(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.410107409281042*pi,3.10312154150068*pi,1.63505491938178*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.394038593685084*pi,2.9022954119515*pi,1.441561111225389*pi) q[4];\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(0.518643067423172*pi,-0.282303453050061*pi,0.666154503889784*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,-0.5*pi,0.5*pi) q[11];\nu3(0.440066267737917*pi,3.28441336548002*pi,4.42521237746077*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(0.797253882034154*pi,3.37348264621476*pi,0.850649764694009*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.530726992194573*pi,0.91615410738236*pi,0.849428675418421*pi) q[2];\nu3(0.461818847331284*pi,0.11116498391284801*pi,0.5019836286231097*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.353187201619151*pi,0.51661505756131*pi,4.3288663816650494*pi) q[7];\nu3(0.82101897022016*pi,3.14022705815558*pi,3.74749181527413*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(0.842337329687366*pi,0.020936164307135963*pi,4.10236135621735*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.185790903746341*pi,0.6352160567280201*pi,0.5946317259311249*pi) q[14];\nu3(0.551127118890799*pi,0.336514487225553*pi,0.855458031110595*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.46198014915371*pi,3.2629944245161*pi,1.52612320704379*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.31301132181574*pi,-0.37991444433187*pi,4.43815884115598*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.391170907211875*pi,2.46218074407665*pi,1.2958744541287301*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(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0923803694135259*pi,2.70598780079787*pi,0.849754648548029*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[3];\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(0.562889845712117*pi,-0.18857733701378598*pi,1.175977711459581*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(0.463509568151745*pi,3.02946454292759*pi,0.616631378974953*pi) q[9];\nu3(0.473281467245901*pi,-0.0008101554082189932*pi,4.29205422147552*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(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,3.45260871696626*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,1.266104703509473*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[12];\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(0.317696861966163*pi,0.05603076166521703*pi,4.2722768443243*pi) q[9];\nu3(0.827227760592023*pi,-0.4392811545059932*pi,3.31508144928004*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,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(3.5*pi,3.42276237481961*pi,0.5*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[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.287742615357536*pi) q[12];\nu3(0.251412274979899*pi,0.33556842989091296*pi,0.693418072134794*pi) q[13];\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,4.35788784661017*pi) q[3];\ncx q[4],q[14];\ncx q[5],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[11];\nu3(0.837875487716082*pi,2.62641795479343*pi,3.39104096103406*pi) q[13];\ncx q[0],q[10];\ncx q[1],q[3];\ncx q[2],q[11];\nu3(3.5*pi,3.43985925928772*pi,0.5*pi) 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,4.43699621736037*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.321121900829676*pi) q[14];\nu3(3.5*pi,3.40254183251509*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,3.45607563153481*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[14];\ncx q[5],q[12];\nu3(3.5*pi,3.39404936116665*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.3422483242696899*pi) q[9];\nu3(1.0*pi,0.0*pi,1.252640545299877*pi) q[10];\nu3(1.0*pi,0.0*pi,1.227627344375519*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[10];\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[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[9];\ncx q[8],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.722775593382917*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(0.5*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[14];\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,3.48956471263989*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5270133892373201*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.454335655770469*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.49650672537211*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.2329654748529721*pi) q[13];\ncx q[0],q[10];\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[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];\ncx q[6],q[9];\ncx q[8],q[13];\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(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(0.5*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[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,0.654104578746167*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(0.38289674537768*pi,3.156124918285*pi,1.83579657167957*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.36199081749254*pi,0.06429955402382403*pi,1.307550778041267*pi) q[3];\nu3(0.800558110678749*pi,2.865486426591*pi,3.58468505515589*pi) q[4];\nu3(0.562619120541216*pi,3.09432515756817*pi,3.09189110479868*pi) q[5];\nu3(0.770070064748246*pi,3.08141166502177*pi,4.33606370804121*pi) q[6];\ncx q[8],q[13];\nu3(0.0574600975155161*pi,-0.261288161016261*pi,1.239063658437082*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[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.537481772472424*pi,3.43528004171881*pi,3.26868799695692*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.230799532093143*pi,0.05535782005339396*pi,0.742019811749119*pi) q[3];\nu3(0.603913481789594*pi,-0.110885963747825*pi,0.9018734012710989*pi) q[4];\nu3(0.583851556457397*pi,0.210731646102005*pi,4.09799664143044*pi) q[5];\nu3(0.568541705904926*pi,3.40315797973521*pi,0.813556289053911*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.532063929325887*pi,2.97231391320803*pi,3.44443117270422*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(0.5*pi,-0.5*pi,0.5*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(0.0*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[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(0.653285825527099*pi,-0.14920932371010698*pi,0.697156856318097*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.0*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(0.640723951391139*pi,-0.293357383160633*pi,3.59938681672421*pi) q[12];\nu3(0.433834665822309*pi,0.18910585401597302*pi,3.97165899685932*pi) q[13];\nu3(0.57400458714826*pi,2.74156831980814*pi,3.36534030101989*pi) q[14];\nu3(0.48245192316141*pi,0.81211243215576*pi,0.533876294516042*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(0.5*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(0.715498436801449*pi,2.74853543598478*pi,4.2084750827172*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(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.553341477854574*pi,2.67016072995534*pi,3.77741468020918*pi) q[12];\nu3(0.422087454697101*pi,3.22620117514517*pi,1.3430866380925282*pi) q[13];\nu3(0.220444202188567*pi,2.75018747469515*pi,1.1182798434420471*pi) q[14];\nu3(0.155645537482528*pi,2.59551537826837*pi,1.340746276108723*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.138263210120661*pi,3.03753901679574*pi,0.5423087341208963*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[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(0.854139120093269*pi,2.68729932090283*pi,3.57682868200555*pi) q[11];\nu3(0.5*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[14];\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(0.754597604110733*pi,0.42527738796721604*pi,1.296868202871479*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[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.366946137347467*pi,3.23149556885573*pi,1.368326067987095*pi) q[10];\nu3(0.772048887931*pi,-0.036556431440532*pi,3.68062524546466*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,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[7];\ncx q[6],q[14];\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(0.462891073814063*pi,-0.394369425598115*pi,4.0756178726229795*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[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.38352079277205*pi,0.5*pi) q[3];\nu3(3.5*pi,3.42211879678745*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.284741650758546*pi) q[7];\ncx q[8],q[12];\ncx q[9],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.334182028558274*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[2];\ncx q[3],q[7];\ncx q[6],q[14];\nu3(3.5*pi,3.3484443592551*pi,0.5*pi) q[8];\nu3(3.5*pi,3.45406714169484*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,1.276081457069544*pi) q[12];\nu3(1.0*pi,0.0*pi,1.3836979915485141*pi) q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.29297691241632*pi) q[7];\ncx q[8],q[12];\ncx q[9],q[13];\nu3(0.0*pi,-0.5*pi,0.807440471344472*pi) q[14];\ncx q[0],q[5];\nu3(3.5*pi,3.47193205764601*pi,0.5*pi) q[1];\ncx q[2],q[4];\ncx q[3],q[7];\ncx q[6],q[14];\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(1.0*pi,0.0*pi,1.159484600288386*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.515507486501293*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5123046059319134*pi) q[13];\nu3(3.5*pi,3.42976842629821*pi,0.5*pi) q[0];\ncx q[1],q[10];\nu3(3.5*pi,3.37701828418453*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,1.177809696579253*pi) q[4];\nu3(1.0*pi,0.0*pi,1.376815797128262*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[12];\ncx q[9],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\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(0.0*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,0.5227361719585879*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(1.0*pi,0.0*pi,4.0*pi) q[14];\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(0.0*pi,-0.5*pi,4.48947027034251*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.17877380186218*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(0.687839594212099*pi,0.7415227133240201*pi,4.45982511496887*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[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(0.0*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[3];\nu3(0.293514228184038*pi,0.22067330404728802*pi,3.31982398592804*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.652619703246787*pi,-0.4813125460118689*pi,3.85799965185297*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(0.63273405675264*pi,0.24014912423704005*pi,0.664098049601202*pi) q[14];\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(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(0.37789672932571*pi,0.71781611550811*pi,3.74640864094477*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,1.0*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.676081740498091*pi,-0.264889994282838*pi,3.53549742334163*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.268623712589046*pi,0.5390400422045201*pi,0.5364685109853788*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.574243083447552*pi,-0.317548935573856*pi,4.42215634132719*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(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(0.709967333078603*pi,3.02764937377511*pi,4.09842589935899*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.494183281250782*pi,-0.4258006221543746*pi,3.95886324124565*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(0.596433675461353*pi,-0.49511528707232627*pi,0.916397497349857*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.256983018512747*pi,2.67423318115851*pi,1.145147841893086*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,0.0*pi,4.0*pi) q[7];\ncx q[8],q[11];\nu3(0.445974098986046*pi,-0.127395657914262*pi,1.453097424104544*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,1.0*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[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(0.783254403629419*pi,3.15447657978577*pi,3.47482191005319*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(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,3.27257192811419*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.765126253855555*pi,-0.237053906006161*pi,4.4004516500194395*pi) q[10];\nu3(1.0*pi,0.0*pi,1.117076168990345*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.637965155223828*pi,-0.304764355856723*pi,4.417444815425609*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(0.452897717804555*pi,-0.22951926945473*pi,0.5621559755306238*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(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.760550809791724*pi,-0.05996395664107801*pi,1.1604822796064629*pi) q[7];\ncx q[8],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.672465875160143*pi,-0.4780821884835585*pi,3.51877740936019*pi) q[10];\nu3(0.164867099908903*pi,3.15090850231492*pi,0.960081616996178*pi) q[13];\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(0.780880954036985*pi,-0.4772871582971172*pi,4.224463684296801*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];\ncx q[6],q[9];\nu3(0.775257435993043*pi,-0.15363405036078698*pi,4.34772540156617*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,4.4516401999816395*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.611090070235638*pi,0.8117623415247399*pi,4.48328972873829*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(0.881102746939537*pi,0.15846184028386*pi,3.78089738752564*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,3.48438061605597*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[11];\nu3(1.0*pi,0.0*pi,1.225777726573917*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(0.369026799974785*pi,2.85891925153938*pi,0.769617432360481*pi) q[0];\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(0.494081849692059*pi,3.43719556117403*pi,4.3603490760389505*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.0*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[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.157374004318291*pi,0.59540958739279*pi,0.5258333287534215*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(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.600415398970194*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[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(3.5*pi,3.36570526907854*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.753363875487052*pi,-0.36707127562154196*pi,0.9536607290598891*pi) q[5];\ncx q[6],q[9];\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,0.0*pi,1.222280910295804*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[0],q[12];\ncx q[2],q[4];\ncx q[3],q[10];\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[14];\nu3(1.0*pi,0.0*pi,4.0*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(3.5*pi,3.4909929926207*pi,0.5*pi) q[0];\nu3(3.5*pi,3.42533005530442*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,1.289882945958462*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,3.38837331919367*pi,0.5*pi) q[7];\nu3(0.5132840246116*pi,-0.07601631317924701*pi,1.1767940737537161*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.506733547538853*pi) q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[11];\nu3(1.0*pi,0.0*pi,1.3010252595670742*pi) q[12];\nu3(1.0*pi,0.0*pi,1.2765699849593322*pi) q[14];\ncx q[0],q[12];\ncx q[2],q[4];\ncx q[3],q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.237075683828544*pi,-0.15273111854912202*pi,3.79102465252891*pi) q[6];\ncx q[7],q[14];\nu3(0.273150323629199*pi,3.48832843816472*pi,1.99874178898701*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.613178474524495*pi,0.7558679144229601*pi,4.45503373328166*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[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,0.607753840367676*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.373967806506192*pi,-0.00298875488988698*pi,4.45095439135771*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(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.980173985257598*pi,0.05123110843985201*pi,1.201165719479149*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.31493434156363*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5992705539994625*pi) q[14];\ncx q[0],q[12];\ncx q[2],q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[5],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.149969002724186*pi,0.5323797949950799*pi,4.20372673146633*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[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.490936000762389*pi,2.8584037567349*pi,0.962145956920074*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,3.36888872459845*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(0.543305837690285*pi,-0.4962071239443799*pi,0.8824360872447801*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,1.17834222025933*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[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.353780234047978*pi,-0.02407297943011799*pi,1.0619146741152838*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[13];\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(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[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.405208872512181*pi,-0.372916264112656*pi,3.95479116247165*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,0.0*pi,0.5*pi) q[5];\nu3(0.297173575785089*pi,-0.379579592954753*pi,1.322573055481393*pi) q[7];\nu3(3.5*pi,3.41634202051629*pi,0.5*pi) q[8];\nu3(0.598997795115644*pi,0.59634076549079*pi,0.936150603622497*pi) q[10];\nu3(1.0*pi,0.0*pi,1.319319972575336*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.42330770145646*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(0.607712627510682*pi,3.38032387609552*pi,3.54878200986079*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];\ncx q[5],q[13];\nu3(0.648511245489225*pi,0.201926283122829*pi,0.5062673249420969*pi) q[7];\ncx q[8],q[11];\nu3(0.547996695631752*pi,0.25988434521091797*pi,1.05019004080907*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[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.498916784922317*pi,3.40376053236587*pi,0.738639279668905*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,0.0*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,0.5196404858800284*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(0.147047907385352*pi,3.40991861980696*pi,2.0069834672882303*pi) q[14];\nu3(0.322913452461674*pi,2.97367852069348*pi,1.086376743045372*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.914479447181222*pi,0.7597101248435001*pi,0.5270991074125986*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(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.75494724153204*pi,0.68787176582889*pi,1.196492557050456*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.345000342023494*pi,-0.360429834733894*pi,1.71109925082848*pi) q[14];\nu3(0.7647973065542*pi,0.32493492027219595*pi,4.46826645031528*pi) q[0];\ncx q[1],q[7];\ncx q[2],q[9];\nu3(3.5*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[10];\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(0.418890031359206*pi,-0.32417729446096*pi,4.4587320258791*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[0];\nu3(3.5*pi,3.4949961176067*pi,0.5*pi) q[1];\nu3(3.5*pi,3.23012540521658*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(3.5*pi,3.48242997375074*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.3329742520393522*pi) q[7];\nu3(0.512992008993395*pi,0.327730119038268*pi,0.799117656574214*pi) q[8];\nu3(1.0*pi,0.0*pi,1.212336455196529*pi) q[9];\nu3(1.0*pi,0.0*pi,1.105294033653087*pi) q[10];\nu3(0.448875195239396*pi,0.393252794920927*pi,0.5742806714375916*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(0.0*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(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.490963024812366*pi,2.66668535984603*pi,1.011567396380886*pi) q[5];\ncx q[6],q[10];\nu3(0.299044011774838*pi,0.243251608671206*pi,3.27535102546855*pi) q[8];\nu3(0.323336887748754*pi,3.25087205718064*pi,1.80160584564382*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[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,3.21664869100709*pi,0.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.482245507935844*pi,0.5859219110082601*pi,4.27808856782124*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.393548042114*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.618437404200499*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.41449873923201*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.146902726211241*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[0];\ncx q[1],q[7];\ncx q[2],q[9];\ncx q[3],q[12];\ncx q[4],q[14];\nu3(3.5*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[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.896183613523914*pi,-0.4952184295869129*pi,0.680509213796265*pi) 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[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(3.5*pi,3.43663036433435*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(1.0*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(0.0*pi,-0.5*pi,4.4682077436687795*pi) q[12];\nu3(0.460558391796971*pi,2.82194528835316*pi,1.487108506971747*pi) q[13];\nu3(1.0*pi,0.0*pi,1.222725033130259*pi) q[14];\ncx q[0],q[5];\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[3],q[12];\ncx q[4],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(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(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,3.39146559094864*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.660722053362074*pi,3.10145654833242*pi,3.55221957617864*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(1.0*pi,0.0*pi,1.142077207659338*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,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[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5448755958499287*pi) q[14];\ncx q[0],q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.639657021971121*pi,0.30649592933787595*pi,1.308444847264105*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[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.487390554077145*pi,0.337850439855668*pi,1.046326489467619*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[0];\nu3(0.500801547547239*pi,0.7981004156065401*pi,4.16836561609943*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,0.5699992715051554*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(0.401690519589895*pi,-0.30843213748251297*pi,3.89652815600917*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[14];\ncx q[0],q[5];\nu3(0.432955153440095*pi,0.12553434611689196*pi,1.314097256143745*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[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.267902428837597*pi,3.03809253916913*pi,0.8131862686666951*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(0.636239957784302*pi,3.23679737197295*pi,3.58298586839022*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(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.29029191099562*pi,0.39481101352064696*pi,0.913915925616186*pi) q[3];\nu3(0.701921571738608*pi,-0.35760178365048*pi,3.50166047516268*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.842871451006108*pi,2.9692104577905*pi,3.07448571025597*pi) q[6];\nu3(0.205100439656025*pi,0.037704950517533975*pi,0.97679889338202*pi) q[7];\nu3(0.263254041941034*pi,3.49304341045111*pi,4.3945838293774795*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[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(0.133592050596908*pi,-0.04906931604088299*pi,1.147012269131223*pi) q[3];\nu3(0.320407965181297*pi,0.0025165399021369605*pi,3.50834047177166*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(0.84248861384518*pi,2.63520481923181*pi,3.37648664472011*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.816371087578949*pi,-0.24612856887822998*pi,3.97329328275759*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.448142520859263*pi,1.03491735242485*pi,4.22894317107899*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[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,-0.5*pi,0.5*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[10];\nu3(0.50101773679816*pi,0.8351555192814499*pi,4.21168897359468*pi) q[12];\nu3(0.880374239122552*pi,0.82497358443965*pi,0.811926966341073*pi) q[14];\nu3(0.898121011479465*pi,2.85587536682132*pi,3.40864444079539*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(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];\ncx q[10],q[13];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[12];\nu3(0.528868859788331*pi,0.7515175387573301*pi,0.967797983822937*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[7];\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(0.594664239140198*pi,-0.361468409659418*pi,0.641850250288747*pi) q[5];\ncx q[6],q[9];\nu3(3.5*pi,3.43526400141235*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,1.263041693945377*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(3.5*pi,3.48184581822777*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];\nu3(0.342713602468664*pi,0.59937377528494*pi,4.47680323381427*pi) q[5];\nu3(3.5*pi,3.19454674740034*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.254757952710194*pi) q[7];\nu3(1.0*pi,0.0*pi,1.146459003765427*pi) q[9];\ncx q[10],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[2];\ncx q[1],q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[9];\ncx q[8],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5541103853111433*pi) q[13];\nu3(3.5*pi,3.46787467302149*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.182841091272381*pi) q[2];\ncx q[3],q[12];\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,0.5363238987576864*pi) q[7];\nu3(3.5*pi,3.44203842072514*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.49993354937069*pi) q[9];\ncx q[10],q[13];\nu3(1.0*pi,0.0*pi,1.349491701219439*pi) q[14];\ncx q[0],q[2];\ncx q[1],q[7];\nu3(3.5*pi,3.45395599338497*pi,0.5*pi) q[3];\ncx q[5],q[11];\ncx q[6],q[9];\ncx q[8],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.408050159530807*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,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,4.4910825195293*pi) q[2];\ncx q[3],q[12];\nu3(3.5*pi,3.47851682152313*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,1.5*pi) q[9];\nu3(0.207215858354327*pi,2.5483321229569*pi,1.110324969792925*pi) q[10];\nu3(1.0*pi,0.0*pi,1.17670287736159*pi) q[11];\nu3(0.822902082453782*pi,-0.40775606161737243*pi,0.973868599755932*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.3080452830861*pi) q[14];\ncx q[0],q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[5],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];\ncx q[8],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.572581381346909*pi,0.16915768948365295*pi,0.7112090385073639*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5447455148300362*pi) q[12];\nu3(0.941440025142884*pi,0.14627976075647497*pi,3.91852887093436*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.61201844110067*pi,3.25046585598437*pi,4.465104283007729*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[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(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.38821648016918*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[0];\nu3(0.725891452966719*pi,0.044795815216194024*pi,1.234925837436085*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[11];\nu3(0.708881937396703*pi,3.30170796713822*pi,3.41735586376886*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(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,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(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(0.546710337299205*pi,2.52161350557303*pi,4.0174870395967*pi) q[6];\nu3(0.540183793787612*pi,3.00560745400912*pi,4.3938341432991095*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(0.0*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(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.48701432731132*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(0.472128330930773*pi,3.45948307388149*pi,1.8110472003136*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.603483433453218*pi,2.65662572484819*pi,3.79155634922087*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];\nu3(1.0*pi,0.0*pi,1.2964570477094148*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[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];\ncx q[4],q[13];\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(1.0*pi,0.0*pi,4.0*pi) q[8];\nu3(0.789391629563539*pi,-0.28939582796157004*pi,0.929246929285391*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[14];\nu3(0.45709401618023*pi,3.15172759601579*pi,0.96891908466205*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.444686422020782*pi,0.01994865254503697*pi,0.989370167856788*pi) q[2];\nu3(0.0770885417727118*pi,0.75034624357099*pi,4.25958483580945*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,-0.5*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(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5201468558675089*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.108113689210745*pi,0.193204038025089*pi,3.75204197646932*pi) q[0];\nu3(0.345927678210209*pi,3.03526903483555*pi,0.924429664705981*pi) q[2];\nu3(0.623741489354187*pi,3.11170205631495*pi,4.24732494434621*pi) q[3];\ncx q[4],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.656508616084745*pi,0.5466359702068*pi,0.643318124712955*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,1.0*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[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(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.899230874553451*pi,0.6623540356836799*pi,4.47646618564964*pi) q[5];\nu3(0.772065719764284*pi,0.74503345997103*pi,1.227471381383286*pi) q[8];\nu3(0.142210726286944*pi,-0.253022772777175*pi,0.942554453041902*pi) q[11];\nu3(0.499064287867885*pi,3.01919460479295*pi,3.03337944936066*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(1.0*pi,-0.5*pi,0.5*pi) q[0];\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(0.601043921323221*pi,-0.4736164281001315*pi,4.2059185014187594*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.464988752483529*pi,3.450801514825*pi,0.8270370026347069*pi) q[11];\nu3(0.672826520204304*pi,2.49777953875163*pi,3.9309882503072*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.460445798526112*pi,0.102580796108666*pi,3.76506183662473*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[2];\ncx q[3],q[6];\nu3(0.0471928317468766*pi,0.28222593820167796*pi,4.206977002053231*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[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(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.420647204797065*pi,3.00952269098751*pi,1.469505218923705*pi) q[14];\ncx q[0],q[7];\nu3(3.5*pi,3.48545899775295*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.2914889923994108*pi) q[2];\nu3(3.5*pi,3.47439882388814*pi,0.5*pi) q[3];\nu3(0.580509291684255*pi,0.08292347303313596*pi,4.27802916963664*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.164844543835079*pi) q[6];\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(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.3424217633764*pi,0.5*pi) q[0];\ncx q[1],q[2];\ncx q[3],q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[9];\nu3(1.0*pi,0.0*pi,1.199568628317272*pi) q[7];\ncx q[8],q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.93029300679219*pi,2.88370456010942*pi,3.9817751972249*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,4.42706844484368*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,3.39769674176241*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.5003279706861905*pi) q[6];\nu3(3.5*pi,3.4992988115542*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.270209746340393*pi) q[9];\ncx q[10],q[14];\nu3(1.0*pi,0.0*pi,1.231461666506545*pi) q[11];\nu3(0.700164950285016*pi,2.99932478259585*pi,3.77793715307647*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[2];\ncx q[3],q[6];\ncx q[5],q[9];\nu3(0.0*pi,-0.5*pi,4.49883573841181*pi) q[7];\ncx q[8],q[11];\nu3(3.5*pi,3.47632040667346*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,1.264095755928895*pi) q[14];\ncx q[0],q[7];\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,0.0*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[8];\nu3(0.0*pi,-0.5*pi,0.5529888802774859*pi) q[9];\ncx q[10],q[14];\nu3(0.0*pi,-0.5*pi,0.5589614575002729*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];\nu3(0.408497873581912*pi,0.6434046999869301*pi,4.49497472038518*pi) q[3];\ncx q[5],q[9];\nu3(0.747333456042252*pi,0.75242726683206*pi,4.47293617315717*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(3.5*pi,3.30186487914702*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.198738840827946*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.678170132337916*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(0.305302351985991*pi,3.19541583036617*pi,0.589437083064736*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.386167446740944*pi,0.58423824114809*pi,0.880512542912097*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];\ncx q[10],q[14];\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(0.5*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(0.194567298456961*pi,0.34721220812854703*pi,0.5995629508826505*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(0.197396267526407*pi,3.21737218496965*pi,1.3853567426397109*pi) q[8];\nu3(0.372233375758859*pi,-0.23319380079539997*pi,1.59480873271426*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.478027810582768*pi,-0.24511890268486802*pi,0.7433786065746539*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5072835156696471*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.53503160408271*pi,-0.36371890905732196*pi,1.2451234458079878*pi) q[0];\nu3(0.647390594809143*pi,3.41314127436362*pi,4.44869817570199*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(0.611612137695251*pi,3.01215622172014*pi,3.23705040167931*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(0.458429281999954*pi,0.268225986202121*pi,3.89315597774553*pi) q[8];\nu3(0.484704936363626*pi,3.0697462372794*pi,1.82551320736046*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.537543768820414*pi,3.22835217938492*pi,1.58376583971564*pi) q[11];\ncx q[12],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.85192467463733*pi,3.07855598047298*pi,3.82614838198968*pi) q[0];\nu3(0.41574854250154*pi,2.84189199484283*pi,1.2560708455202731*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[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,4.0*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.442004323263786*pi,3.15190186104449*pi,0.709988446073585*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(1.0*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[0];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[1];\nu3(0.463428461488268*pi,0.77422020617319*pi,4.0809306272159205*pi) q[2];\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(0.802721241254357*pi,0.215480939718392*pi,0.872682192921853*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(0.514803805486857*pi,0.09999301580400599*pi,1.422206744423654*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.108184388507998*pi,3.27258951676711*pi,1.89627362544722*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(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.62080250675925*pi,0.6528965161595*pi,0.8647458099483001*pi) q[2];\ncx q[4],q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.141070107477233*pi,0.16725109019349804*pi,3.54341437855752*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(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.316146661357741*pi,3.2439253346913*pi,2.02594174657726*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0840179182721322*pi,3.46933417006153*pi,1.283351458338712*pi) q[14];\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(3.5*pi,3.447513318459*pi,0.5*pi) q[4];\ncx q[6],q[11];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[7];\nu3(1.0*pi,0.0*pi,1.183331631674313*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(0.0551307355264892*pi,-0.304994348160823*pi,3.99327944970825*pi) q[13];\nu3(0.472009388771154*pi,2.6492555009175*pi,0.956426479050709*pi) q[14];\ncx q[1],q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[4],q[9];\ncx q[5],q[10];\nu3(3.5*pi,3.48546173490665*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,1.4392090376162399*pi) q[11];\nu3(0.320765341489167*pi,2.75088250154879*pi,1.351626357628575*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.49251829274151*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[3],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(3.5*pi,3.39641155425046*pi,0.5*pi) q[5];\ncx q[6],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.3811424097965581*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5082182207842495*pi) q[9];\nu3(1.0*pi,0.0*pi,1.083516486532822*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[1],q[8];\ncx q[2],q[7];\nu3(3.5*pi,3.2946117408669*pi,0.5*pi) q[3];\ncx q[4],q[9];\ncx q[5],q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5742418220360292*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.253101725432019*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(3.5*pi,3.46897655488934*pi,0.5*pi) q[2];\ncx q[3],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[6],q[11];\nu3(1.0*pi,0.0*pi,1.401061289882332*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.38522796430774*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5679588293651047*pi) q[10];\ncx q[1],q[8];\ncx q[2],q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.872756760378723*pi,-0.34236086445839997*pi,3.8154902212066*pi) q[4];\ncx q[5],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.735038137772735*pi,0.45156814493044195*pi,1.396532303842152*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5303388388582051*pi) q[14];\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[14];\nu3(0.356542733862104*pi,0.84661099222671*pi,4.21963623144859*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,0.609456263750024*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.743338053279709*pi,-0.027240759263273018*pi,0.63294928341882*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[1];\ncx q[2],q[7];\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(0.683967998563441*pi,3.27338338718334*pi,3.65954365972343*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(0.630753451065475*pi,3.29932366889594*pi,4.17036496162458*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[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(0.687248167104115*pi,-0.04524896734835199*pi,0.799986427241001*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,1.5*pi) q[9];\nu3(0.726915721893327*pi,3.16799183004299*pi,3.82191216174009*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(1.0*pi,0.0*pi,4.0*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.877747185751881*pi,-0.28384994606392*pi,1.072488032638904*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.331977614108223*pi,2.87629828050996*pi,0.9939709107501791*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(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(1.0*pi,0.0*pi,4.0*pi) q[14];\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(0.375511067404536*pi,0.19948183315243595*pi,3.47705992625962*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.455762012933965*pi,0.78366063879389*pi,0.788879112833505*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.0*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(0.0*pi,-0.5*pi,1.0*pi) q[11];\nu3(0.374863176834368*pi,3.20323338044401*pi,0.968350141306539*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.499409262503393*pi,0.432890411351893*pi,3.65950107157656*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(0.459205901652043*pi,-0.24735859821685502*pi,4.2965146387191*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.50429096327018*pi,0.10825580152371095*pi,1.149403708633253*pi) q[11];\nu3(0.485331354825192*pi,-0.309918813112283*pi,1.249941263336787*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[1];\nu3(0.296460803007407*pi,-0.471505226038406*pi,1.83628380891252*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[6];\nu3(0.626431553146277*pi,-0.254236573298222*pi,3.24870419926139*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[8];\nu3(0.503793367461982*pi,3.17208748521686*pi,1.73744254222938*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.165345108003822*pi,0.320181609406061*pi,4.31926629349067*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[13];\ncx q[6],q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.531946901794742*pi,0.32388261190051704*pi,0.716319850301613*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[14];\nu3(0.940080526913136*pi,0.07406360575751403*pi,1.258888515896563*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(3.5*pi,3.46663337867285*pi,0.5*pi) q[3];\ncx q[5],q[14];\nu3(3.5*pi,3.4870021068974*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.607892007805681*pi,-0.313756776099925*pi,4.11659951469687*pi) q[8];\nu3(1.0*pi,0.0*pi,1.311155525460493*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.19830553347594*pi) q[13];\ncx q[0],q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[4];\ncx q[3],q[13];\nu3(3.5*pi,3.47329343528607*pi,0.5*pi) q[5];\ncx q[6],q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[11];\nu3(1.0*pi,0.0*pi,1.309683909719419*pi) q[14];\nu3(3.5*pi,3.36799107416212*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(3.5*pi,3.46628782481429*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,1.130658918999278*pi) q[4];\ncx q[5],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.242963206824108*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,3.46086897726167*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.27820215367177*pi) q[10];\nu3(1.0*pi,0.0*pi,1.324630064063266*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.494839707434069*pi) q[13];\ncx q[0],q[7];\ncx q[1],q[12];\ncx q[2],q[4];\ncx q[3],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[6],q[10];\ncx q[9],q[11];\nu3(0.0*pi,-0.5*pi,4.38892484869496*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.35543154549342*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,0.5404122513663475*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,4.42550128327732*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,0.625932921458054*pi) q[11];\nu3(1.0*pi,0.0*pi,1.140195570823174*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\ncx q[0],q[7];\ncx q[1],q[12];\ncx q[2],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];\nu3(0.0*pi,-0.5*pi,1.5*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[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(0.5*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(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(0.0*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,4.43426220115603*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[0];\ncx q[1],q[12];\nu3(0.540147644471721*pi,2.85218073741159*pi,4.13017133421496*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.740159332098709*pi,3.48520753189955*pi,0.860467512572406*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(0.5*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(0.0*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(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.470593974111399*pi,-0.245051064258141*pi,3.78117449119179*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.527113906521751*pi,3.28695897371656*pi,4.1391903811469195*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(0.67333336243054*pi,3.21286225668904*pi,3.13385285898149*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[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,-0.5*pi,0.5*pi) q[2];\nu3(0.419349210630083*pi,3.23973276605942*pi,0.5356118417545574*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(0.671616537520885*pi,2.94199048163081*pi,4.292748693419091*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.327962075925211*pi,-0.040417343641859005*pi,4.03853091281646*pi) q[9];\nu3(0.344765976263971*pi,3.30624560246173*pi,0.691814699978448*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(0.712100636874343*pi,-0.23952407209272097*pi,0.969087353717943*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[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(0.541370779741613*pi,-0.390014701934574*pi,0.728059227171584*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.301551765786438*pi,0.6453870823636201*pi,3.93943814556331*pi) q[5];\nu3(0.638610193102755*pi,-0.012332928335830995*pi,3.72323415953416*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(0.123258907779516*pi,-0.14922163782693998*pi,1.074022033103787*pi) q[10];\nu3(0.432961933653076*pi,-0.144246559531921*pi,4.19698853912006*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.634262224515278*pi,0.60993863938851*pi,0.82851734044761*pi) q[13];\nu3(0.46989957955182*pi,3.41364847355635*pi,1.89197128420012*pi) q[14];\nu3(0.766890244906104*pi,0.68906417385727*pi,0.5925944480160064*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(0.258156629699602*pi,2.46893576476435*pi,1.11704603312048*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.3791377180456*pi,2.71724660965453*pi,1.499463350394852*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(0.866059265608918*pi,0.05377783015718296*pi,3.64435457051378*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(0.241355542570879*pi,0.059579147211982986*pi,4.49682103563463*pi) q[14];\nu3(0.534742138818701*pi,3.33723730570501*pi,3.53524927444269*pi) q[0];\nu3(0.614795816103877*pi,0.08744599962237398*pi,4.46596675212478*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,-0.5*pi,0.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.647911037650875*pi,-0.329161488179861*pi,4.34902006697107*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(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(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.474014500986341*pi,-0.23443286695889798*pi,0.706129458509392*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[5];\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(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.250459818267867*pi,0.28878003105947103*pi,4.042114296509229*pi) q[12];\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];\ncx q[3],q[14];\ncx q[4],q[11];\ncx q[9],q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.90646883135436*pi,-0.06916220382418098*pi,1.380478390585083*pi) q[12];\ncx q[0],q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.45289716710757*pi,0.5*pi) q[2];\nu3(3.5*pi,3.28868460711403*pi,0.5*pi) q[3];\nu3(3.5*pi,3.45406968624331*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.298824842249882*pi) q[5];\nu3(3.5*pi,3.43682673216121*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.263067209582839*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.0607341066828089*pi) q[13];\nu3(1.0*pi,0.0*pi,1.228270150640879*pi) q[14];\nu3(3.5*pi,3.4405616359669*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[5];\ncx q[3],q[14];\ncx q[4],q[11];\nu3(1.0*pi,0.0*pi,1.1340595935646611*pi) q[8];\ncx q[9],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\ncx q[0],q[8];\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[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.5222162994061836*pi) q[5];\ncx q[6],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.642054591507599*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5232249805239375*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5003203143723001*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.29788336519958*pi,0.5*pi) q[1];\ncx q[2],q[5];\ncx q[3],q[14];\ncx q[4],q[11];\nu3(3.5*pi,3.43439460916678*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.263869319609758*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.605360270534212*pi) q[8];\ncx q[9],q[13];\nu3(1.0*pi,0.0*pi,1.280681998445269*pi) q[12];\ncx q[0],q[8];\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(0.5*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[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(1.0*pi,-0.5*pi,0.5*pi) q[14];\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,-0.5*pi,0.5*pi) q[2];\nu3(0.248181324697212*pi,0.66863048343783*pi,4.38176964938323*pi) q[3];\nu3(0.545844937040244*pi,0.55653777944348*pi,0.701833897304948*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,4.49027361385036*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(0.312736693245379*pi,0.023149168958258026*pi,4.4835293146459705*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.36706340039145*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(0.219822031123814*pi,0.0030253916823139715*pi,4.11583871299079*pi) q[0];\ncx q[1],q[7];\nu3(0.378221339584723*pi,-0.4885588586909003*pi,0.5812575023367796*pi) q[2];\nu3(0.56432275811532*pi,0.5656692523850799*pi,4.19514733876046*pi) q[3];\nu3(0.471161835719845*pi,3.49677138472943*pi,1.95570578922312*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[12];\nu3(0.775384950587949*pi,0.9293533693100999*pi,0.916605967789503*pi) q[8];\nu3(0.66032848088951*pi,0.7655781004097999*pi,0.734647834653989*pi) q[9];\nu3(0.547745070491779*pi,0.8491284827263601*pi,0.9400834136010809*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];\nmeasure q[9] -> c[9];\nu3(0.31072749557261*pi,2.65515080304833*pi,1.352383738972524*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.432774622515465*pi,0.6571511553248499*pi,3.67289021275095*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(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.45040580974933*pi,3.47505050316223*pi,0.9193150256191109*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(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.51271808529903*pi,0.07593176591931805*pi,3.73025165321827*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(1.0*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(0.143438401500227*pi,-0.4114847119301948*pi,4.11026577055359*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(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.605419479508902*pi,0.06511687211282102*pi,0.627431797195922*pi) q[13];\nu3(0.213568103046122*pi,0.05738717015622796*pi,3.76604265357156*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[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.577928040864433*pi,0.6627307348215301*pi,1.23563834023833*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[12];\nu3(0.77748259674638*pi,0.8225900810869999*pi,0.8236549634335499*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(0.436552865753764*pi,3.45027571692603*pi,4.08449369989662*pi) q[1];\ncx q[2],q[14];\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[12];\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(0.815241452752785*pi,-0.43606361593027443*pi,0.5989999024999693*pi) q[1];\nu3(3.5*pi,3.3024154836987*pi,0.5*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(0.0*pi,-0.5*pi,1.5*pi) q[7];\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,1.26715636982576*pi) q[14];\ncx q[0],q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[14];\nu3(0.472217784993553*pi,0.379843026276234*pi,1.311530208086215*pi) q[6];\nu3(0.324093983570354*pi,2.81922397356972*pi,0.809707922996507*pi) q[7];\ncx q[10],q[13];\nu3(0.783284864767789*pi,0.4191950128956*pi,0.659355141654922*pi) q[12];\nu3(3.5*pi,3.4606857837142*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,1.2951453249440918*pi) q[5];\nu3(0.878123211941504*pi,0.16239656932692903*pi,3.95529161229398*pi) q[6];\nu3(0.559148220534302*pi,0.434316543501271*pi,1.293717112229887*pi) q[7];\nu3(3.5*pi,3.49113096241508*pi,0.5*pi) q[10];\nu3(0.193117387698984*pi,-0.4060240981887475*pi,3.95202740478061*pi) q[12];\nu3(1.0*pi,0.0*pi,1.169106561861811*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5149690801680027*pi) q[14];\ncx q[0],q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[14];\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[10],q[13];\nu3(0.5*pi,-0.5*pi,0.5*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(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[12];\nu3(0.0*pi,-0.5*pi,0.5388267949145429*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[10];\nu3(0.0*pi,-0.5*pi,0.5367017068436533*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[5];\ncx q[1],q[8];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\nu3(3.5*pi,3.31898877116417*pi,0.5*pi) q[3];\ncx q[4],q[6];\ncx q[7],q[11];\ncx q[10],q[13];\nu3(1.0*pi,0.0*pi,1.170744987613645*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(3.5*pi,3.4160573405433*pi,0.5*pi) q[1];\nu3(0.513110696885146*pi,2.70175912753055*pi,3.70993212262607*pi) q[2];\ncx q[3],q[12];\nu3(3.5*pi,3.37653090734615*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,1.223524683744933*pi) q[6];\nu3(3.5*pi,3.36471638086444*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.228687949912332*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.1989743225182599*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\nmeasure q[2] -> c[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[7],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.438928587966259*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.207470307711384*pi,0.08602636709117195*pi,0.843669652379545*pi) q[14];\nmeasure q[14] -> c[14];\nu3(0.663113686559142*pi,0.79859472127326*pi,0.94614579214742*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[3],q[12];\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,0.693195335686282*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5687865598338884*pi) q[8];\nu3(0.361876051353016*pi,3.11142041859179*pi,0.9067725893306471*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.3950145989600795*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nmeasure q[0] -> c[0];\nmeasure q[10] -> c[10];\ncx q[1],q[8];\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];\ncx q[7],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[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(0.256916069428986*pi,3.08327796769975*pi,1.4924563894460299*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(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.22516733872004*pi,2.93317404404766*pi,1.221036972505948*pi) q[13];\nmeasure q[5] -> c[5];\nmeasure q[13] -> c[13];\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(0.197237476392805*pi,-0.1917704745275*pi,4.06475063639209*pi) q[4];\nu3(0.750044777640508*pi,2.78633409748991*pi,3.77252716682898*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[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nmeasure q[4] -> c[4];\nmeasure q[6] -> c[6];\nu3(0.527114330835626*pi,-0.17347645989156202*pi,1.193731921373975*pi) q[1];\nu3(0.806918985634172*pi,2.87112753830019*pi,3.55495631107841*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(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nmeasure q[1] -> c[1];\nmeasure q[3] -> c[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(0.0*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[7];\nu3(0.808434502277575*pi,2.89801722899823*pi,3.42493966207641*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.583269945281093*pi,3.26611038493215*pi,4.11241137030928*pi) q[12];\nmeasure q[8] -> c[8];\nmeasure q[12] -> c[12];\nu3(0.538962237978701*pi,-0.031067119717229974*pi,0.662138733026452*pi) q[7];\nu3(0.194850128468408*pi,-0.33944870264168203*pi,4.44427694261492*pi) q[11];\nmeasure q[7] -> c[7];\nmeasure q[11] -> c[11];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(0.120944816995236*pi,0.8114929874963499*pi,0.625268459439819*pi) q[0];\nu3(0.577752810273482*pi,0.381480246859881*pi,1.56275992614853*pi) q[1];\nu3(0.841093436545055*pi,-0.09686591975161102*pi,1.306030045639445*pi) q[2];\nu3(0.813191216032866*pi,3.2165411251594*pi,3.78592387202425*pi) q[3];\nu3(0.627137341330659*pi,0.25313006144014605*pi,4.17482295651101*pi) q[4];\nu3(0.682444230000141*pi,0.39996688979359896*pi,0.625179051231938*pi) q[5];\nu3(0.308936712745373*pi,2.92522172351917*pi,0.8744138837362669*pi) q[6];\nu3(0.13698505762542*pi,2.73337981047226*pi,1.193677968244141*pi) q[7];\nu3(0.65514229589004*pi,0.43131467489765196*pi,1.344184570226691*pi) q[8];\nu3(0.832219188337116*pi,0.265042958433209*pi,4.48480157815892*pi) q[9];\nu3(0.325771230216244*pi,0.9892008550026801*pi,4.1018809440488795*pi) q[10];\nu3(0.52299236819451*pi,0.40829841750195595*pi,1.080530837598114*pi) q[11];\nu3(0.595420437919552*pi,-0.07134452308724598*pi,4.16258489215287*pi) q[12];\nu3(0.331426417554074*pi,-0.312541275415295*pi,0.728651275464979*pi) q[13];\nu3(0.579954972433639*pi,-0.08915987871348102*pi,3.48839867636164*pi) q[14];\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(0.0*pi,-0.5*pi,4.0*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(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(0.0*pi,-0.5*pi,4.0*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[14];\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(3.5*pi,-0.5*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(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(0.5*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(3.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[8];\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];\ncx q[5],q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],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,3.47948239770552*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.40872200640628*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.41158274448502*pi,0.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(3.5*pi,3.40543437868344*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.192695752911493*pi) q[8];\nu3(1.0*pi,0.0*pi,1.22987548578518*pi) q[10];\nu3(1.0*pi,0.0*pi,1.2261158938660222*pi) q[11];\nu3(1.0*pi,0.0*pi,1.152591503641021*pi) q[12];\ncx q[0],q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[5],q[10];\ncx q[6],q[9];\ncx q[7],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[13];\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[5];\nu3(3.5*pi,3.4605837451598*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,0.60200689527185*pi) q[8];\nu3(1.0*pi,0.0*pi,1.220678098628499*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.46282109724997*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.45862128732073*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.644610781876837*pi) q[12];\ncx q[0],q[8];\nu3(3.5*pi,3.48302607208957*pi,0.5*pi) q[1];\ncx q[2],q[12];\nu3(3.5*pi,3.423412936497*pi,0.5*pi) q[3];\ncx q[5],q[10];\ncx q[6],q[9];\ncx q[7],q[11];\nu3(1.0*pi,0.0*pi,1.391937772840306*pi) q[13];\nu3(1.0*pi,0.0*pi,1.37860042816859*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[14];\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(0.0*pi,-0.5*pi,0.663767496092979*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(0.894067888466683*pi,3.26616418386245*pi,3.77642742597508*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.294309164928199*pi,0.07334078498238905*pi,4.30912591664599*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];\ncx q[6],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.312266716491684*pi,2.71074429728711*pi,0.940466806160297*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(0.655054592121773*pi,0.347027185299952*pi,4.17496239522026*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5901904041683328*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.42144430184272*pi) q[14];\nu3(0.816379524307248*pi,0.30105193459534696*pi,1.451005784090847*pi) q[0];\ncx q[1],q[13];\nu3(0.544237159003129*pi,3.43970709562815*pi,4.27554814319097*pi) q[2];\ncx q[3],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(0.486127833385036*pi,-0.4211523837400264*pi,3.73136038290719*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(0.587275867622709*pi,0.330633122334006*pi,1.416084533355128*pi) q[12];\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(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(0.5*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(0.0*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(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.5*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,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.917769853560339*pi,0.6263023746432199*pi,4.37091753991055*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(0.5*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[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,3.33869831479039*pi,0.5*pi) q[4];\nu3(0.888951288129205*pi,2.88759868390179*pi,3.9168432261667*pi) q[5];\nu3(0.786657878850317*pi,2.9811557293178*pi,3.22790679763678*pi) q[6];\nu3(0.842255596030773*pi,3.12998802625316*pi,2.87423667841351*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.334345912677919*pi,3.41671155378837*pi,1.96969729865989*pi) q[10];\nu3(0.838469118510998*pi,3.09896811112418*pi,3.97278147985279*pi) q[11];\nu3(1.0*pi,0.0*pi,1.2596490192578949*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,1.0*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];\ncx q[4],q[12];\nu3(0.687625178980944*pi,3.47010171593087*pi,0.751864030819327*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.606366297229745*pi,0.008188711455831998*pi,1.031181579063613*pi) q[7];\nu3(0.479408881852734*pi,3.42041875210556*pi,4.0950335219044405*pi) q[9];\nu3(0.861325049226546*pi,0.5695101694792399*pi,0.665045742395038*pi) q[10];\nu3(0.317017636443547*pi,3.36884996740585*pi,1.54041212835669*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(0.857010213433971*pi,3.14960841564966*pi,3.40472318808799*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(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(0.74697107274064*pi,0.08075166458199501*pi,1.11833585859726*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,0.628299862645938*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(0.398431258408621*pi,0.17277971494618005*pi,1.2647589057203779*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[3];\ncx q[4],q[12];\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(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(0.0*pi,-0.5*pi,1.0*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[1];\ncx q[2],q[7];\nu3(0.1408049218487*pi,2.60447385067965*pi,1.54823911471708*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,1.5*pi) q[9];\ncx q[10],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.293541880100086*pi,3.25262674765867*pi,1.76653067158723*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[1];\nu3(3.5*pi,3.36672296562339*pi,0.5*pi) q[2];\nu3(0.710258336514131*pi,2.64383932377851*pi,3.97635596862812*pi) q[3];\nu3(1.0*pi,0.0*pi,4.0*pi) q[4];\nu3(3.5*pi,3.21122718875925*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.147206243841329*pi) q[7];\nu3(1.0*pi,0.0*pi,1.184724823700869*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,3.44359647853796*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.295203845193668*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.560724498473868*pi,3.100778038994*pi,3.22211621659241*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[14];\ncx q[1],q[6];\ncx q[2],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.345560053502761*pi,0.7174413839545399*pi,4.44425800221669*pi) q[4];\ncx q[5],q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\ncx q[10],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(0.362872148725236*pi,-0.250785468637867*pi,1.328745709674916*pi) q[14];\nu3(3.5*pi,3.36656079264545*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(0.815033865921931*pi,-0.145894386012284*pi,0.564783611914569*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.2464305025388769*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.454475800413141*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.452115777312271*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5554863912213972*pi) q[11];\nu3(0.363373352379164*pi,3.23058158175044*pi,1.273332076501938*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.17767517993129*pi,-0.4556541289840434*pi,0.5307083993044764*pi) q[14];\ncx q[0],q[13];\ncx q[1],q[6];\ncx q[2],q[7];\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[8];\ncx q[10],q[11];\nu3(0.359477375689928*pi,0.33214404488179605*pi,0.8292977067673151*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.41483887158989*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(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,4.44042888676567*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(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.2202609938435929*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[13];\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[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[14];\nu3(0.745505763525519*pi,3.13767118214641*pi,3.50640627318501*pi) q[10];\nu3(0.147120200478096*pi,0.12794353656643498*pi,0.848939018552531*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[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[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(3.5*pi,3.48361147706976*pi,0.5*pi) q[9];\nu3(0.584951155046999*pi,3.04317392986854*pi,3.35509242450688*pi) q[10];\nu3(0.493599452616259*pi,0.082975767777974*pi,3.79024571955405*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.651098223584772*pi) q[13];\nu3(1.0*pi,0.0*pi,1.3222462187750201*pi) q[14];\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(1.0*pi,0.0*pi,4.0*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(1.0*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],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[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\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(0.498095273748346*pi,0.13594221520807803*pi,4.43688251013327*pi) q[2];\nu3(0.834997168858696*pi,3.11856261190975*pi,4.47675175345445*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,4.0*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,4.46235559247165*pi) q[14];\nu3(0.76968616496492*pi,1.18069152898346*pi,0.732331120711688*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.26213615836131*pi,0.15144792348930003*pi,3.44009675252269*pi) q[2];\nu3(0.241634866804692*pi,0.6533547058876299*pi,0.614394185606092*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(0.165358904253698*pi,0.365017873703537*pi,0.649896858011527*pi) q[8];\ncx q[9],q[14];\nu3(0.436020073703403*pi,-0.21123553861793098*pi,0.749907898295913*pi) q[13];\nu3(0.739176463138536*pi,3.34589106139707*pi,3.52630232360978*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[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.507530053198006*pi,2.64839630852058*pi,3.52468068095709*pi) q[7];\nu3(0.568647671846432*pi,-0.06433848606321602*pi,4.38955253014686*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.311079307640909*pi,0.6885793829523399*pi,4.27281116045455*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(0.376716197522065*pi,0.48922505999771104*pi,3.83227986581205*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[5];\nu3(0.777199872963878*pi,3.25629069742401*pi,2.78511164586488*pi) q[6];\nu3(0.632702708479195*pi,-0.38537584684178*pi,0.5940746092337577*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[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(0.837870158992871*pi,0.9701030765423799*pi,0.7717220607748589*pi) q[1];\ncx q[2],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.795675984069504*pi,3.00821224070918*pi,3.12408388359418*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(0.5*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[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.28338142299712*pi,0.5*pi) q[2];\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(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.191952080483743*pi) q[11];\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(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[6];\nu3(0.166829298907988*pi,0.37575370430198496*pi,3.82663127381097*pi) q[9];\nu3(3.5*pi,3.48349581506801*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.3090277609236831*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[6],q[8];\nu3(0.882961977357044*pi,0.332113233980165*pi,1.54393106977016*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5670508754607071*pi) q[11];\ncx q[12],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.49709954120172*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[11];\nu3(3.5*pi,3.49038162319816*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.303952571257152*pi) q[7];\nu3(1.0*pi,0.0*pi,1.3389659670055019*pi) q[8];\nu3(3.5*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,0.68758237355018*pi) q[13];\nu3(0.459120617108327*pi,3.1418468178996*pi,1.0162681611492*pi) q[14];\ncx q[0],q[7];\ncx q[1],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[6],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];\ncx q[12],q[13];\nu3(0.766036092808554*pi,0.04706110776024497*pi,4.3196207346949205*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.46383276593488*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\ncx q[5],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.33679046904433*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.4702444102755905*pi) q[8];\nu3(1.0*pi,0.0*pi,1.2146875283683531*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[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[7];\ncx q[1],q[10];\nu3(0.255606200919692*pi,-0.223697765872869*pi,4.36162475415337*pi) q[2];\ncx q[3],q[14];\nu3(3.5*pi,3.43591162232735*pi,0.5*pi) q[5];\ncx q[6],q[8];\nu3(1.0*pi,0.0*pi,1.197945954567738*pi) q[9];\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(0.0*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(0.75617426150354*pi,-0.188209531541637*pi,4.32121415442868*pi) q[2];\nu3(3.5*pi,3.34631563354109*pi,0.5*pi) q[3];\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];\nu3(0.0*pi,-0.5*pi,4.33706617105539*pi) q[10];\nu3(0.186490638992773*pi,-0.08505709396429201*pi,4.18346192105503*pi) q[11];\nu3(0.851795925195769*pi,1.02145402338929*pi,0.8324082120044549*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.204651742416858*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[14];\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,4.43170357480439*pi) q[9];\nu3(0.495989064419964*pi,2.90921005347064*pi,1.283270765940751*pi) q[11];\nu3(0.697291386887149*pi,2.80865009203283*pi,3.85480890153602*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(0.0*pi,-0.5*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];\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];\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(0.853944457835049*pi,0.03713186974323501*pi,4.13599357452229*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5283358052662823*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[3],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(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(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.77281672958335*pi,0.21173066379698002*pi,1.073590986282794*pi) q[13];\nu3(0.361197712130884*pi,0.006565722444628053*pi,1.123695003572482*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[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[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.80407257269964*pi,-0.158563927003406*pi,1.207152056932123*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.704807989378906*pi,-0.05478875949097001*pi,4.27814199996003*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.464324899309468*pi,-0.05914074592076002*pi,0.957342832315193*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.432138691783315*pi,-0.300682287582718*pi,0.768699566899109*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(0.5*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[0];\nu3(0.462939194807333*pi,0.54945777485784*pi,0.739525418932807*pi) q[1];\nu3(0.606430025562801*pi,0.13824748900098005*pi,1.344390790838963*pi) q[3];\ncx q[4],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.146715213520721*pi,-0.159141311145925*pi,1.149326415033928*pi) q[6];\nu3(0.398983389143436*pi,3.41887583129891*pi,1.479583651508955*pi) q[7];\nu3(0.34224680497078*pi,0.30544522031686505*pi,3.72566044046623*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[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.243426404110172*pi,3.23127208204304*pi,1.95230177984995*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.49264255962268*pi,0.5*pi) q[4];\nu3(0.39194717891765*pi,2.95896333811716*pi,0.725414351848902*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.608441375544249*pi,-0.043405291741046015*pi,3.71077766665276*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(1.0*pi,0.0*pi,1.272338079832414*pi) q[13];\nu3(0.481730747446179*pi,3.14319720166942*pi,0.5383557631869904*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(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[4],q[13];\nu3(0.598304842189521*pi,-0.4390496251893104*pi,0.830438247074001*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(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.84562663387798*pi,0.193559333180522*pi,3.89892386486886*pi) q[10];\nu3(0.673434980834484*pi,-0.25361685305396997*pi,1.181624892669345*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(0.5*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,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.584758012010158*pi,3.31381215077526*pi,3.48952438603884*pi) q[9];\nu3(0.0958725840752426*pi,-0.4357026837115653*pi,1.098851115933238*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5566885867168282*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[14];\ncx q[4],q[13];\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(0.680960802960647*pi,0.338228030064604*pi,1.149571309817776*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,3.49861191414449*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(3.5*pi,3.19530576054612*pi,0.5*pi) q[2];\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[8];\nu3(1.0*pi,0.0*pi,1.209547506810434*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[13];\nu3(1.0*pi,0.0*pi,1.100956465954917*pi) q[14];\ncx q[0],q[7];\ncx q[1],q[12];\ncx q[2],q[14];\nu3(0.319536774156183*pi,0.23914763320546395*pi,0.5501193569623654*pi) q[4];\ncx q[5],q[10];\nu3(3.5*pi,3.46799509428629*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.2884516170603502*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.877915479369974*pi,-0.021902263564405*pi,3.8496573700728*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.49238484885161*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.859517008883445*pi,0.5040053290743101*pi,0.8010854822333779*pi) q[4];\nu3(3.5*pi,3.33705752898699*pi,0.5*pi) q[5];\ncx q[6],q[8];\nu3(0.0*pi,-0.5*pi,0.648872441839307*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.226268694335733*pi) q[10];\nu3(1.0*pi,0.0*pi,1.3150778751042829*pi) q[12];\nu3(0.694347878058443*pi,-0.339736157633923*pi,4.26368139714922*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5435663062114209*pi) q[14];\ncx q[0],q[7];\ncx q[1],q[12];\ncx q[2],q[14];\nu3(3.5*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(0.0*pi,-0.5*pi,0.619640697073581*pi) q[8];\ncx q[9],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[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(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[6],q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,3.32319731597822*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5938638017670521*pi) q[10];\nu3(1.0*pi,0.0*pi,1.253534529800284*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.42481026030834*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[0];\ncx q[1],q[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\nu3(1.0*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[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.32408019756137*pi,0.5032789813562899*pi,3.79406793241711*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.098208439036093*pi,-0.24444719712400298*pi,1.1699360103276701*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(0.5*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,0.0*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,0.5161202353419752*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(0.627729273101145*pi,-0.08741701345479702*pi,4.28971335654367*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.779106490862317*pi,0.322378426110533*pi,1.6618731856648*pi) q[2];\nu3(0.60998544449966*pi,-0.365202713051558*pi,4.1076603372874505*pi) q[5];\nu3(0.26010788103909*pi,-0.28553632389031003*pi,0.763148472569662*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];\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(0.379168747263153*pi,0.07340283268008696*pi,0.939995066655542*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(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.774852140946753*pi,0.19759460882338198*pi,0.987482718488395*pi) q[5];\nu3(0.324707049548153*pi,2.69015352231392*pi,1.416108617720405*pi) q[6];\nu3(0.420570447010882*pi,0.37858021013713306*pi,4.33578463830872*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(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.272206135017095*pi,-0.363954563441225*pi,1.3686439208822199*pi) q[14];\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(0.0*pi,-0.5*pi,4.0*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.809604649902153*pi,2.71149566128765*pi,3.68035745521466*pi) q[7];\nu3(0.756927654259773*pi,3.39426869026744*pi,0.757150401028155*pi) q[8];\nu3(0.358388601988561*pi,0.04249874931077302*pi,0.5945862912790922*pi) q[9];\nu3(0.969361237506792*pi,0.471232589059277*pi,4.00898461611582*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(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.505272599064412*pi,0.088569909723196*pi,3.71314113767732*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[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(0.361165893858412*pi,-0.396456717385626*pi,0.758950618440833*pi) q[8];\nu3(0.766790309419497*pi,3.01104964840891*pi,3.61487433758511*pi) q[9];\nu3(0.553906589542269*pi,0.5247456860027*pi,0.5069542441228497*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(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.186991269740789*pi,-0.06318379629453902*pi,4.4584910249103*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,-0.5*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(0.57848076236361*pi,2.53669437407774*pi,3.68225881403432*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\ncx q[0],q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[13];\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[10];\nu3(0.180969082368029*pi,0.031238480387905*pi,3.8030818376863*pi) q[11];\nu3(0.833670524058375*pi,0.450985847696994*pi,0.761556196321333*pi) q[12];\nu3(3.5*pi,3.44363523392601*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,3.44545379554742*pi,0.5*pi) q[2];\ncx q[3],q[10];\ncx q[4],q[9];\nu3(1.0*pi,0.0*pi,1.338393587055151*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[11];\nu3(0.713488730901078*pi,-0.234943010231337*pi,1.2188361513835781*pi) q[12];\nu3(1.0*pi,0.0*pi,1.314488888908183*pi) q[13];\ncx q[0],q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[13];\nu3(3.5*pi,3.4029327011603*pi,0.5*pi) q[3];\nu3(3.5*pi,3.43793800499494*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.2742040578569411*pi) q[9];\nu3(1.0*pi,0.0*pi,1.290706883596392*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,0.0*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];\ncx q[3],q[10];\ncx q[4],q[9];\nu3(0.0*pi,-0.5*pi,0.5267414998226614*pi) q[7];\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,0.5786898904746258*pi) q[13];\ncx q[0],q[7];\ncx q[1],q[6];\ncx q[2],q[13];\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[5],q[11];\ncx q[8],q[12];\nu3(0.0*pi,-0.5*pi,4.4441162800516505*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.35614524166027*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,3.374508502835*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[9];\nu3(3.5*pi,3.47432719311544*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.235734594367403*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,3.4736079012182*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.38566245607267*pi) q[11];\nu3(1.0*pi,0.0*pi,1.246801579210868*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[0];\ncx q[1],q[6];\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[11];\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[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(0.803875971180668*pi,0.18052333778150997*pi,0.876260460529571*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.285922475082629*pi,0.15582539756622404*pi,3.446102460734*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,4.411173249349741*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,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.46356190598799*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5817356391481155*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.179724114166701*pi,3.22215205009808*pi,2.10876681489185*pi) q[0];\ncx q[1],q[6];\nu3(0.436319081024493*pi,3.13626945978472*pi,3.33157680379468*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(0.5*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(0.5*pi,-0.5*pi,0.5*pi) q[13];\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(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(0.583093415066019*pi,0.27741439608184504*pi,1.69758409979512*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(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.317745316377816*pi,3.14950648137809*pi,0.739991728813968*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(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.550010520358946*pi,-0.124804286366488*pi,3.81422000339148*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(0.131015160174001*pi,3.31791833868444*pi,1.66627821141501*pi) q[7];\nu3(0.234686243329835*pi,0.012499958887928986*pi,0.6897796935510501*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(0.292631760285358*pi,0.23835053427174002*pi,0.956823936165036*pi) q[12];\nu3(0.683155447496934*pi,0.58395350913791*pi,4.43464263366971*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(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.349109408966332*pi,-0.4621004003245132*pi,0.7620984637738211*pi) q[3];\nu3(0.129714341579249*pi,-0.06638557793676703*pi,1.3031277835371329*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(0.50107594354156*pi,3.05325991686475*pi,1.69608329054025*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.476773240820066*pi,2.96582423097658*pi,3.58241870468133*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.456902186882557*pi,0.71420872199052*pi,0.710013683539828*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[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.606384281498061*pi,3.32723589033332*pi,3.14534624276423*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,-0.5*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(0.534771701167197*pi,-0.348452132660823*pi,3.59546885515602*pi) q[9];\nu3(0.251983733371431*pi,-0.19749304099280302*pi,1.0498631936628349*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(0.94260641846428*pi,0.448501117218875*pi,1.379837874736542*pi) q[1];\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(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[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.838555569938899*pi,0.06518193973831499*pi,0.74369969804029*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(0.434052432210883*pi,-0.15632683164593297*pi,4.17698783268097*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(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,3.31032117986562*pi,0.5*pi) q[7];\ncx q[8],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[11];\nu3(1.0*pi,0.0*pi,1.177493408713826*pi) q[13];\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,1.0*pi) q[5];\nu3(0.198981522504094*pi,-0.039773277227674986*pi,3.92669060802185*pi) q[6];\ncx q[7],q[13];\nu3(3.5*pi,3.40390417754966*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,1.0*pi) q[11];\nu3(1.0*pi,0.0*pi,1.113364241236913*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[4],q[9];\nu3(0.702837999845025*pi,3.17607029256264*pi,4.41086585256733*pi) q[5];\nu3(0.637898240166346*pi,0.01246937605118803*pi,1.10515654918568*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\ncx q[8],q[12];\nu3(0.445916263994764*pi,-0.09502845357607198*pi,3.8920154261215*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.4658263157866*pi) q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(3.5*pi,3.49767618996534*pi,0.5*pi) q[4];\nu3(0.473726990344209*pi,-0.011739874923693994*pi,4.08180564695391*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.1181240533922678*pi) q[9];\nu3(0.579987283272947*pi,3.47836662993821*pi,3.57971161875422*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.42251845250732*pi) q[12];\ncx q[1],q[10];\ncx q[4],q[9];\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];\ncx q[8],q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\ncx q[0],q[6];\nu3(3.5*pi,3.2408356858251*pi,0.5*pi) q[1];\ncx q[2],q[5];\nu3(0.5*pi,0.0*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(0.0*pi,-0.5*pi,0.5504672907682943*pi) q[9];\nu3(1.0*pi,0.0*pi,1.138166368572969*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,3.47542197185862*pi,0.5*pi) q[0];\ncx q[1],q[10];\nu3(3.5*pi,3.31901948363771*pi,0.5*pi) q[2];\ncx q[3],q[11];\ncx q[4],q[9];\nu3(1.0*pi,0.0*pi,1.220553056071688*pi) q[5];\nu3(1.0*pi,0.0*pi,1.197698439325134*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[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\ncx q[0],q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[5];\nu3(3.5*pi,3.42090053037924*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[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,4.40614152315941*pi) q[10];\nu3(1.0*pi,0.0*pi,1.203856869206752*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,0.0*pi,0.5*pi) q[0];\ncx q[1],q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[11];\nu3(0.0414998537274951*pi,2.65883019566025*pi,1.324803325521366*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.48274840279774*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.42218655903563*pi) q[6];\nu3(0.334361231847029*pi,2.75752029314784*pi,0.957538526043369*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.401849236267308*pi,3.30349612389456*pi,1.71555453644056*pi) q[9];\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[0],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.834039896631225*pi,3.34037095054209*pi,3.25322839565056*pi) q[4];\nu3(0.512108494351056*pi,0.09528377175312697*pi,1.397366344401446*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.14755417094976*pi,-0.08173641628398398*pi,4.13650692707267*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5087081831671667*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0353703635693394*pi,1.20916076424773*pi,4.266794695094379*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[2];\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[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(0.751497669822159*pi,2.7608457141526*pi,3.58721095803634*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(0.854058583406624*pi,3.08049887659914*pi,3.89354807917523*pi) q[12];\nu3(0.257274957666238*pi,0.38756240654735596*pi,0.843551521247055*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[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(0.355384903858325*pi,-0.338246410737848*pi,3.89058748549217*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(0.586710641671589*pi,2.52334296742362*pi,3.69636852515864*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(0.546493267548599*pi,-0.06686957813734301*pi,0.621524166316351*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(0.0*pi,-0.5*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(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(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.479716321240577*pi,0.8562182125089699*pi,0.5435641447234735*pi) q[1];\nu3(0.67539570846363*pi,3.10867103537157*pi,3.07877188260158*pi) q[2];\nu3(0.474335359173555*pi,2.6373905064756*pi,1.60746072136115*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(1.0*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(0.497440133838294*pi,-0.270790784936631*pi,1.0395074585793012*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.296051404119575*pi,3.02043453716892*pi,1.45441619935314*pi) q[2];\nu3(0.399712339582818*pi,3.31089577577425*pi,1.488235228519697*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(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(3.5*pi,3.34983888685767*pi,0.5*pi) q[9];\nu3(0.425550928108352*pi,3.31040116427417*pi,1.4955877257962649*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.09649000438232*pi) q[13];\nu3(0.163032221087607*pi,3.09896550992131*pi,0.7474987345905539*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(0.827726511155911*pi,3.31436963402978*pi,3.15205679407905*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[8],q[12];\ncx q[9],q[13];\nu3(0.217091433038264*pi,3.47932539962903*pi,4.49335499891368*pi) q[10];\nu3(0.649645210766499*pi,-0.26945737837329*pi,3.5857943595573*pi) q[11];\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(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.357794342447137*pi,0.55214091439031*pi,0.912404391326718*pi) q[5];\nu3(0.42226279974617*pi,-0.11058977532216802*pi,3.80108798138534*pi) q[6];\nu3(3.5*pi,3.31327752432934*pi,0.5*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(0.250796474572695*pi,2.81121457403948*pi,1.38015292582503*pi) q[11];\nu3(1.0*pi,0.0*pi,1.225662633339162*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5439561924312755*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[3];\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(0.516186659388403*pi,-0.3760367475427*pi,4.12185648559462*pi) q[6];\ncx q[8],q[12];\ncx q[9],q[13];\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[0];\nu3(3.5*pi,3.48228989709542*pi,0.5*pi) q[1];\ncx q[2],q[11];\nu3(1.0*pi,0.0*pi,1.330457901185685*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(0.5*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,4.31352062107909*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[0];\ncx q[1],q[3];\nu3(3.5*pi,3.29811050352325*pi,0.5*pi) q[2];\ncx q[5],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[8],q[12];\nu3(0.2802631794339*pi,3.26984205468718*pi,1.92545511953485*pi) q[9];\nu3(1.0*pi,0.0*pi,1.2456120441075*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\ncx q[0],q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[11];\nu3(0.0*pi,-0.5*pi,0.5448927364502111*pi) q[3];\nu3(3.5*pi,3.48422747413123*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(0.552602832499044*pi,3.19698725909049*pi,0.7877982219983259*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,0.0*pi,1.284920886941456*pi) q[14];\nu3(3.5*pi,3.41138880959291*pi,0.5*pi) q[0];\ncx q[1],q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.316847993567728*pi) q[4];\ncx q[5],q[14];\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(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.40092834568612*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.389407520894519*pi,-0.35211529904549*pi,1.3070234921555302*pi) q[13];\ncx q[0],q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[11];\nu3(0.5*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[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[12];\nu3(0.344431686527903*pi,0.9513241271160799*pi,4.46619192272194*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.665942938732594*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.462323625501432*pi,-0.16456340667847902*pi,4.29509034220989*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.233037372825448*pi,3.23974636670239*pi,0.635146313984799*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.48585705600512*pi) q[4];\ncx q[5],q[14];\nu3(3.5*pi,3.42146377393861*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.254889700976219*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(1.0*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[4];\nu3(0.134095740398213*pi,-0.41704109325173067*pi,4.02320084438046*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.367809654205124*pi,0.92895238842721*pi,4.033703363163211*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],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(0.0*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[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(0.838764744317343*pi,1.01323675884466*pi,0.9643224107908219*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.718124517615937*pi) q[7];\nu3(0.737788498179084*pi,3.39916974172713*pi,3.22059652114851*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(0.734680426822593*pi,0.29347219241309697*pi,0.831676000015988*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];\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(0.343481850837329*pi,3.23762736612134*pi,1.96061099533702*pi) q[5];\ncx q[6],q[7];\nu3(0.622929396915571*pi,3.40164419135813*pi,3.16070159472492*pi) q[8];\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(0.89394352842581*pi,3.18695187612269*pi,3.87331059399661*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(1.0*pi,0.0*pi,4.0*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(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[11];\nu3(0.576894595068025*pi,3.09956200968518*pi,3.84059316268018*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[0];\ncx q[1],q[3];\nu3(0.272263011844511*pi,0.08934294009132704*pi,4.43943090322516*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,-0.5*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[11];\nu3(0.614080904589143*pi,0.06540655197793399*pi,1.55077654269406*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.239934447696267*pi,3.23712320328073*pi,1.55972726900963*pi) q[0];\nu3(3.5*pi,3.32966504801224*pi,0.5*pi) q[1];\nu3(0.13515051863291*pi,0.09024385233421595*pi,1.140702527684463*pi) q[2];\nu3(1.0*pi,0.0*pi,1.236173213302054*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(0.372414609225332*pi,0.35309760038834404*pi,0.88550889549238*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[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(0.576420583151498*pi,-0.10791336778417099*pi,0.9479149509913469*pi) q[0];\ncx q[1],q[3];\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(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.456538380023679*pi,2.88635236207889*pi,1.115648248463784*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.626282125847395*pi,0.12409563108502797*pi,1.374342033362641*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[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,0.5021093963425942*pi) q[3];\nu3(0.44871333643304*pi,3.06208978245968*pi,1.67612087514612*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[6];\nu3(0.127247944097056*pi,0.6746377403446799*pi,4.00423548572401*pi) q[7];\ncx q[9],q[12];\nu3(0.260665443465177*pi,3.06693715696421*pi,1.294346236810251*pi) q[11];\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(0.2805460693018*pi,0.6286787863735099*pi,3.68329285206258*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.676527993184286*pi,-0.226394185886939*pi,4.434862985823219*pi) q[7];\nu3(3.5*pi,3.37980841300965*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,1.298421275846033*pi) q[12];\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[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(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[9],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.288111697949962*pi,-0.09477329760129499*pi,4.44575922225302*pi) q[1];\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];\ncx q[6],q[14];\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(0.0*pi,-0.5*pi,0.644356958719655*pi) q[12];\ncx q[0],q[11];\nu3(0.649978573483702*pi,0.08703133519833195*pi,0.966559242545758*pi) q[1];\nu3(3.5*pi,3.40467184783905*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[13];\nu3(3.5*pi,3.46480826347295*pi,0.5*pi) q[6];\ncx q[7],q[8];\ncx q[9],q[12];\nu3(1.0*pi,0.0*pi,1.181746139461201*pi) q[10];\nu3(1.0*pi,0.0*pi,1.377207156883421*pi) q[14];\nu3(3.5*pi,3.46647623724279*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[1];\ncx q[2],q[10];\nu3(0.810325451620095*pi,3.26592655886812*pi,3.62975671969319*pi) q[3];\nu3(3.5*pi,3.41782343695231*pi,0.5*pi) q[4];\ncx q[6],q[14];\nu3(3.5*pi,3.40440041415429*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.350789333667866*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.3456372206731069*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.2996403689299552*pi) q[13];\ncx q[0],q[11];\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(0.279550230465268*pi,0.07332972559365702*pi,3.55610517385791*pi) q[3];\ncx q[4],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\ncx q[7],q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.42265510206037*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.47380755094874*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[10];\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[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.39925435326741*pi) q[8];\nu3(0.559054066230593*pi,3.31905448997693*pi,4.13999911136376*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.2640872602982896*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5466001520561926*pi) q[13];\ncx q[0],q[11];\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[3];\ncx q[4],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[8];\nu3(0.324721371911802*pi,0.7891673442027101*pi,4.331972318451*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[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(0.0*pi,-0.5*pi,1.5*pi) q[2];\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(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(0.615010295920445*pi,3.45438949512265*pi,3.32512779335548*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[2];\nu3(0.590464631557758*pi,0.26468769370979595*pi,4.23096109666045*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(0.5*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(0.659633540039053*pi,-0.140191793223105*pi,1.252878809573063*pi) q[12];\nu3(0.159220086879592*pi,3.28125323990093*pi,1.3707334333448928*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(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.133470063028241*pi,2.89792600759844*pi,1.452591811812555*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(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(0.431906154194781*pi,3.19700163815065*pi,4.410907655545261*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(0.592895761198711*pi,-0.4453474977150303*pi,1.005766497950235*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[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,-0.5*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(1.0*pi,0.0*pi,4.0*pi) q[0];\nu3(0.139225203268796*pi,-0.33814795317340396*pi,1.237819271768011*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[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[10];\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(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[6];\nu3(0.748360235922091*pi,2.99843884385544*pi,3.54625171126258*pi) q[7];\nu3(0.495702247566514*pi,3.24036700827134*pi,0.982470598209815*pi) q[8];\nu3(0.411866758438998*pi,3.00743035480459*pi,0.915724891824782*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,1.0*pi) q[14];\nu3(0.76679340120701*pi,-0.267812780144993*pi,4.3978074010168395*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.831190970512495*pi,3.14297366361505*pi,2.94663099983676*pi) q[6];\nu3(0.731208135464387*pi,3.36112287118229*pi,0.701634401178078*pi) q[7];\nu3(0.53021093442053*pi,3.20452741408007*pi,3.24249726559376*pi) q[8];\nu3(0.391256617392721*pi,0.04846119047756903*pi,3.57105789198188*pi) q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[11];\nu3(0.585683148231309*pi,0.31022443658717*pi,1.488850779280795*pi) q[14];\nu3(0.532662316456347*pi,3.10961107235492*pi,1.73132499638991*pi) q[0];\ncx q[2],q[9];\nu3(0.704738182216006*pi,0.02874448066718105*pi,1.175297526703764*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[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.880953285755068*pi,0.64821097713881*pi,4.15128193714726*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.41084373149889*pi,0.5*pi) q[2];\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(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.170134227411478*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.610782858714844*pi,2.81820619804812*pi,3.36169986537514*pi) q[11];\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[2],q[9];\ncx q[4],q[7];\ncx q[5],q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.521455691876617*pi,0.19432364351953102*pi,4.2022390031693*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[14];\nu3(3.5*pi,3.48510050965738*pi,0.5*pi) q[4];\nu3(3.5*pi,3.40429884217352*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,1.236711029515102*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.41608629109298*pi) q[9];\nu3(1.0*pi,0.0*pi,1.248015899422347*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,3.3955226116466*pi,0.5*pi) q[0];\ncx q[2],q[9];\nu3(3.5*pi,3.37908766020619*pi,0.5*pi) q[3];\ncx q[4],q[7];\ncx q[5],q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.271757112824111*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.2648392731546418*pi) q[14];\ncx q[0],q[8];\nu3(0.0*pi,-0.5*pi,1.5*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(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.638526009939269*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5789603273570054*pi) q[10];\ncx q[11],q[12];\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(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[7];\ncx q[5],q[10];\ncx q[6],q[13];\nu3(0.0*pi,-0.5*pi,4.44525756731265*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(3.5*pi,3.37204551981837*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.206035437483811*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.3900980730730605*pi) q[14];\ncx q[0],q[8];\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(3.5*pi,3.41902572812227*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[12];\nu3(1.0*pi,0.0*pi,1.3815049039490161*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(0.439344053600759*pi,1.06861499246583*pi,4.19882852241801*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[13];\nu3(0.428676866561746*pi,2.89278962452884*pi,1.060117528071375*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[11];\nu3(0.0*pi,-0.5*pi,4.37692105513634*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(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.794903042341973*pi,-0.239085096154657*pi,1.200783016993549*pi) q[4];\nu3(0.404062988998399*pi,-0.134222810924071*pi,0.770107288236054*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.258121306462879*pi,-0.320922851085069*pi,1.0877012013034602*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];\ncx q[11],q[12];\nu3(0.0*pi,-0.5*pi,0.5373810821969123*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(0.519820591390434*pi,2.96065831991397*pi,4.1533127003310994*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(0.335465766569822*pi,0.443188437230545*pi,0.608852162424846*pi) q[5];\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(0.472604215053345*pi,2.80767047127761*pi,3.71758336038162*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[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.173955113947365*pi,3.47234921844683*pi,1.3855851632602398*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(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.406925487421635*pi,-0.37493323899152897*pi,1.69268345833772*pi) q[9];\nu3(0.458416963560368*pi,3.3174183290111*pi,4.28743084721203*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(0.5*pi,-0.5*pi,0.5*pi) q[0];\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(1.0*pi,-0.5*pi,0.5*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(0.772858408220292*pi,3.22358490631678*pi,2.9411817233589*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[14];\nu3(0.739581538150033*pi,-0.053339924544624995*pi,0.636196499607036*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.434235346678254*pi,0.31047890803730904*pi,3.82597173801448*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.73040010293477*pi,3.229399057889*pi,3.25412771346676*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(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.277590282375013*pi,3.20552375191329*pi,0.7684793241992309*pi) q[14];\nu3(0.494089440510616*pi,0.190398271271489*pi,4.41871465648474*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.200178804705829*pi,3.21313617742797*pi,0.995010477437096*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[6];\nu3(0.556243903399664*pi,2.93563733197016*pi,3.65049506800934*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(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.661864288259935*pi,3.44999407874624*pi,0.906978607042541*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.768282183699182*pi,0.63017383317029*pi,4.2581259534081095*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.578844397469757*pi,3.37284327962161*pi,4.25676835862687*pi) q[11];\nu3(0.557560246314369*pi,-0.284047673088362*pi,3.86044436337912*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[0];\nu3(3.5*pi,3.48812437883673*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.4381862082751629*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.907532245991883*pi,-0.054850172106337025*pi,3.59642285584169*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.455415108951643*pi,3.28293282227408*pi,4.16254677174589*pi) q[11];\nu3(0.726466906272833*pi,2.98317265780883*pi,3.41376031167353*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];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[2];\ncx q[3],q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[8],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(0.297414509750454*pi,0.9676591648450401*pi,3.97079874653168*pi) q[13];\ncx q[0],q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,4.45979213844905*pi) q[2];\nu3(3.5*pi,3.46168110452851*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,3.42974270464026*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.274375785413165*pi) q[9];\nu3(1.0*pi,0.0*pi,1.130822577081462*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(0.628143086540462*pi,3.16188812229684*pi,4.24126172893042*pi) q[13];\nu3(3.5*pi,3.31841052692613*pi,0.5*pi) q[0];\ncx q[1],q[2];\ncx q[3],q[9];\ncx q[4],q[6];\nu3(1.0*pi,0.0*pi,1.174698484007344*pi) q[5];\ncx q[7],q[12];\ncx q[8],q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[5];\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(3.5*pi,3.42872983254949*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.278303822032572*pi) q[6];\nu3(3.5*pi,3.4201670054287*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,0.624448192411842*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5653479552797979*pi) q[10];\nu3(1.0*pi,0.0*pi,1.311196330131689*pi) q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) 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[9];\ncx q[4],q[6];\nu3(0.0*pi,-0.5*pi,4.42161115330121*pi) q[5];\ncx q[7],q[12];\ncx q[8],q[10];\ncx q[13],q[14];\ncx q[0],q[5];\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,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.30682464345251*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(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5872669036310401*pi) q[12];\nu3(3.5*pi,3.4099644019672*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.305550716093101*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];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.373369551252165*pi,2.97144515693475*pi,1.96932368608959*pi) q[3];\ncx q[4],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[7],q[12];\nu3(0.849644078242802*pi,0.324343121207463*pi,4.378772599431731*pi) q[8];\nu3(0.73826851085547*pi,0.03396118874871401*pi,3.57150770344455*pi) q[9];\nu3(0.668815754649978*pi,-0.13970545063316098*pi,1.073747910720504*pi) q[10];\ncx q[13],q[14];\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(0.506629712568058*pi,2.64431558678374*pi,3.99387018621394*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(0.163416190063304*pi,0.33592153757517496*pi,0.883721700285929*pi) q[8];\nu3(0.239251563769642*pi,0.62855507439125*pi,3.76783977235301*pi) q[9];\nu3(0.68589490184783*pi,0.8479153137413*pi,0.899593183045601*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[13];\nu3(0.0*pi,-0.5*pi,0.5849406304242403*pi) q[14];\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(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(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.531932387072888*pi,0.7615338448705999*pi,1.046236238690403*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(0.053374873873657*pi,0.08996625374196399*pi,1.219736104659523*pi) q[12];\ncx q[13],q[14];\nu3(0.612538025192937*pi,-0.187718841765192*pi,4.40115507490317*pi) q[0];\nu3(0.164845971483736*pi,3.36301463137804*pi,2.03818804384714*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(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.176793060285794*pi,2.66197234449262*pi,1.46066737959915*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(0.476221298550333*pi,3.28969129024014*pi,3.38280322146826*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(0.797664319291917*pi,3.3775349092347*pi,4.43981894099445*pi) q[0];\nu3(0.315512533542729*pi,3.03184391605169*pi,0.73098624945151*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[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[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.265619056165707*pi,0.47024998486733605*pi,0.5278095647712907*pi) q[13];\nu3(0.451131693389185*pi,3.00269585316576*pi,1.6358093832246*pi) q[14];\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(0.921392300118174*pi,0.11863925213247895*pi,1.57957144607677*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.249594686331221*pi,-0.010280500251462987*pi,1.221482154749878*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(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.541840334456106*pi,3.14166665505739*pi,3.23409781175588*pi) q[13];\nu3(0.271604598678557*pi,2.69991644248832*pi,1.078160624731114*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(0.146467782036995*pi,3.48560140355654*pi,1.2283995990813978*pi) q[2];\nu3(0.650967146222255*pi,2.6424413236667*pi,3.89357041455728*pi) q[4];\nu3(0.481840714566257*pi,0.7099584690871801*pi,0.5146232388310036*pi) q[5];\nu3(0.452493902871309*pi,-0.25437166752939*pi,4.37314096882283*pi) q[6];\ncx q[10],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[0];\ncx q[1],q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.375270769784832*pi,0.5587421291319401*pi,4.12529822868109*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.772260166967809*pi,0.301010831608457*pi,3.85821361477249*pi) q[6];\nu3(3.5*pi,3.42900724029027*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.263915719381688*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(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(3.5*pi,3.37125979787608*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[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,0.0*pi,1.2526202400677628*pi) q[7];\ncx q[10],q[12];\ncx q[0],q[3];\ncx q[1],q[7];\ncx q[2],q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\ncx q[5],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.39417855788855*pi) q[12];\nu3(3.5*pi,3.3978556232974*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(3.5*pi,3.40309562741751*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.229493647782458*pi) q[3];\ncx q[4],q[11];\nu3(3.5*pi,3.29748550061019*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,0.5483119161270988*pi) q[7];\nu3(1.0*pi,0.0*pi,1.255431966885809*pi) q[9];\ncx q[10],q[12];\nu3(1.0*pi,0.0*pi,1.257535038788832*pi) q[13];\ncx q[0],q[3];\ncx q[1],q[7];\ncx q[2],q[13];\nu3(3.5*pi,3.36820145638273*pi,0.5*pi) q[4];\ncx q[5],q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.282794737339483*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[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,0.5274161208218513*pi) q[3];\ncx q[4],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[6],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.42567970972064*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,4.47580681274263*pi) q[13];\ncx q[0],q[3];\nu3(0.448499967485822*pi,3.49197761775572*pi,1.64174889669501*pi) q[1];\ncx q[2],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[5],q[9];\nu3(3.5*pi,3.49842335769083*pi,0.5*pi) q[6];\nu3(0.15937567969269*pi,0.35713167726016304*pi,0.630677508451877*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5096087668727218*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.1482643871541511*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.4650024734112*pi,3.05988215336289*pi,4.38313088931784*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[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[14];\nu3(0.139339620784231*pi,-0.4163344609204648*pi,4.04698305216343*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(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[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(0.5*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,1.5*pi) q[9];\nu3(0.34103206645893*pi,3.2532235406773*pi,0.5099671977316644*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,4.44323583358646*pi) q[14];\nu3(0.466383692805362*pi,0.63411904972829*pi,4.19808359956725*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(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.392621679354128*pi,0.12120372263845203*pi,3.43179352964864*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[14];\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(0.372683526089295*pi,-0.327452112351705*pi,3.9489243158628*pi) q[10];\nu3(0.437607368778294*pi,2.55846845187845*pi,1.205004078009332*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(0.397293149866793*pi,0.278804431930627*pi,4.36718813886697*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(0.506971252696106*pi,-0.06718951342496199*pi,0.7535073826833449*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(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.407828426376772*pi,-0.4428247771529138*pi,4.0760784268784995*pi) q[11];\nu3(0.440624221205859*pi,-0.293331070740382*pi,1.004331592112613*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(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.623114079473251*pi,3.20204208718287*pi,3.79576739576309*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.359276181283989*pi,-0.387471256845975*pi,4.26607951687625*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[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(0.382121371833758*pi,-0.251914754831705*pi,1.69430309932686*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[0];\nu3(0.252481334255033*pi,0.41980995436394797*pi,4.36845277067342*pi) q[2];\nu3(0.535647464600304*pi,3.25481983610972*pi,1.88896130038924*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.309323760955542*pi,3.20891792176564*pi,0.5041456354306652*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.141982417934999*pi,1.1536986187296*pi,4.34416938072974*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(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.475326168060632*pi,2.5320636006941*pi,3.95246084519342*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(0.0767978083864978*pi,0.9039186790329701*pi,4.11429704787108*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,4.0*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.135697147883232*pi,1.13797207752604*pi,4.304884613351049*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(0.885995462105822*pi,-0.05832485996498199*pi,1.10889720400849*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[12];\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(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.785204145958382*pi,0.51510657102782*pi,4.0840408751893005*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],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(3.5*pi,3.39894774777379*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];\ncx q[4],q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.159537955693685*pi,3.49911749038777*pi,4.2163018773254795*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(3.5*pi,3.47557965331823*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.137945554721965*pi) q[11];\nu3(1.0*pi,0.0*pi,1.0808756721187471*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[5];\ncx q[1],q[12];\ncx q[2],q[7];\ncx q[3],q[13];\nu3(3.5*pi,3.47737029320837*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.188715531530932*pi) q[8];\ncx q[10],q[11];\nu3(0.208392500521427*pi,-0.4052217251363854*pi,1.2973106228413012*pi) q[14];\nu3(3.5*pi,3.48403070797665*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(3.5*pi,3.43605856389647*pi,0.5*pi) q[2];\nu3(3.5*pi,3.33385079870422*pi,0.5*pi) q[3];\ncx q[4],q[8];\nu3(1.0*pi,0.0*pi,1.3963209590689512*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.291135861865588*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5057418760255321*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.49758928482355*pi) q[12];\nu3(1.0*pi,0.0*pi,1.140654936949469*pi) q[13];\nu3(0.793257037705406*pi,3.40255141546609*pi,3.8310632666344*pi) q[14];\ncx q[0],q[5];\ncx q[1],q[12];\ncx q[2],q[7];\ncx q[3],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.5549086299387489*pi) q[8];\ncx q[10],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(0.5*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[8];\nu3(0.0*pi,-0.5*pi,0.7530944087426961*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.5234808131149584*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[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5428929262176059*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[7];\ncx q[3],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\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(0.0*pi,-0.5*pi,1.5*pi) q[12];\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(0.5*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(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(3.5*pi,3.38818677325091*pi,0.5*pi) q[9];\nu3(0.534219994802914*pi,0.428478079938719*pi,4.4689584146935*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(1.0*pi,0.0*pi,1.322120165026166*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(0.714178090899918*pi,0.25153688056094703*pi,0.5861926268910425*pi) q[2];\nu3(0.552084798835874*pi,0.19920509252254404*pi,0.7642841258958659*pi) q[3];\nu3(0.529885310377873*pi,0.8759303339535001*pi,1.0749806675769271*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.617699618256674*pi,0.224462167419061*pi,0.817978017670119*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[9],q[14];\nu3(0.221575405871084*pi,1.10373684208457*pi,4.21259713287927*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[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.229927086706906*pi,0.125601953602147*pi,1.03672220570205*pi) q[2];\nu3(0.469106747782572*pi,2.79332206164214*pi,3.57934481586249*pi) q[3];\nu3(0.356710755958154*pi,3.0859428993795*pi,0.8429086868411311*pi) q[4];\nu3(1.0*pi,0.0*pi,4.0*pi) q[5];\nu3(0.37911008601079*pi,0.25407163359960805*pi,4.25665377355384*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,-0.5*pi,0.5*pi) q[10];\nu3(0.596090754437985*pi,0.10239134011738404*pi,3.93652357289656*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,4.47607295758676*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[0];\nu3(0.250816297820359*pi,-0.28848987230504997*pi,4.051377227981471*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(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,-0.5*pi,0.5*pi) q[7];\nu3(0.670917439318026*pi,-0.254974113612381*pi,3.65910837910234*pi) q[8];\ncx q[9],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0862288859167634*pi,-0.37023701612597404*pi,0.753842665944843*pi) q[11];\nu3(0.849752821799536*pi,0.8799960563690099*pi,0.9345657768554589*pi) q[12];\nu3(0.678902840506156*pi,0.34419503446120403*pi,1.55252720562563*pi) q[13];\nu3(0.679316632853126*pi,-0.04439738620774403*pi,1.233871352453656*pi) q[0];\nu3(0.268894367187855*pi,3.1798721072257*pi,2.05447349202917*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(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.281132149923502*pi,0.25053802332257*pi,4.28054595466487*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(0.784058814992207*pi,-0.4271756699858476*pi,3.09816864498423*pi) q[12];\nu3(0.449608082839875*pi,0.45713155860627597*pi,4.4132653782375*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.78423370983871*pi,0.420529807472106*pi,1.041414337627662*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[4];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[5];\ncx q[7],q[10];\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[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(0.0*pi,-0.5*pi,4.0*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[4];\nu3(0.469208044444663*pi,0.93122395881859*pi,4.01391793011822*pi) q[5];\nu3(3.5*pi,3.41647712200308*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,0.0*pi,1.2702120486659552*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(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[4],q[6];\nu3(0.413118220328975*pi,-0.11396448767619899*pi,4.15314878267247*pi) q[5];\ncx q[7],q[10];\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[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[3];\nu3(3.5*pi,3.48876525779048*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,1.2631781943473102*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[9];\nu3(0.0*pi,-0.5*pi,4.48585611944211*pi) q[10];\nu3(3.5*pi,3.45859928339445*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.2643065641069748*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(3.5*pi,3.27765177913037*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.2088243117544342*pi) q[3];\ncx q[4],q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\ncx q[7],q[10];\nu3(0.57551218467495*pi,3.37697404670955*pi,3.15612627357262*pi) q[9];\ncx q[11],q[13];\nu3(0.613246356502588*pi,0.61183507810682*pi,1.2572279468853291*pi) q[14];\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[4];\ncx q[5],q[12];\nu3(0.0*pi,-0.5*pi,4.44776786102334*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.513482198019797*pi,0.26573537138081205*pi,0.728244798653917*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,4.4281706179696005*pi) q[13];\nu3(0.167835976307397*pi,3.46363719972368*pi,4.12919805515919*pi) q[14];\ncx q[0],q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,0.641341891039308*pi) q[3];\ncx q[4],q[6];\nu3(3.5*pi,3.49180987762794*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[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,1.28926276389558*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.42098854285123*pi,0.5*pi) q[0];\ncx q[1],q[3];\nu3(1.0*pi,0.0*pi,1.361672008599684*pi) q[2];\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];\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[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[2];\nu3(1.0*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(0.5*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];\ncx q[8],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,0.5942021434314871*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(0.587933954329835*pi,2.81392643364645*pi,3.83014634058915*pi) q[1];\nu3(0.0*pi,-0.5*pi,4.32659975133897*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(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,3.41583210503915*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.3051790501933231*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[13];\ncx q[0],q[2];\nu3(0.330558632539792*pi,0.31877680587435997*pi,1.140316339425779*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(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0501052658619259*pi,3.09122246198223*pi,1.496118414274975*pi) q[7];\ncx q[8],q[9];\nu3(0.389371666291393*pi,-0.22234676908414602*pi,3.76804434854403*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[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(0.381389227330993*pi,3.29236422223092*pi,1.360770273284756*pi) q[3];\nu3(0.444358207600646*pi,-0.063701978135623*pi,0.8473139033691219*pi) q[4];\nu3(0.572299684502256*pi,-0.49140847906363005*pi,3.66164940621299*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.442900385338292*pi,3.39228902200731*pi,0.9329970852289879*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5607554646728516*pi) q[9];\nu3(0.367352552875015*pi,-0.302319613154061*pi,0.692730516860283*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.161359354348626*pi,0.374271277749876*pi,0.5658400839531906*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(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.66461045558108*pi,0.9312399425037301*pi,0.722391380345757*pi) q[3];\nu3(0.680880528580608*pi,2.5853558540287*pi,4.00401467243911*pi) q[4];\nu3(0.294130536438978*pi,0.241769076784067*pi,3.88075261363513*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[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.876198746167646*pi,0.8705327493641599*pi,0.5785007624871434*pi) q[11];\nu3(0.200943270857145*pi,0.07277082676422997*pi,1.336965561160444*pi) q[12];\nu3(0.829184251797755*pi,3.20358451785744*pi,3.30968977963469*pi) q[13];\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(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(0.772054759536481*pi,3.43397406168803*pi,4.05185703098792*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(0.657235102408886*pi,-0.34868391026907597*pi,3.4952352390881*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.596989313448988*pi,-0.136802578292832*pi,3.64753010983681*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*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(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.499581410100705*pi,0.6267285565542899*pi,0.630348477943658*pi) q[6];\nu3(0.665741613149997*pi,2.73792641813379*pi,3.71825364820108*pi) q[8];\nu3(0.168420722574677*pi,3.28390322719367*pi,4.28556846646781*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(3.5*pi,-0.5*pi,0.5*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[2];\ncx q[5],q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.243551188808679*pi,-0.330584556204148*pi,0.9828078830303719*pi) q[8];\nu3(0.361881343503333*pi,-0.154292246480923*pi,4.47543075956916*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,1.0*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[11];\nu3(3.5*pi,3.49107662948555*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(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.299852163874823*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.710142811620259*pi,0.95160453552563*pi,0.981439045122256*pi) q[0];\ncx q[1],q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.37138557518179*pi,0.5*pi) q[3];\ncx q[5],q[12];\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(1.0*pi,0.0*pi,1.209615239836334*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[13];\nu3(0.521020119870609*pi,3.12340729509773*pi,0.813144946107222*pi) q[0];\nu3(3.5*pi,3.29314570368831*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[2];\ncx q[3],q[11];\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[8];\nu3(1.0*pi,0.0*pi,1.223644758736171*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.4231023404162*pi) q[12];\ncx q[13],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[9];\nu3(0.771498101421114*pi,0.48160827755237*pi,3.998501302784*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[5],q[12];\ncx q[6],q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.3611297449381095*pi) q[11];\nu3(3.5*pi,3.42121843743847*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.332066139847567*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(0.338248434441449*pi,0.29320719288839103*pi,4.31721434569716*pi) q[2];\ncx q[3],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,3.36303041683669*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.1627444711462331*pi) q[7];\ncx q[8],q[10];\nu3(0.0*pi,-0.5*pi,0.5792785203119819*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\ncx q[13],q[14];\ncx q[1],q[9];\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];\ncx q[6],q[7];\nu3(3.5*pi,3.47221444858985*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.326894792767864*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,4.24024924710666*pi) q[14];\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[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.37509830899368*pi) q[7];\ncx q[8],q[10];\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(0.0*pi,-0.5*pi,1.5*pi) q[12];\ncx q[13],q[14];\ncx q[0],q[2];\nu3(0.498621224743277*pi,-0.344850969471895*pi,4.49219534105838*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];\ncx q[6],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,0.645102641661881*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(3.5*pi,3.36126393279263*pi,0.5*pi) q[0];\nu3(0.404457677394105*pi,2.88536355482652*pi,0.740785763504613*pi) q[1];\nu3(1.0*pi,0.0*pi,1.245403126595725*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(0.0*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(1.0*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(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[2];\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(0.417067215263064*pi,2.40922980160073*pi,1.342621844951621*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(0.760285067531509*pi,3.4917127672426*pi,3.0956960479952*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(0.599808022771437*pi,3.27180383825717*pi,3.67250127818865*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,0.0*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,4.34130444292752*pi) q[2];\nu3(0.889813688133041*pi,0.383815522054445*pi,4.05512377247099*pi) q[3];\nu3(0.210646844837436*pi,-0.4772201884095435*pi,4.0284849603421105*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(0.655057337958186*pi,0.25859649189617995*pi,4.08525357743102*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.238734312961373*pi,0.15993439367277096*pi,3.74385242579205*pi) q[11];\nu3(0.181713506238059*pi,-0.20707371117556*pi,1.67005150949133*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];\ncx q[0],q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.865385335490092*pi,0.76412541920808*pi,0.7635830375885391*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[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.480068209722558*pi,-0.375943160021048*pi,3.97991661610501*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(0.466158654578478*pi,-0.20893314281409803*pi,3.58106059276975*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(0.0*pi,-0.5*pi,1.5*pi) q[14];\nmeasure q[8] -> c[8];\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(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.640958490091501*pi,-0.08397308191125602*pi,4.31730563128104*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(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,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[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.162097937490271*pi,-0.277662517337406*pi,4.19090617578238*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.139853052297389*pi,3.30973519184429*pi,1.164746378696075*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.434515755500618*pi,3.08236638821309*pi,0.5876224829990696*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[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(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0303080573604189*pi,0.7237853691751199*pi,4.37262440317528*pi) q[7];\nu3(0.216114303948791*pi,0.7342617504047999*pi,3.79997458552012*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.342577474239002*pi,0.67785001117451*pi,3.97095129582902*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[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.207775613675605*pi,0.62239259024621*pi,0.5132091926946408*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(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.635919595489029*pi,0.07077775885489201*pi,3.93751397376203*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[2];\ncx q[3],q[9];\ncx q[4],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];\ncx q[11],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0861809953585501*pi,-0.376450176564637*pi,0.706034712669946*pi) q[14];\nu3(0.836822993768659*pi,0.6731377187118*pi,1.014652032719419*pi) q[0];\nu3(0.406691217809158*pi,0.30459592404132896*pi,1.050461510328378*pi) q[2];\nu3(3.5*pi,3.36917976516441*pi,0.5*pi) q[3];\nu3(3.5*pi,3.38724294364293*pi,0.5*pi) q[4];\ncx q[5],q[13];\nu3(1.0*pi,0.0*pi,1.33231238101744*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.263630322849902*pi) q[9];\nu3(3.5*pi,3.46186826309935*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.235741656129036*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.51430256630921*pi,0.8137116010415599*pi,4.29043886714123*pi) q[0];\nu3(0.650381327475722*pi,-0.12678304896887*pi,0.5438102438019315*pi) q[2];\ncx q[3],q[9];\ncx q[4],q[6];\nu3(3.5*pi,3.43204561151446*pi,0.5*pi) q[5];\ncx q[11],q[12];\nu3(1.0*pi,0.0*pi,1.284685666766391*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];\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(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[5],q[13];\nu3(0.0*pi,-0.5*pi,0.627925408732076*pi) q[6];\ncx q[7],q[14];\nu3(0.0*pi,-0.5*pi,0.5023483611077117*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.4238984233535295*pi) q[12];\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[9];\ncx q[4],q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(3.5*pi,3.4318358971837*pi,0.5*pi) q[7];\ncx q[11],q[12];\nu3(0.0*pi,-0.5*pi,4.47177816823983*pi) q[13];\nu3(1.0*pi,0.0*pi,1.207893106362748*pi) q[14];\nu3(1.0*pi,-0.5*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,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[13];\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[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[0];\nu3(3.5*pi,3.3942561617322*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.282845483694652*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.456908235240493*pi,-0.01707895063435*pi,3.8340925107127*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.388239845850393*pi,3.47278631557413*pi,1.92722534584903*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[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,0.612281495356602*pi) q[14];\nmeasure q[4] -> c[4];\nmeasure q[6] -> c[6];\ncx q[0],q[10];\ncx q[1],q[2];\nu3(0.696050687760241*pi,-0.21189550038765198*pi,0.79722027539005*pi) q[3];\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[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];\nmeasure q[3] -> c[3];\nu3(3.5*pi,3.46395971593498*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,4.387136966312751*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[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.199473903382984*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];\ncx q[0],q[10];\ncx q[1],q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.192668467322545*pi,1.06006078308369*pi,4.19778341736739*pi) q[7];\nu3(0.447170611005534*pi,3.13539554417161*pi,1.84265379687764*pi) q[9];\nu3(0.298033048312388*pi,0.56578381389967*pi,0.6672237164539669*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(0.26799660530631*pi,-0.376314839804441*pi,1.208530911903607*pi) q[14];\nmeasure q[7] -> c[7];\nmeasure q[9] -> c[9];\nmeasure q[11] -> c[11];\nmeasure q[14] -> c[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];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.44035978135022*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];\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(0.707553137640987*pi,-0.370467477565325*pi,3.66779815755574*pi) q[5];\nu3(0.538851075039481*pi,-0.11713252246510802*pi,4.250984061286291*pi) q[12];\nu3(0.894531232969144*pi,-0.18393749482509397*pi,0.8397360171636761*pi) q[13];\nmeasure q[5] -> c[5];\nmeasure q[12] -> c[12];\nmeasure q[13] -> c[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*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[10];\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];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\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[10];\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,-0.5*pi,0.5*pi) q[10];\nu3(0.883134629687162*pi,-0.381352408089647*pi,3.52845873586949*pi) q[0];\nu3(0.645971072475432*pi,2.61321205413031*pi,3.82677734247954*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[10];\nmeasure q[0] -> c[0];\nmeasure q[1] -> c[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.395299690157803*pi,-0.49348856078332887*pi,0.836880340270297*pi) q[2];\nu3(0.160948250356173*pi,0.050867463936155044*pi,0.733125849900592*pi) q[10];\nmeasure q[2] -> c[2];\nmeasure q[10] -> c[10];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(0.572494333234206*pi,0.53233434221546*pi,4.416523605424199*pi) q[0];\nu3(0.606245334465854*pi,-0.13052267273346602*pi,3.6768556201508*pi) q[1];\nu3(0.402148586924683*pi,3.0165635933395*pi,1.0927372463125908*pi) q[2];\nu3(0.345848170896337*pi,3.3912919130041*pi,0.864159753291531*pi) q[3];\nu3(0.263398185512803*pi,2.65899821368999*pi,1.4291644213436419*pi) q[4];\nu3(0.210091292845904*pi,2.52428564442231*pi,1.3380654932409088*pi) q[5];\nu3(0.307599507449853*pi,2.82078567294753*pi,1.151775336684477*pi) q[6];\nu3(0.51837742967916*pi,3.48922004711719*pi,0.631065295116866*pi) q[7];\nu3(0.706865230262559*pi,3.33880679498576*pi,3.82404536787677*pi) q[8];\nu3(0.220494682729207*pi,-0.399098986998724*pi,0.710157167952329*pi) q[9];\nu3(0.692380332528982*pi,3.43385206037915*pi,3.23638915644166*pi) q[10];\nu3(0.519581478033877*pi,0.259150168776504*pi,0.6699489195236*pi) q[11];\nu3(0.542850574839651*pi,-0.4055108441093225*pi,3.78332951217008*pi) q[12];\nu3(0.408035430175315*pi,2.7956245672167*pi,1.51963656604729*pi) q[13];\nu3(0.329990975052511*pi,0.30313671662973396*pi,3.3155738198439*pi) q[14];\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(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(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*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(0.5*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(0.0*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(0.5*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(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[8];\ncx q[4],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[9];\ncx q[10],q[12];\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,3.38556581551851*pi,0.5*pi) q[2];\nu3(3.5*pi,3.45816146392889*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.327769500076603*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.2182062910576459*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(3.5*pi,3.41306600342885*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.320129832150259*pi) q[12];\ncx q[0],q[3];\ncx q[1],q[5];\ncx q[2],q[8];\ncx q[4],q[6];\ncx q[7],q[14];\ncx q[9],q[11];\ncx q[10],q[12];\nu3(3.5*pi,3.47149317113171*pi,0.5*pi) q[0];\nu3(3.5*pi,3.48819447631332*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.183647234260967*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.1962898804076612*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.39616261511802*pi) q[6];\nu3(3.5*pi,3.37498010410364*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.3293084683649194*pi) q[8];\nu3(3.5*pi,3.45431300489485*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,1.209306351721616*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.430793335546991*pi) q[12];\nu3(1.0*pi,0.0*pi,1.337355609710148*pi) q[14];\ncx q[0],q[3];\ncx q[1],q[5];\ncx q[2],q[8];\ncx q[4],q[6];\ncx q[7],q[14];\ncx q[9],q[11];\ncx q[10],q[12];\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(0.0*pi,-0.5*pi,4.44075782752188*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.612794505565407*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(0.5*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,4.4615860352735695*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.511671790449229*pi) q[14];\ncx q[0],q[3];\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[4];\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];\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(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(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(0.0*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[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(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(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[0];\nu3(0.700353589784552*pi,0.420000088802697*pi,0.7989256492398811*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,-0.5*pi,0.5*pi) q[6];\nu3(0.208108358307023*pi,3.46011968928557*pi,0.5323006244987265*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(0.0*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(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.791313825150277*pi,-0.04019722235588802*pi,4.14450433363685*pi) q[1];\nu3(0.526209783722466*pi,0.027030415488364046*pi,1.338881926751411*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.895311362341078*pi,2.67365147257298*pi,4.08039491851532*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.503246385196604*pi,3.34480836183032*pi,3.15713965873533*pi) q[6];\nu3(0.413120860830892*pi,3.28906352900611*pi,4.37430311055363*pi) q[7];\nu3(0.745496202000577*pi,-0.009071322143903993*pi,4.41359196799604*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.278805287366242*pi,3.35237519829033*pi,2.05527695616376*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.749911313810374*pi,0.261040560544354*pi,1.143155228107391*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.181333994941885*pi,-0.233638819413566*pi,1.382256497311176*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.307823600539073*pi,3.25818391489115*pi,1.0529576999676071*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.542161398920164*pi,-0.12575558789956698*pi,1.141950582840256*pi) q[4];\nu3(0.894793038210576*pi,-0.16930675500994202*pi,0.744880255592376*pi) q[5];\nu3(0.668696570580163*pi,3.47207971867423*pi,4.47731661452298*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.789682124496438*pi,0.5250017849536399*pi,1.26097189919407*pi) q[8];\nu3(0.319243189517841*pi,-0.19458431852889801*pi,0.60997168013543*pi) q[9];\nu3(0.517711478396817*pi,0.76182629527212*pi,0.7711092571583911*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.54550264678603*pi,-0.12881706886219602*pi,3.51441676266952*pi) q[12];\nu3(0.0894895439832263*pi,2.75712229699525*pi,1.344278347183959*pi) q[14];\nu3(0.257681162583969*pi,-0.485063599104691*pi,0.93365796907457*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(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.218465327487812*pi,2.37690095481727*pi,1.3202096816860371*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(0.395364098330044*pi,0.38501648749779604*pi,0.5539416136583807*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,4.0*pi) q[12];\nu3(0.589704596333668*pi,3.40243911607716*pi,3.25290922283708*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];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.366433647214274*pi,0.21531110070703297*pi,0.8099114957421221*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(0.5*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(0.63784552362918*pi,0.70171042714147*pi,1.297542522021248*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(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.609781477375632*pi,-0.068392865713292*pi,0.50245038223036*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];\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[10];\nu3(0.878228845810814*pi,3.29092607508806*pi,4.070416148719691*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[0];\ncx q[1],q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[6],q[14];\nu3(3.5*pi,3.42072272646603*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.312356356299083*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(3.5*pi,-0.5*pi,0.5*pi) q[11];\ncx q[0],q[3];\nu3(3.5*pi,3.39088782114147*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.309593989853317*pi) q[5];\nu3(3.5*pi,3.35708249402409*pi,0.5*pi) q[6];\ncx q[7],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(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.218517630827475*pi) q[14];\nu3(3.5*pi,3.35619847199963*pi,0.5*pi) q[0];\ncx q[1],q[5];\ncx q[2],q[11];\nu3(1.0*pi,0.0*pi,1.188602877671852*pi) q[3];\ncx q[6],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5034950839499601*pi) q[8];\ncx q[9],q[13];\ncx q[10],q[12];\ncx q[0],q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(3.5*pi,3.46200739004275*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,0.5494623163927774*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\ncx q[7],q[8];\nu3(3.5*pi,3.47202648482084*pi,0.5*pi) q[9];\nu3(3.5*pi,3.47305337970749*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.2707960189937428*pi) q[11];\nu3(1.0*pi,0.0*pi,1.416998878296641*pi) q[12];\nu3(1.0*pi,0.0*pi,1.318923892002982*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.614265756597721*pi) q[14];\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,4.40749005387509*pi) q[3];\ncx q[6],q[14];\nu3(0.5*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[13];\ncx q[10],q[12];\ncx q[0],q[3];\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,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.962334189990539*pi,-0.26115694271940204*pi,4.498997766016879*pi) q[7];\nu3(0.61221408757774*pi,-0.4493964435854412*pi,3.14978788502885*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,4.49338971142521*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.3705605859647*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.47652041232025*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[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(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.500674224605164*pi,0.21771586061108805*pi,0.696998053430238*pi) q[6];\nu3(0.637048512370788*pi,2.87150639170991*pi,3.8669383186458*pi) q[7];\nu3(0.223282477955939*pi,3.0646932480932*pi,1.63709013053273*pi) q[8];\ncx q[9],q[13];\ncx q[10],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(0.491493989654064*pi,0.07969760520871705*pi,4.31064384107137*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(0.526744084727343*pi,2.56696662986147*pi,3.52011406112721*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(0.0*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(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.169161561266068*pi,0.10865686778857098*pi,0.680853157792365*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[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(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(0.243456626521742*pi,0.49387954018521296*pi,4.43814967396461*pi) q[14];\nu3(0.705089110165217*pi,3.21273805206375*pi,2.79604888084889*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(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.536737181355463*pi,-0.291680242625451*pi,0.5540312735436093*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[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(0.391518978201833*pi,-0.0011556691472889846*pi,0.8694863255196821*pi) q[14];\nu3(0.14050448834611*pi,2.54373533321571*pi,1.53884942694058*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(0.443397752242478*pi,3.23236688939512*pi,4.32668203125248*pi) q[5];\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[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(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(0.566558231688906*pi,0.011477659352310043*pi,1.318410230800544*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.474269145241599*pi,3.07739392386577*pi,2.0039139661228598*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(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.416931609214005*pi,2.80587963576989*pi,1.318329653366294*pi) q[2];\nu3(0.458998138024343*pi,3.42903704165228*pi,4.36520839584087*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.492286862676978*pi,-0.327728458157641*pi,1.2744806290334592*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[10];\nu3(0.633741955485626*pi,2.95040012691685*pi,3.92193197314372*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[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.692068911767251*pi,0.13647542182251404*pi,3.95510328632617*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(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.571805669646555*pi,2.95034700918091*pi,3.69952455046738*pi) q[10];\nu3(0.624422773844045*pi,0.30100845137178*pi,1.499015385599738*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.389218272068179*pi,-0.13919868068595698*pi,0.5722498370612887*pi) q[13];\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(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[5],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.37504719253513*pi,-0.24791073465541402*pi,0.5076653086007563*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(0.624394666021345*pi,-0.316318880695232*pi,4.4901844223050205*pi) q[13];\ncx q[0],q[7];\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,3.2733912764677*pi,0.5*pi) q[5];\ncx q[8],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(0.883622722094714*pi,0.364243468391778*pi,0.842882382663394*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.1744918454549969*pi) q[14];\nu3(3.5*pi,3.43996529594793*pi,0.5*pi) q[0];\ncx q[2],q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[5],q[14];\nu3(1.0*pi,0.0*pi,1.315079571045001*pi) q[7];\nu3(3.5*pi,3.49338732729105*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.2832157944212002*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(0.933449853899366*pi,3.06397593669638*pi,3.38211629853978*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[7];\nu3(3.5*pi,3.43523370449928*pi,0.5*pi) q[2];\ncx q[3],q[6];\nu3(1.0*pi,0.0*pi,1.3502945212938*pi) q[4];\nu3(0.5*pi,0.0*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[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.433263051948019*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[10];\ncx q[2],q[4];\nu3(3.5*pi,3.45244445746491*pi,0.5*pi) q[3];\ncx q[5],q[14];\nu3(1.0*pi,0.0*pi,1.207918394308566*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.66697916902918*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5374747842818905*pi) q[9];\ncx q[11],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\ncx q[0],q[7];\nu3(3.5*pi,3.44136617994726*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[6];\nu3(0.0*pi,-0.5*pi,4.45065716065399*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[8],q[9];\nu3(1.0*pi,0.0*pi,1.40091393851398*pi) q[10];\nu3(3.5*pi,3.47238113698468*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.173645315110939*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];\ncx q[1],q[10];\ncx q[2],q[4];\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,0.5998033686605533*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,-0.5*pi,0.5*pi) q[9];\ncx q[11],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,0.0*pi,0.5*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[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,-0.5*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,0.749340465853901*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.40207117089934*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.719840362718043*pi,2.93482615118843*pi,3.8070960831012*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(0.541400999911201*pi,-0.35161923208483403*pi,0.773533754044611*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(0.532208919309627*pi,2.83806846121336*pi,3.59778093510849*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[14];\nu3(0.153959879787548*pi,0.213418994090521*pi,1.011148525426889*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(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.122081881246477*pi,2.94110467052542*pi,1.0623358237410852*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(0.602900379941825*pi,-0.167803091126295*pi,0.9843705886990379*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(0.0*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[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(0.612438258069069*pi,3.11592612763027*pi,3.71397423128792*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(0.309363588304827*pi,-0.4481067941053183*pi,1.66973966698549*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.253518048989774*pi,0.13606607558239403*pi,4.168596559791521*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[13];\nu3(0.313328498277048*pi,0.09346441526024896*pi,1.3510838359968869*pi) q[14];\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(0.232822622269202*pi,0.03518947647969595*pi,4.11895121249629*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[6];\nu3(0.460777432620785*pi,0.23656362865840097*pi,3.93400748064305*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.656872380291706*pi,3.08364423257083*pi,4.32658820398565*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(0.499923722684207*pi,2.89223243052718*pi,3.68384519902773*pi) q[14];\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(0.346601272688452*pi,-0.19415780309042502*pi,0.5071805744429626*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.842672790979576*pi,3.49164416822886*pi,3.29644073468547*pi) q[4];\ncx q[5],q[12];\nu3(0.373107808399364*pi,-0.4321395618362071*pi,1.56706278776167*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(1.0*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(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.375909773728163*pi,3.40729803187445*pi,4.4967452753316906*pi) q[1];\nu3(0.502203315102487*pi,-0.24036229882132398*pi,3.75887505001314*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.307404704237981*pi,2.64940040927109*pi,1.488368678108435*pi) q[4];\nu3(3.5*pi,3.45455566713181*pi,0.5*pi) q[5];\nu3(0.649916464609755*pi,0.11297423833002795*pi,0.98564463514045*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(0.681245265011833*pi,0.025828671189467967*pi,1.51827418332472*pi) q[11];\nu3(1.0*pi,0.0*pi,1.206525634202956*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(0.374210138641105*pi,0.33402838573733296*pi,3.48626194695538*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];\ncx q[5],q[12];\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,1.0*pi) q[10];\nu3(0.280202579202081*pi,0.5660354446197*pi,0.75820333699778*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[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(0.5*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[7];\nu3(0.40311092209699*pi,0.12902745331501297*pi,3.41068837883825*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.3539926566276*pi) q[12];\nu3(0.370748734927229*pi,-0.25862027004300203*pi,4.44364346118552*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[4];\ncx q[5],q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.707148141614919*pi,0.358576147118708*pi,1.3323537136831471*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.374898696108831*pi,-0.22884386083577002*pi,4.0577287934966595*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.37926564428277*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.206420234550921*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];\ncx q[7],q[11];\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(1.5*pi,0.0*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[9];\nu3(3.5*pi,3.36804602065044*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,1.115078089050052*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[13];\ncx q[0],q[10];\ncx q[1],q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,0.6554214916432031*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,3.4689961601644*pi,0.5*pi) q[6];\ncx q[7],q[11];\nu3(1.0*pi,0.0*pi,1.2934837038204599*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\ncx q[13],q[14];\nu3(3.5*pi,3.46517391821307*pi,0.5*pi) q[0];\nu3(3.5*pi,3.38419836647229*pi,0.5*pi) q[1];\ncx q[2],q[4];\nu3(1.0*pi,0.0*pi,1.2151807744223109*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*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,1.1462213746491061*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5038637516105737*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(3.5*pi,3.36946551412272*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.205091550363278*pi) q[14];\ncx q[0],q[10];\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(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(0.0*pi,-0.5*pi,4.2463105584886005*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\ncx q[13],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(0.191731995777515*pi,3.47260784986615*pi,1.256671593546562*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.4970156621778195*pi) q[3];\nu3(0.466969305298194*pi,-0.137835787821875*pi,4.282277788749489*pi) q[4];\nu3(0.866493219802876*pi,3.43199978478444*pi,3.54893412961886*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,4.465445329883639*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.156003766645069*pi,-0.13538819729429902*pi,4.15742389165028*pi) q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5633093661016998*pi) q[14];\ncx q[0],q[10];\ncx q[1],q[3];\nu3(0.726372572160645*pi,3.4895236249362*pi,0.5469401525702905*pi) q[2];\nu3(0.140346265789714*pi,0.380204654932884*pi,0.8145396347820131*pi) q[4];\nu3(0.797104248475911*pi,2.36220121327647*pi,3.72664420159219*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[11];\nu3(0.766260141926675*pi,-0.308619140049539*pi,3.23137889091739*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(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(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.613556663222012*pi,0.32360480968652405*pi,4.07251008755421*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];\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(0.0*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(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.441222025229126*pi,3.22360773678071*pi,4.21467799927212*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(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.374311022473994*pi,3.24834820268552*pi,1.105669753246598*pi) q[13];\nu3(0.560528990772207*pi,3.36602611019293*pi,3.69896726973251*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(1.0*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[6];\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(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.225652351415979*pi,0.42845715457578804*pi,4.24193380695273*pi) q[11];\nu3(0.42415348237241*pi,2.76188138775791*pi,1.1561730248460171*pi) q[13];\nu3(0.342172403425985*pi,3.43943403610774*pi,1.54876148223133*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(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,0.0*pi,4.0*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[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.347741320842042*pi,-0.16677118209943897*pi,3.91982376917066*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(0.200084388409685*pi,-0.350710083156508*pi,3.88874363009666*pi) q[0];\nu3(0.314998206327843*pi,-0.03806723729310901*pi,4.1729647884752605*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[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(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.832906963469279*pi,-0.017442169271570995*pi,4.226564253636139*pi) q[0];\nu3(0.617009312661973*pi,-0.4623323306516382*pi,4.07971077376768*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.542625396485057*pi,3.49021789010436*pi,3.99906763926756*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*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];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\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[11];\nu3(0.527579542822528*pi,0.5753100099688899*pi,4.30937724966486*pi) q[3];\nu3(0.238968139053953*pi,3.26992549801866*pi,1.227135623351604*pi) q[6];\ncx q[7],q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0603285542178626*pi,-0.09172025227415198*pi,1.5828132256896*pi) q[10];\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,3.42986902159995*pi,0.5*pi) q[2];\nu3(0.611823102311217*pi,0.62075119603984*pi,1.023294189095965*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,3.36721151790065*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.079104919352841*pi) q[8];\nu3(0.766073181393386*pi,-0.205745785922491*pi,0.7546991886075449*pi) q[9];\nu3(0.155904646281146*pi,3.284665139168*pi,1.64647324138421*pi) q[10];\nu3(1.0*pi,0.0*pi,1.192487998992363*pi) q[11];\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[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[8];\nu3(0.501815232661296*pi,0.24557301665778097*pi,1.0234795876607992*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[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,1.5*pi) q[3];\ncx q[5],q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.48173276146694*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(0.0*pi,-0.5*pi,0.5416150599280627*pi) q[11];\ncx q[0],q[4];\ncx q[1],q[14];\ncx q[2],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.44023931744398*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.2410835179118171*pi) q[6];\ncx q[7],q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],q[13];\nu3(3.5*pi,3.48864191510695*pi,0.5*pi) q[0];\nu3(3.5*pi,3.45984925023994*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(1.0*pi,0.0*pi,1.2383180323534009*pi) q[4];\ncx q[5],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,3.34893277476285*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,1.2282566244607271*pi) q[13];\nu3(1.0*pi,0.0*pi,1.13659264062112*pi) q[14];\ncx q[0],q[4];\ncx q[1],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.5810313575337558*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[13];\nu3(0.0*pi,-0.5*pi,1.5*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];\nu3(0.250573420850349*pi,0.04437882165284601*pi,0.7593483290523839*pi) q[2];\nu3(3.5*pi,3.49920599706699*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.4164369139732695*pi) q[4];\ncx q[5],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[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.301740701050547*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.452960234919431*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.41994981971924*pi) q[14];\ncx q[0],q[4];\ncx q[1],q[14];\nu3(0.862715913509123*pi,0.375174867390603*pi,3.96394254630725*pi) q[2];\ncx q[3],q[12];\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(1.0*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,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,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.547916291916487*pi,-0.31880312386129*pi,4.06294509149078*pi) q[5];\nu3(0.66705900833776*pi,0.77019731805189*pi,1.17870154069565*pi) q[6];\nu3(0.227339709852288*pi,0.88046256304699*pi,3.93874776780079*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(0.207617605562665*pi,0.0024506291957709925*pi,1.0343157122705349*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.40406861426933*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[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];\ncx q[3],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0909674057238205*pi,2.51304634273013*pi,1.482953447553421*pi) q[5];\nu3(0.535340757913568*pi,0.13500872767903005*pi,1.2711055015163*pi) q[6];\nu3(0.593956183143783*pi,0.013316557594671985*pi,4.49516981266732*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(0.617457303881548*pi,0.39039818052570596*pi,4.19106231119912*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[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(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,-0.5*pi,0.5*pi) q[7];\nu3(0.318350567061977*pi,3.38547847144925*pi,0.71781090519771*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,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[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(1.0*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(0.523107346293664*pi,3.4657761903476*pi,0.8049005783527989*pi) q[8];\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(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.130626611710039*pi,0.451787386903415*pi,3.68022004421291*pi) q[0];\nu3(0.179770386646901*pi,-0.324428569643641*pi,1.78835387555036*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,1.5*pi) q[4];\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(0.733462253014103*pi,3.25956819953815*pi,3.83137553773651*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(0.108837567622707*pi,3.22997826002175*pi,0.6917028668380301*pi) q[0];\nu3(0.716672134421053*pi,-0.22992156458587998*pi,3.93902185828369*pi) q[1];\nu3(3.5*pi,3.42670029157231*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,0.0*pi,1.254041937626159*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(0.5996243347723*pi,3.43393735386342*pi,3.9268725612691*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.503970905767839*pi,3.12025915040796*pi,4.28124054638171*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];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[5];\nu3(0.839577633638557*pi,-0.07713824186541501*pi,1.2813780152568381*pi) q[3];\nu3(0.220582587770683*pi,3.44626064855507*pi,2.04559044536129*pi) q[4];\ncx q[7],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(0.294143640982365*pi,3.01890575842192*pi,1.418903742245067*pi) q[13];\nu3(0.506763320072332*pi,2.78658284176841*pi,3.82682933430889*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(0.315867592618614*pi,-0.20827216204162102*pi,1.54374031951977*pi) q[3];\nu3(0.507555026233628*pi,0.9707718267877401*pi,0.638068361312017*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.40336276168178*pi) q[5];\nu3(3.5*pi,3.41670017185284*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.298631868291939*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(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.639229017125007*pi,0.8403728814142299*pi,0.890295077184846*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[2],q[5];\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[7],q[8];\nu3(0.501992056674002*pi,0.379602248840609*pi,3.76566861436067*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(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(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.42634262789075*pi) q[8];\nu3(0.631559105957528*pi,0.215959214943646*pi,0.609726608975204*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];\ncx q[0],q[9];\ncx q[1],q[3];\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[7],q[8];\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,3.42643839877599*pi,0.5*pi) q[0];\nu3(3.5*pi,3.49267572869441*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,1.291900010183886*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];\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[8];\nu3(1.0*pi,0.0*pi,1.22173997573532*pi) q[9];\ncx q[13],q[14];\ncx q[0],q[9];\ncx q[1],q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[4],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,3.33356689115084*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,0.0*pi,1.131990619283656*pi) q[12];\nu3(3.5*pi,3.48512438802578*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.116754250407596*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(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.32916010683156*pi) q[3];\nu3(3.5*pi,3.46741412325347*pi,0.5*pi) q[4];\nu3(0.5*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[8];\nu3(0.0*pi,-0.5*pi,4.430727792162649*pi) q[9];\nu3(1.0*pi,0.0*pi,1.24489725590386*pi) q[10];\ncx q[13],q[14];\ncx q[0],q[9];\ncx q[1],q[3];\nu3(0.627008646228626*pi,0.09617896335636*pi,4.43080308288522*pi) q[2];\ncx q[4],q[10];\nu3(0.716630448418718*pi,0.56721199940939*pi,1.059268078269578*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(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.601147621186237*pi) q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.49977579971575*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(0.392584816630342*pi,0.347248760526895*pi,1.122634340052136*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(0.395923612915062*pi,-0.009627267347980972*pi,1.233847770256832*pi) q[5];\ncx q[6],q[12];\nu3(0.796957411308166*pi,0.13760021299275005*pi,3.8681852115789*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,4.4373376991872195*pi) q[10];\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(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[10];\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(0.67684574846448*pi,2.79671627852473*pi,3.83443241972938*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[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[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(1.0*pi,0.0*pi,4.0*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.576392325830366*pi,0.57298354333569*pi,0.5127108447958176*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(0.0*pi,-0.5*pi,1.5*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,-0.5*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(0.311418202157072*pi,3.33779546596417*pi,1.54943239693594*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.415617353803843*pi,0.71613671619533*pi,4.22500322275298*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,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(0.232932356296212*pi,0.14812125461757297*pi,1.0341542852663101*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(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.322462895232244*pi,0.18829934579400898*pi,4.36179552899957*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(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.348197238699128*pi,-0.212770313642957*pi,1.440561050474803*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(0.49127297069641*pi,-0.13898787693561498*pi,0.8574824877107801*pi) q[0];\nu3(0.851588577376797*pi,-0.330292354451291*pi,0.730076612652832*pi) q[1];\ncx q[2],q[5];\nu3(0.618217941303347*pi,2.75775565606065*pi,3.60092375320203*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(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,-0.5*pi,0.5*pi) q[10];\nu3(0.327821701784366*pi,-0.35225847271199*pi,4.27122032422602*pi) q[12];\nu3(0.508298596711466*pi,0.08931508829065604*pi,1.255458623419718*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(0.713129122570725*pi,-0.4147579963888162*pi,4.32583523776742*pi) q[1];\nu3(3.5*pi,3.43026526724166*pi,0.5*pi) q[2];\nu3(0.886309760363641*pi,-0.387071992963378*pi,0.7880460320853571*pi) q[3];\nu3(0.436142282610843*pi,0.300521551883426*pi,0.683793274623119*pi) q[4];\nu3(1.0*pi,0.0*pi,1.244858064398781*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(0.602473484774527*pi,3.39412180094712*pi,4.16982340322118*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(0.572672787165504*pi,-0.23265040039558998*pi,0.678035994236437*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];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.510101548913172*pi,-0.272484234650751*pi,1.223642313751566*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[8];\nu3(0.532514750492677*pi,2.96491385405561*pi,4.06625304065975*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,4.0*pi) q[13];\nu3(0.423699328803604*pi,2.89268516222571*pi,1.391859757312833*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(0.5*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,4.46105184385118*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[9];\nu3(0.464556101032175*pi,-0.08689831824956701*pi,3.82007369387056*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.760092262744694*pi,-0.33202809713078496*pi,4.10384959049332*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];\ncx q[2],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[9];\nu3(0.44330163119813*pi,-0.326257643531946*pi,3.89467855840114*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(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(0.0*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,3.45848522609167*pi,0.5*pi) q[6];\ncx q[7],q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.168677276051242*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[13];\ncx q[1],q[3];\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(3.5*pi,3.39237964086002*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.215652891197083*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(3.5*pi,3.46429014494145*pi,0.5*pi) q[0];\nu3(3.5*pi,3.48688831399301*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,1.1458978193812839*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];\ncx q[7],q[9];\ncx q[10],q[14];\nu3(0.0*pi,-0.5*pi,4.4623575113807*pi) q[12];\nu3(1.0*pi,0.0*pi,1.4337244869426091*pi) q[13];\ncx q[0],q[13];\ncx q[1],q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[4],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.387898645477939*pi) q[9];\nu3(3.5*pi,3.49786608032978*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.32303371905123*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(0.70630770474411*pi,0.215041805238818*pi,0.5473003229990742*pi) q[2];\nu3(0.0*pi,-0.5*pi,0.505144209604004*pi) q[3];\nu3(3.5*pi,3.42633862225203*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[7],q[9];\ncx q[10],q[14];\nu3(1.0*pi,0.0*pi,1.361701965867486*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.641097024216329*pi) q[13];\ncx q[0],q[13];\ncx q[1],q[3];\nu3(0.201772462526886*pi,0.397597357899218*pi,4.09436076857121*pi) q[2];\ncx q[4],q[11];\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(0.5*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,4.37923488696837*pi) q[14];\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(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.649074385036371*pi,2.76459759348383*pi,3.83638464343718*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];\ncx q[10],q[14];\nu3(0.0*pi,-0.5*pi,4.3262610060402995*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[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];\ncx q[4],q[11];\nu3(0.331272943495313*pi,3.38688733936125*pi,1.66431443965371*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(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(0.486913448444469*pi,-0.374098559563184*pi,0.644950087816436*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(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.598242349458385*pi,-0.08088091784844398*pi,4.0889843669936194*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(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,0.0*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,1.0*pi) q[0];\nu3(0.654435543877975*pi,0.36159769838965405*pi,1.18859056027653*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(0.411554344505823*pi,2.5538376619736*pi,1.13124967762142*pi) q[6];\nu3(0.385937991677906*pi,3.28309088503887*pi,0.837286879002971*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];\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(0.357093601482995*pi,3.04544955630231*pi,1.134127943120137*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.909076089400348*pi,-0.390606663315404*pi,4.33091171852724*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(0.545997898908508*pi,0.368571129634478*pi,1.437678076880621*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(0.230748838507872*pi,3.11776832027946*pi,1.28583831929751*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(0.100873738181906*pi,-0.389014186837339*pi,4.390378504903779*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.447086151850769*pi,-0.4895921743743565*pi,1.074531220323268*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(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.611890235728628*pi,-0.017427860855090016*pi,4.30089614381416*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(0.565031982850258*pi,2.64955163507657*pi,3.71197862909584*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];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\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[6];\nu3(0.641184074400314*pi,0.66030146737421*pi,0.909784632673089*pi) q[9];\nu3(0.253752478016461*pi,-0.12757712840893398*pi,4.01233725370198*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(0.294720403303581*pi,0.26514206290042*pi,3.58033972440366*pi) q[13];\nu3(0.0654248319043595*pi,0.6134211225717301*pi,3.81986377147362*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[3];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[4];\ncx q[6],q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.849156606452188*pi,-0.131852913493253*pi,1.226667295990528*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(0.913925973639597*pi,2.93890226871654*pi,4.26204704842584*pi) q[13];\nu3(0.341445051468846*pi,3.24066338379718*pi,1.2874040663656299*pi) q[14];\ncx q[0],q[1];\ncx q[2],q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.573554319485898*pi,0.06261594367929801*pi,1.2020588805855819*pi) q[4];\nu3(3.5*pi,3.25932782935553*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.214832554076685*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(0.5*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,3.44555480146584*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,1.291402032960804*pi) q[1];\nu3(3.5*pi,3.36341439314099*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.847858408384583*pi,2.60239639904734*pi,3.53457488601687*pi) q[4];\ncx q[6],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[11];\nu3(1.0*pi,0.0*pi,1.166758419561045*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];\ncx q[0],q[1];\ncx q[2],q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5224848905591379*pi) q[7];\ncx q[8],q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.785367409461102*pi,0.334145385180204*pi,4.26138827448435*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,0.514329799752818*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];\nu3(3.5*pi,3.41647280063307*pi,0.5*pi) q[5];\ncx q[6],q[7];\nu3(3.5*pi,3.37115271667623*pi,0.5*pi) q[8];\ncx q[9],q[14];\nu3(1.0*pi,0.0*pi,1.302991369863612*pi) q[10];\nu3(0.611616737190261*pi,1.01403105850434*pi,0.801564092396982*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.4930117500680105*pi) q[12];\nu3(1.0*pi,0.0*pi,1.216583607949861*pi) q[13];\ncx q[0],q[1];\ncx q[2],q[12];\ncx q[3],q[4];\ncx q[5],q[13];\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[10];\nu3(3.5*pi,3.43957494575665*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,1.274107374718614*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(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.36191071566439*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.204786492071863*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.744218218827652*pi,2.891950829353*pi,3.35112713409159*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[14];\nu3(0.0*pi,-0.5*pi,4.4556696167419005*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,0.5478717199123699*pi) q[13];\nu3(0.175176015960922*pi,0.397474783814622*pi,3.9955936334564*pi) q[0];\nu3(0.590472255870422*pi,2.92013336772514*pi,4.39455994331991*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[4];\ncx q[5],q[13];\nu3(0.506694936220638*pi,0.50069042765241*pi,1.168464899187502*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[10];\nu3(0.5*pi,0.0*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,4.38789563833864*pi) q[14];\nu3(0.479081954750403*pi,-0.077678982301778*pi,4.33336278050581*pi) q[0];\nu3(0.362232829611939*pi,0.6698804715148099*pi,4.1775312352866205*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,4.42988190619845*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(0.634056209597176*pi,-0.4209022332235026*pi,3.37580334260216*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[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[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[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(0.300556578281103*pi,3.14254993367527*pi,1.348681622451735*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(0.0*pi,-0.5*pi,1.5*pi) q[14];\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(0.329972335597428*pi,3.21117080121811*pi,1.010888362510964*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(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[0];\nu3(0.279569949004179*pi,0.25667752003244504*pi,3.80640866149923*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(0.730701497245705*pi,-0.327414588896686*pi,0.5778299049516563*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(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.734892458260166*pi,-0.4739071317720703*pi,0.5398131520285704*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(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.515666438888832*pi,3.39242603955293*pi,3.98829178753412*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];\ncx q[6],q[7];\nu3(0.819859392642165*pi,0.52882510863493*pi,0.64898841094813*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(0.974342541192431*pi,0.29410919238322797*pi,0.741033876821368*pi) q[12];\nu3(0.375376351160068*pi,0.44777258674284703*pi,4.08312775498441*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],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(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,3.46448853391656*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.108067399075717*pi) q[7];\nu3(0.541201347144909*pi,0.27048411797861704*pi,4.15418664314896*pi) q[8];\nu3(0.253914397364916*pi,-0.09495876426653699*pi,0.68630127428502*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(0.230938520217138*pi,0.12354290859555594*pi,0.9706111828838799*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,3.38944061856839*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,1.28700345307495*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.601161318502481*pi,0.57037156397308*pi,4.1175086134355094*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[6],q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.846626916702143*pi,2.79700177548769*pi,4.082224460892149*pi) q[9];\nu3(0.454873753678954*pi,3.25154878660618*pi,1.74478333346009*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];\ncx q[0],q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.727111865246768*pi,3.25308294982893*pi,4.07477690483643*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5329064624344033*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[9];\nu3(0.794648793746895*pi,2.83351849128232*pi,3.21765966660927*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.688782441248322*pi,3.37112862531263*pi,3.64127088108464*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,0.5416893976062171*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.249023629306494*pi,2.62498797628398*pi,0.945190004437735*pi) q[4];\nu3(3.5*pi,3.42741747029045*pi,0.5*pi) q[5];\ncx q[6],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,1.354541289549664*pi) q[12];\nu3(0.19334583368736*pi,2.9222605584512*pi,1.415427436999881*pi) q[14];\ncx q[0],q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.362199539013281*pi,2.67308850513021*pi,1.4971956971011982*pi) q[4];\ncx q[5],q[12];\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[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(0.0*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[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[5];\nu3(0.556911283644304*pi,2.72762401800666*pi,3.37560236096355*pi) q[6];\nu3(0.78730331076678*pi,3.19498498171438*pi,4.22131151963427*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.45549915184791*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[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,3.43086760266937*pi,0.5*pi) q[2];\nu3(3.5*pi,3.47286357415429*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[12];\nu3(0.672996744389406*pi,0.5008252177633199*pi,0.805346107341552*pi) q[6];\nu3(0.349149309933687*pi,2.70877735400604*pi,0.982807510206753*pi) q[7];\ncx q[8],q[14];\nu3(1.0*pi,0.0*pi,1.427266632744558*pi) q[9];\nu3(1.0*pi,0.0*pi,1.283116673477927*pi) q[13];\nu3(0.390455165838854*pi,2.69875851598299*pi,1.175824608662531*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[9];\ncx q[3],q[13];\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,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,3.47746018008814*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.2827451489829231*pi) q[14];\nu3(0.444900475035093*pi,0.16663249669971103*pi,1.3918160950274299*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(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[7];\ncx q[8],q[14];\nu3(0.0*pi,-0.5*pi,4.4771338661851*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.625387400671497*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.173364308502042*pi,3.27393486406823*pi,1.110410345267705*pi) q[1];\ncx q[2],q[9];\ncx q[3],q[13];\ncx q[4],q[10];\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(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.439194398612781*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.656402500381424*pi,3.33168866103233*pi,3.5856296609738*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,3.37143197361988*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[8],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.217627723072513*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[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.209148476462213*pi,-0.36294522844806*pi,0.5644968737149907*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,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[12];\nu3(0.281595582747967*pi,-0.20031530414433601*pi,0.960192136616947*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[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.748862513476461*pi,2.77398678168501*pi,3.78083609498445*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.193203162346658*pi,2.5472281840988*pi,1.027000488804294*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(0.0*pi,-0.5*pi,4.41273967289651*pi) q[10];\nu3(0.581204211094501*pi,0.215366898871728*pi,1.251877898444798*pi) q[12];\nu3(0.17677342142535*pi,0.09916525384656805*pi,3.4883741960981*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[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[10];\nu3(0.571855165159011*pi,-0.019906842165331007*pi,0.5090442222601189*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(0.231656470024842*pi,-0.12445760843648401*pi,3.940484238948*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,-0.5*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(3.5*pi,-0.5*pi,0.5*pi) q[5];\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[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[2];\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];\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(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[12];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[2];\nu3(3.5*pi,3.49067599235847*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(0.37768708713747*pi,0.17815428362153596*pi,0.792001786506196*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,1.3141965262995932*pi) q[11];\nu3(0.156439911306199*pi,3.24383764567831*pi,0.819735908310787*pi) q[14];\nu3(3.5*pi,3.47390926205473*pi,0.5*pi) q[0];\nu3(0.844394397548375*pi,0.83193856976873*pi,1.160793555073472*pi) q[2];\ncx q[3],q[11];\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(0.782809632887283*pi,3.07257604786829*pi,3.74010104725222*pi) q[8];\nu3(0.175170639865918*pi,0.992021142007*pi,4.11062523664991*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.1928396971501352*pi) q[12];\nu3(0.49418323473964*pi,2.79682144813983*pi,3.88992606274879*pi) q[14];\ncx q[0],q[12];\nu3(0.628010869043084*pi,-0.4851662206546941*pi,3.13672934837266*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.824372249739734*pi,0.010856366461661993*pi,0.5669378130764073*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.199371799668942*pi,0.5818481452116*pi,4.21270391143193*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.471074224362701*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(1.0*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[11];\nu3(0.234212944793259*pi,2.74385920593178*pi,1.63115289636125*pi) q[4];\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,0.5186281852532693*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[12];\ncx q[1],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(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.225340676609704*pi,1.1215507877234*pi,4.1390586407897*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[0];\nu3(3.5*pi,3.46245937248428*pi,0.5*pi) q[1];\ncx q[2],q[8];\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[9];\nu3(0.347348219932191*pi,0.043259926871330956*pi,0.851727231901661*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,1.21367901604384*pi) q[14];\nu3(0.254201831609651*pi,-0.08362961052331902*pi,1.06915729657378*pi) q[0];\ncx q[1],q[14];\nu3(3.5*pi,3.31818003137598*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[6];\nu3(1.0*pi,0.0*pi,1.088556611569854*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(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.276971132432555*pi,0.466130213445191*pi,4.15161560751866*pi) q[12];\nu3(0.668566415159539*pi,0.11965956603209404*pi,1.387844118708073*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,3.43874255901744*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.3211715162302249*pi) q[6];\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(0.288918660609184*pi,-0.04038306202135*pi,1.4981169061327*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.6392783850481509*pi) q[14];\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];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[6];\ncx q[5],q[10];\nu3(0.0*pi,-0.5*pi,0.5013923069750708*pi) q[8];\nu3(3.5*pi,3.44829167456146*pi,0.5*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[12];\nu3(1.0*pi,0.0*pi,1.3278043463492089*pi) q[13];\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[8];\nu3(0.504041579317148*pi,0.15644505013326904*pi,1.327143515324704*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(3.5*pi,3.47643522972409*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.275913261786259*pi) q[6];\ncx q[9],q[13];\nu3(1.0*pi,0.0*pi,1.305679935595402*pi) q[10];\nu3(0.55982948387999*pi,0.23833640026264202*pi,4.35085209060038*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(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.659634808944905*pi,0.75813283992952*pi,4.32220287772822*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.288250671394081*pi,-0.08228674119736701*pi,1.228188754130843*pi) q[3];\ncx q[4],q[6];\ncx q[5],q[10];\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(0.749237238300724*pi,2.88748033644329*pi,4.10218757069107*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.604844658392101*pi) q[13];\nu3(0.85182902570159*pi,-0.09466766515783998*pi,3.94037060899504*pi) q[14];\nu3(0.395706180903271*pi,2.79093870583239*pi,0.734984232426144*pi) q[1];\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(0.0*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];\ncx q[9],q[13];\nu3(0.0*pi,-0.5*pi,0.702234338676436*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.689773094061282*pi,2.58424195940338*pi,3.7348488092304*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.60440761250832*pi,3.21421427153523*pi,3.57413476031369*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];\ncx q[5],q[10];\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,-0.5*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,1.5*pi) q[1];\nu3(0.354575350095962*pi,-0.05393264043427698*pi,4.4718798536624*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(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.443049594089319*pi,2.59430491696579*pi,1.58534228245206*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(0.5*pi,-0.5*pi,0.5*pi) q[14];\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[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(0.572219918503125*pi,0.6038165324445*pi,4.115133333887449*pi) q[8];\nu3(0.302757619806999*pi,3.04971644839055*pi,0.5138280260507*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(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(0.26079812283056*pi,-0.4922893543162767*pi,0.854688668291089*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(0.447885316498776*pi,0.8785994114342499*pi,0.516289874984539*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];\ncx q[2],q[7];\nu3(0.597369892852499*pi,0.38775907575625*pi,1.296873677335808*pi) q[4];\nu3(0.306173717853198*pi,-0.09153132852835799*pi,4.3274262335544*pi) q[5];\nu3(0.549400841620626*pi,2.87353985773905*pi,1.342576178741741*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(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.291402268998887*pi,-0.14917112969826601*pi,1.51205771472663*pi) q[13];\nu3(3.5*pi,3.48242904282613*pi,0.5*pi) q[2];\nu3(0.101601927759774*pi,3.37981997882202*pi,4.48050753001782*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.229815221693092*pi,-0.15261474509803502*pi,4.1521113613961305*pi) q[6];\nu3(1.0*pi,0.0*pi,1.359750668219603*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(0.563520975005841*pi,3.36614531592443*pi,3.45717308931824*pi) q[10];\nu3(0.16497502640818*pi,-0.4814018590560264*pi,0.910227284371727*pi) q[13];\ncx q[2],q[7];\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(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[9];\nu3(0.121706301830687*pi,0.007487572012058963*pi,4.30517795189947*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[5],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.1887360286516895*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(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,3.31073275409079*pi,0.5*pi) q[0];\ncx q[2],q[7];\ncx q[3],q[6];\nu3(1.0*pi,0.0*pi,1.2013864155779799*pi) q[4];\nu3(3.5*pi,3.37159906529289*pi,0.5*pi) q[5];\ncx q[9],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.199269455140646*pi) q[11];\ncx q[12],q[13];\ncx q[0],q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.45691492564818*pi,0.5*pi) q[3];\ncx q[5],q[11];\nu3(1.0*pi,0.0*pi,1.2611353207096059*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[10];\nu3(3.5*pi,3.4724413201684*pi,0.5*pi) q[9];\nu3(3.5*pi,3.46710722870822*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.356110732749273*pi) q[13];\nu3(1.0*pi,0.0*pi,1.265923762866663*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[2];\ncx q[3],q[6];\nu3(0.0*pi,-0.5*pi,0.618297475390376*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,3.41086604822935*pi,0.5*pi) q[8];\ncx q[9],q[14];\nu3(1.0*pi,0.0*pi,1.141177538922457*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.389343209287491*pi) q[11];\ncx q[12],q[13];\ncx q[0],q[4];\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[5],q[11];\nu3(0.0*pi,-0.5*pi,0.5677335764622318*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[10];\nu3(0.5*pi,0.0*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,4.4804150067408095*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.376126574960081*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[2];\ncx q[3],q[6];\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(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[14];\nu3(0.0*pi,-0.5*pi,4.4431821698719105*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[12],q[13];\nu3(0.310793043634301*pi,0.28520853206948105*pi,4.04043934072274*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[6];\nu3(0.5*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(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(0.608600081137737*pi,3.25575854037394*pi,3.19953057189048*pi) q[0];\nu3(0.654792655079139*pi,2.52448371451754*pi,3.71327117464162*pi) q[2];\nu3(0.0622094765352473*pi,0.012681228627659968*pi,4.3127592773805805*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(0.491057232215981*pi,0.16146525019667102*pi,1.134772243405523*pi) q[6];\nu3(0.490662054815538*pi,-0.065310258174745*pi,0.64947591388077*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(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.361961790947673*pi,3.01100815838195*pi,0.876235480601679*pi) q[2];\nu3(0.756364521895796*pi,-0.286544882235288*pi,0.9611674649662201*pi) q[3];\nu3(0.723983149611926*pi,-0.20609936580483101*pi,0.8096347255098111*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.509663645956121*pi,2.8673936484383*pi,1.3614671549867738*pi) q[6];\nu3(0.154020304153676*pi,0.435546143897816*pi,3.7552343168686*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(0.0*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,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.416260025901577*pi,0.86671670515087*pi,0.64068408690579*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];\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(0.0*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[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,-0.5*pi,0.5*pi) q[4];\nu3(0.0795645646723399*pi,1.12887058428639*pi,4.27123449548569*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,-0.5*pi,0.5*pi) q[8];\nu3(0.48820407748988*pi,3.00909754837652*pi,1.65399843506748*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.818018808482473*pi,0.452022122805402*pi,0.750410954528727*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(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[6];\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(0.389681611766858*pi,0.9144097922251799*pi,4.14706126206506*pi) q[5];\nu3(0.238435367613099*pi,3.26163292172988*pi,0.5416256695866379*pi) q[8];\nu3(0.328179765659319*pi,0.380570381482661*pi,0.7523887768355779*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.252818328939748*pi,0.6784223588624501*pi,0.632700981481763*pi) q[11];\nu3(0.83140455017201*pi,3.31344132980673*pi,3.66930253354587*pi) q[12];\nu3(0.736939548660045*pi,0.15098121566312195*pi,1.350216080393324*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.45234651897278*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(1.0*pi,0.0*pi,1.3015558782946322*pi) q[6];\nu3(0.397571874319567*pi,2.78755165911435*pi,1.498549995344141*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(0.3041185868171*pi,0.14018967015769201*pi,3.61972860312875*pi) q[12];\nu3(0.556553626856302*pi,3.10318219460993*pi,3.44492565512364*pi) q[13];\nu3(0.736317329659466*pi,0.6518640218473299*pi,0.699381825872062*pi) q[14];\ncx q[1],q[6];\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(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.67275369126596*pi,2.51962884068095*pi,3.64293557197508*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(0.67969677691841*pi,0.5423522990104801*pi,1.0781775739030781*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[3],q[9];\ncx q[5],q[11];\nu3(0.0*pi,-0.5*pi,0.5311933711188783*pi) q[6];\ncx q[7],q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.482356342193104*pi,-0.266715784804778*pi,1.037789639199524*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[14];\ncx q[1],q[6];\ncx q[2],q[12];\nu3(3.5*pi,3.39493124244839*pi,0.5*pi) q[3];\nu3(3.5*pi,3.39258135362633*pi,0.5*pi) q[5];\nu3(3.5*pi,3.28859768229018*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.277560640304592*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.0853363409309988*pi) q[11];\nu3(1.0*pi,0.0*pi,1.170546394209532*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,3.42985861264332*pi,0.5*pi) q[2];\ncx q[3],q[9];\ncx q[5],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.2404286700524318*pi) q[12];\nu3(3.5*pi,3.42304432979459*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*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[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[10];\nu3(0.0*pi,-0.5*pi,4.47068547884961*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.48919180622477*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5024184465229564*pi) q[13];\nu3(1.0*pi,0.0*pi,1.288629168092723*pi) q[14];\ncx q[0],q[14];\nu3(0.334077886685873*pi,0.88824613474928*pi,4.24111057566744*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[9];\ncx q[5],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[13];\nu3(3.5*pi,3.43941566476457*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.319290570180722*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.37116867516484*pi) q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.245762074141802*pi,2.83169168037758*pi,1.3454445103862729*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];\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[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(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.31708171501721*pi) q[14];\ncx q[0],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(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.682698899140404*pi,0.06941061484893796*pi,3.58504583110993*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(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5412648968596286*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[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(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.516269670721795*pi,-0.344186323536682*pi,0.951288498417024*pi) q[6];\nu3(0.614811399845174*pi,0.80271599052258*pi,4.33822189087646*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(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(0.0*pi,-0.5*pi,1.5*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[3];\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(0.292084754187679*pi,0.5241882449662301*pi,0.77617459565281*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(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.191803062702643*pi,3.47892739298104*pi,4.098337931205069*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(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.765149423791666*pi,-0.39048174251948*pi,4.07367364438789*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];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.575927231574211*pi,-0.4120354936715346*pi,0.5626871905298594*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.439037952854526*pi,-0.20006527244121602*pi,1.1328661473727*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(0.533374144866697*pi,0.195533510591832*pi,0.77655201402824*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(0.554526710866911*pi,3.23199739256064*pi,4.08322156266798*pi) q[2];\nu3(0.639352677321889*pi,0.48416830431507096*pi,1.21444924898429*pi) q[3];\nu3(0.358993042151377*pi,3.2339229343604*pi,1.4402072722528239*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(0.401528348498218*pi,3.48078945357216*pi,1.34533836883227*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0422915285772542*pi,0.15527627921670095*pi,1.107290784979703*pi) q[10];\nu3(0.474878748435269*pi,-0.334720680374055*pi,0.742151753980689*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(1.0*pi,0.0*pi,4.0*pi) q[0];\nu3(0.598640805528003*pi,0.79845759949591*pi,4.37199097855894*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.752279948156671*pi,0.8294080028853399*pi,0.764774109792614*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.651715326285448*pi,0.040484233928013036*pi,3.74719478038951*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.841104377093853*pi,0.363849690156707*pi,1.2675692082216679*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(0.5*pi,-0.5*pi,0.5*pi) q[0];\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(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.661396721284989*pi,3.1821328869897*pi,3.10596163751035*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(0.337775324116797*pi,0.48781797735599397*pi,3.58956960595565*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.346178994939151*pi,2.68119648429635*pi,0.937097383104909*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],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[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.370133429187864*pi,0.38572678699016405*pi,3.59674676465316*pi) q[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\nu3(0.934252053986631*pi,2.97524585288462*pi,4.33140372517859*pi) q[0];\nu3(3.5*pi,3.32646320268587*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.282720434169222*pi) q[4];\ncx q[5],q[10];\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[12];\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[3],q[4];\nu3(3.5*pi,3.36839859836772*pi,0.5*pi) q[5];\ncx q[8],q[9];\nu3(1.0*pi,0.0*pi,1.206405632192138*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(0.341666253306321*pi,0.7460025480558501*pi,3.91222775741243*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[3];\nu3(0.0*pi,-0.5*pi,4.48763172386833*pi) q[4];\ncx q[5],q[10];\ncx q[7],q[12];\nu3(3.5*pi,3.41238659445195*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.2024757886925102*pi) q[9];\ncx q[11],q[13];\nu3(0.609181109628662*pi,3.36693722359939*pi,3.44328549864104*pi) q[14];\ncx q[0],q[2];\ncx q[3],q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(3.5*pi,3.49276914028364*pi,0.5*pi) q[7];\ncx q[8],q[9];\nu3(0.0*pi,-0.5*pi,4.4820929245026*pi) q[10];\nu3(3.5*pi,3.49615363447908*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.239042346109412*pi) q[12];\nu3(1.0*pi,0.0*pi,1.288450216844839*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.43420396425065*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,1.346484659409122*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[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.496029475306861*pi) q[9];\ncx q[11],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[2];\ncx q[1],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(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\ncx q[8],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.28629747066758*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.41648405762489*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.42406397621075*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,4.49323745227803*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[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];\ncx q[11],q[13];\nu3(1.0*pi,0.0*pi,1.294016155481001*pi) q[14];\ncx q[0],q[2];\ncx q[1],q[14];\nu3(1.0*pi,0.0*pi,4.0*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[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(0.0*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(0.697803554931809*pi,3.45245165601715*pi,3.89914876107397*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[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(0.0*pi,-0.5*pi,0.5926527460301954*pi) q[14];\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[2];\nu3(0.206161078239924*pi,-0.09837206926257502*pi,1.399957535810092*pi) q[3];\nu3(0.615386667055*pi,-0.12423511326194098*pi,1.029067253687908*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];\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(0.0*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];\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(0.588696450970534*pi,3.15895315517289*pi,1.66742455973439*pi) q[4];\nu3(0.455587326801704*pi,2.91425859563733*pi,1.089168602873229*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(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.480586786218864*pi,0.483912182690588*pi,0.5386957759817044*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(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.894136178987498*pi,0.35610240766548396*pi,3.95577315704879*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,4.0*pi) q[4];\nu3(0.090908683511467*pi,0.73267698363479*pi,4.18497866964086*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.190944748925852*pi,-0.09225526527536398*pi,0.826836704802311*pi) q[8];\nu3(0.724432088506777*pi,0.8552326462231199*pi,0.82235034637521*pi) q[9];\nu3(0.225867927459139*pi,3.00809542230533*pi,0.8746505567747069*pi) q[10];\nu3(0.71033174143769*pi,-0.048022512365088976*pi,0.9927858308901549*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(0.510404981365009*pi,0.30288270315918797*pi,3.68387884372474*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.239841994627124*pi,2.92729278536813*pi,1.90106363324139*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(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.204462250325025*pi,3.39708600765014*pi,0.993996324381714*pi) q[7];\nu3(0.481302328767886*pi,0.038514022878129994*pi,4.28638889999381*pi) q[8];\nu3(0.624248794760565*pi,2.91753304565358*pi,4.01692226499582*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.453951750606142*pi,3.27467533648418*pi,0.5604641634372791*pi) q[11];\nu3(0.644998588798693*pi,3.37784293583342*pi,4.14140800164013*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.774832243106319*pi,3.1298424411681*pi,0.5690585483141978*pi) q[14];\nu3(0.712956319991133*pi,3.20410111752102*pi,3.18951719619954*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.62391208920476*pi,-0.266499155814851*pi,1.099083778030755*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(0.518133882991854*pi,-0.315604698571537*pi,0.688573349436632*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(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.764491128564461*pi,0.13532000913974496*pi,0.613657764127892*pi) q[12];\nu3(0.915338921693108*pi,1.00553510480312*pi,0.779560077609714*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[14];\nu3(0.184710821110432*pi,2.78014255171789*pi,1.100775008114629*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.187698880678453*pi,-0.446598583750569*pi,0.8966439100479431*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[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[11];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[12];\nu3(0.13788128001638*pi,0.19714374479098795*pi,3.61384816824815*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[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];\ncx q[3],q[9];\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(0.5*pi,-0.5*pi,0.5*pi) q[8];\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(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(3.5*pi,3.3869539488598*pi,0.5*pi) q[3];\ncx q[4],q[14];\ncx q[6],q[8];\nu3(1.0*pi,0.0*pi,1.311646822400998*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[0];\ncx q[1],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[9];\nu3(3.5*pi,3.45420469776692*pi,0.5*pi) q[4];\nu3(3.5*pi,3.48829918866439*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.4708389066002479*pi) q[8];\ncx q[10],q[13];\nu3(1.0*pi,0.0*pi,1.423630238541927*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(3.5*pi,3.45752307145534*pi,0.5*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];\ncx q[4],q[14];\ncx q[6],q[8];\nu3(0.0*pi,-0.5*pi,0.5474284081493672*pi) q[9];\nu3(3.5*pi,3.47420430033472*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.256682332116305*pi) q[11];\nu3(1.0*pi,0.0*pi,1.3391223346520928*pi) q[13];\ncx q[0],q[5];\ncx q[1],q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[3],q[9];\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(0.0*pi,-0.5*pi,4.452216622775341*pi) q[8];\ncx q[10],q[13];\nu3(0.0*pi,-0.5*pi,0.646852095487312*pi) q[14];\nu3(3.5*pi,3.46711142388658*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];\ncx q[4],q[14];\nu3(1.0*pi,0.0*pi,1.196255741929983*pi) q[5];\ncx q[6],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,0.518986492818136*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5792125402544102*pi) q[13];\ncx q[0],q[5];\ncx q[1],q[11];\nu3(3.5*pi,3.42376271239436*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,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(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[10],q[13];\nu3(1.0*pi,0.0*pi,1.400535073364036*pi) q[12];\nu3(1.0*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];\ncx q[2],q[12];\nu3(0.128864898424372*pi,0.016774330330251996*pi,0.971847982103373*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.38828824623759*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(0.5*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];\ncx q[0],q[5];\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(0.683754499927152*pi,-0.160152339786503*pi,1.072249239519546*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[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.936535264184551*pi,-0.224262189445519*pi,3.40113267726568*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5224655746960329*pi) q[12];\nu3(0.395905799049953*pi,3.45623362485466*pi,1.58748838720657*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[0];\nu3(0.12776539393237*pi,0.60873769334164*pi,0.717328150768086*pi) q[1];\ncx q[2],q[12];\nu3(3.5*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,1.5*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[8];\nu3(0.044131274556394*pi,3.23429188508562*pi,2.00215941422206*pi) q[9];\nu3(0.367321269576547*pi,-0.347069531382434*pi,0.708636273643503*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.70664598671488*pi,2.93007355998743*pi,4.04263039549509*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[0];\nu3(0.817297491117172*pi,0.99154625376097*pi,0.994284674391415*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(0.5056714266818*pi,0.11964243031141597*pi,4.482611467098851*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[8];\nu3(0.864522805779596*pi,2.8397869678177*pi,3.94547161109412*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(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,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(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.575460859481892*pi,0.7459923271492099*pi,0.661965736105059*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(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.143834988661883*pi,0.215978669239123*pi,3.51009697810997*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[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(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,-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,1.0*pi) q[6];\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(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.730147678407649*pi,3.12700290998306*pi,0.5680224530355874*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.461628505524442*pi,3.19499553194896*pi,1.65756945523596*pi) q[14];\nu3(0.31352925452003*pi,0.56207638029023*pi,3.76293839300396*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[2];\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];\nu3(0.472285224553238*pi,2.61705453521687*pi,1.149504436573632*pi) q[6];\nu3(0.557859282722999*pi,2.72471581660606*pi,3.82175445886991*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[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.40423785137758*pi,3.14501716337041*pi,2.0281251239705*pi) q[14];\nmeasure q[6] -> c[6];\nu3(0.683872475178371*pi,1.08753657072321*pi,0.883367836913035*pi) q[0];\nu3(0.207606527907224*pi,2.90649414750119*pi,1.0478822051713501*pi) q[2];\nu3(3.5*pi,3.49839440578291*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(1.0*pi,0.0*pi,1.3018478183874231*pi) q[7];\nu3(0.241474171599729*pi,0.03199969871910502*pi,1.280031636937704*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(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.39918670817715*pi,-0.37457499410057904*pi,3.95505106864989*pi) q[2];\ncx q[3],q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.5358436726423*pi,-0.19170294644226799*pi,0.8726903829331301*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.0*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[0];\ncx q[1],q[14];\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(0.194886653138382*pi,3.13167743791798*pi,2.01199624581903*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.485985362538861*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.684208842285272*pi,3.47103571492484*pi,4.35225113012787*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.40395309459829*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[3],q[7];\nu3(3.5*pi,3.45067985624824*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,1.224459757396388*pi) q[9];\nu3(0.881355210495253*pi,0.32848152838796496*pi,1.255054281212732*pi) q[12];\nu3(1.0*pi,0.0*pi,1.1837731399460552*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[14];\ncx q[2],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[9];\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(3.5*pi,-0.5*pi,0.5*pi) q[12];\ncx q[0],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(3.5*pi,3.47025914489239*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,0.0*pi,1.322827802730419*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.600104680958899*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.44542417541789*pi) q[14];\nu3(3.5*pi,3.43900503177075*pi,0.5*pi) q[0];\ncx q[1],q[14];\ncx q[2],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[9];\nu3(3.5*pi,3.42142895652349*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[10],q[12];\nu3(1.0*pi,0.0*pi,1.306714690143022*pi) q[11];\nu3(1.0*pi,0.0*pi,1.319384704076262*pi) q[13];\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(0.5*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[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5710661008291995*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,3.4935524347338*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.332255853999347*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[1];\ncx q[2],q[8];\nu3(0.613613089976341*pi,0.65588211404798*pi,0.950895883918521*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(0.0*pi,-0.5*pi,1.5*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,0.5152360113453329*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.63281650911216*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nmeasure q[3] -> c[3];\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(0.733484396094075*pi,2.80786707972265*pi,4.141472645986131*pi) q[4];\ncx q[5],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*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(0.0*pi,-0.5*pi,4.37722659810921*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nmeasure q[4] -> c[4];\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(0.326529015958943*pi,-0.10929991678047601*pi,4.0952385494505705*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.677626553314867*pi,3.03803198754372*pi,3.04737936791764*pi) q[7];\nu3(0.0941755834766359*pi,0.55962972269856*pi,0.5087816005866002*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nmeasure q[2] -> c[2];\nmeasure q[7] -> c[7];\nmeasure q[8] -> c[8];\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(0.618215554087495*pi,0.9714701097182901*pi,1.0251942573795931*pi) q[5];\nu3(0.276304147426867*pi,-0.308090722556975*pi,0.898802000952711*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.180559382775675*pi,2.67222320775866*pi,0.839361245607773*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];\nmeasure q[5] -> c[5];\nmeasure q[9] -> c[9];\nmeasure q[11] -> c[11];\nu3(0.122434381389715*pi,2.94205641912764*pi,0.83554696110965*pi) q[0];\nu3(0.558502738434024*pi,3.06366525286866*pi,3.09049985322748*pi) q[1];\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(0.329848418223761*pi,3.32372068448387*pi,1.54041809859913*pi) q[14];\nmeasure q[0] -> c[0];\nmeasure q[1] -> c[1];\nmeasure q[14] -> c[14];\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(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.834691273136746*pi,0.5434505155193701*pi,1.026431873697705*pi) q[13];\nmeasure q[13] -> c[13];\nu3(0.223826656456446*pi,3.27110898902616*pi,1.85226215003822*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nmeasure q[10] -> c[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.807489797754287*pi,-0.074025329614338*pi,1.3064694597839979*pi) q[12];\nmeasure q[12] -> c[12];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(0.417070166311713*pi,0.68129778239352*pi,4.10993973255991*pi) q[0];\nu3(0.894192317848342*pi,3.36723822654395*pi,4.0094153583399805*pi) q[1];\nu3(0.377277004205091*pi,2.62379372677911*pi,1.119212769786526*pi) q[2];\nu3(0.54500161867736*pi,-0.4677386979131124*pi,4.21198652153904*pi) q[3];\nu3(0.246424206043803*pi,-0.33983294928262997*pi,1.53505436511426*pi) q[4];\nu3(0.681128108923391*pi,8.41584023439923e-05*pi,0.689720764357731*pi) q[5];\nu3(0.506110669328591*pi,-0.09329768133511301*pi,1.1036481482710712*pi) q[6];\nu3(0.874054269341501*pi,3.12226635491533*pi,3.34272615000824*pi) q[7];\nu3(0.188061970646266*pi,0.12938368328969096*pi,1.102030588349074*pi) q[8];\nu3(0.651812331443858*pi,0.6438331363730301*pi,4.42902394038608*pi) q[9];\nu3(0.219735386273521*pi,2.48037974897356*pi,1.441806594776227*pi) q[10];\nu3(0.644935089216345*pi,-0.15927236009645201*pi,1.0694731850947101*pi) q[11];\nu3(0.157474687412719*pi,3.35332169273752*pi,1.221104018405835*pi) q[12];\nu3(0.771351234169861*pi,0.51810114365305*pi,1.229428815729922*pi) q[13];\nu3(0.783568019280834*pi,0.009386666201157023*pi,0.650628860499143*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(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(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(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(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.5*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(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(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(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[11];\ncx q[2],q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[14];\ncx q[7],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[0],q[9];\nu3(3.5*pi,3.46427975376218*pi,0.5*pi) q[1];\nu3(3.5*pi,3.46820340475812*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[5];\nu3(3.5*pi,3.44834733182888*pi,0.5*pi) q[6];\nu3(3.5*pi,3.36110315521746*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.280491312868571*pi) q[8];\nu3(1.0*pi,0.0*pi,1.112185830276543*pi) q[11];\nu3(1.0*pi,0.0*pi,1.2161618242211412*pi) q[12];\nu3(1.0*pi,0.0*pi,1.2893274803900439*pi) q[14];\nu3(3.5*pi,3.47232769669716*pi,0.5*pi) q[0];\ncx q[1],q[11];\ncx q[2],q[8];\ncx q[3],q[4];\ncx q[5],q[13];\ncx q[6],q[14];\ncx q[7],q[12];\nu3(1.0*pi,0.0*pi,1.399233382452979*pi) q[9];\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(3.5*pi,3.36147501381754*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.230818295226445*pi) q[4];\nu3(3.5*pi,3.42039264255992*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,4.396463589241209*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.44899965061584*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.43259365860506*pi) q[12];\nu3(1.0*pi,0.0*pi,1.335165697475118*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.6713300264484721*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[11];\ncx q[2],q[8];\ncx q[3],q[4];\ncx q[5],q[13];\ncx q[6],q[14];\ncx q[7],q[12];\nu3(0.0*pi,-0.5*pi,0.71261444574165*pi) q[9];\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(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.427970745993*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,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5399959203559588*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];\ncx q[3],q[4];\ncx q[5],q[13];\nu3(0.522120437214518*pi,3.15033195321983*pi,4.2407638659407105*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[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.366768812828655*pi,0.58211819381855*pi,0.8416712163393709*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(0.0*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(0.708659297498829*pi,2.92948552748874*pi,3.47659567567544*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[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(0.679428016533345*pi,-0.24726819442451903*pi,4.34386877044268*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[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(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(0.0*pi,-0.5*pi,1.0*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(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.252998134049329*pi,-0.259626446350685*pi,1.496227463265103*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(0.505872459093323*pi,0.442736929015524*pi,1.437157201717471*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(0.610606888979948*pi,3.05796175700665*pi,4.05413065063248*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(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.857833990834005*pi,0.5149487562733499*pi,0.5082870281289209*pi) q[0];\nu3(0.646102372440399*pi,0.5750012950263099*pi,4.3615542488114*pi) q[1];\nu3(0.255051534268638*pi,3.24785899740132*pi,0.913752738683784*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(0.300058236389362*pi,-0.254062344013365*pi,0.7578971343498331*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.827962601478986*pi,-0.27803621474622*pi,1.154305387011394*pi) q[7];\nu3(0.0587147147252975*pi,-0.01983780539449098*pi,1.4162880909393039*pi) q[8];\nu3(0.410710990200525*pi,3.42232652402569*pi,1.72668735153119*pi) q[9];\nu3(0.241766921322993*pi,-0.136544995260325*pi,3.95045667954265*pi) q[11];\nu3(0.794243663456948*pi,0.460057231841401*pi,4.229873914536849*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[0];\nu3(0.332208244458595*pi,2.66430157373307*pi,1.487688218465238*pi) q[1];\nu3(0.427244247268893*pi,0.7289422373902701*pi,3.89117309199202*pi) q[2];\nu3(0.37650373708957*pi,-0.04989483767396602*pi,3.88035259605021*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[6];\nu3(0.59105493992145*pi,-0.4834085306027932*pi,4.19772173034357*pi) q[7];\nu3(0.592316249278179*pi,-0.141039418394227*pi,3.61280786059074*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.272827291953305*pi,0.5381249688906*pi,3.57587226010674*pi) q[11];\nu3(0.836763927683143*pi,0.5228014588198999*pi,0.677080021579056*pi) q[12];\nu3(0.611092874807241*pi,2.92990881411538*pi,3.94367562003402*pi) q[13];\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(0.644888849392233*pi,3.14432145304495*pi,3.47926630297807*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(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[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.170191496067833*pi,3.13475450579428*pi,4.42329769778616*pi) 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];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.375299645788329*pi,-0.258160208832905*pi,0.5676199073883074*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(0.5*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,4.0*pi) q[13];\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(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.184540011862737*pi,0.79117286459703*pi,4.26548407951855*pi) q[4];\ncx q[6],q[12];\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[10],q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[3];\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(3.5*pi,3.44613911159848*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,3.47631162649168*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.31953345425603*pi) q[11];\nu3(1.0*pi,0.0*pi,1.279242634449493*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,3.42073048382808*pi,0.5*pi) q[0];\ncx q[1],q[5];\ncx q[2],q[13];\nu3(1.0*pi,0.0*pi,1.220958860870895*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[6],q[12];\ncx q[7],q[9];\ncx q[8],q[14];\ncx q[10],q[11];\ncx q[0],q[3];\nu3(3.5*pi,3.37757245720395*pi,0.5*pi) q[1];\nu3(3.5*pi,3.4326857278729*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.293079448636844*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(3.5*pi,3.45838805447683*pi,0.5*pi) q[7];\nu3(3.5*pi,3.37027401625344*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.3159073302950959*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.3136634451439395*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.46706367412604*pi) q[12];\nu3(1.0*pi,0.0*pi,1.4224890085389*pi) q[13];\nu3(1.0*pi,0.0*pi,1.2354470808400961*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[5];\ncx q[2],q[13];\nu3(0.0*pi,-0.5*pi,0.5223290976246074*pi) q[3];\ncx q[6],q[12];\ncx q[7],q[9];\ncx q[8],q[14];\ncx q[10],q[11];\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[2];\nu3(0.0*pi,-0.5*pi,0.651376188175518*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,4.2687156028276*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,0.609920799647478*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.529818898259526*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[5];\ncx q[2],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[9];\ncx q[8],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(0.680561321819298*pi,0.8116955938914501*pi,1.0781880491106048*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(0.382364712420406*pi,3.00143698854734*pi,1.0547657688052579*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];\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(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.570768326715139*pi,0.7032571106280401*pi,4.45695974189287*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(0.526155055739211*pi,0.14317252660969404*pi,1.5054113798719*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(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(0.5*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[0];\nu3(0.837234075302721*pi,-0.181501717936206*pi,1.075655742874134*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[5];\nu3(0.726376576708994*pi,3.16212206811457*pi,3.22369188863854*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.319137052403532*pi,1.02790702381076*pi,4.19966812916674*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,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(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.96483963944781*pi,0.457171130306014*pi,4.28009758966921*pi) q[1];\nu3(0.721709605508169*pi,0.12782819293941305*pi,1.55194536396471*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(0.287083040835064*pi,-0.155573236770642*pi,1.268710852828343*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.876479322870362*pi,0.7901933834682*pi,0.5375799392783798*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.304111525456349*pi,-0.4588274617617546*pi,0.673038458472826*pi) q[10];\nu3(0.617068040783383*pi,0.24882237413144803*pi,3.76428429055819*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.243555841050072*pi,-0.08782666928764998*pi,1.152947103268988*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(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.478978280592375*pi,0.148205916676576*pi,0.94094423271812*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.65907958015554*pi,2.90416404325166*pi,3.75014893189587*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(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.797028919119414*pi,0.023074175315955014*pi,4.41495120154933*pi) q[10];\nu3(0.402728274335962*pi,0.33969706742345995*pi,4.4816274907528*pi) q[11];\nu3(0.626622993220957*pi,0.04413973900669699*pi,4.109298386953871*pi) q[12];\nu3(0.235902404502592*pi,0.9320418920281801*pi,4.05217117028013*pi) q[13];\nu3(0.785930813021423*pi,2.50366726641315*pi,3.6341775161719*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(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.943053174760476*pi,3.21562909610378*pi,4.37662967931269*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(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,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.814954017147831*pi,2.53415480234987*pi,3.9612191631483*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.256753682085905*pi,0.56402101091992*pi,4.2628183669159405*pi) q[14];\ncx q[1],q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[3],q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.437268235556762*pi,-0.217834603789676*pi,4.23473640832683*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];\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(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[13];\nu3(3.5*pi,3.46219529692969*pi,0.5*pi) q[1];\nu3(3.5*pi,3.39346342544689*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.271442902285861*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.229775822510502*pi) q[6];\nu3(0.0668312366997621*pi,0.09630055097856305*pi,0.732799478486725*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[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.40839514531141*pi,0.5*pi) q[0];\ncx q[1],q[6];\ncx q[3],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(0.331343180139791*pi,3.41764878477326*pi,1.1008225558829081*pi) q[9];\ncx q[11],q[14];\nu3(1.0*pi,0.0*pi,1.3251396384827578*pi) q[13];\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[3];\nu3(0.0*pi,-0.5*pi,4.3762360981068404*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.366119638909*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.250962474150136*pi,3.46910120830823*pi,4.135550519560439*pi) q[9];\nu3(3.5*pi,3.36333976512145*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.184955337336852*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[6];\ncx q[3],q[4];\ncx q[5],q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[11],q[14];\nu3(0.0*pi,-0.5*pi,4.45177634904054*pi) q[13];\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[4];\nu3(3.5*pi,3.48739369819623*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[9];\nu3(1.0*pi,0.0*pi,1.312341233787948*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.47643672192347*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[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[8],q[9];\ncx q[11],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[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(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,3.42114958975803*pi,0.5*pi) q[7];\nu3(3.5*pi,3.42533703210614*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.216583772010063*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.671384876911721*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.178765107682803*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[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(1.0*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];\ncx q[7],q[12];\ncx q[8],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[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(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(0.5*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(0.0*pi,-0.5*pi,4.42607376867213*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,0.5174235438788677*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(0.452088433331508*pi,-0.397562983910341*pi,4.42512175959786*pi) q[0];\nu3(0.447836835724238*pi,-0.4739791121957893*pi,1.4261848490702769*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[5];\nu3(0.687465309483435*pi,3.35293185417022*pi,4.25127285401142*pi) q[6];\ncx q[7],q[12];\ncx q[8],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[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.537806949309853*pi,2.75819810452717*pi,3.77655752040512*pi) q[0];\nu3(0.753576059025291*pi,-0.28146168838263796*pi,3.37434357544116*pi) q[1];\nu3(0.0697172347360645*pi,-0.23451465659987902*pi,1.67472800282967*pi) q[3];\nu3(1.0*pi,0.0*pi,4.0*pi) q[4];\nu3(0.260067145379978*pi,2.87470702631839*pi,1.409543452619489*pi) q[5];\nu3(0.310095191857355*pi,-0.03780610246129801*pi,0.5108024525073493*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[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[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.40077869278278*pi,0.9553617180743701*pi,4.30564343999823*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.685135144006042*pi,0.23767981533752103*pi,4.2317052102803405*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(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.453355837064983*pi,3.27028128284534*pi,1.80426256630643*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.191354245056579*pi,-0.005851715942654989*pi,0.644006398476792*pi) q[13];\nu3(0.493698790196699*pi,2.65554170389011*pi,1.221846499253917*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(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.678398964281756*pi,0.40357835424007305*pi,4.40638895127228*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(0.482697212170498*pi,-0.09365561207977102*pi,3.90996199601812*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(0.671186266375267*pi,-0.31037572905305*pi,3.37653872738849*pi) q[10];\nu3(0.746818013218233*pi,-0.4746669338547427*pi,3.0854927891069*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.546571387832951*pi,0.43855045560609296*pi,0.691255740032814*pi) q[13];\nu3(0.146090736030747*pi,0.25384645533288597*pi,3.68977372987848*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.931600940059001*pi,0.08932216439590501*pi,0.5202239270631278*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(0.349445433096683*pi,0.74776788483174*pi,0.5903445398714571*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(0.398283134918037*pi,-0.412525890944973*pi,1.414586918406708*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];\ncx q[2],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];\ncx q[6],q[14];\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(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.589827959262456*pi,2.97820667300527*pi,3.18768329554784*pi) q[12];\nu3(3.5*pi,3.25720356637514*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(3.5*pi,3.335353156421*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.118686541573181*pi,0.10386547022034198*pi,3.91194291629591*pi) q[8];\nu3(0.222919214571698*pi,-0.35527236539574003*pi,0.740054707391023*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.105988633306656*pi,0.497616644893045*pi,4.327580827035749*pi) q[12];\nu3(1.0*pi,0.0*pi,1.2310274791462201*pi) q[13];\nu3(1.0*pi,0.0*pi,1.298707844336866*pi) q[14];\ncx q[0],q[7];\ncx q[2],q[13];\ncx q[3],q[11];\ncx q[4],q[10];\ncx q[6],q[14];\nu3(0.312226894180014*pi,0.08891622085543105*pi,3.79052487447847*pi) q[8];\nu3(0.665808996003285*pi,3.16915579929276*pi,3.19774004072146*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,3.38543390375701*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(3.5*pi,3.41257134607974*pi,0.5*pi) q[3];\nu3(3.5*pi,3.43943010951727*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.2611975485867721*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(1.0*pi,0.0*pi,1.216388218322959*pi) q[10];\nu3(1.0*pi,0.0*pi,1.3016946018905982*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.591279537490982*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.42580578097869*pi) q[14];\ncx q[0],q[7];\ncx q[1],q[9];\ncx q[2],q[13];\ncx q[3],q[11];\ncx q[4],q[10];\ncx q[5],q[12];\ncx q[6],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.30122819646844*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[4];\nu3(3.5*pi,3.42886596119029*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,4.38615772216522*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.219536181973558*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.36616647526557*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.651390247488357*pi) q[11];\nu3(1.0*pi,0.0*pi,1.33685162169174*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];\ncx q[0],q[7];\ncx q[1],q[9];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\ncx q[3],q[11];\ncx q[4],q[10];\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,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(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.54100294397308*pi,3.48956894439277*pi,4.46153769037677*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,0.0*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,0.5413929161012505*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,4.41515504864525*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[0];\ncx q[1],q[9];\nu3(0.251033980038385*pi,0.5737775003318999*pi,3.76287193535361*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[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];\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(0.804657546020637*pi,3.48975645580816*pi,3.46686432645486*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[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(0.379259964818213*pi,-0.265775340765603*pi,3.91376303997391*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];\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(0.0*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(0.655737146097368*pi,0.6487057927756701*pi,1.270326045587331*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(1.0*pi,0.0*pi,4.0*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.678013740157824*pi,-0.14735293075694*pi,4.08990586623102*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(0.319605707901069*pi,0.5604559605908701*pi,3.67757278202906*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,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[0];\nu3(0.579222273783882*pi,-0.321398960056275*pi,4.33854482904143*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(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.495034521053153*pi,3.25743881373194*pi,0.980286377777617*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(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.607088011026383*pi,2.79750622238061*pi,3.34788736768425*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,4.0*pi) q[14];\nu3(0.906862370241725*pi,3.28687054416672*pi,3.83994546139887*pi) q[0];\nu3(0.714148808245561*pi,3.43368171298065*pi,3.69057093877815*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(0.798894658231536*pi,-0.34122230927611297*pi,4.24880030251718*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(0.485423275065904*pi,0.14607247787062605*pi,4.42464701345491*pi) q[7];\nu3(0.1421547635822*pi,2.92535049485547*pi,1.80226307164295*pi) q[9];\nu3(0.468839503596917*pi,0.71633534962914*pi,4.20218499583142*pi) q[10];\nu3(0.736880138159046*pi,2.56621042439435*pi,3.92801922956075*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(0.253282585548317*pi,0.421595903281913*pi,0.9863914942470751*pi) q[14];\nu3(0.651283522360258*pi,-0.362892207044326*pi,3.77142054451301*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[3];\nu3(0.258017709843905*pi,0.39638466410322903*pi,3.65666002086678*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(0.828345736169551*pi,0.71960810841286*pi,1.036473264962694*pi) q[7];\nu3(0.0569597285018394*pi,0.49537126856942704*pi,4.23759370392937*pi) q[9];\nu3(0.699823548994984*pi,2.39655044245648*pi,3.62599064907327*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(0.308230921797437*pi,-0.08793819371589601*pi,4.07403870293869*pi) q[14];\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[4];\nu3(0.605837116320914*pi,3.44213122381849*pi,4.25538981959691*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[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(0.427262201379568*pi,3.42176410469754*pi,1.63723099149969*pi) q[12];\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(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.083538250677558*pi,0.07601753990980897*pi,0.690193730180407*pi) q[5];\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(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.691568457429509*pi,2.96177633202583*pi,3.64797019179919*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[9];\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,3.41939557789098*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.289069144987712*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,3.46405565769501*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(3.5*pi,3.36991724130749*pi,0.5*pi) q[2];\ncx q[4],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[8],q[11];\nu3(1.0*pi,0.0*pi,1.198379646474047*pi) q[9];\nu3(1.0*pi,0.0*pi,1.2429609958788022*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\ncx q[0],q[10];\ncx q[1],q[13];\ncx q[2],q[9];\nu3(3.5*pi,3.46499354084874*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,1.4274953951047529*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.69307843320175*pi) q[11];\ncx q[12],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.45959633717648*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[4],q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\ncx q[8],q[11];\nu3(0.0*pi,-0.5*pi,4.48438956212384*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.626023474456641*pi) q[10];\nu3(3.5*pi,3.43714734279505*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.4063840080508418*pi) q[13];\nu3(1.0*pi,0.0*pi,1.295105823042195*pi) q[14];\ncx q[0],q[10];\ncx q[1],q[13];\ncx q[2],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[5],q[7];\nu3(0.0*pi,-0.5*pi,0.6751497570038401*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*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[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[4],q[6];\nu3(3.5*pi,3.46535819197466*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.299087014247357*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(0.0*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,0.617286666123471*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.48974691322624*pi) q[14];\nu3(0.36035369971914*pi,-0.32042724097606*pi,4.438588791960051*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[4];\ncx q[5],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.220035746899207*pi,1.16224621420146*pi,4.1732360215640405*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.764602053276528*pi,0.26070333268814205*pi,1.1928752445171*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\ncx q[12],q[14];\nu3(0.608602651294491*pi,3.1658992829591*pi,3.61273198723665*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[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,4.49647042926761*pi) q[7];\nu3(0.453109156516273*pi,0.76407034598833*pi,4.32887594465016*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.494229249930003*pi,3.28522427243038*pi,0.795452362081314*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,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(0.0*pi,-0.5*pi,1.0*pi) q[4];\ncx q[5],q[7];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[6];\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(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.74484498189373*pi,0.5121187728656*pi,4.1431454323441805*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[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.826608888727727*pi,0.20009979875554795*pi,3.98440935234172*pi) q[2];\nu3(0.617891151654699*pi,-0.06843867658422598*pi,4.425133056076691*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.470879747416853*pi,0.9070099201203199*pi,0.619704224531307*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(0.175375531786727*pi,0.6293367481071901*pi,3.88834531571909*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[0];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[1];\nu3(0.133583891911151*pi,0.9428044156247899*pi,3.99258379733873*pi) q[2];\nu3(0.856268448201273*pi,0.20923551494299897*pi,4.084661732591719*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.570427852539952*pi,3.18864669029893*pi,3.96646025304223*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(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,-0.5*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[0];\nu3(0.807098100381847*pi,-0.06523904633590799*pi,0.815013174575662*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(0.0*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(0.652204578259367*pi,-0.16327327078486298*pi,1.145563348352575*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[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(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.940015864894195*pi,0.296105914704781*pi,1.408841172172688*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,-0.5*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(0.218739839216598*pi,-0.4100064892930465*pi,1.62323218945727*pi) q[9];\nu3(0.690272082040244*pi,0.21143967789214602*pi,3.74880155666534*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[13];\nu3(0.506211607111616*pi,2.95366656046912*pi,1.1269725232343561*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.0*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(0.436090222088447*pi,-0.307500681801461*pi,4.32753690004789*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,4.0*pi) q[9];\nu3(0.162543395390199*pi,0.001376236590774016*pi,4.03986563108878*pi) q[12];\nu3(0.737421472330109*pi,0.31230371866225204*pi,4.371823774137329*pi) q[13];\nu3(0.268378972247588*pi,-0.391161192382943*pi,1.7072345909241*pi) q[14];\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(0.289600965409127*pi,3.23818823865558*pi,2.06480567576167*pi) q[5];\nu3(3.5*pi,3.48380326055147*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(1.0*pi,0.0*pi,1.219209058198435*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.594378098772915*pi,0.11105565830306696*pi,1.039815452003457*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[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[10];\nu3(0.358037707710132*pi,3.22302686741804*pi,1.57777365970311*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[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];\ncx q[0],q[1];\ncx q[3],q[9];\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(0.278883081614573*pi,-0.4332231399933843*pi,4.15138583138215*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.3493586081917694*pi) q[10];\ncx q[11],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.49556997694766*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,1.3942554618850531*pi) q[1];\ncx q[2],q[13];\nu3(3.5*pi,3.42967580400053*pi,0.5*pi) q[3];\ncx q[4],q[5];\ncx q[6],q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[14];\nu3(1.0*pi,0.0*pi,1.370642996300363*pi) q[9];\nu3(3.5*pi,3.42162082129573*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.137486331646533*pi) q[12];\ncx q[0],q[1];\nu3(3.5*pi,3.49231679213203*pi,0.5*pi) q[2];\ncx q[3],q[9];\nu3(3.5*pi,3.37767662091709*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.317410343582789*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,3.47672343769887*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\ncx q[11],q[12];\nu3(1.0*pi,0.0*pi,1.229201440644811*pi) q[13];\nu3(1.0*pi,0.0*pi,1.383207005005635*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.43635094094859*pi) q[1];\ncx q[2],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[8],q[14];\nu3(0.0*pi,-0.5*pi,0.5648007351080451*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,4.41517202846775*pi) q[12];\ncx q[0],q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.3916755735583095*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[10];\ncx q[11],q[12];\nu3(0.0*pi,-0.5*pi,0.5481806095739281*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5731481373999576*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];\ncx q[2],q[13];\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];\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(0.0*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[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(0.0*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[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(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[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,1.0*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(0.650201437448811*pi,-0.23841658801820298*pi,0.7116064593102149*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[9];\nu3(0.72696389367029*pi,-0.125239098885625*pi,3.97077449745089*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[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(0.239297780073508*pi,-0.197496642274757*pi,1.454192356760002*pi) q[2];\nu3(0.821633991877285*pi,-0.148344904075703*pi,3.95274893327187*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(0.710066923836831*pi,3.10243231082618*pi,3.79499721095594*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[8];\nu3(0.606074248318558*pi,-0.4536895363649777*pi,4.204221644056441*pi) q[9];\nu3(0.903858725789749*pi,0.19679603718043104*pi,4.06568894017809*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,1.0*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(0.821368517706273*pi,3.28462808538262*pi,2.91948722093139*pi) q[2];\nu3(0.130909861416094*pi,0.10534588794254496*pi,4.315864482823089*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(0.638357208011478*pi,0.3450207613334*pi,1.143634869834448*pi) q[8];\nu3(0.522780935486191*pi,0.3116576938411*pi,1.305426958006045*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[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.588200600552203*pi,0.12133254582086805*pi,1.2388428839704582*pi) q[14];\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(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,0.0*pi,4.0*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(0.543261842040532*pi,3.44218774230357*pi,4.4685203114584*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(0.322016668366271*pi,3.28774362597519*pi,2.10505209721816*pi) q[11];\nu3(0.719514198277147*pi,0.04515035946151602*pi,4.08978686844688*pi) q[12];\nu3(0.119152604700935*pi,0.73240931431352*pi,4.1643688503476906*pi) q[13];\nu3(0.613668686116442*pi,0.6488062217534001*pi,4.288803588356171*pi) q[14];\nu3(0.908927912785891*pi,3.13438012856053*pi,3.21724541840294*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(0.5*pi,-0.5*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[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(0.945405076755251*pi,-0.08888545172601597*pi,1.1515635670976692*pi) q[11];\nu3(0.174542021960855*pi,0.92031796073454*pi,4.11312531636591*pi) q[12];\nu3(0.691163074559651*pi,-0.4551859970766004*pi,4.32549415307288*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.744390778419552*pi,-0.34530085944346*pi,3.31948438233997*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(0.676878177984836*pi,0.11144903602641698*pi,0.747995594654852*pi) q[4];\nu3(1.0*pi,0.0*pi,4.0*pi) q[5];\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(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[0];\nu3(0.402494652943014*pi,2.67161542729738*pi,0.870955669809804*pi) q[1];\nu3(0.752521990550614*pi,3.45005635393074*pi,3.47961210554002*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,3.32625537128975*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.11173743977174*pi) q[8];\ncx q[10],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(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.545585170571659*pi,3.13417467548558*pi,0.7807294035625261*pi) q[1];\ncx q[3],q[11];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[4];\nu3(0.451704875593069*pi,0.6165918418912899*pi,4.22315941787747*pi) q[5];\ncx q[6],q[8];\nu3(3.5*pi,3.31102312615895*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.285458860861536*pi) q[12];\ncx q[0],q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.48748812096871*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.343279820181603*pi,0.43332354165020803*pi,0.668115609341609*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.49041840846926*pi) q[8];\ncx q[10],q[12];\nu3(1.0*pi,0.0*pi,1.198312751600423*pi) q[11];\nu3(3.5*pi,3.4649231153355*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[3],q[11];\nu3(0.5*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[8];\nu3(1.0*pi,0.0*pi,1.2054415244376862*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5500809166009191*pi) q[12];\ncx q[0],q[9];\ncx q[1],q[13];\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(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[10],q[12];\nu3(0.0*pi,-0.5*pi,4.4569560633007494*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.4100089218414*pi,0.5*pi) q[1];\nu3(3.5*pi,3.46066758409503*pi,0.5*pi) q[2];\ncx q[3],q[11];\nu3(1.0*pi,0.0*pi,1.3924465182119041*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[8];\nu3(0.0*pi,-0.5*pi,0.5764725841654033*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,0.0*pi,1.2065580364412871*pi) q[13];\ncx q[0],q[9];\ncx q[1],q[13];\ncx q[2],q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,3.46967020328287*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,0.0*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(1.0*pi,0.0*pi,1.204924343498432*pi) q[14];\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];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,0.5462852468047593*pi) q[4];\ncx q[5],q[14];\nu3(0.271187348498372*pi,-0.4413909145366303*pi,4.05991660690343*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[9];\nu3(0.765562048422003*pi,2.73315056211903*pi,3.58184644523002*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(0.0*pi,-0.5*pi,4.452436499156439*pi) q[13];\nu3(0.477087845016537*pi,3.35021775175136*pi,4.09631704663961*pi) q[0];\ncx q[1],q[13];\ncx q[2],q[4];\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(0.524271510955213*pi,-0.02105829060418002*pi,3.72142494200787*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.594633982714579*pi,0.288821407408996*pi,0.8791550552881551*pi) q[9];\nu3(0.51569300947778*pi,3.24379944772879*pi,0.933069843860453*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.572746412145689*pi,3.13695881494045*pi,0.5495061333927446*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.43961056163185*pi) q[14];\nu3(0.703983151237437*pi,-0.135792650088009*pi,4.24591896841107*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(1.0*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.543378463315476*pi,0.037700227896479976*pi,4.24076489379137*pi) q[8];\nu3(0.563702479952155*pi,0.69262096134039*pi,1.1094355455512401*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(0.123000181575314*pi,3.38009341093994*pi,1.54255016482933*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(0.0*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(0.5*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(0.658596024264747*pi,3.20597626226524*pi,4.13098033983223*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(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(1.5*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,1.0*pi) q[2];\nu3(0.322158163368712*pi,2.59677892113217*pi,1.217879666189511*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.0*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(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.481562255018904*pi,3.26664411725399*pi,4.3856631760114695*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];\ncx q[0],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.39145081181722*pi,0.261666742560394*pi,3.93576125504892*pi) q[2];\nu3(0.532854015934424*pi,0.288236309639204*pi,3.75164431311122*pi) q[3];\nu3(0.403445139691431*pi,1.17666850683903*pi,4.176815527615069*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[7],q[8];\nu3(0.610789717188058*pi,3.03612240676684*pi,4.33307896627489*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(3.5*pi,3.46628095371757*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.389293219341845*pi,3.32993067523333*pi,1.392098086273391*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.215280884149275*pi,0.07603516036957703*pi,1.2750536787690971*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,3.22280993414132*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.0755519913027491*pi) q[8];\nu3(1.0*pi,0.0*pi,1.1615291479682939*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(0.5*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[9];\nu3(0.295925325502638*pi,0.21207051396306498*pi,4.08240918332524*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(0.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[7],q[8];\nu3(0.229979636928927*pi,1.01805824494378*pi,4.17030953874505*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.309287873026882*pi,3.23743669713717*pi,1.467559577900269*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(0.310651380327113*pi,-0.113531287429531*pi,1.164125135832224*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.461289432373*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.4651682564193305*pi) q[9];\nu3(0.287885168981433*pi,3.42218570004817*pi,0.9834273199550421*pi) q[13];\nu3(0.797297627403846*pi,0.46262251394688503*pi,4.175170832870339*pi) q[14];\ncx q[0],q[9];\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[3];\ncx q[4],q[10];\nu3(0.365107019804184*pi,0.38869990501740104*pi,0.627505995113904*pi) q[5];\ncx q[7],q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.520986594846648*pi,-0.078756158922273*pi,0.946515702058911*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(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(3.5*pi,3.45690491072484*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(0.0*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,1.28974338514358*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(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[13];\ncx q[2],q[6];\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(0.0*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[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,3.41020157027582*pi,0.5*pi) q[1];\nu3(3.5*pi,3.41484947509633*pi,0.5*pi) q[2];\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,1.269958718889431*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,0.601276681980796*pi) q[10];\ncx q[12],q[14];\nu3(1.0*pi,0.0*pi,1.301729500032826*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[13];\ncx q[2],q[6];\ncx q[4],q[10];\ncx q[5],q[11];\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(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(3.5*pi,3.42606438497598*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.227465400231029*pi) q[14];\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];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,3.24824861663531*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.34477744336587*pi) q[6];\nu3(0.794931546010208*pi,2.62365406659444*pi,3.4578764520468*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(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.135719523065167*pi) q[11];\ncx q[12],q[14];\nu3(0.0*pi,-0.5*pi,0.5926144179001935*pi) q[13];\nu3(0.281924395495104*pi,3.27691355319798*pi,2.1074607336814397*pi) q[0];\ncx q[1],q[13];\ncx q[2],q[6];\nu3(0.597728546082768*pi,3.2716469391044*pi,2.86722904474034*pi) q[4];\ncx q[5],q[11];\nu3(0.358038542350306*pi,-0.006248521871272006*pi,1.359441469685505*pi) q[7];\nu3(0.519509973215372*pi,2.52177723842516*pi,3.61910442601134*pi) q[8];\nu3(0.706337093707447*pi,0.29345529398737*pi,0.788451188976323*pi) q[9];\nu3(0.747771981031367*pi,2.42292953961031*pi,3.87956360907113*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5598474494194545*pi) q[14];\nu3(0.601409082381279*pi,0.01150651805168701*pi,4.26644388125437*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(0.254127974421984*pi,3.05711418844739*pi,0.669152323457283*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(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.807433286306963*pi,0.15212597813352302*pi,1.346612959237682*pi) q[8];\nu3(0.74074110191052*pi,-0.225043467373443*pi,3.96303011446748*pi) q[9];\nu3(0.254703792396862*pi,0.40091964278829695*pi,0.95071710680466*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.467162270417949*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[0];\nu3(0.471557395756083*pi,0.16372589055507303*pi,0.975971449649403*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];\ncx q[5],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,-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(0.254886550341854*pi,0.453544678309991*pi,0.832173573894854*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[0];\nu3(0.524092710596488*pi,-0.373148390173845*pi,3.57176830921309*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,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];\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(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.808619182532374*pi,2.90596680051364*pi,3.21770283058235*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(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(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[11];\nu3(0.704426873199959*pi,0.267667008830034*pi,3.81455878719974*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];\nu3(1.5*pi,0.0*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[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,1.5*pi) q[11];\nu3(0.310030241799033*pi,0.32460942097441303*pi,3.71863075411814*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[2];\ncx q[3],q[13];\nu3(0.118664667605214*pi,3.20894861403226*pi,0.5668326884283903*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,3.48525404516185*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.2843095688804231*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[12];\nu3(0.5267347202455*pi,-0.4666507566619643*pi,4.47937366790441*pi) q[14];\nu3(0.594234205813956*pi,-0.4726417341350015*pi,3.86686706584548*pi) q[2];\nu3(3.5*pi,3.43887006040589*pi,0.5*pi) q[3];\nu3(0.169212722440546*pi,2.35981343113638*pi,1.213521579523501*pi) q[5];\nu3(1.0*pi,0.0*pi,4.0*pi) q[6];\ncx q[7],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,1.135639093995527*pi) q[13];\nu3(0.508635267860328*pi,0.9597675259387499*pi,4.1467729155061495*pi) q[14];\nu3(0.436183726966823*pi,0.51146044114434*pi,3.95991323155348*pi) q[2];\ncx q[3],q[13];\ncx q[4],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[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.45977336307634*pi) q[9];\nu3(0.81714392995283*pi,2.48440460199043*pi,3.61635034499365*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[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(3.5*pi,3.4087628144147*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.472241505060229*pi,-0.148983978041399*pi,1.251328077969249*pi) q[6];\ncx q[7],q[9];\nu3(0.468871446315554*pi,0.34496484619926104*pi,4.45391643518549*pi) q[11];\nu3(1.0*pi,0.0*pi,1.221508702862927*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.42217245368435*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[2];\ncx q[3],q[13];\ncx q[4],q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.571531124882055*pi,2.72831691893541*pi,3.87636054519326*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,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[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];\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,3.41146675058239*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,4.38034772348071*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.2372862489410799*pi) q[14];\ncx q[0],q[11];\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[12];\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[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(3.5*pi,3.38832853018851*pi,0.5*pi) q[0];\ncx q[2],q[10];\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,-0.5*pi,0.5*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[9];\nu3(1.0*pi,0.0*pi,1.232150399565177*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,0.637483752568986*pi) q[14];\ncx q[0],q[11];\nu3(3.5*pi,3.45186776655514*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,3.4753242378439*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.177043295443874*pi) q[6];\nu3(0.590771899318303*pi,3.01766204779616*pi,4.48909833808448*pi) q[7];\ncx q[8],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.180738763887802*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(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[2],q[10];\nu3(0.541144939974888*pi,0.8879618928355999*pi,4.46650582386509*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[6];\nu3(0.297541004561437*pi,2.89516594732179*pi,1.57394223065929*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,0.5307440004184243*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[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.324549203990382*pi,1.00886830190112*pi,4.26268873324815*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,4.49047042833912*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.513221198179176*pi,0.13735791732303204*pi,0.5153508471649162*pi) q[8];\nu3(0.107360725583735*pi,3.2080698209362*pi,1.50399582045122*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5462801689188486*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(0.115278298370327*pi,3.21859807285333*pi,1.446863113778559*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[2],q[10];\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[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.745935374469307*pi,0.70590732663051*pi,4.34634273922517*pi) q[8];\nu3(0.576307280285923*pi,3.04223387708586*pi,3.78831290001867*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[12];\nu3(0.278303616688684*pi,2.77567372809184*pi,1.54259237975551*pi) q[13];\nu3(0.595303733351116*pi,0.51154831993434*pi,0.791924640109579*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[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.427926157934763*pi,-0.4004255362983191*pi,1.0418979742805798*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[8];\nu3(0.0*pi,-0.5*pi,4.0*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(0.711632549302381*pi,0.58039765357822*pi,0.6237678766624319*pi) q[12];\nu3(0.699665999649234*pi,3.14632184587178*pi,3.15168328952642*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.302345841083446*pi,2.43249774481279*pi,1.277955593570193*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.142196334586147*pi,-0.4114091929337088*pi,4.04513526594503*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[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(0.529364533009918*pi,3.37265009277951*pi,4.40854100538491*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(0.727199961262009*pi,3.45900606532303*pi,3.05927865067358*pi) q[0];\nu3(0.4854710435572*pi,3.1474766114142*pi,4.07171895352683*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(0.0*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,1.5*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(0.0*pi,-0.5*pi,4.0*pi) q[0];\ncx q[1],q[13];\nu3(0.502351757418164*pi,2.82858456134001*pi,3.94742347776067*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(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.424975084783332*pi,2.84794732640668*pi,1.480600168332158*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[0];\nu3(3.5*pi,3.42903739118764*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[4];\nu3(0.236491845836011*pi,3.24340346147996*pi,1.242823500550019*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.206773107363175*pi,0.023152061828998982*pi,4.304446166338*pi) q[10];\nu3(0.629098022818736*pi,0.012628495120926009*pi,4.35315514986338*pi) q[11];\nu3(1.0*pi,0.0*pi,1.33994030349811*pi) q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(3.5*pi,3.38666737328165*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.266133452246347*pi) q[4];\nu3(0.210176346365917*pi,0.5297666399037*pi,3.56254441011308*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.541572775569502*pi,0.79547803300244*pi,0.699692637378605*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\ncx q[0],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[14];\ncx q[3],q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.831445143602206*pi,0.7530853388363099*pi,4.45871819175*pi) q[6];\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,0.604935171927118*pi) q[13];\nu3(3.5*pi,3.45699252218072*pi,0.5*pi) q[0];\ncx q[1],q[13];\nu3(3.5*pi,3.48671050299637*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,0.5367865440898054*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.703757789410846*pi,-0.017552810393657026*pi,1.268098517294947*pi) q[6];\nu3(1.0*pi,0.0*pi,1.400716970953484*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.3298343359962859*pi) q[14];\ncx q[0],q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[14];\ncx q[3],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];\ncx q[10],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(0.480330995282158*pi,0.06606059879202297*pi,4.4078293325662194*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(0.5*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(0.0*pi,-0.5*pi,4.34369648198626*pi) q[9];\nu3(3.5*pi,3.36094468094509*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.1098507177644978*pi) q[12];\nu3(0.727846182144653*pi,-0.31743406973795696*pi,1.1521845311294951*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.521550576943198*pi) q[14];\ncx q[0],q[9];\nu3(0.294079001071156*pi,2.92847629980386*pi,1.84900524642818*pi) q[1];\ncx q[2],q[14];\nu3(0.580913214284749*pi,2.56896093226724*pi,4.00617780500793*pi) q[3];\nu3(0.801276769114114*pi,-0.010167647600945018*pi,1.264352629081689*pi) q[4];\ncx q[5],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\ncx q[10],q[12];\nu3(0.261117011103337*pi,0.338766568682899*pi,0.676258184342967*pi) q[13];\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(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.29217765938913*pi,0.13468886335990704*pi,3.92544058081774*pi) q[3];\nu3(0.311757981750441*pi,2.48527504149658*pi,1.069935038888521*pi) q[4];\nu3(3.5*pi,3.49152390757507*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[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.3183147925062269*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5836236752330575*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,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.787689647025187*pi,-0.374458122471565*pi,4.18865561066629*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[11];\ncx q[6],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[10],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.74664051135624*pi,0.11237213511904798*pi,0.5191951141235631*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];\nu3(0.436372785457892*pi,0.5221136688557599*pi,3.93961176560563*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,0.0*pi,0.5*pi) q[5];\nu3(3.5*pi,3.41111359456979*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.3102647402991119*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,4.46979899352265*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.224023370235611*pi,-0.159409439160059*pi,0.9068648883685779*pi) q[14];\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(3.5*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];\ncx q[5],q[11];\ncx q[6],q[7];\nu3(1.0*pi,0.0*pi,4.0*pi) q[9];\nu3(0.490811887558197*pi,0.75112049246263*pi,4.316558122916479*pi) q[10];\nu3(0.407858202581716*pi,3.39142563007901*pi,0.999803286994736*pi) q[12];\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,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.37108534499551*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,0.5326789471683884*pi) q[7];\nu3(1.0*pi,0.0*pi,1.1356028963537819*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.923491519298759*pi,-0.284331095292437*pi,4.324469048069719*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0862855606854294*pi,0.7322380078303301*pi,3.86287214804391*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[0];\ncx q[1],q[14];\ncx q[3],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],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(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[0];\nu3(3.5*pi,3.39066626174723*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,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,0.5574774727528967*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[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.109490667909038*pi) q[14];\nu3(0.431896405337876*pi,3.25779667480945*pi,1.79735407034704*pi) q[0];\ncx q[1],q[14];\ncx q[3],q[8];\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(0.393397918091105*pi,3.06750124425928*pi,0.951557440235496*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.74661081453389*pi,-0.4654827547895352*pi,3.92045197198942*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[3];\nu3(0.0519413454795978*pi,-0.010081882026659994*pi,4.23387622748374*pi) q[5];\nu3(0.775997553476721*pi,0.449991259014481*pi,4.09297805840984*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(0.586189390612226*pi,3.38281077628072*pi,4.46697578565818*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5548975305154622*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[14];\nu3(0.610500350857036*pi,3.3611124051793*pi,2.9966281202953*pi) q[3];\nu3(0.527454837263974*pi,0.19065957696234404*pi,4.359214416425321*pi) q[5];\nu3(0.119250957628684*pi,-0.4822723228264146*pi,1.453145725537591*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.210054953865074*pi,-0.30622765602144497*pi,4.02878495817985*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(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.591913221538585*pi,0.34073089678761004*pi,4.2090946592464*pi) q[3];\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(0.346027945924315*pi,3.18916356670232*pi,0.6624959067524809*pi) q[7];\nu3(0.845654635886259*pi,3.35540144267263*pi,3.21489196184063*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.541666363015437*pi,-0.25047690036494896*pi,1.174765040444247*pi) q[11];\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(0.5*pi,-0.5*pi,0.5*pi) q[1];\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(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.614556985280171*pi,0.024460006021138958*pi,0.857092454778638*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[10];\nu3(0.222219088134946*pi,1.06858169051503*pi,4.39760346218384*pi) q[11];\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(0.13468931928579*pi,-0.268375024217678*pi,4.3915501660248*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];\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(3.5*pi,3.44571605598416*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.254587122116668*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[14];\ncx q[0],q[12];\nu3(0.646169715263834*pi,0.48495648193555096*pi,4.23261824345487*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(3.5*pi,3.40764157942162*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];\ncx q[9],q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.2253979952733292*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.41083586661136*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[4],q[7];\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[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.560944407656957*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.237297187593521*pi) q[12];\nu3(0.286145036013769*pi,0.08121402674868305*pi,0.5797493120483891*pi) q[14];\ncx q[0],q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(3.5*pi,3.40009945233322*pi,0.5*pi) q[4];\ncx q[5],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.328534510274003*pi) q[7];\ncx q[9],q[10];\nu3(0.0*pi,-0.5*pi,0.71157501638774*pi) q[13];\nu3(0.573412337110087*pi,-0.468630461974139*pi,0.698697709541678*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[4],q[7];\nu3(3.5*pi,3.41116296113326*pi,0.5*pi) q[5];\ncx q[6],q[13];\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,1.363671817711402*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.45303073274263*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[5],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5401456473020283*pi) q[7];\nu3(0.128019129913712*pi,0.33564349295361096*pi,1.055840565342417*pi) q[9];\nu3(0.436714224048525*pi,0.82489297281673*pi,3.83082063514101*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(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[4],q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.159720828841715*pi,0.08061559996370005*pi,0.5612767965025431*pi) q[6];\nu3(0.352824303478727*pi,0.53389589604973*pi,0.5402634138984175*pi) q[9];\nu3(0.487034540278061*pi,0.07572150812128198*pi,0.9045114823527061*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.37963950133741*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.567737972190223*pi,0.8691680286119501*pi,1.105727496021119*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[4];\ncx q[5],q[11];\nu3(0.444667163514879*pi,3.46818804525992*pi,1.89709914848536*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(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.317034220931657*pi,3.34552318584248*pi,4.46866205915346*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[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(0.0*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[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.138850845474855*pi,-0.226260047473419*pi,0.975796091602658*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[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(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.796564838318291*pi,0.52986683016805*pi,0.711384122572171*pi) q[0];\nu3(0.672732074370685*pi,0.6718711103747399*pi,4.23588213462729*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(1.5*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[12];\nu3(0.686158716367408*pi,3.43605913077735*pi,4.3252618507550995*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(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.858418953626742*pi,0.9301303549381299*pi,0.862555098374984*pi) q[7];\ncx q[9],q[14];\nu3(3.5*pi,3.36405229010114*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(1.0*pi,0.0*pi,1.328904601610216*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[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.735413178048807*pi,3.47093168031218*pi,0.81638082616377*pi) q[7];\nu3(3.5*pi,3.4412329781602*pi,0.5*pi) q[9];\ncx q[10],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.286499039573276*pi,2.35340606015173*pi,1.336272440150297*pi) q[12];\nu3(1.0*pi,0.0*pi,1.223718786307436*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],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[7];\ncx q[9],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.358504090922611*pi,2.59150028211639*pi,0.923450457166768*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.36564814331958*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.48333689515279*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.130390099639364*pi) q[4];\nu3(0.307617277432414*pi,2.74898761638021*pi,1.238390248493755*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[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,4.0*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5957256703217242*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[4];\nu3(0.320756505914304*pi,-0.39939993125662*pi,1.59123077385859*pi) q[5];\ncx q[6],q[7];\ncx q[9],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.0*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];\ncx q[0],q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,0.5023961092136832*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,3.42764423879705*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.260037533616337*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(0.763159844787838*pi,-0.1111190522305*pi,0.906854812705727*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,3.40872722859501*pi,0.5*pi) q[0];\ncx q[1],q[4];\nu3(1.0*pi,0.0*pi,1.242237230420832*pi) q[2];\ncx q[3],q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\ncx q[6],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(0.706162989542081*pi,0.7923364848138701*pi,4.34330387707649*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];\ncx q[0],q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.44659462504468*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,4.49899573128656*pi) q[7];\nu3(0.384385458571708*pi,1.0330004325827*pi,4.21483361734178*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,1.370026347834391*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,0.0*pi,0.5*pi) q[0];\nu3(0.376814925599271*pi,0.42225258040666*pi,3.61144559697848*pi) q[1];\nu3(0.0*pi,-0.5*pi,4.45448105722316*pi) q[2];\ncx q[3],q[12];\nu3(0.491827846262827*pi,-0.11528919925274*pi,3.97546666964156*pi) q[4];\ncx q[6],q[7];\nu3(0.696414945874091*pi,0.286247878261783*pi,0.94760051220829*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[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[2];\nu3(0.478537681837504*pi,-0.39436233383895203*pi,1.435161380812229*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.485947495517316*pi,0.499528798723046*pi,3.63710105093738*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[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.24047900123992*pi,2.78660909321046*pi,1.066194073503694*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.46978984000332*pi) q[12];\nu3(0.653874154686726*pi,2.46583575630987*pi,3.89875233921035*pi) q[13];\nu3(0.274402020435841*pi,-0.12356167072850499*pi,1.477268957976964*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(0.0*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[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,3.41898944567339*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.79253371957325*pi,-0.107532760559923*pi,3.82366519745046*pi) q[10];\nu3(1.0*pi,0.0*pi,1.062159513877249*pi) q[11];\nu3(0.421773040829064*pi,2.85368583954138*pi,1.1977981117793859*pi) q[13];\nu3(0.569736888202766*pi,-0.471257331452288*pi,0.864054960824101*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(0.0*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[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[11];\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[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[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(1.0*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(0.5*pi,0.0*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(0.0*pi,-0.5*pi,4.47857197905048*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(0.5*pi,-0.5*pi,0.5*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(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.549477932881607*pi,-0.308576250608452*pi,3.84292090910679*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[11];\ncx q[9],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.818118300596374*pi,3.38666983944311*pi,0.697816823551903*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(0.461890937169563*pi,0.38334024270882106*pi,3.78185379656305*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,3.49442599389833*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(1.0*pi,0.0*pi,1.3181976275885439*pi) q[14];\nu3(0.532744182590428*pi,2.9860817477381*pi,4.47609490314739*pi) q[0];\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[6];\nu3(0.556554522797269*pi,-0.4649216651817957*pi,3.89655246199658*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[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.400790298280345*pi,-0.247995542149618*pi,0.8931367608128771*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[5],q[6];\nu3(0.739832817925868*pi,3.29956959061761*pi,4.0527971260855296*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(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.47145077666204*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.540956403501925*pi,3.03325011594714*pi,4.49804419734254*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[3];\nu3(3.5*pi,3.33525209631031*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.221711209601162*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];\ncx q[9],q[14];\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,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.490269064677723*pi,2.95256233611322*pi,0.9929895296165601*pi) q[3];\ncx q[5],q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.503642999863698*pi,-0.010385508402986021*pi,3.92590842276377*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(0.593031212177366*pi,2.95254673169976*pi,4.44506800872474*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(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.488643163518543*pi,2.55095694592558*pi,1.0397099703596249*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.5294834156314017*pi) q[6];\nu3(0.0792101887606532*pi,-0.4385572174552863*pi,0.689221236596654*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(0.328489317292316*pi,3.13472090237168*pi,1.89092033341674*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[2],q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[5],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(0.582093223106092*pi,-0.37089250944832297*pi,0.75062612494085*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(3.5*pi,3.49606150064646*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(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.203028241267289*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(0.643093694516887*pi,2.9698812064423*pi,4.1645842494217*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[2],q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[8];\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(0.877626671719856*pi,0.06249788092642705*pi,1.283152945202787*pi) q[9];\ncx q[10],q[12];\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(0.5*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,3.40101070011567*pi,0.5*pi) q[4];\nu3(0.626491813405436*pi,0.17679972696494195*pi,1.345020745748605*pi) q[5];\nu3(1.0*pi,0.0*pi,4.0*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.41611897579855*pi) q[7];\nu3(1.0*pi,0.0*pi,1.1653384853024051*pi) q[8];\nu3(0.549596468385283*pi,2.60028152251659*pi,1.1660926034379449*pi) q[9];\nu3(3.5*pi,3.4611058019596*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,1.1913578611517681*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[11];\ncx q[2],q[7];\ncx q[3],q[13];\ncx q[4],q[8];\nu3(0.790892777447803*pi,3.29053066790465*pi,3.61906076491231*pi) q[5];\nu3(0.524818933126435*pi,0.06141246696460101*pi,3.90515475092042*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],q[12];\nu3(0.403560744789971*pi,0.9645185094739099*pi,0.5071935739399404*pi) q[14];\nu3(3.5*pi,3.4507604181675*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.39834390851145*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];\nu3(0.358948663602579*pi,0.03158380739613298*pi,3.7804758748215*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5143633769419602*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,1.170719351477266*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5294595116252757*pi) q[12];\nu3(1.0*pi,0.0*pi,1.26896120103449*pi) q[13];\nu3(0.268865249966997*pi,0.86666483125111*pi,4.21006639472326*pi) q[14];\ncx q[0],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[13];\ncx q[4],q[8];\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[10],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(0.0*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(1.5*pi,0.0*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[10];\nu3(0.0*pi,-0.5*pi,4.48668689171296*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.442656209870799*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\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[8];\nu3(0.539554394750804*pi,3.45762076635493*pi,4.14021896106566*pi) q[10];\nu3(0.465502284627938*pi,-0.039733974084804*pi,4.37987921129083*pi) q[12];\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(0.608268187463651*pi,0.315813715613515*pi,0.899518166962176*pi) q[4];\nu3(3.5*pi,3.4563006937342*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,0.0*pi,1.2286198884423571*pi) q[9];\nu3(0.638534941475362*pi,0.80916640536919*pi,0.750390874433158*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.513112282096718*pi,0.9373052596323199*pi,4.46120811564085*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(0.498415656477314*pi,3.18965863837973*pi,3.42832761673573*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.553331348363185*pi,0.05329928971333697*pi,1.1365918529841559*pi) q[4];\ncx q[6],q[9];\nu3(0.632245345666814*pi,3.37134371725355*pi,4.18467473759545*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(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[0];\nu3(0.587444526044789*pi,3.19223631515891*pi,1.72446348804567*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(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.643936141233488*pi,0.18711460284078596*pi,4.05965806566897*pi) q[7];\nu3(0.386512844378102*pi,0.120648564335749*pi,4.04723143428159*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.619288096410743*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(0.5*pi,-0.5*pi,0.5*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[3];\ncx q[6],q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.685103155236592*pi,0.06309744754513702*pi,0.787343210974461*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[13];\nu3(0.357509047486045*pi,0.91141166019834*pi,0.5581572726266905*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.58967414650801*pi,-0.282126673948045*pi,0.821180894164511*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(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[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(0.211465390997772*pi,0.278636247915256*pi,3.87406853815932*pi) q[0];\ncx q[2],q[4];\nu3(0.447091212726854*pi,2.65832980603996*pi,1.224609711490459*pi) q[3];\nu3(0.329180086418542*pi,3.4055409785622*pi,1.117834815474244*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(0.342364199788825*pi,3.22174174328642*pi,1.84517178736232*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[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.32635486114295*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,1.2345893278030848*pi) q[4];\nu3(0.184512175528694*pi,0.137570368186964*pi,0.647223758066214*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.256720930339767*pi,0.48300157132477695*pi,3.56888304559543*pi) q[9];\nu3(3.5*pi,3.4829121336482*pi,0.5*pi) q[10];\nu3(0.678268014229014*pi,3.24695264280569*pi,3.33316328146539*pi) q[11];\nu3(0.165910279154304*pi,3.13294926372376*pi,0.81792788266345*pi) q[13];\nu3(1.0*pi,0.0*pi,1.352173443722283*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[2],q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\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[9];\ncx q[10],q[14];\nu3(0.0884206214169739*pi,0.87308171927451*pi,3.91864158444786*pi) q[11];\nu3(0.415056854416777*pi,3.22059597058235*pi,0.874928617748532*pi) q[13];\nu3(1.0*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[5];\nu3(0.0*pi,-0.5*pi,4.38142746792049*pi) q[4];\nu3(3.5*pi,3.42405658065168*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(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.342303671690718*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.39918503722191*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[2],q[4];\nu3(3.5*pi,3.48251339010457*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.2251789639443151*pi) q[5];\ncx q[7],q[12];\nu3(1.0*pi,-0.5*pi,0.5*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[13];\ncx q[0],q[8];\ncx q[1],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\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(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.604660014914188*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,3.40200918869906*pi,0.5*pi) q[0];\nu3(3.5*pi,3.41363500660235*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,4.4612493563287*pi) q[5];\ncx q[7],q[12];\nu3(1.0*pi,0.0*pi,1.1909496734565939*pi) q[8];\ncx q[9],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.333538112968053*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[8];\ncx q[1],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[5];\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(3.5*pi,3.44143773660528*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,1.2744117098226568*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(0.5*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,0.0*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[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,4.461904432796651*pi) q[8];\ncx q[9],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(0.0*pi,-0.5*pi,4.2668282397887705*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[8];\ncx q[1],q[13];\nu3(0.695960348342389*pi,2.63187102602232*pi,3.9156003477444*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(0.683922287932243*pi,2.9533217237743*pi,3.81752952878147*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.873991004277351*pi,-0.03448817958461098*pi,1.30883105653204*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.48857624074031*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];\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[1];\nu3(0.476014391621752*pi,-0.23913322000605097*pi,4.48053229158936*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.531749056663362*pi,0.277973731117913*pi,0.65892252379449*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.147687033564566*pi,0.5135025211528199*pi,4.34417074751839*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[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[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(0.471111068151401*pi,-0.07019450108971698*pi,0.726342375771749*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(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.142467479377101*pi,3.44061854322646*pi,4.36266853657746*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.324799937834426*pi,2.88163693396132*pi,0.916743417260927*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[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(0.5*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(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.45348990496484*pi,0.41078263288843997*pi,3.69715908097789*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.372998628550042*pi,3.18127490845797*pi,1.5214690978672*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[6];\nu3(0.65270181519913*pi,-0.291142776123622*pi,3.97702773882966*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.970419845059761*pi,2.95674215240099*pi,3.10599941664891*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];\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(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.957836250946089*pi,-0.397522646328266*pi,3.94959776963626*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.34563723351817*pi,0.5*pi) q[2];\nu3(0.965184878486579*pi,-0.419877170172131*pi,3.62363014563961*pi) q[3];\nu3(0.339875415495213*pi,-0.239174779565628*pi,4.3430544942325895*pi) q[5];\nu3(1.0*pi,0.0*pi,1.256949327475112*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,-0.5*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(0.611153668329355*pi,3.10753472541295*pi,3.20738835074405*pi) q[0];\nu3(0.6832711832036*pi,0.7622906822992499*pi,0.921710333625152*pi) q[1];\ncx q[2],q[6];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[3];\ncx q[4],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[7],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.765465369358411*pi,2.36673137996225*pi,3.6572708107888*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.308983634061911*pi,0.13515317541110095*pi,1.094799469402888*pi) q[13];\nmeasure q[9] -> c[9];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[0];\nu3(0.851540597371225*pi,-0.01627451425076598*pi,0.5280072424522061*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(3.5*pi,3.47350623462866*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,0.5304349222447966*pi) q[6];\nu3(3.5*pi,3.36479068018357*pi,0.5*pi) q[7];\nu3(0.377895491818995*pi,-0.4941640186342942*pi,0.701142407348861*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.274293701952401*pi) q[12];\nu3(0.265681892897018*pi,3.13357013802181*pi,1.65236561315829*pi) q[13];\nu3(1.0*pi,0.0*pi,1.335745475482722*pi) q[14];\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[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[14];\ncx q[7],q[12];\nu3(0.63351274010754*pi,0.28247671298812005*pi,0.620268044422022*pi) q[8];\nu3(0.566022252519389*pi,3.21409103564134*pi,3.05537247564552*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nmeasure q[11] -> c[11];\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,0.0*pi,0.5*pi) q[4];\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(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.4215963139698005*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.33944155935569*pi) q[14];\ncx q[0],q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\ncx q[4],q[14];\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(3.5*pi,3.45021233631703*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.629869559135187*pi,0.25937800790590904*pi,1.4584024132156959*pi) q[2];\nu3(1.0*pi,0.0*pi,1.378133860708254*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[8];\nu3(1.0*pi,0.0*pi,4.0*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[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nmeasure q[2] -> c[2];\ncx q[0],q[3];\ncx q[1],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,3.49089415177925*pi,0.5*pi) q[5];\nu3(0.830072012869513*pi,0.148686414998485*pi,0.845393634832209*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.2147966055619062*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nmeasure q[6] -> c[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.43483391876794*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,4.44784553251868*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,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.258050938507354*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[3];\ncx q[1],q[13];\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[7];\nu3(0.0*pi,-0.5*pi,0.612647081277874*pi) q[8];\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(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[4];\ncx q[5],q[8];\nu3(0.65992887261508*pi,2.87269594867251*pi,4.16892586067851*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.692757024612923*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nmeasure q[7] -> c[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.511077244853457*pi,-0.176301028732399*pi,1.3203943416923671*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(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.806311892860328*pi,-0.32193907135077504*pi,3.35800211596144*pi) q[14];\nmeasure q[4] -> c[4];\nmeasure q[14] -> c[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];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.254507546561554*pi,2.59694544353924*pi,1.213761455915652*pi) q[5];\nu3(0.523358319865047*pi,3.37357007673689*pi,3.60297135909022*pi) q[8];\nu3(0.753521143884499*pi,2.49934143567315*pi,3.56943971225916*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nmeasure q[5] -> c[5];\nmeasure q[8] -> c[8];\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];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.420792755767684*pi,3.23661696559818*pi,1.50198762283068*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[13];\nmeasure q[1] -> c[1];\nu3(0.5*pi,-0.5*pi,0.5*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[13];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[3];\nu3(0.790994437625329*pi,3.02389522292478*pi,4.46158823739977*pi) q[13];\nmeasure q[13] -> c[13];\nu3(0.701306647903401*pi,2.75610241215053*pi,3.31845592430475*pi) q[0];\nu3(0.269491856711654*pi,-0.07039384485851902*pi,4.46250862938459*pi) q[3];\nmeasure q[0] -> c[0];\nmeasure q[3] -> c[3];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(0.405669182123943*pi,-0.299884306876385*pi,1.70624987499953*pi) q[0];\nu3(0.629996405168678*pi,2.62255177865599*pi,4.06099500414639*pi) q[1];\nu3(0.185175011049399*pi,-0.12229705954702202*pi,1.3224451424979171*pi) q[2];\nu3(0.813035920461776*pi,3.33879265416069*pi,0.801077128208855*pi) q[3];\nu3(0.575873066343241*pi,2.58255752393165*pi,4.01920852751526*pi) q[4];\nu3(0.410375389480103*pi,0.06880949345897103*pi,4.41544457414574*pi) q[5];\nu3(0.650087640121945*pi,3.33612477846786*pi,4.166868653792649*pi) q[6];\nu3(0.907749818917425*pi,0.5814203363430599*pi,1.172877967227829*pi) q[7];\nu3(0.539130469887133*pi,0.62526510070209*pi,0.739179888388288*pi) q[8];\nu3(0.261179336604858*pi,0.71981541526094*pi,0.72371572610789*pi) q[9];\nu3(0.306577540494571*pi,0.39214913777555005*pi,3.43396920035885*pi) q[10];\nu3(0.689429713040252*pi,0.06279115031049198*pi,0.9081890480278489*pi) q[11];\nu3(0.65695524152927*pi,2.98193669766157*pi,4.00612922314671*pi) q[12];\nu3(0.299703898172079*pi,0.201364755638352*pi,3.44171828854046*pi) q[13];\nu3(0.5389745089574*pi,0.5521276873921199*pi,1.1195094107536931*pi) q[14];\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(0.0*pi,-0.5*pi,1.5*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(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,-0.5*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(0.0*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(0.0*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(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[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(0.5*pi,-0.5*pi,0.5*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[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];\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[10],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[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];\ncx q[6],q[11];\ncx q[7],q[9];\nu3(3.5*pi,3.46698945294675*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.1547030500161641*pi) q[14];\ncx q[0],q[1];\ncx q[2],q[13];\ncx q[3],q[12];\ncx q[4],q[5];\nu3(3.5*pi,3.34591717015988*pi,0.5*pi) q[6];\nu3(3.5*pi,3.44940471853072*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.415726542991214*pi) q[9];\ncx q[10],q[14];\nu3(1.0*pi,0.0*pi,1.2885413108353458*pi) q[11];\nu3(3.5*pi,3.40813048846313*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,1.0982807497491849*pi) q[1];\nu3(3.5*pi,3.38705980101391*pi,0.5*pi) q[2];\nu3(3.5*pi,3.47604568409292*pi,0.5*pi) q[3];\nu3(3.5*pi,3.45284464427581*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.214578592604344*pi) q[5];\ncx q[6],q[11];\ncx q[7],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.220597381156023*pi) q[12];\nu3(1.0*pi,0.0*pi,1.103504887786285*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.49013778245436*pi) q[14];\ncx q[0],q[1];\ncx q[2],q[13];\ncx q[3],q[12];\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(0.0*pi,-0.5*pi,0.702767225104739*pi) q[9];\ncx q[10],q[14];\nu3(0.0*pi,-0.5*pi,0.679314439276391*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.49719945828857*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,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.5062068431751761*pi) q[5];\ncx q[6],q[11];\ncx q[7],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.49111184605849*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.466518959252181*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[1];\ncx q[2],q[13];\ncx q[3],q[12];\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(0.0*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(0.0*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(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.878464542894588*pi,0.39182694443049604*pi,3.90818332232871*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(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[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(0.22483682534796*pi,0.036761745000835955*pi,4.29609174544787*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[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(0.0*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(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.39970353401127*pi,1.02269197614995*pi,4.4631916901231605*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(0.646550930560997*pi,0.27641657441051104*pi,1.068203518186454*pi) q[7];\nu3(0.850689926564292*pi,-0.056985715268995984*pi,4.2917410240155505*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.379833978396922*pi,0.60383419028686*pi,3.64499271621173*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[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,-0.5*pi,0.5*pi) q[3];\nu3(0.621850150115058*pi,3.16527110453919*pi,2.91574197516409*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(0.46876589839314*pi,0.33639458583525905*pi,3.98917223964898*pi) q[7];\nu3(0.928036068990921*pi,2.37466971496277*pi,3.82955796950958*pi) q[9];\nu3(0.115917484755118*pi,-0.4210981585114225*pi,4.266487350394231*pi) q[10];\nu3(0.533208134315142*pi,0.88271748634868*pi,4.17627523867*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(0.697210324823596*pi,0.5694117970755801*pi,4.32930046153765*pi) q[14];\nu3(0.628238334006348*pi,-0.243471556137904*pi,3.44592086610761*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.40310524842782*pi,-0.138239552514675*pi,4.18486365497725*pi) q[2];\nu3(0.236816923568942*pi,-0.14330814266070002*pi,3.89594382333589*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.485511224803141*pi,2.88368975694962*pi,1.4228183713280411*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[9];\nu3(0.449017571590947*pi,3.40638423592423*pi,1.55676019301971*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(0.763780721749823*pi,0.7926099745331101*pi,0.833315615053387*pi) q[14];\nu3(0.404004245248815*pi,2.82619955336216*pi,3.6782758763174*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.194642737334281*pi,-0.34244731965088704*pi,4.2013499455622*pi) q[2];\nu3(0.704356961244688*pi,0.5230375893838799*pi,1.1226111605729021*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.504909027334006*pi,3.03489146520044*pi,1.81981295099486*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],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(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.604566256596211*pi,-0.25137056255270096*pi,0.895086398034583*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(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,3.33980857587337*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.2386213627236868*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.218500184400301*pi,0.371509460042561*pi,3.61164393847949*pi) q[12];\nu3(0.955201368347958*pi,2.95130290104976*pi,3.51126108756737*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(0.904854646753122*pi,3.4100988410315*pi,4.07311815656025*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(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\ncx q[8],q[9];\nu3(0.210416706364676*pi,3.25295255479577*pi,1.78270166215085*pi) q[12];\nu3(0.817050362626404*pi,0.228412148442106*pi,4.05403194897737*pi) q[13];\ncx q[0],q[6];\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];\ncx q[7],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.397845691196229*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,3.48429681076201*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[3];\nu3(1.0*pi,0.0*pi,1.206743713625529*pi) q[6];\nu3(3.5*pi,3.44062874589232*pi,0.5*pi) q[7];\ncx q[8],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,0.0*pi,1.301174412916781*pi) q[14];\ncx q[0],q[6];\ncx q[1],q[10];\ncx q[2],q[12];\ncx q[3],q[11];\ncx q[5],q[13];\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[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.38746734703997*pi,0.5*pi) q[1];\nu3(3.5*pi,3.38819129771773*pi,0.5*pi) q[2];\nu3(3.5*pi,3.43220028133503*pi,0.5*pi) q[3];\nu3(3.5*pi,3.43467530492996*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.48051652157033*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(1.0*pi,0.0*pi,1.273461302703871*pi) q[10];\nu3(1.0*pi,0.0*pi,1.288889490120581*pi) q[11];\nu3(1.0*pi,0.0*pi,1.176608085534271*pi) q[12];\nu3(1.0*pi,0.0*pi,1.286603921280618*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.36405345040648*pi) q[14];\ncx q[0],q[6];\ncx q[1],q[10];\ncx q[2],q[12];\ncx q[3],q[11];\ncx q[5],q[13];\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[9];\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(0.5*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(0.0*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,4.38337617979973*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5895625128902919*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.46712798167807*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5478067907979404*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[10];\ncx q[2],q[12];\ncx q[3],q[11];\ncx q[5],q[13];\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(0.0*pi,-0.5*pi,1.5*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[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[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(0.56761499751256*pi,2.50738092057522*pi,3.98535167575643*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(0.5*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(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.928406712486358*pi,0.78531838801017*pi,0.5197213643309411*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(0.474956909840103*pi,3.38114658299609*pi,1.448255623220297*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(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.812059420917208*pi,3.0216762625357*pi,3.16938953849363*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[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(0.77803638763099*pi,-0.02922828432376401*pi,1.2544486747871582*pi) q[3];\nu3(0.707218650424028*pi,0.000860125817560009*pi,0.79043880215065*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.683296992225859*pi,3.4200373397613*pi,3.61905623097786*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.246332179431583*pi,3.38719607494247*pi,1.55498379702368*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(0.815943121204499*pi,3.32331604466936*pi,3.44084496050966*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.287248958694722*pi,0.25398557272991495*pi,4.0088792315348005*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(0.658753184934207*pi,-0.338097441221365*pi,3.52891505052381*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.475114631246712*pi,3.061419513482*pi,1.241021162572312*pi) q[6];\nu3(0.433295888783792*pi,0.9244593997181401*pi,4.39184480537451*pi) q[7];\nu3(0.373382657009437*pi,0.04290810787282695*pi,3.94260379300359*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(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.821918615608703*pi,-0.4870130775187212*pi,3.90734367407939*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.695062746514245*pi,2.8652577855518*pi,3.94986987231273*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(0.365712442272121*pi,0.6507930296075599*pi,4.0214700777794*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(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.656556698733727*pi,3.13787272337021*pi,4.3831828181005*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.454968357435196*pi,0.6058292448089*pi,3.98928854147194*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.82626117989072*pi,-0.330475375681886*pi,4.28347361951394*pi) q[1];\nu3(0.511975557288298*pi,-0.4286798587520751*pi,4.23140333783694*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.431760678535301*pi,2.73189465569631*pi,3.74002301486408*pi) q[10];\nu3(0.593533594738279*pi,1.03082675325072*pi,0.656389446215677*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.454049194778138*pi,0.20425264268620902*pi,4.48778153725654*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5021453873531*pi,2.638424756777*pi,3.50886940299725*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,3.44371079055454*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.241632888151028*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.357286639983398*pi,3.35729357855841*pi,1.2661593757195702*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.620012978857586*pi,0.34438476410641405*pi,1.3861558585411888*pi) q[12];\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(0.0*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[3];\ncx q[4],q[5];\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(0.710037653812974*pi,0.024034723508229994*pi,1.322488913117863*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[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[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.669577393613784*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\ncx q[0],q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[8];\nu3(3.5*pi,3.40835923621633*pi,0.5*pi) q[3];\ncx q[4],q[5];\nu3(1.0*pi,0.0*pi,1.310850786668278*pi) q[6];\ncx q[10],q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(3.5*pi,3.48743568009806*pi,0.5*pi) q[0];\ncx q[1],q[7];\nu3(3.5*pi,3.27094421261799*pi,0.5*pi) q[2];\ncx q[3],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[5];\nu3(1.0*pi,0.0*pi,1.09398281478724*pi) q[8];\nu3(3.5*pi,3.31294427243894*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.333701844447484*pi) q[11];\ncx q[12],q[14];\nu3(1.0*pi,0.0*pi,1.2488495679935099*pi) q[13];\ncx q[0],q[11];\nu3(3.5*pi,3.33507456410693*pi,0.5*pi) q[1];\ncx q[2],q[8];\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,4.3948553178482594*pi) q[6];\nu3(1.0*pi,0.0*pi,1.253298314315153*pi) q[7];\ncx q[10],q[13];\nu3(3.5*pi,3.4224547916242*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.265009736046395*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[6];\nu3(0.349835290421269*pi,0.437423397402103*pi,3.66288468479063*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.5525784715344981*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.556750215576165*pi) q[11];\ncx q[12],q[14];\nu3(0.0*pi,-0.5*pi,0.5473238368217497*pi) q[13];\ncx q[0],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.718880339423622*pi,0.9866360220518999*pi,0.5613680151518673*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,0.5257137988808314*pi) q[7];\ncx q[10],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.48361450642882*pi) q[14];\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(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.364353046860424*pi,3.38821954162382*pi,1.92223453832998*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,1.5*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[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(0.839219566412201*pi,-0.165275266482811*pi,1.218509490733343*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(0.2376674372659*pi,0.28118535154843605*pi,4.25275003922423*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(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(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.373236685745195*pi,0.6926180317817101*pi,3.91383758307824*pi) q[0];\nu3(0.597761667208003*pi,3.31804529835058*pi,4.063038480176861*pi) q[1];\nu3(0.240792293058992*pi,0.5963634841627901*pi,0.847966891180056*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[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.720854586716708*pi,2.78715175004593*pi,3.24396133694373*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(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.623320586608587*pi,-7.650084432697657e-05*pi,4.39564169271864*pi) q[0];\nu3(0.390440220856855*pi,0.333819264647062*pi,4.18614557379834*pi) q[1];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[2];\nu3(1.0*pi,0.0*pi,4.0*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(0.931588499336245*pi,0.14267243509902705*pi,0.5830574543504765*pi) q[8];\nu3(0.396855320679294*pi,2.65035283392344*pi,1.3316756360272741*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(0.844800305801398*pi,3.08495080107476*pi,3.32017722041341*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,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[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.503646669730463*pi,3.19625323699741*pi,0.632274581429193*pi) q[7];\nu3(0.734034799648767*pi,0.52966084793552*pi,0.8605954188888*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.627669350287905*pi,-0.146564644056714*pi,3.47494585501263*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.357284793993864*pi,0.41999893295450996*pi,0.720044808864892*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(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.447705652474976*pi,-0.38813426315794597*pi,3.82334934699593*pi) q[3];\nu3(1.0*pi,0.0*pi,4.0*pi) q[6];\nu3(0.347475833086627*pi,0.7650077518151801*pi,4.0217518398071*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(0.723851771728047*pi,0.8561705194593701*pi,0.811238275139279*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[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.282893319661694*pi,0.9843152933822601*pi,3.98573237912591*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(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.490027048104512*pi,0.334661066998449*pi,3.57192952546779*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.143796925889395*pi,2.42803307916119*pi,1.236455883617217*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(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.543840224243701*pi,3.2911465771243*pi,0.895626723956984*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[11];\nu3(0.342282257121798*pi,-0.07909629194605*pi,0.873833916896156*pi) q[12];\nu3(0.592480583955622*pi,0.75927283793995*pi,1.20782890099902*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[3];\ncx q[5],q[11];\nu3(0.551530926309475*pi,3.35626964660524*pi,0.678711871094369*pi) q[6];\ncx q[7],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[14];\ncx q[1],q[2];\ncx q[3],q[4];\nu3(3.5*pi,3.38693859707856*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,3.3487099620697*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.3301147325958649*pi) q[9];\nu3(1.0*pi,0.0*pi,1.28914597206792*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];\ncx q[0],q[12];\nu3(3.5*pi,3.49824264754228*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.368653178260647*pi) q[2];\nu3(3.5*pi,3.46138954158338*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.313794721492235*pi) q[4];\ncx q[5],q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\ncx q[7],q[9];\ncx q[10],q[14];\nu3(3.5*pi,3.49782347648858*pi,0.5*pi) q[0];\ncx q[1],q[2];\ncx q[3],q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[6],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.4490624572679*pi) q[9];\nu3(3.5*pi,3.42191355307742*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.3562397601503005*pi) q[11];\nu3(1.0*pi,0.0*pi,1.191171842243459*pi) q[12];\nu3(1.0*pi,0.0*pi,1.2090151717662159*pi) q[14];\ncx q[0],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,0.634427263883262*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.32880419606469*pi) q[4];\ncx q[5],q[11];\nu3(3.5*pi,3.45653801478966*pi,0.5*pi) q[6];\ncx q[7],q[9];\ncx q[10],q[14];\nu3(1.0*pi,0.0*pi,1.3335957516258499*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[2];\ncx q[3],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(0.0*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,0.5145444628089231*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.49957056265268*pi) q[14];\ncx q[0],q[12];\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(0.0*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(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[10],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5452615652697878*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];\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];\ncx q[6],q[13];\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];\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(0.5*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,0.0*pi,4.0*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[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,0.0*pi,4.0*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(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(0.696767079934111*pi,3.49506906130237*pi,3.58943545418999*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.0*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(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.621628839445977*pi,0.86639685788451*pi,0.558210328280337*pi) q[6];\nu3(0.689003905285428*pi,3.47637117467568*pi,3.94370336850394*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(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.499902894632778*pi,2.52134874358618*pi,1.139437193138032*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.771739401456005*pi,0.10074760719379305*pi,3.92608102815735*pi) q[0];\nu3(0.65420231039744*pi,2.7227867657964*pi,3.72640937581853*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(0.396689976634365*pi,0.7818404605888001*pi,0.5288688182647401*pi) q[5];\nu3(0.462747883028872*pi,0.5328406097985201*pi,4.02015485161039*pi) q[6];\nu3(0.882811085080026*pi,-0.14720559609497602*pi,4.270435362330391*pi) q[7];\nu3(0.690772970011047*pi,-0.13231310469846402*pi,1.128143480062413*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.572960498963139*pi,0.493280347317977*pi,1.189260500766272*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.91019450802483*pi,3.42981256126763*pi,3.51688733282*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(0.68934187684814*pi,0.8344613386061701*pi,1.0993103762306609*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[2];\nu3(0.191254030559887*pi,2.81683338591356*pi,0.8884019663484131*pi) q[3];\nu3(0.371821178935951*pi,0.24689514135527102*pi,0.832872259458609*pi) q[4];\nu3(0.3313710924132*pi,3.05606960890173*pi,1.97945391004257*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(0.472193219721468*pi,-0.4640176825010745*pi,4.0066101780963805*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.391811201162154*pi,3.01488086986928*pi,0.6563751883514399*pi) q[11];\nu3(0.684979126526897*pi,0.02891502920571798*pi,3.7864343823344*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,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.627681810520767*pi,-0.061552466283463*pi,3.71954550066435*pi) q[2];\nu3(0.347944425423078*pi,0.6350140880791599*pi,3.75373439276177*pi) q[3];\nu3(0.111532060141302*pi,-0.06492561587345602*pi,3.62976635537693*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(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.166691139450256*pi,-0.4472538152598387*pi,1.2820736867821911*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.369190642287782*pi,0.46028632264081204*pi,4.11389113483286*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.522308135321878*pi,3.30156245117247*pi,1.74467286414402*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(0.268689665667962*pi,-0.16116046191269*pi,1.090908356965599*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[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.487501376074881*pi,0.408444874194102*pi,4.2462822602616*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.702733487250641*pi,0.48762895957102004*pi,4.38823071660652*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(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[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(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[6];\ncx q[1],q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[3],q[8];\ncx q[4],q[5];\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[14];\nu3(3.5*pi,3.48906252166999*pi,0.5*pi) q[0];\nu3(3.5*pi,3.34489049173372*pi,0.5*pi) q[1];\ncx q[2],q[12];\nu3(3.5*pi,3.48921138272128*pi,0.5*pi) q[3];\nu3(3.5*pi,3.35039118471162*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.298033116873695*pi) q[5];\nu3(1.0*pi,0.0*pi,1.238631475373255*pi) q[6];\ncx q[7],q[10];\nu3(1.0*pi,0.0*pi,1.2513423312096679*pi) q[8];\ncx q[9],q[14];\nu3(1.0*pi,0.0*pi,1.199036823958033*pi) q[11];\ncx q[0],q[6];\ncx q[1],q[11];\nu3(3.5*pi,3.41315512786154*pi,0.5*pi) q[2];\ncx q[3],q[8];\ncx q[4],q[5];\nu3(3.5*pi,3.46889178854176*pi,0.5*pi) q[7];\nu3(3.5*pi,3.37808205055649*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.1660050445750811*pi) q[10];\nu3(1.0*pi,0.0*pi,1.12187470613911*pi) q[12];\nu3(1.0*pi,0.0*pi,1.163104670253985*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];\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(0.0*pi,-0.5*pi,4.380759128492819*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.4132836591859395*pi) q[6];\ncx q[7],q[10];\nu3(0.0*pi,-0.5*pi,0.5706701970819618*pi) q[8];\ncx q[9],q[14];\nu3(0.0*pi,-0.5*pi,4.49812717407087*pi) q[11];\ncx q[0],q[6];\ncx q[1],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[8];\ncx q[4],q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.41924280922356*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5415565772118685*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.48958604918178*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];\ncx q[2],q[12];\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[7],q[10];\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[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,-0.5*pi,0.5*pi) q[2];\nu3(0.77787178551729*pi,3.23377683490207*pi,3.30007915338629*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(0.737125345606377*pi,0.09133745896385403*pi,0.643514014097419*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[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(0.797181637707393*pi,3.23697580366254*pi,3.55809406315009*pi) q[2];\nu3(0.416707377072155*pi,3.15124522269664*pi,1.493179737091954*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(0.155021033412558*pi,2.75550598828396*pi,1.3905130925014602*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(0.203317077237258*pi,0.212903565671566*pi,3.57117145990564*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[0];\nu3(0.469197794776552*pi,0.49238208751257295*pi,4.4343895179838295*pi) q[1];\nu3(0.303908831924779*pi,0.68400276941375*pi,4.31311427588152*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.0*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(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,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(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.732618220394982*pi,-0.4030406307666674*pi,3.34067620795827*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.521760392719833*pi,3.08940211283266*pi,0.703239075772609*pi) q[0];\nu3(0.369758199434113*pi,1.03835175862994*pi,4.2758061157275105*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(0.388283910173595*pi,0.5677520115939201*pi,0.900549045308925*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(0.5*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(1.0*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(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.712442299397954*pi,0.355858214682108*pi,4.0519838594786*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(0.385779508246354*pi,-0.34495146059666204*pi,1.043874645309989*pi) q[4];\nu3(0.295659169100166*pi,0.398480851938125*pi,3.87862032238463*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.106234280429215*pi,0.09304557864722196*pi,3.56999914004248*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.65661440166322*pi,-0.4080483317358205*pi,4.42797436424489*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.398470764091358*pi,0.57182229126917*pi,3.9557795396645*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,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[3],q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.231827102436214*pi,3.34841274384116*pi,4.40244366759629*pi) q[5];\nu3(0.671123910040724*pi,2.62516439593319*pi,3.38636995202832*pi) q[6];\nu3(0.470449314269335*pi,2.99158876014207*pi,0.5241257725168657*pi) q[7];\nu3(0.73054976562923*pi,-0.379317686189165*pi,0.5742093600678404*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.916601812754609*pi,2.92726026111633*pi,3.94284758880225*pi) q[11];\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(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.44403806691403*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[5];\nu3(0.567781220945184*pi,0.053676829355707945*pi,4.20618050652234*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.363208596552929*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.495321471068354*pi,-0.4156641511146932*pi,4.29931840271938*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.337356649336135*pi,3.30112521940743*pi,1.29681992977649*pi) q[14];\ncx q[0],q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[3],q[8];\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(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.402450170230372*pi,3.00501256477136*pi,0.8900374847347701*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.452628427558714*pi,0.320256780190151*pi,3.98803202799468*pi) q[14];\nu3(3.5*pi,3.31257362529069*pi,0.5*pi) q[0];\ncx q[1],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[9];\nu3(1.0*pi,0.0*pi,1.269073980702802*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\ncx q[7],q[13];\nu3(0.0*pi,-0.5*pi,0.5792982596359348*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[14];\ncx q[0],q[5];\nu3(3.5*pi,3.44507922044755*pi,0.5*pi) q[1];\ncx q[3],q[8];\nu3(3.5*pi,3.43711942323934*pi,0.5*pi) q[4];\nu3(3.5*pi,3.47460619225867*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.319742638141647*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.157250206642824*pi) q[11];\nu3(1.0*pi,0.0*pi,1.313967661083891*pi) q[13];\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[11];\ncx q[2],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[9];\nu3(0.0*pi,-0.5*pi,4.4732546736364895*pi) q[5];\ncx q[6],q[10];\ncx q[7],q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\ncx q[0],q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(3.5*pi,3.4626974307873*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(3.5*pi,3.43029818476979*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,0.676086459273573*pi) q[9];\nu3(1.0*pi,0.0*pi,1.1877534669844159*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5780213888463863*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5217816434555262*pi) q[13];\nu3(1.0*pi,0.0*pi,1.316902453943944*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[11];\ncx q[2],q[14];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[3];\ncx q[4],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[10];\ncx q[7],q[13];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[8];\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(0.72249802737754*pi,-0.12246795976173702*pi,3.6990736568016*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(0.619980898952839*pi,-0.0073334063645070224*pi,1.228513468253058*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.602643137233421*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,0.514167917336977*pi) q[14];\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[14];\nu3(0.627430077368164*pi,-0.09420183557269901*pi,0.877191554725384*pi) q[3];\nu3(0.325383759927993*pi,0.38615788432058495*pi,3.46233964924882*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[10];\nu3(0.214617875225065*pi,-0.200039709303247*pi,0.5609413134288413*pi) q[7];\nu3(0.322703580017653*pi,0.36917680886916204*pi,4.27393948587303*pi) q[8];\nu3(0.431520213742691*pi,2.43914171432212*pi,1.0632910346533802*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.569265446710721*pi,3.3816415454928*pi,1.87797170939046*pi) q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[0];\nu3(0.583394035962384*pi,0.236780367347473*pi,1.216043820118632*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(0.440090202328418*pi,2.75047312551182*pi,3.67387712472541*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(0.342629855572638*pi,-0.149988704483212*pi,1.122438901491162*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.585919050884344*pi,0.023422640128715977*pi,1.194623964529446*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(0.334228923302747*pi,3.34669732704316*pi,0.5282304289614576*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.721873997760978*pi,-0.246695814635371*pi,0.970107142679402*pi) q[0];\nu3(0.280301525958401*pi,-0.4844123536675559*pi,1.55370455592852*pi) q[1];\nu3(0.784639687601365*pi,0.24456952499491802*pi,0.7010592255996391*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,0.0*pi,4.0*pi) q[5];\nu3(0.636619476348835*pi,2.67497665628462*pi,3.38226050873011*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(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.405543110224414*pi,-0.4035752428316912*pi,3.90389181607961*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[13];\nu3(0.535705419717699*pi,-0.175637317296635*pi,0.8839666793333181*pi) q[14];\nu3(0.228198007391726*pi,1.15426071243001*pi,4.24935783555253*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[1];\nu3(0.472840701450976*pi,3.00258667844234*pi,1.7536234705843*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(0.359398178049939*pi,0.15020255569011398*pi,1.218752550152066*pi) q[5];\nu3(0.6482234717399*pi,3.15952163247334*pi,4.16501792730799*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(0.230617648553027*pi,0.43220867697383203*pi,3.68526892501066*pi) q[10];\nu3(0.157547016843281*pi,-0.08871913204045301*pi,4.32787765830949*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.523459795989634*pi,-0.130294230526115*pi,0.936478857821736*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(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.356794277728742*pi,0.5414180597104901*pi,4.45852527023445*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[10];\nu3(0.871834124469752*pi,0.83291161057178*pi,4.37793911403352*pi) q[11];\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(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.5*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[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[8],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[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[7];\ncx q[4],q[12];\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,3.29543044339724*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.210232342004173*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[14];\ncx q[0],q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(3.5*pi,3.4358483861436*pi,0.5*pi) q[2];\nu3(3.5*pi,3.4544705344704*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[6];\nu3(1.0*pi,0.0*pi,1.251443137436947*pi) q[7];\ncx q[8],q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.235904788889518*pi) q[12];\nu3(3.5*pi,3.45090998557679*pi,0.5*pi) q[0];\ncx q[1],q[11];\ncx q[2],q[7];\ncx q[4],q[12];\nu3(1.0*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[8];\nu3(0.0*pi,-0.5*pi,4.43461988915454*pi) q[10];\nu3(1.0*pi,0.0*pi,1.391027058759384*pi) q[14];\ncx q[0],q[14];\nu3(3.5*pi,3.44726935788946*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(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(3.5*pi,3.46749768477213*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5985741018146626*pi) q[7];\ncx q[8],q[10];\nu3(1.0*pi,0.0*pi,1.160670556001297*pi) q[9];\nu3(1.0*pi,0.0*pi,1.4291644278800621*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.683178670746099*pi) q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[11];\ncx q[2],q[7];\ncx q[4],q[12];\ncx q[5],q[13];\ncx q[6],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(0.0*pi,-0.5*pi,0.679575275229609*pi) q[14];\ncx q[0],q[14];\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[4];\nu3(3.5*pi,3.44906343490326*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,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.637240117942121*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.49751836047155*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.362275185280559*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[11];\nu3(0.208155443107437*pi,0.09373259382474297*pi,3.9780847294145*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[13];\ncx q[6],q[9];\nu3(0.713448194446097*pi,0.72897501267126*pi,0.9712306856680359*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[12];\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(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.575245094247371*pi,0.29628987580863797*pi,1.6082240332748*pi) q[2];\nu3(0.49269044552062*pi,0.24361016243853895*pi,3.58563614494405*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(0.751321008625406*pi,2.8597097068098*pi,3.97585724278477*pi) q[7];\nu3(1.0*pi,0.0*pi,4.0*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];\nu3(0.0*pi,-0.5*pi,0.670486388892914*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*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[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.686016351730142*pi,3.02339942329593*pi,3.81771605331069*pi) q[4];\ncx q[5],q[13];\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(0.393931641447868*pi,3.02848449973144*pi,0.8529526021414919*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(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[14];\nu3(0.76502544250552*pi,2.98507115917205*pi,4.36505410488801*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[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.641175249835136*pi,3.47758599116368*pi,3.89264847057146*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.519532655051687*pi,3.20430100163436*pi,4.0671031985391*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.068701105239328*pi,3.24990376911751*pi,2.1040961462891303*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.209261913979214*pi,0.03875030793881995*pi,4.0889144409753*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.419745890836792*pi,3.29452707455313*pi,0.66442550038756*pi) q[14];\nu3(0.149091276000863*pi,-0.170104126195117*pi,1.149300564075004*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(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.641165272449762*pi,2.88432993424012*pi,3.3438784351985*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(0.141160700958064*pi,0.12982112485169095*pi,1.025571053188506*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.711073351550306*pi,-0.4010183287853367*pi,0.746678914288381*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.303597358603116*pi,0.26863834357113203*pi,4.22824773762781*pi) q[14];\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(1.5*pi,0.0*pi,1.5*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(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.37636666007575*pi,-0.252492303903939*pi,0.873479352321766*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(0.0*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[0];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[1];\ncx q[3],q[10];\nu3(1.5*pi,0.0*pi,1.5*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[6];\nu3(0.220045183094251*pi,0.07606694555105797*pi,4.13055246744776*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[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(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.959852363193939*pi,3.20358477594112*pi,3.32511337448281*pi) q[1];\ncx q[2],q[14];\nu3(3.5*pi,3.22694534056706*pi,0.5*pi) q[3];\nu3(0.613081113397088*pi,0.34747321672917797*pi,1.429396220845919*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.168702142604543*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(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.529363369976955*pi,0.06921374722695095*pi,1.50056117183417*pi) q[1];\nu3(3.5*pi,3.46853068374477*pi,0.5*pi) q[2];\ncx q[3],q[10];\nu3(0.615859065057929*pi,0.06880626527504896*pi,1.51648986934371*pi) q[5];\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(0.0*pi,-0.5*pi,1.0*pi) q[13];\nu3(1.0*pi,0.0*pi,1.2354334983866009*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.4757485818192695*pi) q[10];\nu3(0.284349158484168*pi,-0.356468817132351*pi,1.058176531706847*pi) q[11];\nu3(0.352476727101591*pi,3.05171159141699*pi,0.80517118416627*pi) 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];\ncx q[3],q[10];\nu3(3.5*pi,3.39079771200546*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,1.192457448663826*pi) q[9];\nu3(0.608872909546518*pi,0.86789198491188*pi,4.377435127329321*pi) q[11];\nu3(0.186933622652274*pi,-0.34002112156361197*pi,0.9460872096391171*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5480807013310081*pi) q[14];\ncx q[0],q[5];\ncx q[1],q[8];\ncx q[2],q[14];\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[10];\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(3.5*pi,3.37558767988834*pi,0.5*pi) q[0];\nu3(3.5*pi,3.40001503787222*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(1.0*pi,0.0*pi,1.298193650383362*pi) q[5];\nu3(1.0*pi,0.0*pi,1.109789699195972*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5496529042094318*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[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[5];\ncx q[1],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];\ncx q[4],q[9];\ncx q[6],q[13];\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(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.525696500853999*pi,-0.49459096428911664*pi,3.37671019378958*pi) q[2];\nu3(0.741142325472832*pi,0.5149974689996999*pi,0.668772012437991*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.666636877586496*pi) q[5];\nu3(3.5*pi,3.39012569690261*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5108944077388169*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(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.253079640570175*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[5];\ncx q[1],q[8];\nu3(0.10512528790209*pi,3.26924085105002*pi,1.415829760540321*pi) q[2];\nu3(0.542521511784379*pi,3.36910688458283*pi,1.89328417274106*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\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[10];\ncx q[11],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[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(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.648449781911352*pi,0.305535729588748*pi,4.369787780022429*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,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.342101561158421*pi,3.07384599675516*pi,0.614023422030266*pi) q[10];\nu3(3.5*pi,3.46232875779352*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.159054330752274*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.40566075704151*pi) q[13];\nu3(0.200103187700368*pi,3.49833542411682*pi,1.1986174074710099*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.6472157958002*pi,0.5035492328765201*pi,1.32926608868631*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(0.592785635843115*pi,0.7481344796712*pi,4.462893639076929*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[13];\nu3(0.298863660059826*pi,2.6175931617024*pi,1.1872286593500712*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.166665625732812*pi,2.58682851741484*pi,1.0256108468824792*pi) q[10];\ncx q[11],q[12];\nu3(0.136906182748457*pi,2.82879694649177*pi,1.415492097078059*pi) q[14];\nu3(0.201197173835241*pi,2.66339397812282*pi,1.53988207091329*pi) q[0];\nu3(0.707478953094997*pi,3.27285575844728*pi,4.3705280499720605*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(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.817206729733832*pi,2.31935758307285*pi,3.81437861446414*pi) q[8];\nu3(0.434328008984024*pi,0.02291325950359302*pi,0.66543778712656*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,0.5107937007506727*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(0.807189866826603*pi,2.95507535434402*pi,3.14337970846732*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[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(0.46030683542527*pi,3.38461971547372*pi,0.718898859616636*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(0.5*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[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.230596460902973*pi,3.06961579330704*pi,1.93441094655596*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],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(0.0*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[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.0599580280040883*pi,3.23044003886182*pi,2.0223531105494903*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,3.28277503924955*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.232778457236678*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(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[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(3.5*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[8];\ncx q[10],q[14];\nu3(0.0635830904576339*pi,2.3136761395155*pi,1.218755519673513*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[0];\ncx q[1],q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.174830290327202*pi,0.8590636888927701*pi,4.019403966124321*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.42508038469472*pi) q[8];\nu3(3.5*pi,3.39348611802209*pi,0.5*pi) q[10];\nu3(0.852890023250218*pi,0.72790180761298*pi,0.804436966535682*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.231196242189331*pi,0.248471374543226*pi,0.917322347366138*pi) q[13];\nu3(1.0*pi,0.0*pi,1.105955036458735*pi) q[14];\nu3(3.5*pi,3.46904860260336*pi,0.5*pi) q[1];\ncx q[4],q[5];\nu3(0.508740245205559*pi,0.5191899398650199*pi,4.36340711071756*pi) q[6];\ncx q[7],q[8];\nu3(1.0*pi,0.0*pi,1.186173869533774*pi) q[9];\ncx q[10],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.492676700506311*pi,2.49842316129659*pi,1.36232306038113*pi) q[12];\nu3(0.376298096876389*pi,3.0021960148327*pi,1.4671136475608781*pi) q[13];\ncx q[1],q[9];\nu3(3.5*pi,3.3999831738568*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.290784548930415*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,0.0*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.376238368422451*pi,0.60278699033973*pi,0.688395338966009*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.600439883445098*pi) q[14];\ncx q[0],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[4],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,0.640501241282071*pi) q[9];\ncx q[10],q[14];\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,3.45654034409774*pi,0.5*pi) q[0];\ncx q[1],q[9];\ncx q[3],q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.665460681191156*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[10];\nu3(1.0*pi,0.0*pi,1.3056599731913812*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];\ncx q[0],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,3.3671411177642*pi,0.5*pi) q[3];\ncx q[4],q[5];\nu3(1.0*pi,0.0*pi,1.303518108564486*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(1.0*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[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,-0.5*pi,0.5*pi) q[1];\ncx q[3],q[6];\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(0.623626361275049*pi,2.73481322331377*pi,3.98285509357246*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(0.358823066149191*pi,2.88187373516481*pi,1.63706660687418*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.77547901096994*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];\ncx q[0],q[11];\nu3(0.311230644659063*pi,-0.021175593191937014*pi,0.69533436221826*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];\nu3(0.0*pi,-0.5*pi,0.5664529558485402*pi) q[6];\nu3(0.806712181504371*pi,3.05317421891569*pi,4.4478849886187195*pi) q[7];\nu3(0.202560754125529*pi,0.11116079050553396*pi,4.0750402409302*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.717058847055614*pi,-0.356369817426004*pi,3.88257925979707*pi) q[10];\ncx q[12],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(0.399567681663798*pi,-0.317070238981194*pi,4.25098048000287*pi) q[1];\ncx q[3],q[6];\nu3(0.859408289958348*pi,2.77090049681468*pi,4.17290921202581*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(0.266647393682049*pi,-0.4471127135560574*pi,1.36473793670742*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,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,3.45125956116262*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.234503385667354*pi) q[13];\nu3(0.894175794841932*pi,0.437965208676678*pi,0.5141014304272303*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(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.64694917775962*pi,3.18655056065157*pi,4.30575004174667*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(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.4108949828027*pi,-0.230206174287511*pi,1.077586008053999*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[13];\nu3(0.446276160058504*pi,-0.04671083347910898*pi,1.22443642534502*pi) q[14];\nu3(0.805511408671159*pi,3.40865848839733*pi,3.67303909506266*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.302497197848899*pi,3.01129873127853*pi,1.3154803995962658*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.521087002792013*pi,3.03667647448609*pi,2.96650737946868*pi) q[5];\nu3(0.363228266204546*pi,3.14305842120759*pi,0.760647569649334*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(0.872892047635921*pi,3.37545449189424*pi,3.03731051402426*pi) q[9];\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,0.5995958698450035*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.668160105308468*pi,-0.07597631758588402*pi,0.645445707304569*pi) q[0];\ncx q[1],q[8];\nu3(0.495063014398591*pi,-0.4891758581774241*pi,3.81489926114326*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.693996615880926*pi,0.32670779094870295*pi,1.203484800546025*pi) q[5];\nu3(0.431000682069861*pi,-0.4293257094059469*pi,4.099661643459379*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[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[0];\nu3(3.5*pi,3.45642537527219*pi,0.5*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(1.0*pi,0.0*pi,1.182420319818429*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.733485087605927*pi,-0.367660442297855*pi,3.27764176664935*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[0];\ncx q[1],q[8];\nu3(3.5*pi,3.46091612138141*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,1.3098112882520279*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];\ncx q[7],q[9];\nu3(0.787822799884008*pi,0.48782213853158995*pi,0.7401716195575629*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[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[10];\nu3(3.5*pi,3.37842897265764*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5595049432979647*pi) q[8];\nu3(1.0*pi,0.0*pi,1.169095198716154*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.33860025925803*pi,3.10764580089863*pi,0.7639812475594949*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[0];\ncx q[1],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.4608581665291105*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(3.5*pi,3.436088119944*pi,0.5*pi) q[6];\ncx q[7],q[9];\nu3(1.0*pi,0.0*pi,1.2332541526491871*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.341261006245267*pi,2.83980822606759*pi,1.80190975112535*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[1];\ncx q[2],q[4];\ncx q[6],q[10];\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,4.474345145318599*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[12];\nu3(0.430120697856785*pi,0.205108986769021*pi,0.828663770163622*pi) q[13];\nu3(0.512588589476995*pi,3.04551868540846*pi,3.86149535532585*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[6];\ncx q[7],q[9];\nu3(0.455697372162835*pi,3.33589725744693*pi,1.360448925884226*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5987207752426849*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(0.393554715613472*pi,-0.315457611902455*pi,1.018264597294174*pi) q[13];\nu3(0.0432032519753052*pi,3.32264431895189*pi,0.5332110924623499*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[12];\ncx q[6],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.456402849960841*pi,2.75725596251069*pi,1.320560514894709*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[11],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[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,3.46700588471738*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(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,3.44290740967675*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.170844654946974*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.338013046167767*pi) q[14];\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[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[12];\nu3(0.740607413712319*pi,0.47948517515351097*pi,4.0975240279079905*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(0.342299459423979*pi,0.404965827042183*pi,1.0941109286035902*pi) q[10];\ncx q[11],q[14];\nu3(3.5*pi,3.49198827053155*pi,0.5*pi) q[0];\nu3(0.175916085080849*pi,-0.388625333683136*pi,3.92571981949101*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(0.78605939491786*pi,3.0478589875519*pi,3.9188141235987*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(0.81373175468585*pi,0.423338523899516*pi,0.9223715181873671*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.49607921800996*pi) q[12];\nu3(1.0*pi,0.0*pi,1.228431495469583*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.540967387067107*pi) q[14];\ncx q[0],q[13];\nu3(0.36961428187018*pi,0.30196731650070296*pi,3.71352869886374*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.285901352874234*pi,3.0378920691965*pi,0.7948038743621*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];\ncx q[11],q[14];\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(0.667244465555686*pi,-0.284481056235691*pi,4.18451867541579*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(0.698392519148112*pi,2.80997472149189*pi,4.00574398554104*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(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.603311014676184*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.403294678634107*pi,3.13955404858763*pi,1.62590358310904*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(0.667366911954224*pi,2.80669901856294*pi,3.78066648785528*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[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.0*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(0.234738476862504*pi,-0.21397158323897503*pi,0.861444321115084*pi) q[9];\nu3(0.676539138279887*pi,3.22183021446787*pi,3.56406310010919*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[0];\ncx q[1],q[7];\nu3(1.5*pi,0.0*pi,1.5*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[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.711199134384496*pi,-0.39875755635055*pi,3.49548646958071*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(0.860835155422455*pi,2.94591794106986*pi,4.35873022947896*pi) q[0];\nu3(3.5*pi,3.48171716389994*pi,0.5*pi) q[1];\ncx q[2],q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.644545675015085*pi,-0.046014987461449997*pi,3.60660364680079*pi) q[5];\nu3(1.0*pi,0.0*pi,1.166256778761614*pi) q[7];\ncx q[8],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[13];\nu3(0.346693536561349*pi,3.25887079615576*pi,2.09005696246012*pi) q[14];\nu3(0.890811520981088*pi,2.81662166227392*pi,4.294526341617249*pi) q[0];\ncx q[1],q[7];\nu3(3.5*pi,3.39132039452475*pi,0.5*pi) q[2];\nu3(0.451535102674628*pi,-0.273792277194145*pi,4.16176458162632*pi) q[5];\nu3(3.5*pi,3.31378841838353*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.26720183046357*pi) q[9];\nu3(1.0*pi,0.0*pi,1.276762755057411*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(0.598173244500754*pi,0.0034519933788430546*pi,3.8119161951125*pi) q[14];\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[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.4657390186041095*pi) q[7];\ncx q[8],q[9];\nu3(0.100359378926233*pi,3.19764894107674*pi,1.89599896552349*pi) q[12];\nu3(0.172407214001068*pi,-0.379142260788389*pi,1.240992074347382*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[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,1.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.49563330967834*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.413071445024579*pi) q[10];\nu3(0.287718535502553*pi,-0.05107632237824*pi,1.5197080900133*pi) q[12];\nu3(0.949442809492514*pi,-0.23853981012569803*pi,3.93429333782028*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[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],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];\ncx q[8],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(0.5*pi,-0.5*pi,0.5*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];\ncx q[4],q[14];\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(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[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[6];\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(3.5*pi,3.44350062591877*pi,0.5*pi) q[4];\ncx q[5],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(1.0*pi,0.0*pi,1.4279268212204341*pi) q[14];\nu3(3.5*pi,3.44030529417379*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,3.4683987698746*pi,0.5*pi) q[3];\ncx q[4],q[14];\nu3(3.5*pi,3.45603314494338*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.2016662359828398*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(1.0*pi,0.0*pi,1.3502211530671921*pi) q[11];\nu3(1.0*pi,0.0*pi,1.104643402493237*pi) q[13];\ncx q[0],q[6];\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[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[5],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.228961989412867*pi,-0.09515823556356401*pi,4.4114431110314705*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,4.381635769074331*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.881604126278576*pi,-0.283056615496888*pi,1.155501050390684*pi) q[1];\nu3(0.915304228359557*pi,0.278371572903363*pi,0.604467135985771*pi) q[2];\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,0.5130130772094499*pi) q[6];\nu3(0.667849525943144*pi,-0.084140392257127*pi,3.47613803931935*pi) q[7];\nu3(0.174311322370662*pi,-0.4799368043388099*pi,4.033853036919*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,4.44984973843134*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5232520774394851*pi) q[13];\ncx q[0],q[6];\nu3(0.195828365996116*pi,-0.217150530162675*pi,3.98587214246551*pi) q[1];\nu3(0.722379491458547*pi,0.12605044687349598*pi,3.68214094414119*pi) q[2];\ncx q[3],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[11];\nu3(0.600818311708715*pi,0.5434214017371499*pi,1.13790147188449*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.404784006295589*pi,0.302531528436327*pi,4.26446010459544*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(0.0*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(0.5*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(1.0*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(0.220845566686332*pi,-0.4084248701767111*pi,1.78680576944797*pi) q[9];\nu3(0.546809147116506*pi,-0.16533182519754402*pi,3.982322148041*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(0.5*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];\nu3(0.680907553973683*pi,0.8458697966333499*pi,0.5872282939664311*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(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.705466324859145*pi,2.68702252558007*pi,3.93688750723647*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.491134318243665*pi,2.63947124637818*pi,3.89951231148965*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.344831210040111*pi,0.291354198710275*pi,1.183953678957272*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.646380925419287*pi,0.10274571264102095*pi,3.70337167721106*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(0.5*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(0.635392222350611*pi,0.16708862394510104*pi,4.397606959958701*pi) q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\nu3(0.266511517434896*pi,-0.442027046038965*pi,1.389372363731891*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[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(0.5*pi,-0.5*pi,0.5*pi) q[6];\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(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];\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(0.362920727029953*pi,3.08207086206914*pi,2.06613102424066*pi) q[5];\nu3(0.629218435234473*pi,-0.375891879591046*pi,4.39062818071462*pi) q[6];\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[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,3.44111366050758*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,1.0*pi) q[4];\nu3(0.778447510440868*pi,0.04030597863409402*pi,4.28348525194959*pi) q[5];\nu3(0.881088277199496*pi,0.005833009292594005*pi,3.95654945535254*pi) q[6];\nu3(1.0*pi,0.0*pi,1.1310097563322201*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,1.0*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[2],q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.506084636709815*pi,0.56670366835768*pi,0.60564007511451*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];\ncx q[10],q[12];\nu3(0.575642697770976*pi,-0.4619699531769955*pi,3.73363925325761*pi) q[11];\nu3(0.159539250862473*pi,3.47877603647562*pi,1.73043862665908*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];\ncx q[3],q[8];\nu3(0.340815681306522*pi,0.11258931314811504*pi,4.39339328324958*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,0.6054069562486271*pi) q[9];\nu3(3.5*pi,3.47024015034227*pi,0.5*pi) q[10];\nu3(0.472253850733719*pi,2.89419070187797*pi,3.62306693855955*pi) q[11];\nu3(1.0*pi,0.0*pi,1.303238102000142*pi) q[12];\nu3(0.772550088147467*pi,0.65118380814092*pi,0.8229198683457071*pi) q[14];\ncx q[0],q[6];\ncx q[2],q[9];\nu3(3.5*pi,3.46257057508951*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(1.0*pi,0.0*pi,1.32480502948006*pi) q[8];\ncx q[10],q[12];\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,3.4444048785506*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[8];\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,0.0*pi,1.295280611372383*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[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.69051198064574*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[6];\ncx q[1],q[11];\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];\ncx q[7],q[14];\nu3(0.0*pi,-0.5*pi,0.5980641644613827*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[10],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.40883864876556*pi,0.5*pi) q[1];\nu3(0.702428751012109*pi,2.96667008184868*pi,4.31998535027165*pi) q[2];\ncx q[3],q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.730022647944104*pi) q[6];\nu3(3.5*pi,3.41084334317143*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(1.0*pi,0.0*pi,1.181114748293699*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.3349150555302*pi) q[14];\ncx q[0],q[6];\ncx q[1],q[11];\nu3(0.747939583966607*pi,0.20164186585232302*pi,4.39515084308945*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[13];\ncx q[7],q[14];\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(0.0*pi,-0.5*pi,1.5*pi) q[12];\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,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.42551553890163*pi,0.5*pi) q[4];\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,1.5*pi) q[8];\nu3(0.479475166214989*pi,0.24328786112772605*pi,0.5877629225890939*pi) q[9];\nu3(0.381560692998635*pi,0.422463163247646*pi,3.92133045410476*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.42563636181672*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.254116611718372*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.679333781453201*pi) q[14];\nu3(0.5*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];\nu3(0.348761690550652*pi,3.38860118440755*pi,0.5103527032939841*pi) q[3];\ncx q[4],q[13];\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(0.608913390532843*pi,-0.14969758095101998*pi,4.1146273051170805*pi) q[9];\nu3(0.0914285801478792*pi,0.232778353661099*pi,0.836175453507918*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.553805869393335*pi,3.08242279044343*pi,0.631649898996999*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.712606505461338*pi,0.21966806730503097*pi,4.4887653381651305*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[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(0.0*pi,-0.5*pi,4.0*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.47647876504012*pi,0.6783359038282799*pi,0.709186788222839*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.49559542218725*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.599540869929927*pi,3.13429264859081*pi,4.04951876821441*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[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.394723461016158*pi,3.03602090504332*pi,1.373148775983331*pi) q[7];\nu3(0.612331964614636*pi,2.97501422562137*pi,3.62111032376353*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(0.804298150841342*pi,0.1689525047557*pi,4.49515985495697*pi) q[12];\nu3(0.307226588946041*pi,0.44956249359184697*pi,4.219381143811971*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(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.597894625009772*pi,-0.39593816643136703*pi,3.34637411450949*pi) q[6];\nu3(0.773636484609039*pi,-0.18753672811509797*pi,1.068381172287149*pi) q[7];\nu3(0.428732758057935*pi,3.31571085299133*pi,1.70784621762938*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(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0326054739342642*pi,-0.029869676484916008*pi,0.757675869211781*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[4];\nu3(0.585524548878334*pi,-0.125587940228864*pi,3.66111911705745*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[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(3.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[9];\nu3(0.5*pi,-0.5*pi,0.5*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[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(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[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.34426876662546*pi,0.5*pi) q[0];\nu3(0.525864361986613*pi,1.00470251374914*pi,0.7198362554940629*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];\ncx q[7],q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.222017426672011*pi) q[9];\nu3(0.261135854092007*pi,2.84600399317819*pi,1.82607367071876*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[9];\nu3(0.541551436519021*pi,3.10536691482838*pi,3.24602618417378*pi) q[1];\nu3(0.616620592288743*pi,-0.13955786587289398*pi,4.4525393292363304*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,3.48849338285636*pi,0.5*pi) q[7];\nu3(0.513218236311403*pi,-0.032011985050427016*pi,0.5836836675502054*pi) q[11];\nu3(1.0*pi,0.0*pi,1.30979340874844*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(0.585965176424806*pi,0.22960083405939802*pi,1.217449066834795*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\ncx q[7],q[12];\nu3(0.0*pi,-0.5*pi,4.4243433631289*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];\ncx q[0],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[6],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\ncx q[8],q[11];\nu3(0.0*pi,-0.5*pi,0.5060517580385872*pi) q[12];\nu3(0.479430254077637*pi,0.20501741847736699*pi,1.195225218012125*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];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,3.39325421528292*pi,0.5*pi) q[6];\ncx q[7],q[12];\nu3(3.5*pi,3.27288578280244*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,1.177795222352088*pi) q[11];\nu3(0.51134940297616*pi,0.6510520065168499*pi,4.3524568391228495*pi) q[13];\nu3(1.0*pi,0.0*pi,1.181659883905186*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];\ncx q[2],q[4];\ncx q[6],q[14];\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(0.5*pi,-0.5*pi,0.5*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[0];\ncx q[1],q[3];\nu3(3.5*pi,3.39168554097003*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.354914081794853*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.282967551634397*pi,0.397513321413849*pi,4.15338721086418*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,0.5349060814347468*pi) q[11];\nu3(0.30102733344209*pi,0.18488636549748505*pi,0.870406203903885*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.34698686541193*pi) q[14];\nu3(1.0*pi,0.0*pi,4.0*pi) q[0];\nu3(3.5*pi,3.4912822082972*pi,0.5*pi) q[1];\ncx q[2],q[4];\nu3(1.0*pi,0.0*pi,1.1327750428361711*pi) q[3];\ncx q[6],q[14];\nu3(0.514096797069238*pi,3.1347888410963*pi,0.733068376991582*pi) q[7];\ncx q[8],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.886823238915651*pi,0.466267202729332*pi,4.24574419824926*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.314833134505506*pi,2.71212719894794*pi,0.9041931328556809*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,4.27067183020506*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[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];\ncx q[10],q[13];\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(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.152142531323856*pi,3.33262418480915*pi,1.60772875939942*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[4];\nu3(0.0*pi,-0.5*pi,0.5808811620926795*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[7];\nu3(0.260708559893996*pi,-0.281935988621952*pi,4.137038124130671*pi) q[8];\nu3(0.451643414149256*pi,0.71947336593572*pi,4.02407677258146*pi) q[9];\nu3(3.5*pi,3.47058670654034*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,1.4156061340627288*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];\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(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.474070581555046*pi,-0.12336527984595802*pi,3.62027087264324*pi) q[8];\nu3(0.0896995329435712*pi,3.4743359738564*pi,4.45684466703695*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(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(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[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(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.861428191415545*pi,0.79077330293434*pi,1.056791617296665*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.732732491058807*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[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(0.233486232587156*pi,-0.36951334581636996*pi,4.08775512372161*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];\ncx q[10],q[13];\nu3(0.661894039890885*pi,3.27647506936618*pi,4.49665854235451*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[0];\nu3(0.702702373469123*pi,-0.184684022505833*pi,0.8328833530602571*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[8];\nu3(0.401118984479306*pi,0.498291921277658*pi,3.99881987520579*pi) q[6];\nu3(1.0*pi,0.0*pi,4.0*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.0*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(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.206441855649408*pi,0.261518225480701*pi,4.38201055048584*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(3.5*pi,3.47580954674915*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,1.19091092293979*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(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.257142792521538*pi,-0.469552483105188*pi,1.64324274105181*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.352550823020898*pi,0.36884095790205396*pi,3.39871544904533*pi) q[2];\nu3(0.362091106607112*pi,3.21679209703458*pi,4.3036965745344*pi) q[3];\nu3(0.633725914609403*pi,3.39647395579039*pi,3.26355167456008*pi) q[4];\ncx q[5],q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*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[13];\nu3(0.680973467533179*pi,3.4387951482183*pi,3.6531834690032*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.660686951649951*pi,1.01277468361364*pi,0.770185457541408*pi) q[2];\nu3(0.667381451735082*pi,-0.35290192089654604*pi,0.697808062493002*pi) q[3];\nu3(0.487714434335507*pi,0.353283343360393*pi,1.2457201668184221*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.5817647883235919*pi) q[8];\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(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[1],q[6];\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];\ncx q[5],q[8];\nu3(0.898229556768604*pi,-0.10888256137140101*pi,4.08267854870434*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[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.45533574395688*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(1.0*pi,0.0*pi,1.1826460886405958*pi) q[6];\ncx q[7],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.140917572958323*pi,2.825760428627*pi,1.51913259893287*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[13];\ncx q[1],q[6];\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[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,3.41392019482995*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(0.56596008626349*pi,2.96762926280523*pi,4.45361003907577*pi) q[13];\nu3(1.0*pi,0.0*pi,1.2080147441072762*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(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,3.41717975800527*pi,0.5*pi) q[4];\nu3(0.250636526551806*pi,2.75438668839864*pi,1.1625923721426341*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.5007393756691843*pi) q[6];\ncx q[7],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.210769586837479*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.691654797119701*pi,2.68811886608074*pi,3.77828037863986*pi) q[13];\ncx q[1],q[6];\ncx q[2],q[12];\ncx q[3],q[10];\ncx q[4],q[9];\nu3(0.283615537302467*pi,0.21948421013979702*pi,0.720333071925342*pi) q[5];\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,4.0*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5316010695259812*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.39628027493238*pi,0.5*pi) q[2];\nu3(3.5*pi,3.36238396484862*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,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[14];\nu3(0.254141800009728*pi,-0.354466107750363*pi,1.3047898597619971*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5729865875738822*pi) q[9];\nu3(1.0*pi,0.0*pi,1.181184405133821*pi) q[10];\nu3(1.0*pi,0.0*pi,1.2553431600889922*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.44147946732279*pi,3.42334615605184*pi,1.282582198462221*pi) q[1];\ncx q[2],q[12];\ncx q[3],q[10];\ncx q[4],q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.273416488823871*pi,0.472559133693059*pi,0.722081774637077*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.756296443607884*pi,3.47119876309655*pi,3.19161849730579*pi) q[8];\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(0.544889262476032*pi,0.56708038253044*pi,4.138001850143731*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(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.533754249333214*pi,3.39807374924567*pi,0.8036478448907269*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,0.5560490135696492*pi) q[10];\ncx q[11],q[13];\nu3(0.0*pi,-0.5*pi,0.603372261464317*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[1];\ncx q[2],q[12];\ncx q[3],q[10];\nu3(0.543023432032043*pi,2.9714732209394*pi,4.1270142673886*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.541832312512935*pi,-0.16314788041897*pi,4.42764487573785*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.804169868069722*pi,-0.32196421613306403*pi,0.820504071984523*pi) q[9];\nu3(3.5*pi,3.47680902141837*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.367459732775444*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,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.544219132147778*pi,0.18693889235036998*pi,0.6081060223047869*pi) q[4];\ncx q[5],q[6];\nu3(0.538424191363853*pi,0.31632600069179295*pi,4.13996074073037*pi) q[7];\nu3(0.107139498469177*pi,3.20285931035261*pi,0.8035908187648311*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\ncx q[11],q[13];\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(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,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,3.34319991294401*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.318012393249199*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(0.0*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,4.49382745669668*pi) q[13];\nu3(0.338130126921775*pi,3.18022192972199*pi,1.62888642788358*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.391787831445546*pi,1.21096501585868*pi,4.23238638828621*pi) q[2];\nu3(0.202383293213365*pi,3.48011434623453*pi,4.38185449095431*pi) q[3];\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[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];\ncx q[11],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.815497428007269*pi,3.06797515283334*pi,3.1355952549691*pi) q[14];\nu3(0.811635947281338*pi,0.21581745426988697*pi,3.77978684376242*pi) q[2];\nu3(0.286111332221006*pi,3.43116910807508*pi,1.076098610973808*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,0.5211370179778076*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(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,4.0*pi) q[14];\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(1.5*pi,0.0*pi,1.5*pi) q[4];\ncx q[5],q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.185773255539561*pi,0.5969864836382399*pi,3.78700133071099*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.592394735427423*pi,0.275672016313403*pi,1.266462466779556*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[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(1.0*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[9];\nu3(0.197788154273452*pi,3.05168436525811*pi,4.49308447394347*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.501253187006229*pi,2.83849519499588*pi,3.587098469249*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];\ncx q[2],q[8];\nu3(0.229631555613134*pi,3.31360341241957*pi,1.59858371000194*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,3.37683440553007*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.265092076750612*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(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nmeasure q[5] -> c[5];\nu3(3.5*pi,3.49150265610532*pi,0.5*pi) q[0];\nu3(3.5*pi,3.47106365806692*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[9];\nu3(1.0*pi,0.0*pi,1.343093820913086*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(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.377698275446551*pi) q[14];\ncx q[0],q[14];\ncx q[1],q[10];\ncx q[2],q[8];\ncx q[3],q[12];\nu3(0.323017155735738*pi,-0.4446470257751548*pi,1.0765293840767018*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.667994732021866*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nmeasure q[6] -> c[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.48957075970653*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(3.5*pi,3.49286524939569*pi,0.5*pi) q[3];\ncx q[7],q[9];\nu3(0.0*pi,-0.5*pi,0.5427728240513974*pi) q[8];\nu3(1.0*pi,0.0*pi,1.2407343363849819*pi) q[10];\nu3(0.243354693933137*pi,-0.086058844598569*pi,1.363767260727937*pi) q[11];\nu3(1.0*pi,0.0*pi,1.194451220494472*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.42041946854955*pi) q[14];\ncx q[0],q[14];\ncx q[1],q[10];\ncx q[2],q[8];\ncx q[3],q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.236689578324126*pi,-0.4111537890234631*pi,0.862030441363753*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.0*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(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[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,0.616945872578119*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.45246937172256*pi) q[12];\nu3(0.920955679111699*pi,3.09403619987162*pi,3.94329672999401*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nmeasure q[13] -> c[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[10];\nu3(0.253157574218421*pi,0.7324813649748001*pi,4.337269801527119*pi) q[2];\ncx q[3],q[12];\nu3(0.733368669877808*pi,-0.07705719011041401*pi,4.15018390030603*pi) q[7];\nu3(0.452036438857911*pi,3.19843477374853*pi,1.001188182579603*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[14];\nmeasure q[2] -> c[2];\nmeasure q[7] -> c[7];\nmeasure q[8] -> c[8];\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[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];\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(0.5*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,3.39641044482885*pi,0.5*pi) q[4];\nu3(0.50549345937265*pi,0.364189597308861*pi,0.5946234607080487*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.352664347528427*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];\nmeasure q[9] -> c[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.519165077759036*pi,0.6056205985013099*pi,4.28443445697933*pi) q[1];\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[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];\nmeasure q[1] -> c[1];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[0];\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[10];\nu3(0.0*pi,-0.5*pi,4.46649848842588*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(0.341915574480737*pi,3.1499774747021*pi,1.4643867236305539*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[11];\nu3(0.277797054102322*pi,3.14755907189515*pi,0.93342457892093*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];\nmeasure q[0] -> c[0];\nmeasure q[10] -> c[10];\nu3(0.271221882171325*pi,0.82965029133657*pi,4.00951622109732*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[11];\nu3(0.908769073274928*pi,0.5623415176600799*pi,4.42948087863854*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[14];\nmeasure q[3] -> c[3];\nmeasure q[12] -> c[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.696968722567663*pi,3.4701461085427*pi,3.66121451438968*pi) q[14];\nmeasure q[14] -> c[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.690573017969447*pi,0.35654213631293796*pi,0.6472329460639*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nmeasure q[4] -> c[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.730053556332686*pi,2.74642576831453*pi,3.6413110727725*pi) q[11];\nmeasure q[11] -> c[11];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(0.46964081334549*pi,0.37229992527272904*pi,1.2962110081023122*pi) q[0];\nu3(0.690238715237697*pi,0.0008628444675019553*pi,0.638654835399966*pi) q[1];\nu3(0.299739316949678*pi,3.02338630469029*pi,1.78008283367752*pi) q[2];\nu3(0.426971124904946*pi,2.8875869919317*pi,3.61199303945194*pi) q[3];\nu3(0.311485649694572*pi,-0.4675780880206766*pi,1.92769498727746*pi) q[4];\nu3(0.707011767782622*pi,-0.4023892350770341*pi,4.235597509904251*pi) q[5];\nu3(0.655275730598886*pi,0.17759643591451502*pi,3.99075962839283*pi) q[6];\nu3(0.810876941629246*pi,0.20541197096994301*pi,1.63444347503163*pi) q[7];\nu3(0.812888738869318*pi,1.07566874439155*pi,0.768485840374027*pi) q[8];\nu3(0.733069978753529*pi,2.95809077941578*pi,3.06963251825716*pi) q[9];\nu3(0.659463679039345*pi,-0.294473195537181*pi,3.91716272162025*pi) q[10];\nu3(0.668623661424559*pi,0.252382715043468*pi,4.01786474305738*pi) q[11];\nu3(0.695602344920567*pi,-0.302717967775481*pi,4.28700950826472*pi) q[12];\nu3(0.343373855881055*pi,0.46686488979277396*pi,4.142262083652399*pi) q[13];\nu3(0.502459989705538*pi,0.6489390550910199*pi,4.486911135048921*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(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(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(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,1.5*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(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[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,-0.5*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(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(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[8];\ncx q[4],q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\ncx q[7],q[12];\ncx q[10],q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[9];\nu3(3.5*pi,3.40360775707507*pi,0.5*pi) q[3];\nu3(3.5*pi,3.38391839634718*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(3.5*pi,3.39020310136714*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.17987251270671*pi) q[8];\nu3(3.5*pi,3.46745356579391*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.207995709177202*pi) q[11];\nu3(1.0*pi,0.0*pi,1.297248846229581*pi) q[12];\nu3(1.0*pi,0.0*pi,1.276635889898297*pi) q[13];\ncx q[0],q[6];\nu3(3.5*pi,3.34972424352083*pi,0.5*pi) q[1];\ncx q[3],q[8];\ncx q[4],q[13];\ncx q[5],q[14];\ncx q[7],q[12];\nu3(1.0*pi,0.0*pi,1.208146597501055*pi) q[9];\ncx q[10],q[11];\nu3(3.5*pi,3.49297131895058*pi,0.5*pi) q[0];\ncx q[1],q[9];\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,3.40773504165269*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.345744435097824*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.44352127523583*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.48203570351253*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.480037171472119*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.30522682506679*pi) q[13];\nu3(1.0*pi,0.0*pi,1.320042914747353*pi) q[14];\ncx q[0],q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[3],q[8];\ncx q[4],q[13];\ncx q[5],q[14];\ncx q[7],q[12];\nu3(0.0*pi,-0.5*pi,4.36270704582805*pi) q[9];\ncx q[10],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],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,0.5753697025380444*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(0.0*pi,-0.5*pi,4.497353877422491*pi) q[14];\ncx q[0],q[6];\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[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(0.0*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(0.0*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(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(0.0*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[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(0.0*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(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.768812069781256*pi,3.08078220461623*pi,4.05445263701447*pi) q[0];\nu3(0.269506809110302*pi,0.01893976489947402*pi,0.727183301447882*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[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(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(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.517747569219693*pi,2.74713049847333*pi,3.83233850571787*pi) q[0];\nu3(0.354839929730657*pi,3.03999256410739*pi,0.928293611762829*pi) q[1];\nu3(0.874339666933403*pi,-0.10132627757567497*pi,3.74187098111405*pi) q[3];\nu3(0.525568381686617*pi,0.28443245187370203*pi,1.0119957464251659*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(0.437041681288765*pi,3.23574117211622*pi,3.2582292335914*pi) q[7];\nu3(0.53824312599587*pi,3.34712763687234*pi,4.15161159267907*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.495140875440772*pi,3.43822594267635*pi,1.97282988114844*pi) q[10];\nu3(0.847992850273976*pi,0.5549841140818099*pi,0.5230340408531436*pi) q[11];\nu3(0.894565969245948*pi,3.28493607907228*pi,2.93141149535982*pi) q[12];\nu3(0.619553490398232*pi,0.11457657594339299*pi,1.480898953328471*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(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.65815067344675*pi,-0.29188074389234697*pi,3.68002560926103*pi) q[3];\nu3(0.39924287325848*pi,0.7157908948096401*pi,3.88741028278048*pi) q[4];\nu3(0.529290571459926*pi,-0.4772681733921668*pi,0.970137249664179*pi) q[5];\nu3(0.792434564237567*pi,0.6349562287844901*pi,1.080741494465046*pi) q[6];\nu3(0.0268402255291085*pi,2.4159618254054*pi,1.264855465929895*pi) q[7];\nu3(0.464980886828996*pi,-0.053586655107959014*pi,4.0835226446556305*pi) q[8];\nu3(0.600566360481782*pi,3.10763478654673*pi,3.48781163307448*pi) q[9];\nu3(0.507308674263728*pi,2.96460048171099*pi,3.61050735136199*pi) q[10];\nu3(0.507919581019135*pi,-0.10389633654797598*pi,0.5324661342846222*pi) q[11];\nu3(0.774981235357436*pi,3.32270372105639*pi,3.39065642364133*pi) q[12];\nu3(0.396729412977029*pi,-0.11513158126857798*pi,0.984034731812502*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(0.0*pi,-0.5*pi,4.0*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[4];\nu3(0.486491236946184*pi,0.415376143366747*pi,3.4230082185251*pi) q[5];\nu3(0.126878875347937*pi,3.17033124911405*pi,0.708045996794576*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(0.645305122451121*pi,0.25518782129166395*pi,1.234751194031944*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];\ncx q[0],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(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(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(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.37184704856392*pi,0.5443039087400801*pi,4.30633259051828*pi) q[14];\nu3(3.5*pi,3.48154305448678*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,1.3094828866456711*pi) q[1];\ncx q[2],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(1.5*pi,0.0*pi,1.5*pi) q[6];\ncx q[8],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0924989731750728*pi,-0.25852160285382897*pi,4.481094483773839*pi) q[14];\ncx q[0],q[1];\nu3(3.5*pi,3.4802225872805*pi,0.5*pi) q[2];\ncx q[3],q[4];\ncx q[6],q[11];\ncx q[7],q[9];\nu3(3.5*pi,3.37118284515918*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.286226154076651*pi) q[12];\nu3(1.0*pi,0.0*pi,1.318478543246076*pi) q[13];\nu3(0.5*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,4.29828943901713*pi) q[1];\ncx q[2],q[13];\nu3(3.5*pi,3.48920514527448*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.430417215323498*pi) q[4];\ncx q[5],q[14];\nu3(3.5*pi,3.39321393541561*pi,0.5*pi) q[6];\nu3(3.5*pi,3.47585393710572*pi,0.5*pi) q[7];\ncx q[8],q[12];\nu3(1.0*pi,0.0*pi,1.281674215552602*pi) q[9];\nu3(1.0*pi,0.0*pi,1.338948128034568*pi) q[11];\ncx q[0],q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[4];\nu3(3.5*pi,3.329038323068*pi,0.5*pi) q[5];\ncx q[6],q[11];\ncx q[7],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.3826940089013195*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.744790937246857*pi) q[13];\nu3(1.0*pi,0.0*pi,1.294306087198114*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];\ncx q[2],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,0.5044283686459374*pi) q[4];\ncx q[5],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\ncx q[8],q[12];\nu3(0.0*pi,-0.5*pi,4.27213691326957*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.499322968868411*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(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[6],q[11];\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[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.46326769939025*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(1.0*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];\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(0.0*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,0.0*pi,4.0*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(0.5*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(0.0*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[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(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.567763805420811*pi,3.26615638805978*pi,1.68355844992144*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[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[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.538761036349344*pi,3.47278013781195*pi,0.741784176431962*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.721175573894111*pi,-0.377318780298163*pi,3.70597136167348*pi) q[0];\nu3(0.745391501890708*pi,3.36988205873535*pi,3.09555690582687*pi) q[1];\nu3(0.68571499966685*pi,0.5546098587086601*pi,0.870990905085339*pi) q[2];\nu3(0.620252309524057*pi,3.11187985643357*pi,3.31324849094728*pi) q[3];\nu3(0.456749095794471*pi,0.055658339401694956*pi,0.5671485039569485*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(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.472589448180042*pi,-0.026765647845403973*pi,3.9013426875108*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.389713870206735*pi,3.19848539894125*pi,1.75261978706649*pi) q[0];\nu3(0.173088747936782*pi,0.383849270934736*pi,3.64644240370962*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.466417760116848*pi,-0.20272550682006701*pi,0.87576793400234*pi) q[3];\nu3(0.533727735501444*pi,0.263295461394527*pi,0.990967059680895*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[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.766969664539924*pi,-0.376889671965168*pi,4.11693326904376*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(0.147755906791228*pi,-0.4127076325372967*pi,1.73585845037731*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(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(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.494499837791003*pi,3.23328088922654*pi,1.7150610677068*pi) q[5];\nu3(0.840795230879541*pi,-0.27518804625587*pi,0.8951590482595859*pi) q[6];\nu3(0.105899202407411*pi,0.04984096119849801*pi,4.08720700167202*pi) q[7];\nu3(0.68247077799293*pi,0.12482689237936895*pi,1.27028499695459*pi) q[8];\nu3(0.414157838229236*pi,-0.4070389333255173*pi,4.1321798115377*pi) q[9];\nu3(0.422913040697976*pi,2.96344298051193*pi,0.682907265141678*pi) q[11];\nu3(0.709978434771728*pi,0.09056725172559998*pi,3.62841044403039*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(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[10];\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(0.709087579331252*pi,0.31224615072723005*pi,1.3884699129777691*pi) q[5];\nu3(0.319546132356984*pi,0.5619762136461799*pi,4.23528455156443*pi) q[6];\nu3(0.423543727639072*pi,-0.14615283770951298*pi,4.09432730563496*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.671956092030973*pi,2.81422191058124*pi,3.73446853780447*pi) q[9];\nu3(0.30489457197899*pi,-0.056093530003897996*pi,0.829640898933641*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(0.845976183322735*pi,0.445960363839529*pi,4.13690994384858*pi) q[14];\ncx q[0],q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.48784185447039*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,4.0*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[9];\nu3(1.0*pi,0.0*pi,1.1721401612182811*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(0.394540766280425*pi,-0.00944493131316998*pi,1.463061602776229*pi) q[14];\nu3(3.5*pi,3.35307343498822*pi,0.5*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];\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(1.0*pi,0.0*pi,1.176958152616772*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(3.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[8];\ncx q[1],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[6];\ncx q[4],q[11];\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(0.0*pi,-0.5*pi,4.4767642138984804*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.40696754715894*pi,0.5*pi) q[1];\ncx q[2],q[10];\nu3(3.5*pi,3.38893278562183*pi,0.5*pi) q[3];\nu3(3.5*pi,3.36392484994316*pi,0.5*pi) q[4];\ncx q[5],q[7];\nu3(1.0*pi,0.0*pi,1.218449067747141*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.40537500030468*pi) q[8];\nu3(1.0*pi,0.0*pi,1.356071929613425*pi) q[9];\nu3(1.0*pi,0.0*pi,1.283183158476957*pi) q[11];\ncx q[12],q[14];\ncx q[0],q[8];\ncx q[1],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[6];\ncx q[4],q[11];\nu3(3.5*pi,3.39047036857544*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.36816634969455*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(3.5*pi,3.37182390492266*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.217385815371344*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(0.0*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];\ncx q[5],q[7];\nu3(0.0*pi,-0.5*pi,4.41809840816878*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.695961894033291*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.3019608739570305*pi) q[11];\ncx q[12],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[6];\ncx q[4],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.640943679952451*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,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.464241373632349*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];\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];\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];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[12],q[14];\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(0.0*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(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(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.318885892954046*pi,-0.254975113553156*pi,4.04295535692026*pi) q[0];\nu3(0.485489742080298*pi,-0.4317704890619096*pi,1.2102281161915411*pi) q[1];\nu3(0.670658837918634*pi,3.1588929640756*pi,3.33473987667018*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(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,4.0*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.678358478399102*pi,0.24688560338556798*pi,4.43744176878082*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(0.813840822155974*pi,3.40539475160002*pi,3.21153802468147*pi) q[0];\nu3(0.515331087548099*pi,3.46812147429476*pi,4.2462480779318*pi) q[1];\nu3(0.459793305602025*pi,-0.150010366760987*pi,0.985807205251225*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(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[7];\nu3(0.746188112440061*pi,-0.33404707199012096*pi,1.0792253440423631*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.126876289911251*pi,2.98189174044982*pi,1.2810174309749351*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(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(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,4.0*pi) q[4];\nu3(0.507915037579364*pi,-0.18389818313841*pi,0.819652159639246*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.590530367380709*pi,-0.10395879480736098*pi,0.5438388249327165*pi) q[7];\nu3(0.576001634109829*pi,-0.09459290011118798*pi,4.04268923337454*pi) q[8];\nu3(0.952079970883284*pi,-0.4501165684151596*pi,3.16167420565178*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(0.0*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[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.71231558473315*pi,1.10364256366684*pi,0.603689827275802*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.579099952527665*pi,3.32563564012342*pi,4.23658433640394*pi) q[5];\nu3(0.691301201556731*pi,0.467137050613581*pi,4.46466621774983*pi) q[6];\nu3(0.637654130139648*pi,0.10806845854700498*pi,4.41587034316912*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.275776635588479*pi,-0.313377080373057*pi,4.4828148814262*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(0.5*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];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.122863493341733*pi,1.09726609065652*pi,4.344469167647031*pi) q[3];\nu3(0.602891376146536*pi,3.28037865950789*pi,1.77926649815692*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.872797576906457*pi,0.08578847108437104*pi,3.69977124720017*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(1.0*pi,0.0*pi,4.0*pi) q[11];\nu3(0.834809305482692*pi,0.170623216018291*pi,4.36068466033485*pi) q[12];\nu3(0.248444048994615*pi,3.11055126303391*pi,1.234750437638698*pi) q[14];\nu3(3.5*pi,3.33060916678475*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,4.0*pi) q[3];\nu3(0.812313437954988*pi,0.5008901526771701*pi,0.5154749570805849*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(1.0*pi,0.0*pi,1.269239041189338*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(0.729250412560673*pi,0.43666039645102905*pi,1.182849460788363*pi) q[12];\nu3(0.824743330545866*pi,-0.433604074528372*pi,4.171962731086889*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];\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(0.592237723574381*pi,0.33388059848336205*pi,4.017719623739421*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,0.0*pi,0.5*pi) q[0];\ncx q[1],q[12];\nu3(3.5*pi,3.42558833419689*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[6];\nu3(1.0*pi,0.0*pi,1.2915183106842831*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.37926342673981*pi) q[8];\nu3(0.848176758139372*pi,0.25523361954507096*pi,1.4615288214701732*pi) q[11];\ncx q[0],q[8];\nu3(3.5*pi,3.31643749835407*pi,0.5*pi) q[1];\ncx q[2],q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],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[11];\nu3(1.0*pi,0.0*pi,1.249667463243695*pi) q[12];\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(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,3.42671303452346*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.2553267770214789*pi) q[5];\ncx q[6],q[10];\nu3(0.0*pi,-0.5*pi,4.4861223947663404*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[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[7];\ncx q[3],q[13];\ncx q[4],q[5];\nu3(3.5*pi,3.43390944600136*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[9],q[11];\nu3(1.0*pi,0.0*pi,1.248266011968403*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.48132540111754*pi) q[12];\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(3.5*pi,3.44888904439609*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,0.619072523125661*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(3.5*pi,3.49017523997*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.354585426025948*pi) q[11];\nu3(1.0*pi,0.0*pi,1.43716679460849*pi) q[13];\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];\ncx q[3],q[13];\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];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[11];\nu3(0.0*pi,-0.5*pi,0.5295739131142296*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0884337509919512*pi,2.93718424865759*pi,0.936238063956896*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(0.5*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(1.0*pi,0.0*pi,4.0*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5705493302488607*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.40080689634389*pi) q[13];\nu3(0.746379795830672*pi,3.16744893497596*pi,4.44816655789988*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(0.661275756698731*pi,3.08931702344393*pi,4.26605693633877*pi) q[4];\nu3(0.198164959828689*pi,-0.12339276076614503*pi,3.78539920040787*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(0.184945670118532*pi,3.47813900482486*pi,4.02215686049456*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(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.504826658578451*pi,3.34364555402772*pi,4.10718973628841*pi) q[1];\nu3(0.254103822337886*pi,3.24048398693368*pi,0.726209126443402*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.623002131892653*pi,3.16350087023096*pi,3.86150936019409*pi) q[4];\nu3(0.74095594602021*pi,0.02837791987115601*pi,1.0115236120210729*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(0.0472439589703317*pi,-0.367773321857983*pi,1.382146938916668*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(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[0];\nu3(0.690800261315168*pi,0.09627428000029103*pi,4.05646311089742*pi) q[1];\nu3(0.886932413873486*pi,-0.06954415578198803*pi,4.498049005142979*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(0.586761924984235*pi,3.04416121523641*pi,3.5932059174923*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(0.846564886578037*pi,-0.35216058653468196*pi,3.48986343964447*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.167455405157027*pi,0.73610127198445*pi,4.49500766487521*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[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[4];\nu3(0.622776241617601*pi,3.00317720911351*pi,3.26076887148395*pi) q[6];\nu3(0.533326956291012*pi,2.78593347736795*pi,3.51405115947256*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.108458620545018*pi,-0.162307774959082*pi,4.32344381792364*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.775691888148287*pi,3.39533895367535*pi,4.21618797469937*pi) q[11];\nu3(0.629531113273406*pi,3.06939189040418*pi,3.53407797367367*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[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(1.0*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[6];\nu3(0.588486710706977*pi,2.93967414085342*pi,3.19726512672128*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.437339548463788*pi,3.37478499236693*pi,4.4565718028109504*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.516440123518462*pi,3.39111782567195*pi,1.60542317493294*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[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[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(0.755279602198453*pi,0.309842449060277*pi,3.85115633556531*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];\ncx q[2],q[5];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[3];\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[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,3.28433450375077*pi,0.5*pi) q[2];\nu3(0.304514840187197*pi,0.74902889020967*pi,3.86095400497874*pi) q[3];\ncx q[4],q[12];\nu3(1.0*pi,0.0*pi,1.076267362212047*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\ncx q[7],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[10];\ncx q[2],q[5];\nu3(0.616477785514511*pi,-0.10565950166146598*pi,4.442277497835001*pi) q[3];\nu3(3.5*pi,3.4696847607984*pi,0.5*pi) q[4];\ncx q[6],q[11];\nu3(3.5*pi,3.28966553839295*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.242986838204784*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[13];\nu3(1.0*pi,0.0*pi,1.255190433156657*pi) q[14];\nu3(3.5*pi,3.39337969448078*pi,0.5*pi) q[0];\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[12];\nu3(0.0*pi,-0.5*pi,4.49998049089563*pi) q[5];\nu3(3.5*pi,3.37125446603494*pi,0.5*pi) q[6];\ncx q[7],q[14];\nu3(1.0*pi,0.0*pi,1.3291058914763991*pi) q[10];\nu3(1.0*pi,0.0*pi,1.088571844624577*pi) q[11];\nu3(0.52024473780909*pi,0.16859862363034495*pi,0.940314979234116*pi) q[13];\ncx q[0],q[10];\ncx q[2],q[5];\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[6],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.395200277417549*pi) q[12];\nu3(0.683467823164586*pi,-0.21328473259974*pi,1.070812862241606*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.37632492059364*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[2];\ncx q[3],q[8];\ncx q[4],q[12];\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,4.45836514105906*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5092009860136546*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.42063252905113*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[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.200595843216268*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];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[13];\nu3(0.0*pi,-0.5*pi,1.5*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];\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(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[0];\nu3(3.5*pi,3.48390912533867*pi,0.5*pi) q[1];\nu3(0.634338976159759*pi,-0.138796048552069*pi,0.998459452364401*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(0.5*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,0.606485956434458*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(1.0*pi,0.0*pi,1.3569673261716941*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[13];\nu3(0.137879951627105*pi,3.21724982889161*pi,0.779431515526281*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(0.558980278651358*pi,-0.19778629370316397*pi,4.38791265563854*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[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(0.5*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,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.638106116910648*pi,1.01333980968893*pi,0.5304879519982952*pi) q[4];\nu3(0.334207228829311*pi,3.26962359488822*pi,4.325457507419641*pi) q[5];\nu3(0.821119071881804*pi,2.90562696688117*pi,3.50189517569959*pi) q[6];\nu3(0.313073124355948*pi,0.36904892599918604*pi,3.73201430316373*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(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.699750133073487*pi) q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\nu3(0.460766814323122*pi,-0.039974958368983016*pi,0.902839562339507*pi) q[0];\ncx q[1],q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.797156190536673*pi,0.09774948226904001*pi,0.942101284561652*pi) q[3];\nu3(0.612352793036876*pi,0.391192684976139*pi,4.06087302930574*pi) q[4];\nu3(0.515521441488934*pi,3.157568784956*pi,3.45272294259036*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.207407419587428*pi,-0.21713489653721502*pi,0.716101175013772*pi) q[7];\nu3(0.579761008299301*pi,2.8233724716179*pi,3.98839649357878*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.716435019262571*pi,-0.14509913649808798*pi,3.38291928910617*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.055960930451498*pi,-0.34607326953419304*pi,1.58157126527246*pi) q[14];\nu3(0.800029197721572*pi,0.13462020003951403*pi,4.3067221788757095*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.737469731071745*pi,2.81840597981876*pi,4.31624165623644*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(0.566265664405382*pi,3.19261235664803*pi,4.17552570533313*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.897154017933546*pi,0.7568483729370099*pi,0.913468653925141*pi) q[11];\nu3(0.877019805471729*pi,0.27216004438804997*pi,4.28727389586936*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.243667932350138*pi,0.301615118816871*pi,1.162293999664593*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[0];\nu3(1.0*pi,0.0*pi,4.0*pi) q[1];\ncx q[2],q[6];\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(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[8];\nu3(0.842503090855551*pi,3.38365584819198*pi,3.30025683548561*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.667307805549926*pi,-0.24524126191788298*pi,3.87663220339418*pi) q[12];\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(3.5*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,3.4305180790993*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.343825243347299*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];\ncx q[9],q[11];\nu3(0.368620305243827*pi,0.40939505842676305*pi,0.774702765094907*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(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.89616421861247*pi,-0.20152640735337402*pi,3.99748069246325*pi) q[1];\ncx q[2],q[6];\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(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,3.29997032301117*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,1.187616600743076*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.658194684213321*pi,-0.370675228062749*pi,0.993133892849313*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.131748436498588*pi,-0.31073804369840297*pi,1.299030649264148*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.4353562482886*pi) q[6];\ncx q[7],q[14];\ncx q[9],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.553849815601687*pi,2.71278564263529*pi,1.187294519550345*pi) q[13];\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];\ncx q[4],q[10];\nu3(3.5*pi,3.49838963795176*pi,0.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.44983328801235*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.309613420513805*pi) q[14];\ncx q[0],q[8];\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,3.49887596359138*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[9],q[11];\nu3(1.0*pi,0.0*pi,1.2311540288208769*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,3.48350987285194*pi,0.5*pi) q[0];\ncx q[1],q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[4],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[7];\nu3(1.0*pi,0.0*pi,1.378456438488483*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(0.0*pi,-0.5*pi,0.5804342436418635*pi) q[14];\ncx q[0],q[8];\nu3(3.5*pi,3.30359188385668*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,1.263718818855191*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];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.536554613215426*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(3.5*pi,3.48461675498519*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.191814540953051*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[4],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[7];\nu3(0.0*pi,-0.5*pi,4.463470448295849*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(1.0*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[8];\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,0.5131721090515358*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(0.5*pi,-0.5*pi,0.5*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];\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,0.5092976165680103*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[3];\nu3(0.0320841691225468*pi,0.6896302008678901*pi,4.0698387263865*pi) q[2];\nu3(0.770650066308801*pi,3.04765722251824*pi,2.96917221555569*pi) q[4];\nu3(0.623618645730644*pi,0.73056517933951*pi,0.759386090191999*pi) q[6];\nu3(0.472222832996328*pi,0.8985854280624099*pi,4.38775731773427*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.610639984409897*pi,0.7865055384933*pi,0.925966473713013*pi) q[9];\nu3(0.600782549292942*pi,2.71628316084217*pi,3.59271330990518*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(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.723493683486564*pi,0.12311368303569004*pi,4.00725785324041*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.579376423539812*pi,0.6524960207544801*pi,4.27762216543381*pi) q[4];\nu3(0.872124151143718*pi,-0.163867953051207*pi,3.77509323441263*pi) q[6];\nu3(0.819038473118816*pi,3.12174267043972*pi,3.30846055261716*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0787217658355854*pi,3.2124522168017*pi,4.2966189061523306*pi) q[9];\nu3(0.561265523315964*pi,2.84130356769033*pi,1.3360992194558619*pi) q[10];\nu3(0.593155904537393*pi,3.45292493912125*pi,3.27032229676818*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,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];\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(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(0.765010053963841*pi,0.09147811958029795*pi,0.5451489214205472*pi) q[11];\nu3(0.87466918231127*pi,0.307391650940374*pi,4.275697282182771*pi) q[12];\nu3(0.580998647308305*pi,0.145793362861937*pi,0.5730564451002452*pi) q[13];\nu3(0.745542862259106*pi,0.050199318711411034*pi,4.00857219367337*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.569024137506458*pi,-0.23814113561490402*pi,1.059615581957004*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(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];\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(0.426335999406523*pi,-0.4874651672251204*pi,1.95444856056013*pi) q[12];\nu3(0.763917339206171*pi,0.264137376240257*pi,1.56707262045719*pi) q[13];\nu3(0.471433649424362*pi,3.44599838145397*pi,0.5322009051576714*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.429702344046162*pi,3.24198078912084*pi,0.5125967813267797*pi) q[1];\nu3(0.95646794149656*pi,3.01829714322014*pi,3.00437058910543*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];\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(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[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.24200634155797*pi,3.24046277799307*pi,1.461573977928301*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\ncx q[5],q[11];\ncx q[6],q[10];\nu3(1.0*pi,-0.5*pi,0.5*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[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.788738066679677*pi,3.11193758533598*pi,4.1899091747203805*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[4],q[9];\nu3(3.5*pi,3.39444140795027*pi,0.5*pi) q[5];\nu3(3.5*pi,3.29609645244865*pi,0.5*pi) q[6];\ncx q[7],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.143003729125367*pi) q[10];\nu3(1.0*pi,0.0*pi,1.238095818961885*pi) q[11];\nu3(0.763153584637886*pi,-0.10996729542470401*pi,3.94265408910399*pi) q[0];\ncx q[1],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,3.49299294697842*pi,0.5*pi) q[4];\ncx q[5],q[11];\ncx q[6],q[10];\nu3(3.5*pi,3.49121258299619*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[8];\nu3(1.0*pi,0.0*pi,1.343715828022336*pi) q[9];\nu3(1.0*pi,0.0*pi,1.299314435343847*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.4497812523928*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\ncx q[7],q[12];\nu3(0.143118551503405*pi,0.12249638102832205*pi,3.72568711189197*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.42465956787614*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.34432467957902*pi) q[11];\nu3(1.0*pi,0.0*pi,1.2323440038870639*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[13];\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[11];\ncx q[6],q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.386633029785479*pi,-0.432435255652794*pi,1.87864248285395*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.4378377522222*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.634214412288661*pi) q[12];\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[3],q[14];\ncx q[4],q[9];\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(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,4.49451571488583*pi) q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[13];\nu3(3.5*pi,3.41018792348763*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(0.5*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(0.0*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,1.305956514766613*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[8];\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];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.643949418869118*pi,3.07507317741158*pi,4.04883611797897*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];\nu3(0.368574530014374*pi,3.21835854386935*pi,1.343369173375725*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[1];\nu3(3.5*pi,3.43336498806849*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(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0990109645183543*pi,3.31658916587346*pi,1.236452319087048*pi) q[6];\nu3(0.208717642651581*pi,-0.31252543989869697*pi,4.0349414829461*pi) q[7];\nu3(1.0*pi,0.0*pi,1.246352080290246*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(0.0344867685111897*pi,-0.4864043020533364*pi,1.93831265574597*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.4259636082824105*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[8];\ncx q[3],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.446508711158548*pi,0.69260718775385*pi,0.799883455854546*pi) q[5];\nu3(0.406087318529195*pi,0.27531861817454895*pi,0.7815014539692*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(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(0.0*pi,-0.5*pi,1.5*pi) 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(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.590221301024816*pi,-0.08024751310066203*pi,1.318110885425184*pi) q[4];\nu3(0.773509692090988*pi,2.67914323555936*pi,3.78129156940611*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.4469512438569705*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.833410631956723*pi,3.31817133480146*pi,3.51011856409525*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(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.806245889469747*pi,-0.182016255147521*pi,0.5477284749852765*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[9];\nu3(0.292085675983299*pi,-0.301456858510938*pi,1.5323639812854*pi) q[10];\nu3(0.352496207954013*pi,-0.13064833214503102*pi,1.55793738246552*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(0.28888239776025*pi,0.07975530882913195*pi,0.93317762501223*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(1.0*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[8];\nu3(0.0799838883006132*pi,1.13763199493841*pi,4.17778157920084*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.580332726389892*pi,-0.23782803972481598*pi,1.062419772819233*pi) q[11];\nu3(0.421306525988336*pi,-0.4425699905978175*pi,4.0929711582659305*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.144238319585812*pi,3.21702640941668*pi,1.74823669351282*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(1.5*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(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.775844102774874*pi,3.11752437722088*pi,3.10424753916925*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(0.569974258279763*pi,2.51429238261845*pi,3.79594728031614*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(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.654796982375237*pi,2.42762845237522*pi,3.88012003381262*pi) q[3];\ncx q[5],q[7];\ncx q[6],q[12];\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(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[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.534768316727832*pi,0.51283908798832*pi,0.5616632105285349*pi) q[3];\nu3(3.5*pi,3.25193227040422*pi,0.5*pi) q[5];\nu3(3.5*pi,3.49071054856981*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.2357331726526128*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(1.0*pi,0.0*pi,1.1601349670254208*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];\ncx q[0],q[13];\nu3(0.5*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[7];\ncx q[6],q[12];\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(0.293333222099769*pi,0.33491174709522*pi,0.965150542823138*pi) q[14];\nu3(3.5*pi,3.48214316960529*pi,0.5*pi) q[0];\nu3(0.825395842109928*pi,2.832014377014*pi,3.3411653991911*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,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5068767471972362*pi) q[7];\nu3(0.264648737166535*pi,0.55741082983556*pi,3.75933672924257*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.47232894772247*pi) q[12];\nu3(1.0*pi,0.0*pi,1.360438776359665*pi) q[13];\nu3(0.164916979419244*pi,3.49258296962287*pi,1.2149216565520211*pi) q[14];\ncx q[0],q[13];\nu3(0.957756929444851*pi,3.46163595791263*pi,3.26298445172369*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[5],q[7];\ncx q[6],q[12];\nu3(0.406854448225858*pi,2.84200041746934*pi,1.6822959243678*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\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(1.5*pi,0.0*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(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[12];\nu3(0.0*pi,-0.5*pi,0.638407584207182*pi) q[13];\ncx q[0],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[10];\nu3(3.5*pi,3.24234710833636*pi,0.5*pi) q[4];\nu3(0.684662469826497*pi,0.08869133564187504*pi,1.138740557661777*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[12];\nu3(1.0*pi,0.0*pi,1.204185633150967*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[2];\nu3(3.5*pi,3.46572052347746*pi,0.5*pi) q[3];\ncx q[4],q[14];\nu3(0.468815066515824*pi,0.360345753177315*pi,4.25962042934355*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];\nu3(1.0*pi,0.0*pi,1.245824414670091*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(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.49841057299481*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.3105756374991921*pi) q[2];\ncx q[3],q[10];\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(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.157833353023643*pi,2.72123192752209*pi,1.275162974131691*pi) q[7];\nu3(3.5*pi,3.45329801183554*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.266048006728538*pi) q[9];\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,4.44697228410079*pi) q[14];\nu3(0.536634419329739*pi,3.27509454643319*pi,4.01459522741318*pi) q[0];\ncx q[1],q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.722723260251744*pi,3.45234424784648*pi,4.30187519126914*pi) q[6];\nu3(0.609593367672448*pi,0.013101571202334017*pi,3.80036184349869*pi) q[7];\ncx q[8],q[9];\nu3(0.0*pi,-0.5*pi,4.47761270983551*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(0.586759962630147*pi,2.86472883172002*pi,3.79349080080365*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,4.29683256545281*pi) q[2];\ncx q[3],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.44655026841921*pi,3.24130342258268*pi,1.71045514299898*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];\nu3(0.0*pi,-0.5*pi,0.5046635935773943*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(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*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];\ncx q[8],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.482165258358222*pi,-0.029035055500360007*pi,0.746836675378475*pi) q[12];\nu3(0.718608181912017*pi,3.29861999119962*pi,3.42260338090564*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(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[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(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.700034033774735*pi,-0.367888292291668*pi,0.602262285581451*pi) q[12];\nu3(0.222463437173446*pi,0.14948527169789805*pi,4.01017568009737*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(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(0.0673915518903677*pi,-0.4035234380357583*pi,1.72451031362692*pi) q[8];\nu3(0.174209627827855*pi,3.12425612941592*pi,1.60041273869102*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(1.0*pi,-0.5*pi,0.5*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(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.782470844909624*pi,-0.298967645027738*pi,3.41254372625758*pi) q[4];\nu3(0.528780992838808*pi,3.36746163661066*pi,3.2112725243599*pi) q[8];\nu3(0.197870726934016*pi,0.54443054458793*pi,0.636149141617646*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,0.0*pi,4.0*pi) q[14];\ncx q[0],q[7];\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(0.452996896715247*pi,3.47883597096743*pi,1.71762195432181*pi) q[3];\nu3(0.776318970743407*pi,3.18576883584048*pi,3.72367047447037*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(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.238820284056019*pi,0.31390903181540697*pi,3.57746735061826*pi) q[14];\nu3(3.5*pi,3.41449815520945*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(0.723386135758744*pi,-0.16457767319571498*pi,1.1691135410171039*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.343796057708206*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(0.496383821652336*pi,0.02000118034189302*pi,4.320749607258961*pi) q[14];\ncx q[0],q[7];\nu3(0.802681902868801*pi,-0.397726404107703*pi,0.828759808880096*pi) q[1];\nu3(0.614396264799317*pi,3.13416577412101*pi,2.93702214532608*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];\ncx q[5],q[9];\nu3(0.381054755914255*pi,3.4616789541001*pi,0.869950277418979*pi) q[10];\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(0.454162064156688*pi,2.89905938827407*pi,0.933498700036069*pi) q[1];\nu3(0.279012441000735*pi,-0.39317748210842*pi,3.95950945794719*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(3.5*pi,3.47453557425652*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.5174733049475058*pi) q[7];\nu3(1.0*pi,0.0*pi,1.216939028508045*pi) q[9];\nu3(0.860215282139302*pi,3.4306295338207*pi,3.19325404103768*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[7];\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(1.5*pi,0.0*pi,1.5*pi) q[4];\ncx q[5],q[9];\nu3(3.5*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[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(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[4],q[8];\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(0.0*pi,-0.5*pi,0.5627851257664112*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(3.5*pi,3.41647386957165*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.185976538855269*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];\ncx q[2],q[6];\nu3(3.5*pi,3.4730472534779*pi,0.5*pi) q[4];\ncx q[5],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.316068595061328*pi) q[8];\ncx q[10],q[13];\ncx q[11],q[14];\nu3(0.452604810847939*pi,-0.4616229584529386*pi,0.7952896277225601*pi) q[0];\ncx q[1],q[12];\nu3(3.5*pi,3.48129228397579*pi,0.5*pi) q[2];\ncx q[4],q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.126689196344841*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(3.5*pi,3.46648186041977*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,1.348148581709796*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.649016587725562*pi) q[14];\nu3(0.460705861863725*pi,-0.06578175122910901*pi,4.357566257255479*pi) q[0];\nu3(3.5*pi,3.29556112211662*pi,0.5*pi) q[1];\ncx q[2],q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.540400164239586*pi,-0.159449099392117*pi,4.143282088303231*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.351343381409929*pi) q[8];\nu3(0.114878306605603*pi,3.02486793932458*pi,1.021175666292202*pi) q[9];\ncx q[10],q[13];\ncx q[11],q[14];\nu3(1.0*pi,0.0*pi,1.1655991546147089*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[4],q[8];\nu3(0.492672101163852*pi,3.08790578702055*pi,0.5241149440323152*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.5315955110847095*pi) q[6];\nu3(0.0946115043030133*pi,0.435842905193529*pi,3.75776602360123*pi) q[7];\nu3(0.567559795147336*pi,-0.09336030633347597*pi,4.3230078784314205*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,4.39895400561765*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(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[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.331931550311076*pi,-0.493015824726487*pi,1.270547735427804*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];\ncx q[10],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.38004026795001*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[1],q[12];\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(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[10];\nu3(0.760571946141999*pi,0.05730116389416495*pi,3.91495829365474*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[1];\nu3(0.0659707652010292*pi,0.53816200001006*pi,0.5974499927986504*pi) q[2];\ncx q[3],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.254637731339987*pi,-0.32497601180872804*pi,0.5636328328384421*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(0.224672630937361*pi,3.10188188797448*pi,1.63528346761663*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[1];\nu3(0.394138333103718*pi,2.95970524406124*pi,0.932686957057898*pi) q[2];\nu3(3.5*pi,3.49972487572425*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,1.334688874046699*pi) q[5];\nu3(0.341026455140682*pi,2.49822632376032*pi,1.425249626879968*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(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(0.14503017082818*pi,-0.338550725038755*pi,0.85404459031569*pi) q[14];\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(0.310401428258988*pi,3.25815160495607*pi,1.87797260748067*pi) q[4];\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(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[13];\nu3(0.264243809261241*pi,0.68827696660569*pi,0.6052511282097139*pi) q[14];\nu3(0.793668833896593*pi,3.44425748530503*pi,0.700590072004914*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(0.592009916864067*pi,0.05295883764817699*pi,3.8346614306922*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.591589126495299*pi) q[5];\nu3(3.5*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[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];\ncx q[0],q[2];\nu3(0.560856875791924*pi,0.50272225914779*pi,4.47719335699801*pi) q[1];\ncx q[3],q[5];\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(3.5*pi,3.36824786248957*pi,0.5*pi) q[7];\nu3(0.287822326316914*pi,-0.12292241480496902*pi,3.90501950900588*pi) q[8];\nu3(1.0*pi,0.0*pi,1.152441757725105*pi) q[9];\nu3(0.484743021489123*pi,-0.196918322897579*pi,3.89184372137592*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.339472141129324*pi,0.16770020497833205*pi,0.819169299564622*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.49550121455496*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,1.3088910940224459*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(1.0*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[9];\nu3(0.781016128433112*pi,3.22106935192166*pi,3.55955215631199*pi) q[8];\nu3(0.828275320744526*pi,0.456428890534363*pi,1.251180659710726*pi) q[10];\nu3(0.836311798992558*pi,0.5861437759344901*pi,0.689289265426128*pi) q[12];\nu3(0.324430027458786*pi,3.05011538129808*pi,1.419687696380332*pi) q[13];\ncx q[0],q[2];\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,-0.5*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[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,0.514229027943395*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.254616739467009*pi,0.028337391217100993*pi,1.385482854508263*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];\ncx q[1],q[11];\nu3(0.0*pi,-0.5*pi,4.411069888133619*pi) q[2];\nu3(0.328879267136586*pi,0.10602774493552702*pi,3.7447704059927*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];\ncx q[7],q[9];\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[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[2];\nu3(3.5*pi,3.47984101896891*pi,0.5*pi) q[1];\nu3(0.898713569385845*pi,2.80703729917254*pi,3.46110153744401*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[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(1.0*pi,0.0*pi,1.117079823862475*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[0];\ncx q[1],q[11];\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,3.46949924259378*pi,0.5*pi) q[4];\nu3(0.748798462341956*pi,-0.231665230978424*pi,1.142190104537993*pi) q[5];\nu3(0.5*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(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.185339361098353*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(0.0*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[14];\nu3(0.14620464287958*pi,-0.04871774388306499*pi,0.620031218612803*pi) q[5];\nu3(0.493837057817794*pi,-0.05095200832542901*pi,0.700558909048488*pi) q[7];\nu3(3.5*pi,3.43361824025455*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,4.49075874111305*pi) q[11];\nu3(1.0*pi,0.0*pi,1.2069208669698201*pi) q[12];\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(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.517840463110799*pi,2.83827076835516*pi,1.263426569031977*pi) q[7];\ncx q[8],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,3.4132156333845*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.152021401911393*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.4949482469120206*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];\ncx q[4],q[14];\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(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0810995876509893*pi,3.24807781746852*pi,1.058514904632623*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,4.40118991950847*pi) q[12];\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];\ncx q[3],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[12];\nu3(0.376416208347394*pi,2.93218516430629*pi,1.51223885764645*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,0.5012654653315973*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.293890267728885*pi,0.28316982296129*pi,1.2057400297481031*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.840851566637451*pi,1.05525561678478*pi,0.743681025602219*pi) q[2];\nu3(3.5*pi,3.36362709522713*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,1.209947947018674*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.0*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[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.459800640986774*pi,-0.035039268396705014*pi,4.42076997307281*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.547367185344663*pi,3.19513477414591*pi,0.736588664663054*pi) q[2];\ncx q[3],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\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(0.0*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(3.5*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(0.5*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,0.5079875079399886*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[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,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.124281290461809*pi,0.19174504605651*pi,4.03021458532181*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[3],q[5];\nu3(0.688627172465164*pi,0.397640807111191*pi,1.262406225083629*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.455990790770208*pi,3.25972878061683*pi,0.891770375051727*pi) q[10];\nu3(0.258914187635636*pi,-0.16462898198659598*pi,3.82588770465697*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[0];\nu3(0.670767258447296*pi,0.25333315394755995*pi,1.194126701499499*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.744090804348685*pi,0.66832271270497*pi,1.113677811194836*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(0.203778986036562*pi,2.94628102697701*pi,1.15724364020892*pi) q[10];\nu3(0.634741924050124*pi,2.50090841202921*pi,3.75741134782841*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(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[1];\nu3(0.481328528786709*pi,2.98386459003044*pi,0.840192916984699*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.132991039589757*pi,-0.131323717899529*pi,4.30122217873926*pi) q[5];\nu3(0.636765319143227*pi,0.425686036061502*pi,4.10764540849361*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(0.515510152095503*pi,0.24300307293797696*pi,4.05501185039748*pi) q[12];\nu3(0.437007423058842*pi,3.33216666650191*pi,0.5128653396415866*pi) q[13];\nu3(0.529272241901459*pi,0.01779403447667105*pi,3.5476175308303*pi) q[14];\ncx q[0],q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.62541496487452*pi,0.14654919006080902*pi,0.8872509804351141*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.780568528176608*pi,-0.015751042912451996*pi,3.97241687880244*pi) q[5];\nu3(0.532244176250113*pi,3.16074870090602*pi,3.33721745068537*pi) q[8];\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(0.65159707413596*pi,0.32482003323644404*pi,4.09673798070886*pi) q[12];\nu3(0.291486984832595*pi,2.7867628427526*pi,0.862828007633381*pi) q[13];\nu3(0.672684068063376*pi,3.23919217528401*pi,3.47273037057871*pi) q[14];\nu3(3.5*pi,3.45597321453737*pi,0.5*pi) q[0];\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[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.242193453675563*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[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];\ncx q[0],q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.49412755872819*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,1.141127044287547*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[8];\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(0.5*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[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.4638524382163105*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\ncx q[10],q[12];\ncx q[11],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[7];\ncx q[1],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.407191335020229*pi) q[4];\ncx q[6],q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(3.5*pi,3.3973798771275*pi,0.5*pi) q[10];\nu3(3.5*pi,3.44583199668955*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.152355670163896*pi) q[12];\nu3(1.0*pi,0.0*pi,1.2850976000015661*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,3.40035528265493*pi,0.5*pi) q[1];\ncx q[2],q[4];\nu3(3.5*pi,3.49956817224017*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,1.365615618445484*pi) q[9];\ncx q[10],q[12];\ncx q[11],q[13];\nu3(1.0*pi,0.0*pi,1.364271038508025*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[9];\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[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\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,4.38266754633063*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5752660014542994*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(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[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5556221997859279*pi) q[9];\ncx q[10],q[12];\ncx q[11],q[13];\nu3(0.0*pi,-0.5*pi,0.5753588798933884*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[9];\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[14];\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(0.5*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(0.891478492190669*pi,-0.336940301619443*pi,4.170984070130579*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(0.0*pi,-0.5*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(0.478585506307356*pi,0.08513455985051299*pi,1.095654504729138*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.246232966527921*pi,1.13745097654574*pi,4.25977398417362*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.647350340658838*pi,-0.279392354324678*pi,0.777253676634867*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,-0.5*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[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.785363972504464*pi,-0.40700003218951497*pi,3.58650042609948*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.141837726329896*pi,0.6806347835975199*pi,4.14508128362851*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(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.159255376097641*pi,3.09296816657306*pi,0.507446240261968*pi) q[2];\nu3(0.655644341462569*pi,0.5698313315624799*pi,1.378665815263859*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.318063503753547*pi,2.89909763196599*pi,0.8891854845333871*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(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];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[1];\nu3(0.744697867045113*pi,-0.33520014134728*pi,4.40904013930174*pi) q[2];\nu3(0.723017538709859*pi,3.06624491187292*pi,3.81389255941196*pi) q[4];\ncx q[5],q[11];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[6];\nu3(0.729366088822666*pi,0.18835470699608103*pi,0.807207915608375*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(0.5*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(0.303774373072081*pi,0.73091040036883*pi,4.077028415447391*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(3.5*pi,3.34694122439242*pi,0.5*pi) q[5];\nu3(0.610899708396157*pi,0.32679047025451*pi,4.0689728799765295*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(0.253387887634134*pi,3.35656866476693*pi,0.681007132472226*pi) q[10];\nu3(1.0*pi,0.0*pi,1.2671362251516571*pi) q[11];\nu3(0.254570456496445*pi,0.26065545562329995*pi,0.833019409013726*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.570342519499021*pi,0.71275722153364*pi,0.986903868556802*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[11];\nu3(0.217149855810147*pi,3.29594996835373*pi,1.230565470493998*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[9];\nu3(0.729699640439473*pi,-0.306856884900256*pi,3.60666538965904*pi) q[10];\nu3(0.538651932773144*pi,-0.103671874766673*pi,4.43289726714195*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[14];\ncx q[0],q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[13];\nu3(0.606109092867294*pi,2.44083729572915*pi,3.80757162570523*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5371152735712426*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.528394610905229*pi,0.6940557541546799*pi,0.660066522960574*pi) q[14];\nu3(3.5*pi,3.47815316745504*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,1.336883286671318*pi) q[2];\ncx q[3],q[6];\ncx q[5],q[11];\nu3(3.5*pi,3.44006010041328*pi,0.5*pi) q[7];\nu3(0.74081548026675*pi,-0.182025146351789*pi,1.0343173720334389*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,0.0*pi,1.322169712357629*pi) q[13];\nu3(0.338034667723397*pi,3.11426988612235*pi,0.969668934392773*pi) q[14];\ncx q[0],q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.33031463595819*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,1.246266315483074*pi) q[6];\ncx q[7],q[13];\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(3.5*pi,-0.5*pi,0.5*pi) q[14];\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,4.28509736069227*pi) q[2];\ncx q[3],q[6];\nu3(0.790846084663949*pi,3.02583278973566*pi,4.1046494636355995*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[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.786432850114969*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[2];\ncx q[1],q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.366647612615141*pi,3.31714034193128*pi,1.0715927667452712*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.45201611591746*pi) q[6];\ncx q[7],q[13];\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[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,3.44683847338281*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[6];\nu3(1.0*pi,0.0*pi,1.23145462070182*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(3.5*pi,3.37975395634775*pi,0.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.363074023823705*pi,0.8382561474413299*pi,4.14652556909364*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.342690845619685*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[4];\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[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];\ncx q[8],q[14];\ncx q[9],q[10];\nu3(0.394890774459344*pi,2.9895473717816*pi,0.665645071494982*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[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,4.4410829569669*pi) q[4];\ncx q[5],q[12];\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(3.5*pi,3.46809001990416*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.271347630846249*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,4.443310957937269*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[4];\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,3.42771539690298*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.433258814073531*pi,-0.298666830900835*pi,4.3389551852084605*pi) q[7];\ncx q[8],q[14];\ncx q[9],q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.1833291141279298*pi) q[12];\nu3(0.666635926694564*pi,0.179069288094153*pi,1.3299209774248562*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(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.532090527033587*pi,2.79459919520845*pi,1.178692263388055*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.684520267817511*pi,0.036071965809336026*pi,3.65702757121811*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,0.5443247821621835*pi) q[10];\nu3(0.265222995795277*pi,-0.22921008914000401*pi,0.5195521424186327*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.211285296458549*pi,-0.28946252257363203*pi,4.34733138615054*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.402335821679615*pi,3.19924246285013*pi,1.219677135090774*pi) q[2];\nu3(0.519065762252845*pi,0.006080474121596957*pi,4.13597239400901*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(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[10];\nu3(0.0*pi,-0.5*pi,4.49544828275486*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(0.166245777637875*pi,0.19011929259794902*pi,4.44971402407485*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.689830181172309*pi,3.36883488888745*pi,3.42510207910902*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];\ncx q[5],q[12];\nu3(0.470064636090568*pi,0.18593455107977797*pi,3.46209528897779*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,-0.5*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(3.5*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(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.360079507171155*pi,-0.08359964662471803*pi,0.9879286944732499*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[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(0.370707034197972*pi,-0.11435117387143101*pi,4.41877313115258*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(0.0*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(1.0*pi,0.0*pi,4.0*pi) q[8];\nu3(0.349458770586003*pi,3.4458721620756*pi,1.65375385997346*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(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.693180353287436*pi,3.08849763711579*pi,3.66303465458215*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];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.609941094612444*pi,0.84296247342233*pi,1.106334501458702*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[14];\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(0.226559586173466*pi,0.08967455557205295*pi,0.5935357549436802*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(0.246822781939823*pi,-0.17930077520627802*pi,0.5932921713561098*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.191100672669656*pi,0.491216520759853*pi,0.5040555285579997*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\ncx q[0],q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.701765903986415*pi,3.30452041079246*pi,4.385695406623309*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.254173415672145*pi,-0.094743870807942*pi,1.56857033034737*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.533441670378192*pi,-0.09922627420616698*pi,3.58677041537325*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(3.5*pi,3.475626574414*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.793807364915949*pi,0.50593398098711*pi,1.090322373689179*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.0523726967855151*pi) q[11];\nu3(0.266251138730242*pi,0.24606180897725705*pi,4.36136793412322*pi) q[12];\nu3(0.7742684902662*pi,0.5928014065762699*pi,0.987149972031806*pi) q[14];\ncx q[0],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.444256951605716*pi,-0.007014215642225985*pi,1.349006779213201*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,3.40707888430868*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.661498057671063*pi,-0.079107961751335*pi,0.9410142328430751*pi) q[12];\nu3(1.0*pi,0.0*pi,1.312318550759292*pi) q[13];\nu3(0.475386544825268*pi,-0.07381781719341601*pi,3.6903459984215*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[4];\ncx q[2],q[10];\ncx q[3],q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[9],q[13];\nu3(0.0*pi,-0.5*pi,0.5173921470410225*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];\ncx q[0],q[11];\nu3(3.5*pi,3.44672263305735*pi,0.5*pi) q[1];\nu3(3.5*pi,3.41210528650459*pi,0.5*pi) q[2];\nu3(3.5*pi,3.47120355340667*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.2689678037374739*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.348276491105623*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.31020519286988*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.282707201331521*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];\ncx q[1],q[4];\ncx q[2],q[10];\ncx q[3],q[8];\ncx q[7],q[14];\ncx q[9],q[13];\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(0.5*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];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,0.5803530340152085*pi) q[4];\nu3(3.5*pi,3.43161471180421*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.35709642970086*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.643859591145928*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(1.0*pi,0.0*pi,1.2410432454460611*pi) q[14];\nu3(0.333142822041762*pi,3.39286301846016*pi,1.767658315136*pi) q[0];\ncx q[1],q[4];\ncx q[2],q[10];\ncx q[3],q[8];\ncx q[7],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[13];\nu3(0.500013630422072*pi,0.42950189206812905*pi,0.5484748586120499*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(0.5*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(0.5*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(0.0*pi,-0.5*pi,4.4459245328705705*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.12153844747807*pi,3.18200695656479*pi,0.9829067004208649*pi) q[1];\nu3(0.328742479138093*pi,3.12389468036687*pi,1.45019586407934*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.263192152886249*pi,0.5072868827802299*pi,0.697041903183906*pi) q[4];\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[9];\nu3(0.745617668066332*pi,2.9684878999512*pi,3.0735048505297*pi) q[10];\nu3(0.390651698217294*pi,-0.316496433419709*pi,4.38642219648664*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(0.477310051349902*pi,-0.352140607016445*pi,4.1749328703839605*pi) q[1];\nu3(0.312892124342603*pi,-0.0007186351112080103*pi,0.5857001018096397*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.59343548390206*pi,2.84385942361881*pi,4.19162671396031*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(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0533068167853062*pi,3.28867700542626*pi,2.0656352591811897*pi) q[10];\nu3(0.417382382768023*pi,-0.18499227529372497*pi,4.1496501479335794*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,-0.5*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(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[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.578307257662026*pi,0.19007570065091395*pi,3.81758096818833*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(0.561774202611998*pi,0.15629960876013405*pi,4.13977949448459*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(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,0.0*pi,4.0*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\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(0.771797853764939*pi,-0.4176505298412422*pi,4.1591764411949494*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.258509720886186*pi,-0.397996489564637*pi,1.1013896735241429*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[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[5],q[11];\nu3(3.5*pi,3.30177512552468*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(1.0*pi,0.0*pi,1.0763916317541669*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[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.73525980086852*pi,3.49082209719675*pi,4.05131874383642*pi) q[3];\nu3(3.5*pi,3.39876864252721*pi,0.5*pi) q[5];\ncx q[6],q[10];\nu3(0.494402564580461*pi,0.43772738436137504*pi,1.158336415345555*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(1.0*pi,0.0*pi,1.29754851069531*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];\ncx q[2],q[4];\nu3(0.551162449718433*pi,0.69378165095158*pi,0.961140370343815*pi) q[3];\ncx q[5],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.405846302747681*pi,3.3801272248574*pi,1.96953592355409*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,0.5019040418123506*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.36390114877364*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[3];\nu3(1.0*pi,0.0*pi,1.0574638722238539*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[6],q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.907609063870337*pi,1.01403457219609*pi,0.978369396294485*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.475686331994369*pi) q[11];\nu3(0.365466145114368*pi,3.2342140197286*pi,0.7326357911850669*pi) q[14];\ncx q[2],q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[5],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(0.494341208626541*pi,2.62150633649552*pi,3.90532430503949*pi) q[8];\ncx q[9],q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.77574505340949*pi,0.6355694381969601*pi,4.22460991008706*pi) q[14];\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,4.46587935210482*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.441549605271787*pi,0.144266614194679*pi,1.239960758555569*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(3.5*pi,3.43921626052907*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,1.322389671609121*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[1],q[3];\ncx q[2],q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.66383893883961*pi,0.6595648142852399*pi,0.7741541333994639*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];\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(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[8];\nu3(3.5*pi,3.48086588784737*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,1.397873177448849*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];\ncx q[7],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.597498818469203*pi,-0.205094218704858*pi,3.33460137599084*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.48771326465073*pi) q[13];\nu3(3.5*pi,3.44217344424065*pi,0.5*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(0.0*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,3.49668580850015*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.220349530853968*pi) q[8];\ncx q[9],q[13];\nu3(0.70673803445295*pi,-0.4876136568681565*pi,3.27817683093628*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.298786874781769*pi) q[14];\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,0.5065447403096459*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];\ncx q[7],q[14];\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[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[3];\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(0.669251492591934*pi,-0.126507356243848*pi,4.235359460753*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[7];\nu3(0.0*pi,-0.5*pi,0.619834324705445*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(0.140829662285716*pi,-0.14828133063655202*pi,1.4344946293373089*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.47490862761987*pi) q[14];\ncx q[0],q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.241699453801709*pi,0.06262956197448499*pi,1.1855664610329542*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(0.899634419483329*pi,3.09621011231178*pi,3.23837876085904*pi) q[5];\ncx q[7],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.693246642226499*pi,-0.11694332626367399*pi,4.04246273731274*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(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.603146183054375*pi,2.90041362809965*pi,3.65318072562055*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(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*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[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(0.5*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];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[3];\nu3(0.416357852237649*pi,3.47117745492004*pi,1.2282604326731539*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(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.66088514953744*pi,0.274337218461029*pi,0.778921131547391*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[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.580898286990345*pi,3.24878862223136*pi,2.90387164972503*pi) q[0];\nu3(0.202223913020441*pi,-0.4885344414189532*pi,0.5584443370032073*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.467297185361916*pi,3.19148958032312*pi,4.33221509816171*pi) q[3];\nu3(0.38282249997831*pi,0.16999188250973096*pi,4.240869027073*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(0.602223764144738*pi,-0.313053977885989*pi,4.15008852803896*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(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.568574952431243*pi,3.04439136060002*pi,3.86198423724009*pi) q[0];\nu3(0.174065607748362*pi,3.0979719962094*pi,1.80763491302325*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.536977845740915*pi,3.30411202983582*pi,3.4097849648691*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[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(0.360861019284363*pi,2.84903252125112*pi,1.355930836977892*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[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(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.358655501770182*pi,3.04313175356797*pi,2.01747280023794*pi) q[7];\nu3(0.647675303612148*pi,3.36464483830418*pi,4.328739647081051*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.163272372175204*pi,-0.11189293660446997*pi,1.50635921608076*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nmeasure q[8] -> c[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[10];\ncx q[6],q[9];\nu3(0.407382787300333*pi,-0.378981807399434*pi,1.82112472562468*pi) q[7];\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(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[2],q[3];\nu3(3.5*pi,3.44841615122406*pi,0.5*pi) q[4];\nu3(3.5*pi,3.49602757463713*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,1.237423693868065*pi) q[9];\nu3(1.0*pi,0.0*pi,1.2270128403612741*pi) q[10];\ncx q[11],q[13];\nu3(0.585947064716261*pi,0.54225175769571*pi,4.43624901260473*pi) q[14];\ncx q[0],q[1];\nu3(3.5*pi,3.4562120889544*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.11906354795137*pi) q[3];\ncx q[4],q[10];\ncx q[6],q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,3.33248171539371*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.1552476568768029*pi) q[13];\nu3(0.791445116551592*pi,-0.147594308026399*pi,4.160943699465729*pi) q[14];\nu3(3.5*pi,3.32733418523792*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,1.279274329467029*pi) q[1];\ncx q[2],q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[5],q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.641947648335272*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.6532303923978879*pi) q[10];\ncx q[11],q[13];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[14];\ncx q[0],q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.490090054077291*pi) q[3];\ncx q[4],q[10];\nu3(3.5*pi,3.4009756395116*pi,0.5*pi) q[5];\ncx q[6],q[9];\nu3(1.0*pi,0.0*pi,1.2855336398516242*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.44038181048625*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];\nu3(0.0*pi,-0.5*pi,4.3543290733143*pi) q[1];\ncx q[2],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(1.0*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[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\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(0.695330135889195*pi,0.7647569281403099*pi,4.31463520839104*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,0.615416941686776*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.500765041688581*pi,0.394886176078603*pi,4.3236514963399095*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,1.5*pi) q[13];\nmeasure q[4] -> c[4];\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[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[7];\nu3(0.490716195676699*pi,-0.308114283956341*pi,4.44769044123167*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[11];\nu3(3.5*pi,3.41319765096304*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,1.365013271961275*pi) q[14];\nmeasure q[6] -> c[6];\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[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];\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[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(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.115040185225396*pi,3.08905834267502*pi,0.681757088470474*pi) q[5];\nu3(0.369342952562141*pi,3.16146633020152*pi,1.56890796809861*pi) q[7];\nu3(0.381470225757224*pi,0.316347112932732*pi,0.910018198490407*pi) q[9];\nu3(0.484557466660466*pi,0.42750914593799905*pi,4.39510198708224*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,0.561866433805287*pi) q[14];\nmeasure q[5] -> c[5];\nmeasure q[7] -> c[7];\nmeasure q[9] -> c[9];\nmeasure q[11] -> c[11];\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(0.886707153965312*pi,0.5422886291306299*pi,1.216939364802115*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[12],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nmeasure q[2] -> c[2];\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(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.491700581654549*pi,0.47546940713933294*pi,0.987792812300503*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nmeasure q[13] -> c[13];\nu3(0.868147354717089*pi,0.37132642474132105*pi,0.938946337841266*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.642056356840932*pi,-0.42707975801040143*pi,3.8867434676611*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nmeasure q[0] -> c[0];\nmeasure q[3] -> c[3];\nu3(1.0*pi,0.0*pi,4.0*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[14];\nu3(0.636717249462326*pi,-0.023845170093139023*pi,4.34177353863619*pi) q[1];\nu3(0.659023705438237*pi,2.62938154710022*pi,3.42646094907476*pi) q[12];\nu3(0.765736614676834*pi,-0.20787593116777398*pi,0.824353348143977*pi) q[14];\nmeasure q[1] -> c[1];\nmeasure q[12] -> c[12];\nmeasure q[14] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(0.835439963889857*pi,-0.24556846209322702*pi,3.80290887680263*pi) q[0];\nu3(0.590439116466917*pi,0.20335558502228301*pi,1.467199741359622*pi) q[1];\nu3(0.495530392622552*pi,3.22119428578411*pi,1.5023765412297*pi) q[2];\nu3(0.81255976652295*pi,0.028110417530748055*pi,1.0943031812553858*pi) q[3];\nu3(0.258128312749301*pi,0.34605032712137995*pi,4.34300584708579*pi) q[4];\nu3(0.521835553940899*pi,3.39147627362388*pi,4.4150677833767*pi) q[5];\nu3(0.535944655671804*pi,2.71111045745806*pi,1.143956245990546*pi) q[6];\nu3(0.329549379037348*pi,0.8096620780691799*pi,4.374685498462361*pi) q[7];\nu3(0.492515797983819*pi,2.52638260717623*pi,3.98196692614662*pi) q[8];\nu3(0.547030333291911*pi,2.8141285819823*pi,3.42474708854116*pi) q[9];\nu3(0.496471384719852*pi,0.69101394243152*pi,4.28106217670325*pi) q[10];\nu3(0.420353831880465*pi,2.87442068469726*pi,1.343601001141639*pi) q[11];\nu3(0.539351643902139*pi,-0.378374808919614*pi,3.54102709732721*pi) q[12];\nu3(0.346260224921331*pi,0.22784044710664997*pi,3.74444199986303*pi) q[13];\nu3(0.957042295871047*pi,-0.4667913081716005*pi,3.72010142329533*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,-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(0.5*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(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(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[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[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(0.5*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(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[11];\ncx q[2],q[14];\ncx q[3],q[5];\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[9],q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\ncx q[0],q[7];\nu3(3.5*pi,3.47015830269702*pi,0.5*pi) q[1];\nu3(3.5*pi,3.45664482834073*pi,0.5*pi) q[2];\nu3(3.5*pi,3.37294054211224*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,1.18370429406164*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(3.5*pi,3.32769807046658*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,1.2552169557138368*pi) q[11];\nu3(1.0*pi,0.0*pi,1.145829448119819*pi) q[12];\nu3(1.0*pi,0.0*pi,1.265824212349154*pi) q[14];\nu3(3.5*pi,3.35606106793687*pi,0.5*pi) q[0];\ncx q[1],q[11];\ncx q[2],q[14];\ncx q[3],q[5];\ncx q[4],q[6];\nu3(1.0*pi,0.0*pi,1.163535550498459*pi) q[7];\ncx q[9],q[12];\ncx q[10],q[13];\ncx q[0],q[7];\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(3.5*pi,3.48631716274638*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.629492482052131*pi) q[5];\nu3(1.0*pi,0.0*pi,1.218109551269423*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(3.5*pi,3.3954039095533*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.626406540718591*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.44795491345363*pi) q[12];\nu3(1.0*pi,0.0*pi,1.301118034664825*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5788753455468127*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[11];\ncx q[2],q[14];\ncx q[3],q[5];\ncx q[4],q[6];\nu3(0.0*pi,-0.5*pi,0.5301925327058292*pi) q[7];\ncx q[9],q[12];\ncx q[10],q[13];\ncx q[0],q[7];\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(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.64499988219905*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(0.5*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,0.5248659095375836*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(0.741485073446567*pi,-0.339905355902378*pi,0.5065514026319562*pi) q[1];\nu3(0.204063487971003*pi,3.16661479995268*pi,1.65566458377691*pi) q[2];\nu3(0.547071876792891*pi,0.80748618353968*pi,1.1164950571732009*pi) q[3];\ncx q[4],q[6];\nu3(0.582509952159118*pi,-0.06517401955966601*pi,0.873700622366635*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[9];\ncx q[10],q[13];\nu3(0.565750022331087*pi,3.49024870695622*pi,0.6593050900447*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.525268813800716*pi,2.79093081145042*pi,1.36577199810504*pi) q[14];\nu3(0.0660427647470355*pi,-0.243575189375206*pi,0.793728351892402*pi) q[0];\nu3(0.278673427982607*pi,0.03602484266588002*pi,3.68312958059173*pi) q[1];\nu3(0.605197713444176*pi,-0.4162412380320253*pi,1.042648749722376*pi) q[2];\nu3(0.845898144021947*pi,1.0397838152741*pi,0.8055755511863*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.326285434174925*pi,0.393025210325327*pi,4.31509949687625*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[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.101740464423905*pi,0.9903054881192399*pi,4.126163460517461*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(0.336343453905094*pi,0.8130941731935899*pi,0.673280963539053*pi) q[14];\nu3(0.866416037140956*pi,0.01721656197378396*pi,0.697353919698009*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(0.5*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(1.0*pi,0.0*pi,4.0*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(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[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,-0.5*pi,0.5*pi) q[3];\nu3(0.224333221597536*pi,-0.17337063544085002*pi,1.4217860418450599*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(0.617880356527797*pi,0.82374524956022*pi,0.603290863812265*pi) q[7];\nu3(0.32775721942463*pi,0.6406153203371301*pi,3.68256744812657*pi) q[9];\nu3(0.207595636781066*pi,-0.22080234468383098*pi,1.330067773795701*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(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.759807856262205*pi,3.11174956360141*pi,3.26583968786087*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.748773642734291*pi,-0.07539979627941001*pi,4.01424992912048*pi) q[7];\nu3(0.595648422684501*pi,0.64838628410323*pi,1.033859318850997*pi) q[9];\nu3(0.396386553395286*pi,0.410748181338326*pi,0.5587551591402458*pi) q[10];\nu3(0.665292073995908*pi,2.7039573297533*pi,4.1445820661121395*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[3];\nu3(3.5*pi,3.4543767571213*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[4];\nu3(1.0*pi,0.0*pi,1.153348000822401*pi) q[5];\nu3(0.0628797396910979*pi,0.21318968144656603*pi,0.755194759499632*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(0.741808032500791*pi,-0.247062989789193*pi,0.9545360679448089*pi) q[12];\nu3(0.735233717404943*pi,-0.08606325043414997*pi,1.1528414007252619*pi) q[13];\nu3(3.5*pi,3.46692648260498*pi,0.5*pi) q[0];\ncx q[1],q[5];\nu3(1.0*pi,0.0*pi,1.288634460809696*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.526778014828613*pi,2.93681387012196*pi,3.9400630963245*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(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.556660559879294*pi,-0.352477227572414*pi,4.11291600267099*pi) q[13];\ncx q[0],q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,4.49057803915238*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[9];\ncx q[10],q[14];\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[0];\ncx q[1],q[5];\nu3(0.0*pi,-0.5*pi,4.47957871032181*pi) q[3];\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(3.5*pi,3.39799098144589*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.254196635699095*pi) q[9];\nu3(3.5*pi,3.40701649506983*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,1.207722729637783*pi) q[14];\ncx q[0],q[3];\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[5];\ncx q[6],q[12];\ncx q[7],q[11];\ncx q[8],q[9];\ncx q[10],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,3.47297423039596*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,3.37114491952446*pi,0.5*pi) q[6];\nu3(3.5*pi,3.39086163377419*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,4.35323262732662*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.167936271034009*pi) q[11];\nu3(1.0*pi,0.0*pi,1.253416912207853*pi) q[12];\nu3(1.0*pi,0.0*pi,1.329203746864049*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5767711378887567*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];\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[5];\ncx q[6],q[12];\ncx q[7],q[11];\ncx q[8],q[9];\ncx q[10],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];\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(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.549521136753349*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.35751394485956*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5251251212823744*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,-0.5*pi,0.5*pi) q[1];\ncx q[2],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[5];\ncx q[6],q[12];\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(0.240876992297252*pi,2.68618711752287*pi,1.026917521814474*pi) q[10];\nu3(0.788317940033434*pi,0.02945856633778099*pi,1.139635383850021*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.111501618356768*pi,0.22601446669994296*pi,3.93576759082816*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(0.443670072992476*pi,-0.13979633542027597*pi,4.43010854599355*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(0.502761711624518*pi,0.417495845717915*pi,1.304521462037826*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(0.316383782045029*pi,3.47436150528166*pi,0.605392947817627*pi) q[14];\nu3(0.377536262651273*pi,2.9931672750668*pi,1.89534784835229*pi) q[0];\nu3(0.596792644634003*pi,0.50073426773194*pi,4.258980592243271*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.545247092448414*pi,-0.4503634350892425*pi,0.810266189056996*pi) q[3];\nu3(0.832748367513524*pi,0.5655630466114401*pi,0.612804292997127*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(1.0*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(0.0*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(0.684574186269441*pi,-0.068582744169351*pi,3.51070381581386*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.498913194329182*pi,-0.4012084284225427*pi,0.9725792261270829*pi) q[2];\nu3(0.0920588015417819*pi,-0.4573502630372027*pi,1.64643234661298*pi) q[3];\ncx q[4],q[14];\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(0.520072604971129*pi,3.38618515657557*pi,0.7145548845619389*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(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];\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(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.181862123916888*pi,-0.4165414978073234*pi,4.17841764543273*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.33534557743207*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(0.658239217115887*pi,0.16276343690913497*pi,4.40830752650789*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(0.0*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,1.072629082851543*pi) q[14];\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(0.0*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(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.804876932387087*pi,3.25784101044111*pi,2.78250667008411*pi) q[8];\nu3(1.0*pi,0.0*pi,4.0*pi) q[9];\nu3(0.874724942682548*pi,-0.11976531001572399*pi,4.411593782623219*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.1568795292891*pi,-0.026316315973059*pi,1.3706945057958149*pi) q[13];\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[4];\nu3(0.550018432903829*pi,2.85147815164801*pi,1.2111255767460198*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.440901316318038*pi,1.10821127488885*pi,4.154311467097751*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.71366883336502*pi,2.57931349040981*pi,3.72399815375325*pi) q[11];\nu3(0.150070876548315*pi,0.033879268024719966*pi,0.7093989661276761*pi) q[12];\nu3(0.169207607756396*pi,0.01247018591400495*pi,3.64046049343015*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5107034805009478*pi) q[14];\ncx q[0],q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[4],q[14];\nu3(0.622813954434101*pi,3.38424822406642*pi,3.40712158776507*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.584420793893496*pi,-0.18902079793499998*pi,4.22102393049128*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.156545947420176*pi,0.221520972462118*pi,1.0589696328258769*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,3.36914514201755*pi,0.5*pi) q[0];\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[6];\nu3(1.0*pi,0.0*pi,1.318028633956503*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.197857271613272*pi,0.65553335671768*pi,3.74115065455905*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[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[7];\ncx q[1],q[8];\nu3(3.5*pi,3.49402032698366*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,4.0*pi) q[4];\nu3(1.0*pi,0.0*pi,1.261208925996584*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];\ncx q[10],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(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.40582874687739*pi,0.5*pi) q[1];\ncx q[3],q[5];\nu3(0.646489674398093*pi,3.47428708256486*pi,4.2626501773314*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.3929656286278*pi) q[7];\nu3(1.0*pi,0.0*pi,1.3532592608879521*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,3.39997096325633*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.320246523223521*pi) q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\ncx q[0],q[7];\ncx q[1],q[8];\ncx q[2],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.453119426175419*pi,0.234733195662985*pi,3.51804004735297*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.44859193759961*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\ncx q[10],q[13];\nu3(0.884702863864123*pi,3.03218705457323*pi,4.132857059496089*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(3.5*pi,3.4080363614032*pi,0.5*pi) q[2];\ncx q[3],q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[6],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5387232452694074*pi) q[8];\nu3(1.0*pi,0.0*pi,1.2160167803086601*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.4034126064480095*pi) q[13];\nu3(0.625475378775266*pi,-0.43588350393888187*pi,3.64952030110022*pi) q[14];\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(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,3.49029467089427*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[10],q[13];\nu3(1.0*pi,0.0*pi,1.216317481357108*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(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(0.0*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(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5816608076712914*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(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.146532271877796*pi,0.54225799058113*pi,0.5042196873395483*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[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(0.850741543689827*pi,3.0239332950326*pi,3.01291212755207*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5051820909482903*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[0];\nu3(0.867835682218604*pi,3.00402891298647*pi,2.9995115880597*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];\ncx q[6],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.803465262016941*pi,3.4808763405868*pi,3.75057448348179*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[13];\nu3(0.613166824731947*pi,0.30731187585455*pi,1.228144765997285*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.329841247941543*pi,2.58657116410136*pi,1.0227346034352092*pi) q[2];\nu3(0.824007423436642*pi,0.05910089519162198*pi,1.161183874314103*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(0.104830901779238*pi,3.40314151815027*pi,4.29684594031563*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.357769883238044*pi,-0.363655635693018*pi,1.77312718675589*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(0.317037215228757*pi,-0.03171275938530599*pi,1.321613126072857*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.500991457287899*pi,0.99488283820899*pi,0.910829003761766*pi) q[2];\nu3(0.626434075279609*pi,-0.47884716515396*pi,3.86644949239268*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(0.378408480595106*pi,3.36029760653667*pi,1.96170540660818*pi) q[7];\nu3(0.514225234443489*pi,0.28938332073679296*pi,4.393065341753029*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(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0349440268083031*pi,2.89955341216452*pi,1.071875049003661*pi) q[5];\nu3(0.460324344293996*pi,-0.125535287536579*pi,0.7456143056273841*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(0.332421693192385*pi,-0.14603378587292698*pi,3.90467016346707*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.714962305166148*pi,-0.380226050747527*pi,3.98397825620626*pi) q[13];\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(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.158318422650101*pi,2.94775919782741*pi,1.478320091037714*pi) q[5];\nu3(0.655689043197135*pi,3.13331321826294*pi,3.92676769563041*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[9];\nu3(0.705827578354783*pi,2.94924618363968*pi,3.54232127335782*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.661859389005989*pi,3.2382511927384*pi,2.87805585974738*pi) q[13];\ncx q[2],q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[4],q[9];\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[10];\nu3(0.170140886216297*pi,-0.4376875691894573*pi,3.97615976343541*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[1],q[13];\nu3(3.5*pi,3.31662386992132*pi,0.5*pi) q[2];\ncx q[3],q[6];\nu3(3.5*pi,3.48243404326609*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,1.1934228636716568*pi) q[8];\nu3(1.0*pi,0.0*pi,1.288698120267576*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.463425670156744*pi,0.297883584321857*pi,4.35471707996736*pi) q[11];\ncx q[0],q[5];\nu3(3.5*pi,3.35231691361262*pi,0.5*pi) q[1];\ncx q[2],q[8];\nu3(3.5*pi,3.34342484322233*pi,0.5*pi) q[3];\ncx q[4],q[9];\nu3(1.0*pi,0.0*pi,1.2063766705695271*pi) q[6];\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,1.1666069464863709*pi) q[13];\nu3(3.5*pi,3.46560289408232*pi,0.5*pi) q[0];\ncx q[1],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.2357887129987821*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.41415913452127*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.440310715819701*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];\ncx q[0],q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[9];\nu3(0.0*pi,-0.5*pi,4.4372990613988605*pi) q[6];\ncx q[7],q[11];\ncx q[10],q[12];\nu3(0.0*pi,-0.5*pi,0.5516165911550148*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[13];\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[4];\nu3(0.0*pi,-0.5*pi,0.5357758562813165*pi) q[5];\nu3(3.5*pi,3.4887823640368*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(3.5*pi,3.49561610794465*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.110275244383164*pi) q[11];\nu3(1.0*pi,0.0*pi,1.192135178290966*pi) q[12];\ncx q[0],q[5];\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[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];\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[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[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,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,0.5630471481994292*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.4823809653858895*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.90155277547241*pi,-0.267540454514263*pi,0.5630770557178184*pi) q[0];\nu3(0.109165181164449*pi,-0.11272954621528603*pi,4.48640347332097*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(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.385217267208736*pi,3.4270087756549*pi,0.769012926173837*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[10],q[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[13];\nu3(0.176851710475447*pi,2.88040125438029*pi,1.66961773139016*pi) q[0];\nu3(0.453665969754848*pi,3.46026117842062*pi,1.59577425367216*pi) q[1];\nu3(0.100671290524108*pi,2.75958005221243*pi,1.72157000432852*pi) q[2];\nu3(0.212493028435766*pi,3.26049414143453*pi,0.842692962768463*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.656027683567978*pi,2.99609771661774*pi,4.20800764160714*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[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(0.676461602270415*pi,0.53733890247601*pi,1.130048275142308*pi) q[13];\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(0.1103784518602*pi,2.66698291965765*pi,1.2865539545017302*pi) q[2];\nu3(0.830881517680074*pi,3.27176686697466*pi,3.95722630104846*pi) q[3];\nu3(0.809971226530671*pi,0.19038018965759795*pi,1.66555782225745*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(0.274392817765584*pi,-0.285478577943941*pi,1.156026298438149*pi) q[7];\nu3(0.845955453753734*pi,-0.4096712387973655*pi,0.51583674397867*pi) q[8];\nu3(0.439044211982749*pi,3.3349767612228*pi,0.84297175797258*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.79055344136352*pi,-0.23115816477130102*pi,3.64939839082851*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.6424650081212*pi,-0.15108353144353398*pi,4.04846969605552*pi) q[13];\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];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.214232468685867*pi,0.61671133062086*pi,3.7689094309917*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.867006531960541*pi,2.66490271945979*pi,3.37306227449085*pi) q[6];\nu3(0.0823379184721872*pi,-0.06253343981425502*pi,4.22531810421305*pi) q[7];\nu3(0.633060343087945*pi,1.0587024393906*pi,0.646639269998044*pi) q[8];\nu3(0.433151205357503*pi,0.35990840658696*pi,0.887805634445578*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.365137762028029*pi,0.56606319796657*pi,4.0939570743669*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[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(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.914658435271607*pi,2.92830767936144*pi,4.17358421408725*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(0.5*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];\ncx q[1],q[13];\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];\ncx q[5],q[11];\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(0.588770136128725*pi,-0.4583303611848524*pi,0.67678621077784*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(3.5*pi,3.45881237064344*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(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,3.32704910296142*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(0.537350155149054*pi,0.28337647948020395*pi,1.123096733642961*pi) q[10];\nu3(1.0*pi,0.0*pi,1.114733647253305*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.230744248454072*pi) q[13];\ncx q[1],q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\ncx q[5],q[11];\ncx q[7],q[9];\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(0.662980477392686*pi,0.32196877644693*pi,1.468249834582012*pi) q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[4],q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(3.5*pi,3.35404388338672*pi,0.5*pi) q[7];\ncx q[8],q[14];\nu3(1.0*pi,0.0*pi,1.224598559596088*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.4972114912952605*pi) q[11];\nu3(0.537267539816141*pi,3.15030995003453*pi,0.5510655017979877*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.48752631277611*pi) q[13];\ncx q[1],q[13];\ncx q[2],q[10];\nu3(3.5*pi,3.41343151319676*pi,0.5*pi) q[4];\ncx q[5],q[11];\nu3(1.0*pi,0.0*pi,1.328522025112703*pi) q[6];\ncx q[7],q[9];\nu3(3.5*pi,3.44983357344023*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,1.218994697463921*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,3.47092140489692*pi,0.5*pi) q[2];\ncx q[4],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\ncx q[8],q[14];\nu3(0.0*pi,-0.5*pi,4.36626201268723*pi) q[9];\nu3(1.0*pi,0.0*pi,1.2035005468542361*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[1];\ncx q[2],q[10];\ncx q[3],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.4332520592131*pi) q[6];\ncx q[7],q[9];\nu3(0.5*pi,0.0*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(0.0*pi,-0.5*pi,0.5646920832694242*pi) q[14];\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,3.42255829158485*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];\ncx q[8],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5221673775126883*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.357018387737014*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[1];\ncx q[2],q[10];\ncx q[3],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.101407565219827*pi,-0.24621882123231598*pi,4.33060383687943*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(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,-0.5*pi,0.5*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(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.420119534713114*pi,0.029407525676601987*pi,3.68104242232079*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(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5327531990814918*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(0.360829320187688*pi,0.09233334121242598*pi,1.331609540778699*pi) q[1];\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(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(0.538787867779194*pi,0.357511137772353*pi,1.398685122674751*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(0.316285424876255*pi,3.2275281479707*pi,1.63432561630331*pi) q[11];\nu3(0.784852241861267*pi,0.6869161141553899*pi,1.212523777262007*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.551924872017374*pi,-0.386943099331406*pi,4.0817786562101706*pi) q[1];\nu3(0.646961062756512*pi,2.94966291057484*pi,3.57832029349379*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(1.0*pi,0.0*pi,4.0*pi) q[7];\nu3(0.632322585051287*pi,-0.4852068307961814*pi,0.5745085508975999*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(0.550891496601298*pi,2.99842160184881*pi,3.11881505055062*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.619360661355603*pi,3.06236807108269*pi,3.23197282875117*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[1];\nu3(0.499162836834823*pi,0.9024611184289599*pi,0.926043390122167*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.363461243653953*pi,3.34348036159427*pi,4.43423179388789*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(0.675794719020181*pi,3.26077968581336*pi,4.14274332379064*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(0.5*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(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.365990159303106*pi,0.39158771326284203*pi,0.608081535120608*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(0.629984556062212*pi,-0.16996396252475798*pi,3.81055783448167*pi) q[3];\nu3(0.574327688609429*pi,0.25594346784798305*pi,4.248928480605009*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(0.798882557963372*pi,2.94832579302364*pi,4.31080173207814*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,4.0*pi) q[9];\nu3(0.718285392670514*pi,3.06068286965251*pi,4.0013946499210995*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(1.5*pi,0.0*pi,1.5*pi) q[13];\nu3(0.578356073107059*pi,2.95843215131268*pi,3.87386943232787*pi) q[14];\ncx q[0],q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.739247410369641*pi,0.40828676303440403*pi,0.71861474251136*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.235469178373801*pi,0.6153057990303601*pi,4.1950272826549195*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(0.549210721840143*pi,0.43171601793954595*pi,1.380174367405461*pi) q[9];\nu3(0.549758522691824*pi,2.76745474240023*pi,1.192219068223652*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(3.5*pi,3.28975469275181*pi,0.5*pi) q[0];\ncx q[1],q[8];\nu3(1.0*pi,0.0*pi,1.1221443109126978*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(0.565042277601762*pi,-0.4691796178185688*pi,3.84213904580361*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.843930297932025*pi,0.27573420126176196*pi,0.999265729974536*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.85066655147959*pi,0.6880678897827199*pi,4.49982616935991*pi) q[12];\ncx q[13],q[14];\ncx q[0],q[2];\nu3(3.5*pi,3.40100250685736*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[6];\nu3(1.0*pi,0.0*pi,1.369831861947082*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(0.266615656988353*pi,0.55399834203518*pi,0.5146810239703166*pi) q[12];\nu3(3.5*pi,3.35704558002461*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.1476884512361551*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[8];\nu3(0.0*pi,-0.5*pi,0.5355439490773861*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(1.5*pi,0.0*pi,1.5*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[12];\ncx q[13],q[14];\ncx q[0],q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[5],q[9];\ncx q[6],q[7];\nu3(0.0*pi,-0.5*pi,0.5015163260612963*pi) q[8];\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,0.5703273928907207*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[10];\ncx q[4],q[12];\nu3(3.5*pi,3.44237538223265*pi,0.5*pi) q[5];\nu3(3.5*pi,3.49583382782951*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.229341957829196*pi) q[7];\nu3(1.0*pi,0.0*pi,1.194909489688702*pi) q[9];\ncx q[13],q[14];\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(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.37320844737191*pi,0.5*pi) q[3];\nu3(3.5*pi,3.48396377771138*pi,0.5*pi) q[4];\ncx q[5],q[9];\ncx q[6],q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.207854003371587*pi) q[10];\nu3(1.0*pi,0.0*pi,1.267301049085191*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(0.426236698727929*pi,0.80318818778363*pi,0.5417075248457422*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[10];\ncx q[4],q[12];\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,4.37931717972108*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.501246325975615*pi) q[9];\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(0.500050426529298*pi,-0.08743017193186797*pi,1.346519969316563*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[1];\nu3(0.694899068417485*pi,0.8338359071863299*pi,0.931127773259102*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];\ncx q[5],q[9];\ncx q[6],q[7];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.610192884641326*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.47468222361095*pi) q[12];\nu3(0.235020983319808*pi,3.40312504260167*pi,2.02013305031951*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[0];\nu3(0.589669684298848*pi,0.17037945624512996*pi,3.76041663478901*pi) q[1];\nu3(0.541982168105062*pi,-0.19367818904182799*pi,0.640771737319141*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(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.7296228710845*pi,-0.007621883332995016*pi,0.857098358864934*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.377824541142966*pi,0.6911895999611499*pi,0.5768496615946272*pi) q[13];\nu3(0.463684334458224*pi,0.254280135579254*pi,3.53236972128622*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.470248039324712*pi,3.39729022065981*pi,3.20263541607752*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(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.274637003457405*pi,0.32772487756993796*pi,3.44741086193559*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(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.553854032949685*pi,0.409899096173561*pi,4.470301112659159*pi) q[14];\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[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.690777750890933*pi,0.400078072240296*pi,1.58521676499306*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[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];\ncx q[0],q[13];\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(0.339526403367976*pi,0.420719694924256*pi,4.39932458620219*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.802540246522016*pi,-0.030862837327080006*pi,1.193706381954486*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[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.46346334513565*pi,0.5*pi) q[0];\nu3(0.233948930221295*pi,2.37363258655107*pi,1.2098172614675589*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(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.338041924957276*pi,0.8620800114837499*pi,3.88782912108198*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(1.0*pi,0.0*pi,1.171145868263522*pi) q[13];\ncx q[0],q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.644202676972747*pi,0.7929576309728801*pi,4.35502982913963*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.59346821693486*pi,0.91070090897913*pi,4.42974393174607*pi) q[6];\nu3(0.293000707596348*pi,2.78352871914241*pi,1.275023493145196*pi) q[7];\nu3(0.655450007013402*pi,0.65907180765944*pi,4.26697499755455*pi) q[9];\nu3(0.589025877666648*pi,-0.281137830387931*pi,3.34148578918428*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[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.514661344245012*pi,0.7268630151017901*pi,0.9301294960511279*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.576476898483088*pi,3.31399157633147*pi,4.04529188454448*pi) q[6];\nu3(0.489239181705006*pi,3.28130781678552*pi,3.30598476549217*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.307911964345712*pi,2.92495748419464*pi,1.0408474542701631*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5266947252094173*pi) q[13];\ncx q[0],q[13];\ncx q[3],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(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[10];\nu3(0.596852519269628*pi,-0.05711113825719999*pi,0.622610178799319*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[2],q[7];\nu3(3.5*pi,3.33611296632501*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,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.3018110825610671*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.443120727590969*pi,-0.055140206184293994*pi,4.31209641699316*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.508247640337441*pi,2.7945259845268*pi,1.120412237009512*pi) q[0];\nu3(3.5*pi,3.33102686625396*pi,0.5*pi) q[2];\ncx q[3],q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,3.4812743343887*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.176006059217105*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[12];\nu3(0.747784869930848*pi,-0.188794779893931*pi,3.55724434045065*pi) q[13];\nu3(1.0*pi,0.0*pi,1.250033721692916*pi) q[14];\nu3(0.527290107215589*pi,-0.31368973844355696*pi,3.77622176078979*pi) q[0];\ncx q[2],q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\ncx q[5],q[14];\nu3(0.0*pi,-0.5*pi,4.36018375913135*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(0.473179250799854*pi,0.6604944484194799*pi,0.737050023950699*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[2];\ncx q[3],q[8];\ncx q[4],q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.5158330857885138*pi) q[7];\ncx q[9],q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.678170343494952*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[2],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,3.48379675608757*pi,0.5*pi) q[4];\ncx q[5],q[14];\nu3(1.0*pi,0.0*pi,1.244232980293426*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,3.46422039007974*pi,0.5*pi) q[9];\ncx q[10],q[11];\nu3(1.0*pi,0.0*pi,1.150372206199071*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[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[6];\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(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[9],q[12];\nu3(3.5*pi,3.42239346206323*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.385198676738817*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.902577483951024*pi,-0.19589986721207098*pi,3.35519267044596*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,0.5885788693271405*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];\ncx q[10],q[11];\nu3(0.0*pi,-0.5*pi,0.5235856168816128*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.617452917908538*pi,-0.08309952440683*pi,0.987664740055769*pi) q[2];\nu3(1.0*pi,0.0*pi,4.0*pi) q[3];\ncx q[4],q[6];\nu3(0.427591183548949*pi,0.191558674711109*pi,3.98787290661201*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];\ncx q[9],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.576984883556535*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.673034747969164*pi,0.86367280701096*pi,0.938849627442626*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0707435869034645*pi,-0.28921605634943104*pi,0.5808297254571783*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.434210597010715*pi,-0.32992087523521196*pi,1.245601670513559*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];\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(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.255095710141078*pi,2.40729121388483*pi,1.219784250637227*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(0.562891403771496*pi,-0.031515243988209984*pi,3.48618670818615*pi) q[7];\nu3(0.354489482264667*pi,3.29699925438406*pi,4.48474595541164*pi) q[8];\nu3(0.286424115346318*pi,0.29903786757706396*pi,0.774357382567189*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(0.833341172953385*pi,0.43453660236179104*pi,1.270269002006879*pi) q[12];\nu3(0.533922510292547*pi,-0.23196168011636098*pi,0.7674171445091089*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.286298771087361*pi,-0.04864986568392299*pi,0.741238861250212*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(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.804718640431501*pi,2.85722912187939*pi,3.30796391396641*pi) q[8];\nu3(0.602822921909907*pi,3.07081466343255*pi,3.91504434290327*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(0.575259227955577*pi,3.06874965927012*pi,3.23677305400116*pi) q[12];\nu3(0.364590451229804*pi,-0.21803754803687703*pi,0.91143058679319*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.57043548393469*pi,0.8714241568069601*pi,4.43054551576976*pi) q[4];\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];\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(3.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[7];\nu3(0.828301756754797*pi,0.19354713706105497*pi,1.090109694081949*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*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(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.35858552850788*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,3.49357290187837*pi,0.5*pi) q[5];\nu3(0.443434261287443*pi,-0.011497813219135011*pi,0.707398694739288*pi) q[6];\nu3(1.0*pi,0.0*pi,1.2335284629185739*pi) q[7];\nu3(1.0*pi,0.0*pi,1.193945140316605*pi) q[8];\nu3(0.286900654498512*pi,0.09116406515909403*pi,3.71601523613284*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[0],q[8];\ncx q[2],q[4];\ncx q[5],q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.729440765918597*pi,-0.26190131877162104*pi,3.48697205012633*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.4868988251722*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.291062872976918*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,0.614397589702298*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.316934242678499*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.207054361504901*pi,3.38176120704011*pi,1.4530780668603231*pi) q[11];\ncx q[12],q[14];\ncx q[0],q[8];\ncx q[1],q[6];\ncx q[2],q[4];\ncx q[3],q[10];\ncx q[5],q[7];\nu3(0.55983674717818*pi,0.6216452422685099*pi,0.659586383146787*pi) q[11];\nu3(3.5*pi,3.46014797569664*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.35316377253377*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,3.41368017183231*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(3.5*pi,3.32922350525414*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.46196923507678*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.331329810778596*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,0.0*pi,1.175551894019633*pi) q[10];\nu3(3.5*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[0];\ncx q[1],q[6];\ncx q[2],q[4];\ncx q[3],q[10];\nu3(0.868571652343332*pi,1.01155962284826*pi,0.7666492349417571*pi) q[5];\nu3(0.526663108980418*pi,-0.013394503100445987*pi,4.04885759446225*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(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.3771171821168195*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(0.0*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(0.13795761958454*pi,0.46377583202568895*pi,0.5337085734536623*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.32435384143786*pi) q[6];\nu3(0.284828859559466*pi,3.04117345587078*pi,0.915405299039513*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,0.6518427176536*pi) q[10];\ncx q[12],q[14];\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];\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[5];\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,3.36344657512551*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.278523719948578*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,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(1.5*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,1.5*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(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.638249194674595*pi,2.68661899474289*pi,3.57752926278671*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(0.0*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(0.0*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,4.437056738803291*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(0.744285776234076*pi,0.360907625375974*pi,4.01654757287719*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(0.509063870450047*pi,0.0035560003621859515*pi,0.5844571408304967*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(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(1.0*pi,0.0*pi,4.0*pi) q[8];\ncx q[9],q[11];\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(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[1];\nu3(0.785187806589723*pi,0.031001862788371026*pi,0.721232121792718*pi) q[2];\nu3(0.708887950052838*pi,0.039992367461123*pi,3.83049892492617*pi) q[3];\nu3(0.603463541856023*pi,-0.320023839258175*pi,3.52033591085274*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.330891002504104*pi,3.2403867257335*pi,1.311731836149666*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.329616522651437*pi,-0.34177541800911604*pi,1.76791837706379*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(0.0*pi,-0.5*pi,1.5*pi) q[14];\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(0.507694992054117*pi,-0.309942695930376*pi,0.723263273735895*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.626674324287074*pi,0.431037035964018*pi,0.762826424573775*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.672598523111513*pi,3.11329450214564*pi,3.42273822939672*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.666823198697823*pi,2.69293564602302*pi,3.3587476709572*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,-0.5*pi,0.5*pi) q[0];\nu3(0.203238513141858*pi,0.75664804305521*pi,0.5815373183611607*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(0.960346627436096*pi,-0.4045112086151222*pi,0.5842902604577584*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(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.442704774810131*pi,3.17308794065859*pi,1.84900709703408*pi) q[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.2379476915418*pi,3.18660332398628*pi,1.51796593897483*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(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.384229305162842*pi,3.06072395028655*pi,0.967013787290006*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(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.527336567034283*pi,3.28156155957494*pi,3.45437739107999*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\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(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*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,-0.5*pi,0.5*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[12];\nu3(0.299069896353927*pi,0.397384513838405*pi,4.35268516459519*pi) q[14];\nu3(3.5*pi,3.4553643065804*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[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.529548916443616*pi,-0.372530584467951*pi,3.56038641543129*pi) q[9];\nu3(1.0*pi,0.0*pi,1.1443785392879189*pi) q[10];\nu3(0.00762371728953082*pi,3.03753324439261*pi,0.7044438351215561*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.842674210001643*pi,-0.18332057488041797*pi,0.605230378067585*pi) q[14];\ncx q[0],q[10];\ncx q[1],q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[12];\ncx q[8],q[13];\nu3(0.314444039529217*pi,-0.158967384747062*pi,0.614253010864398*pi) q[9];\nu3(0.511184459761047*pi,-0.393400086987083*pi,4.07961645004767*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(3.5*pi,3.49869706519225*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.2473256546727631*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(3.5*pi,3.43872348658791*pi,0.5*pi) q[7];\nu3(3.5*pi,3.44630405511291*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,4.43502074278431*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.095727010670386*pi) q[12];\nu3(1.0*pi,0.0*pi,1.274012543913729*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[10];\ncx q[1],q[4];\ncx q[5],q[14];\ncx q[7],q[12];\ncx q[8],q[13];\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[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[3],q[11];\nu3(0.0*pi,-0.5*pi,4.35265815135384*pi) q[4];\nu3(3.5*pi,3.48803988722195*pi,0.5*pi) q[5];\ncx q[6],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.5*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,4.44608574936729*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.392493322620171*pi) q[13];\nu3(1.0*pi,0.0*pi,1.277584481959231*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[4];\nu3(3.5*pi,3.4204074761829*pi,0.5*pi) q[3];\ncx q[5],q[14];\nu3(3.5*pi,3.45799465066351*pi,0.5*pi) q[6];\ncx q[7],q[12];\ncx q[8],q[13];\nu3(1.0*pi,0.0*pi,1.3245827615792591*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.283068310720221*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];\ncx q[3],q[11];\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[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(0.0*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,4.45942494555643*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(0.5*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(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.42581469050076*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.4899479302552905*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(0.230079218695044*pi,0.5064706058759401*pi,4.18478490374683*pi) q[0];\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(0.0*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(0.0*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[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(0.496173786132295*pi,2.5766614744266*pi,1.021000239353992*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(0.5*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(0.0*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[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(0.5*pi,-0.5*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[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(0.582465576481966*pi,0.405932697793553*pi,1.004208983962179*pi) q[7];\nu3(0.767728150426122*pi,-0.29956361812924603*pi,1.1536574445959968*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.794001710769766*pi,0.18052967497806505*pi,1.2918394156191981*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[0];\nu3(0.124272028069792*pi,3.15025435203334*pi,1.79980547077103*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.615201418986459*pi,0.26201587132930304*pi,3.97831185232214*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(0.728519023613701*pi,-0.10186064947733098*pi,0.963333186738238*pi) q[7];\nu3(0.253606002382047*pi,0.44882873571401405*pi,3.45236789224382*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.353463833768075*pi,2.88612130988418*pi,1.0655837573662499*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(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.2598646776836*pi,3.03308542163533*pi,1.60874798311941*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.646203377151273*pi,2.77040498598848*pi,4.22867041905312*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(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(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.46540539544877*pi,3.0139414373336*pi,0.5886217417694082*pi) q[12];\nu3(0.897976907512461*pi,2.65011716481745*pi,4.03223986657733*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(3.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[10];\nu3(0.550755531710677*pi,0.266921997927307*pi,3.70031098175779*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.23423094399783*pi,3.49807158128229*pi,0.881188258822883*pi) q[5];\nu3(0.715897750438859*pi,2.77683196241419*pi,3.93695733586231*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(0.287149623735527*pi,2.87782246912944*pi,1.31066664931586*pi) q[12];\nu3(0.45305754541937*pi,3.38538540985465*pi,4.47716301420195*pi) q[13];\nu3(0.582710951250269*pi,2.72179358962526*pi,3.36998187116843*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(3.5*pi,3.29861773295752*pi,0.5*pi) q[2];\nu3(0.561529263878613*pi,-0.4187986016162337*pi,3.50273473548081*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.409743416100624*pi,3.49521341869925*pi,1.61839931238863*pi) q[5];\nu3(0.742030537236091*pi,3.13281840707929*pi,3.61863271296413*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.154703358174865*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[13];\nu3(0.545954592502802*pi,-0.07481426321742402*pi,0.5372866145357211*pi) q[14];\ncx q[2],q[10];\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(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0761240287454238*pi,0.05841770710235605*pi,4.28086138041216*pi) q[9];\nu3(0.657586571554172*pi,2.85498498865046*pi,3.20747723105717*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];\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(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.304657675783065*pi,0.034813846369875945*pi,0.748881891053335*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5346318375148491*pi) q[10];\nu3(0.7637458731653*pi,0.37349735192199196*pi,1.2094376996210499*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[14];\nu3(3.5*pi,3.41310663595729*pi,0.5*pi) q[1];\ncx q[2],q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\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[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.272548757541506*pi) q[13];\nu3(3.5*pi,3.40772260518384*pi,0.5*pi) q[0];\ncx q[1],q[13];\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[5];\nu3(3.5*pi,3.29900901012347*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.2330107279062439*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(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.3314228712988871*pi) q[14];\ncx q[0],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.700439263617827*pi,3.18938101843663*pi,3.89686973324765*pi) q[2];\ncx q[3],q[8];\ncx q[4],q[9];\ncx q[5],q[11];\ncx q[6],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.42743656992843*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[13];\nu3(0.361497971661443*pi,0.5083283253478901*pi,4.06141760884882*pi) q[2];\nu3(3.5*pi,3.40454699934836*pi,0.5*pi) q[3];\nu3(3.5*pi,3.47365177247783*pi,0.5*pi) q[4];\nu3(3.5*pi,3.48247918025926*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,0.643093276787225*pi) q[7];\nu3(1.0*pi,0.0*pi,1.209854356293623*pi) q[8];\nu3(1.0*pi,0.0*pi,1.334395722881685*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.179688704423987*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.639113494686581*pi) q[14];\ncx q[0],q[14];\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[9];\ncx q[5],q[11];\ncx q[6],q[7];\nu3(0.548891377438891*pi,2.6300470745954*pi,3.56638353744675*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[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(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(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.33669228698589*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.47198953013602*pi) q[9];\nu3(0.166062399101066*pi,2.79184359275343*pi,1.257122206638535*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.489190184115889*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[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[3],q[8];\ncx q[4],q[9];\ncx q[5],q[11];\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(0.5*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(0.686733275134626*pi,-0.280916570435951*pi,3.25718202478179*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(0.166967997248103*pi,3.30821224321351*pi,0.7055628321899869*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[9];\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(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.400167078659469*pi,0.19731079740271895*pi,4.01584983158825*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(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.199208840829118*pi,2.84095800872096*pi,1.097144453353604*pi) q[6];\nu3(0.768461616518531*pi,3.30249663113905*pi,4.1341352146147*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,-0.5*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];\nu3(0.425719847958086*pi,0.438037644675467*pi,4.41235015847977*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(0.660975584642456*pi,2.98700375500106*pi,3.70526592065771*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(0.437724795995034*pi,3.14905397239789*pi,3.33166086953725*pi) q[13];\nu3(0.792312111010979*pi,-0.16673430161378*pi,3.95288179881372*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.49536685718235*pi,0.449915683773073*pi,4.44342884843795*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[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(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[11];\nu3(0.789353122819457*pi,0.357701996255002*pi,1.25942893489922*pi) q[13];\nu3(0.760738348927623*pi,0.20108448364527698*pi,4.1208011093355*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(0.606334958724753*pi,0.51670630532948*pi,0.620556313038641*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.389779161913959*pi,0.14007853470241205*pi,4.0637002123516*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(0.5*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(3.5*pi,-0.5*pi,0.5*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(0.405295536037617*pi,0.99859824101201*pi,4.437350494214471*pi) q[3];\nu3(0.566665251837065*pi,-0.356102172590704*pi,1.066555233606422*pi) q[4];\nu3(0.272215459443208*pi,0.6604404571676601*pi,0.740645523002387*pi) q[5];\ncx q[6],q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.738376122555094*pi,0.07705519286278095*pi,0.655853252379921*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(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.224498023278986*pi,-0.49358656598646083*pi,1.169243578954194*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,3.32079747028522*pi,0.5*pi) q[6];\nu3(0.423908547681109*pi,3.40858937319488*pi,1.1975903844492009*pi) q[8];\nu3(0.420474097814537*pi,0.015018616373420945*pi,3.59475804308602*pi) q[9];\nu3(1.0*pi,0.0*pi,1.26719933514623*pi) q[10];\nu3(0.4148010149074*pi,-0.287783676683175*pi,4.0534837911481105*pi) q[11];\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(3.5*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[10];\nu3(0.581125095775547*pi,-0.384711092663081*pi,3.87628400423846*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.260576682966259*pi,0.399063696354525*pi,0.68360220110195*pi) q[11];\ncx q[0],q[5];\ncx q[1],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(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,0.506231322296637*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,3.41690325616532*pi,0.5*pi) q[0];\nu3(3.5*pi,3.47574318066158*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.31338430029866*pi) q[2];\ncx q[3],q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.2635211382422749*pi) q[5];\ncx q[6],q[10];\ncx q[9],q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\ncx q[0],q[5];\ncx q[1],q[2];\nu3(3.5*pi,3.34613820487986*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[6];\nu3(1.0*pi,0.0*pi,1.2705693084698169*pi) q[8];\nu3(3.5*pi,3.4246589085514*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\ncx q[11],q[13];\nu3(1.0*pi,0.0*pi,1.2269824711613468*pi) q[12];\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,4.40481617687565*pi) q[2];\ncx q[3],q[8];\ncx q[4],q[14];\nu3(0.0*pi,-0.5*pi,0.5753593457871227*pi) q[5];\nu3(0.822158523463983*pi,0.88920684150448*pi,0.678127888542713*pi) q[6];\ncx q[9],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(3.5*pi,3.35437268653782*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.206099234588284*pi) q[13];\ncx q[0],q[5];\ncx q[1],q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(3.5*pi,3.36795976149344*pi,0.5*pi) q[4];\nu3(0.578671750355688*pi,-0.0010237794866300165*pi,1.420306027664751*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5186510922993413*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];\ncx q[11],q[13];\nu3(0.0*pi,-0.5*pi,4.49812472385132*pi) q[12];\nu3(1.0*pi,0.0*pi,1.141433884292602*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];\ncx q[3],q[8];\ncx q[4],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[9],q[12];\nu3(0.276261504345025*pi,3.41856829449722*pi,0.5320953500918946*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5359655158336505*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(0.0*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,-0.5*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];\nu3(0.250813205131392*pi,-0.253186730773014*pi,3.92420558832211*pi) q[10];\ncx q[11],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.48297326079273*pi) q[14];\nu3(0.26013384561484*pi,0.16794639517405796*pi,3.53427646805661*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];\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[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,-0.5*pi,0.5*pi) q[13];\nu3(0.60317151589208*pi,3.38302523378339*pi,4.01194791221263*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(0.469491526963381*pi,0.80377808198912*pi,0.5010322010911694*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,0.0*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,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(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.420348496120157*pi,3.37585790980294*pi,4.24291539125548*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.75626777940812*pi,-0.07278990488764597*pi,1.317875929922653*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.399364041444869*pi,0.18333184118645496*pi,3.75278557591292*pi) q[5];\nu3(0.680145592573623*pi,3.30199830783225*pi,3.78021773173631*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.480745671283976*pi,2.92089360433454*pi,3.66416701000187*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(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.328652344772509*pi,3.35024919786956*pi,2.10937801919856*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(0.970076266710541*pi,0.09625641455034695*pi,3.95875737263382*pi) q[5];\nu3(0.544437750201427*pi,0.11887386878831296*pi,4.11413932336563*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.147473517172376*pi,3.30970042888594*pi,1.91960189056877*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.481339646020867*pi,3.09322560013061*pi,1.80887660088826*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(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.352442115166551*pi,0.47612253496281*pi,4.40133814614624*pi) q[2];\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[8];\nu3(0.480845638122216*pi,0.81048144384676*pi,3.94064399514359*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.467405125308542*pi,3.3979680036453*pi,3.25981571272078*pi) q[12];\nu3(0.396587364935183*pi,0.5881030868402499*pi,0.7401495418057911*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(0.567783281175884*pi,0.80063179848864*pi,1.180429162581565*pi) q[2];\nu3(0.382746597441564*pi,0.356875930980071*pi,3.82662871273999*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[8];\nu3(0.613084171140633*pi,0.5710440234980101*pi,1.191680572421249*pi) q[9];\nu3(0.277800494058827*pi,2.83089250955059*pi,1.57593321672654*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];\ncx q[0],q[7];\ncx q[1],q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.181592453101236*pi,-0.26803125266144*pi,4.350925581221*pi) q[4];\ncx q[5],q[10];\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,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(3.5*pi,3.49254481959309*pi,0.5*pi) q[0];\nu3(3.5*pi,3.29558657025509*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,1.228679870905812*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,3.28858242944564*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.218473134740911*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(1.0*pi,0.0*pi,1.219509185860018*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.216349700007784*pi,0.21250963846789805*pi,3.75727020323735*pi) q[14];\ncx q[0],q[7];\ncx q[1],q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\ncx q[5],q[10];\ncx q[8],q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.0899268816238935*pi,0.06773350593049698*pi,0.942714896472927*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(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.48923424693493*pi) q[3];\ncx q[4],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.426831274169301*pi) q[7];\nu3(3.5*pi,3.44305733451331*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.44599206953745*pi) q[10];\nu3(1.0*pi,0.0*pi,1.2949355712420139*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[7];\ncx q[1],q[3];\ncx q[2],q[6];\nu3(3.5*pi,3.4295717783831*pi,0.5*pi) q[4];\ncx q[5],q[10];\ncx q[8],q[13];\nu3(1.0*pi,0.0*pi,1.241211760235788*pi) q[9];\ncx q[12],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,3.43349523385691*pi,0.5*pi) q[2];\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];\nu3(1.0*pi,0.0*pi,1.193850210869401*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,1.5*pi) q[10];\nu3(3.5*pi,3.34371719922601*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5774280306399344*pi) q[13];\nu3(1.0*pi,0.0*pi,1.2356595651845281*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];\ncx q[2],q[6];\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,1.5*pi) q[7];\ncx q[8],q[13];\nu3(0.0*pi,-0.5*pi,4.38361455720785*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\ncx q[12],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];\ncx q[4],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.45490380074642*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(0.5*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,0.5584900837263098*pi) q[14];\nu3(0.5*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[6];\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,4.0*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(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[12],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.553354589025561*pi,-0.330456750123549*pi,3.74501114063739*pi) q[0];\nu3(0.0327352964638192*pi,2.5005395986995*pi,1.0570130499666401*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(0.610170902168712*pi,3.35721408470711*pi,0.5586240377787496*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(0.736539930216927*pi,3.45611684423993*pi,3.7773236481857*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[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(0.687349890445666*pi,0.24815762173780098*pi,4.1345181651409995*pi) q[0];\nu3(0.177098629477518*pi,-0.02317766426489598*pi,1.329502357628935*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.549801811679872*pi,0.10813667418935802*pi,4.01067928248881*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.26182343811878*pi,1.04115066676287*pi,4.24855323645556*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(0.203852704859903*pi,3.22882152042797*pi,1.76503025684807*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.66459239355445*pi,2.89826666731723*pi,3.74189590615539*pi) q[10];\nu3(0.778355680372599*pi,-0.129650362889405*pi,0.9637120586078489*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[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(0.574777751263152*pi,3.39395330280561*pi,3.30087959224558*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(0.915721134965806*pi,0.80819390535114*pi,4.47750697688943*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(0.639249850777851*pi,2.94438660533937*pi,4.41532103284155*pi) q[10];\nu3(0.80378127682476*pi,0.21637851060402702*pi,1.69419936951737*pi) q[12];\nu3(0.455920465551487*pi,2.74660649880015*pi,1.426078178571522*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(0.0*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(0.5*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(0.473449668984382*pi,2.85699549807382*pi,3.6078039575077*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(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.776896565010254*pi,0.272608329866176*pi,1.224720594620528*pi) q[13];\nu3(0.49403904100677*pi,0.013325708345567011*pi,4.1418733420056*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.218512222922729*pi,3.05673428946742*pi,0.920558375759986*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.183232392414473*pi,-0.332239340469225*pi,0.866778761677094*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(0.838016073485067*pi,0.51099253743912*pi,1.4305216896759911*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(0.550184641996136*pi,-0.15273550634788102*pi,0.8705305185391821*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.501746382394338*pi,3.04400536087335*pi,3.24214528636393*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.80364270919958*pi,3.11515958299924*pi,3.03912110065311*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(0.49073992440748*pi,-0.27642495604150397*pi,3.64038873716468*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[1],q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.648652933617607*pi,-0.250560418692292*pi,0.859130177480272*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[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[9];\nu3(3.5*pi,3.49655832781012*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(3.5*pi,3.35376389696328*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.608253988820762*pi,-0.283073220764745*pi,3.89618146507906*pi) q[6];\ncx q[7],q[11];\nu3(1.0*pi,0.0*pi,1.2592460465922661*pi) q[8];\ncx q[10],q[14];\nu3(1.0*pi,0.0*pi,1.300743980459167*pi) q[12];\nu3(3.5*pi,3.35821424652851*pi,0.5*pi) q[0];\ncx q[1],q[8];\ncx q[2],q[13];\ncx q[3],q[12];\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(3.5*pi,3.35023604175845*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.2964431059303552*pi) q[9];\nu3(3.5*pi,3.38681249926773*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.269955577598405*pi) q[11];\nu3(1.0*pi,0.0*pi,1.270706949788765*pi) q[14];\ncx q[0],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(3.5*pi,3.28197431473616*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(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[11];\nu3(0.0*pi,-0.5*pi,4.4535024380382*pi) q[8];\ncx q[10],q[14];\nu3(0.0*pi,-0.5*pi,4.42791845883477*pi) q[12];\nu3(1.0*pi,0.0*pi,1.09248707681649*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[8];\ncx q[2],q[13];\ncx q[3],q[12];\ncx q[4],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,4.37469664183566*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.35055891443702*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.415413870618281*pi) q[14];\ncx q[0],q[9];\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,3.49161465491994*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.141241448597575*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\ncx q[7],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[10],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.49306641348487*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];\ncx q[2],q[13];\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[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[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(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.42712376078158*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[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[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];\ncx q[4],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(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(1.0*pi,0.0*pi,4.0*pi) q[0];\nu3(0.527138655311894*pi,-0.13119589131366*pi,1.3057819732195401*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[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,-0.5*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(0.439305597685532*pi,-0.203980063671242*pi,3.97232642587402*pi) q[0];\nu3(0.200304331640407*pi,3.18690657683679*pi,4.34938932577988*pi) q[1];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\nu3(0.482806478453959*pi,0.06027957864432798*pi,3.62696151180309*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[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(0.5*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(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.499375025241842*pi,0.44775833550170496*pi,4.34150846570518*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.307853556521329*pi,0.254633344208545*pi,1.115636689998075*pi) q[2];\nu3(0.280925801438267*pi,0.355898684398654*pi,4.34672140687112*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(0.698728996197993*pi,-0.402970009634508*pi,3.54965314636192*pi) q[7];\nu3(0.651587569205781*pi,-0.28143016755006*pi,4.48272475844544*pi) q[8];\nu3(0.359801094320861*pi,2.928058981449*pi,0.92807520640678*pi) q[9];\nu3(0.285317496539985*pi,-0.04987785017730101*pi,1.308574536325961*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,0.0*pi,4.0*pi) q[13];\nu3(0.880175189507059*pi,-0.23478868881174803*pi,3.70579907257205*pi) q[14];\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(0.442260500734956*pi,0.37900577100086497*pi,0.693954303522801*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(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.697785926918251*pi,0.14673812989619595*pi,4.45922537183929*pi) q[7];\nu3(0.414380721852819*pi,0.40416380493966997*pi,4.1610691126468105*pi) q[8];\nu3(0.246511957384938*pi,-0.318191312449227*pi,4.25801567436631*pi) q[9];\nu3(0.268481246591863*pi,3.47974609486925*pi,1.478065155187156*pi) q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[11];\nu3(0.275089892443299*pi,0.03807002055587905*pi,0.752155771348899*pi) q[12];\nu3(0.198103963415664*pi,0.54954649868595*pi,0.677823944462672*pi) q[13];\nu3(0.832329038413265*pi,2.8165092754199*pi,3.44741129312345*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[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.864903836820046*pi,2.93620057223298*pi,4.13313012444872*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,4.0*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(0.322673595775303*pi,-0.049844229829136*pi,4.44849391898489*pi) q[11];\nu3(0.610052530967481*pi,3.33252273099012*pi,2.96948924859089*pi) q[12];\nu3(0.840861787375323*pi,3.29229917704571*pi,0.75846367063628*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[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.430343795343189*pi,0.32187658674947806*pi,3.67171816246236*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(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(0.224121739183563*pi,2.9301444839991*pi,1.425815697783325*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[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[2],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.480570176521822*pi,-0.344427566076296*pi,4.4649851478890294*pi) q[5];\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[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\ncx q[0],q[1];\nu3(3.5*pi,3.40824143644344*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.341373158781629*pi,3.40441925260617*pi,1.048170354349002*pi) q[5];\ncx q[8],q[9];\nu3(1.0*pi,0.0*pi,1.2657983785898361*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\ncx q[12],q[14];\nu3(3.5*pi,3.46771795646657*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,1.265906828830258*pi) q[1];\ncx q[2],q[10];\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[7],q[11];\nu3(3.5*pi,3.48171590620842*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.425299427711649*pi) q[9];\nu3(3.5*pi,3.46640370282484*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.322589456944202*pi) q[14];\ncx q[0],q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[4],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,3.43703270826832*pi,0.5*pi) q[7];\ncx q[8],q[9];\nu3(0.0*pi,-0.5*pi,4.46226509857596*pi) q[10];\nu3(1.0*pi,0.0*pi,1.359819050216656*pi) q[11];\ncx q[12],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.41861513469203*pi) q[1];\ncx q[2],q[10];\ncx q[3],q[5];\nu3(3.5*pi,3.25442510810879*pi,0.5*pi) q[4];\ncx q[7],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.45801144980328*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.2130708550947529*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.32838152929526*pi) q[14];\ncx q[0],q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.47455275864774*pi,0.5*pi) q[3];\ncx q[4],q[13];\nu3(1.0*pi,0.0*pi,1.290860881443922*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\ncx q[8],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.48327692144229*pi) q[11];\ncx q[12],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];\ncx q[3],q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\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[12];\nu3(0.0*pi,-0.5*pi,4.423880280213639*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(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[13];\nu3(0.0*pi,-0.5*pi,0.664182624345379*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[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[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[5];\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(0.0*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[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,-0.5*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(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(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(0.270197376138942*pi,-0.11459872921679098*pi,4.32441825029405*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.6256500576752*pi,0.52815422094423*pi,4.1488728555778*pi) q[2];\nu3(0.719438565751115*pi,0.5698707830269001*pi,4.2896739856362895*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.594961376184065*pi,-0.020698692375873018*pi,3.99058092368464*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(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.863947104759992*pi,1.12242175345449*pi,0.864361640169929*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];\nmeasure q[2] -> c[2];\nu3(0.678780998107183*pi,3.10779669443554*pi,3.06500141532919*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.469968749801862*pi,2.76211722045888*pi,1.30681622748356*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.436522947485204*pi,-0.334878009571472*pi,1.424871943205033*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(0.440203655508054*pi,3.34729228399658*pi,1.73217138619623*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.135728936152032*pi,3.18328879314075*pi,0.694209056795582*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.860471482217033*pi,-0.215511377312547*pi,4.33711571396364*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.835049359558611*pi,0.5510269560705701*pi,1.239104039780184*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(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.662638776939244*pi,0.6222029641581199*pi,4.40545750544168*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.0*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(0.0637735500117153*pi,3.41964316938665*pi,1.86292345379038*pi) q[11];\nu3(0.108366691910023*pi,-0.4696534924093108*pi,1.81731726893705*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.470217368205861*pi,-0.399450576268196*pi,3.80884327116808*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.354125594912572*pi,2.78805127126544*pi,1.09533587328165*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0939295204927674*pi,3.45312090576463*pi,0.636328799683118*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.545764500493387*pi,-0.017440794260094983*pi,0.8067876798931051*pi) q[7];\nu3(0.585928091468536*pi,3.24338411895968*pi,4.47263103405859*pi) q[8];\nu3(0.253793426589013*pi,0.394456329025338*pi,4.48981370100378*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.637569069733538*pi,0.55964761511982*pi,0.860422971117385*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(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.557244459361479*pi,3.15204655437795*pi,3.33100682711266*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(0.283551506544897*pi,0.8281007923144501*pi,4.30730467538098*pi) q[8];\nu3(0.302326894029012*pi,-0.4567848570108432*pi,4.03527403416367*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[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(1.5*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[12];\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(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.39697957148224*pi,1.11783344443467*pi,4.19562596208159*pi) q[13];\ncx q[1],q[10];\ncx q[3],q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(3.5*pi,3.33042422033482*pi,0.5*pi) q[5];\ncx q[6],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(1.0*pi,0.0*pi,1.108066618204294*pi) q[12];\nu3(0.565041045038151*pi,2.96693948939084*pi,3.5229938699012*pi) q[13];\ncx q[0],q[9];\nu3(3.5*pi,3.38485366579782*pi,0.5*pi) q[1];\nu3(3.5*pi,3.36470613517277*pi,0.5*pi) q[3];\ncx q[4],q[7];\ncx q[5],q[12];\nu3(3.5*pi,3.36442482381649*pi,0.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.272638555841549*pi) q[10];\nu3(1.0*pi,0.0*pi,1.179389155382087*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.282463006801535*pi) q[14];\nu3(3.5*pi,3.42249480136331*pi,0.5*pi) q[0];\ncx q[1],q[10];\ncx q[3],q[14];\nu3(3.5*pi,3.49228751649182*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[6],q[11];\nu3(1.0*pi,0.0*pi,1.242366606886789*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.2322192392357398*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.42421554458331*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\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[3];\ncx q[4],q[7];\ncx q[5],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\ncx q[8],q[13];\nu3(0.0*pi,-0.5*pi,0.5182116256625346*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.36465505602105*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.41348461300686*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[10];\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];\ncx q[6],q[11];\nu3(0.0*pi,-0.5*pi,4.4753984879818205*pi) q[7];\nu3(3.5*pi,3.43738145462972*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.49511134110337*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.335091169228303*pi) q[13];\ncx q[0],q[9];\nu3(0.5*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[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];\ncx q[8],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(0.0*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[0];\nu3(0.43240135419748*pi,3.38970033303523*pi,4.36956727850411*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,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.50818427654246*pi,0.013588150292107026*pi,0.800290644569176*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,4.34389112186538*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nmeasure q[1] -> c[1];\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[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.72073619484642*pi,-0.4453639931891809*pi,0.646811747521615*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[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(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nmeasure q[5] -> c[5];\nu3(0.0*pi,-0.5*pi,1.5*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(0.5*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(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(0.5*pi,-0.5*pi,0.5*pi) q[0];\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(0.85714431338413*pi,-0.40365829311104573*pi,0.788988240584205*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[11];\nu3(0.377068135030597*pi,2.5385382515893*pi,1.294985225133901*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[6] -> c[6];\nmeasure q[12] -> c[12];\nu3(0.506279894889878*pi,3.43480638903384*pi,3.38455902719843*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(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[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];\nmeasure q[0] -> c[0];\nu3(0.946665430975155*pi,0.35208149936576205*pi,4.13802923221237*pi) q[3];\nu3(0.19396678043468*pi,-0.09592868237274899*pi,1.004901080395594*pi) q[4];\nu3(0.913958403832681*pi,2.84784658781855*pi,4.26479243675029*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(0.682204330133931*pi,-0.49747201422264653*pi,3.83533049282584*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\nmeasure q[3] -> c[3];\nmeasure q[4] -> c[4];\nmeasure q[7] -> c[7];\nmeasure q[11] -> c[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[8];\nu3(0.461466600539489*pi,0.03582234353527003*pi,1.424358051318084*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];\nmeasure q[9] -> c[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.627520847493546*pi,2.92929539490505*pi,3.24222109639218*pi) q[14];\nmeasure q[14] -> c[14];\nu3(0.556734583521229*pi,0.444814657124315*pi,4.13706385833046*pi) q[8];\nu3(1.0*pi,0.0*pi,4.0*pi) q[13];\nmeasure q[8] -> c[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.355337047328226*pi,-0.4583000462392326*pi,0.85612430559461*pi) q[13];\nmeasure q[13] -> c[13];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(0.474741430721268*pi,3.44823602361414*pi,1.92358175083175*pi) q[0];\nu3(0.629249701899941*pi,2.84146069550478*pi,4.14416725683367*pi) q[1];\nu3(0.253765001281935*pi,2.90982503757894*pi,0.868638678757039*pi) q[2];\nu3(0.715624363674168*pi,3.39972751735191*pi,4.0768842022451*pi) q[3];\nu3(0.605373567280237*pi,-0.4863606565992724*pi,3.19128561733631*pi) q[4];\nu3(0.271286343439139*pi,0.288411276829295*pi,0.659109228046881*pi) q[5];\nu3(0.644333457111485*pi,0.11657127715673199*pi,0.920252160457186*pi) q[6];\nu3(0.743722115021167*pi,3.27305498303316*pi,3.33603258348894*pi) q[7];\nu3(0.409625887280114*pi,0.11883026454571499*pi,1.110644281958323*pi) q[8];\nu3(0.338252183477919*pi,2.75794819919797*pi,1.159350511386244*pi) q[9];\nu3(0.718182583958384*pi,0.367030721699953*pi,0.820449874540705*pi) q[10];\nu3(0.650807224765271*pi,-0.239405073872049*pi,3.55475912318518*pi) q[11];\nu3(0.624069785477509*pi,0.46408392411961297*pi,4.00693057071539*pi) q[12];\nu3(0.658880268097321*pi,-0.200114567007332*pi,0.8489618558638861*pi) q[13];\nu3(0.576776468864883*pi,-0.4951542235563882*pi,3.93067066275235*pi) q[14];\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(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(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(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(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(0.5*pi,-0.5*pi,0.5*pi) q[14];\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(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(0.0*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(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[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(1.0*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];\ncx q[8],q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\ncx q[0],q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.46986928555487*pi,0.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*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,1.264706701662671*pi) q[7];\nu3(3.5*pi,3.32565934630572*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.1595539994192912*pi) q[9];\nu3(3.5*pi,3.4859356016727*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[3],q[7];\ncx q[4],q[13];\nu3(3.5*pi,3.31692316226932*pi,0.5*pi) q[5];\ncx q[6],q[10];\ncx q[8],q[9];\nu3(1.0*pi,0.0*pi,1.377099051251603*pi) q[12];\nu3(1.0*pi,0.0*pi,1.246415098680976*pi) q[14];\ncx q[0],q[12];\ncx q[1],q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(3.5*pi,3.45216329407483*pi,0.5*pi) q[4];\ncx q[5],q[14];\nu3(3.5*pi,3.48434577099144*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.44302040643829*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5730301336013239*pi) q[9];\nu3(1.0*pi,0.0*pi,1.107594157327459*pi) q[10];\nu3(1.0*pi,0.0*pi,1.097318879576886*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.49920784597624*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.3766344345113661*pi) q[2];\ncx q[3],q[7];\ncx q[4],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[6],q[10];\ncx q[8],q[9];\nu3(0.0*pi,-0.5*pi,4.467957864589501*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.350065523482931*pi) q[14];\ncx q[0],q[12];\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[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(0.0*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,4.49671383510596*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.43970412105042*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(0.0*pi,-0.5*pi,0.5384571340022282*pi) q[2];\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[6],q[10];\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(0.0*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,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(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.463363178604233*pi,3.40777086402734*pi,1.64130557363495*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[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[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,1.5*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(0.586282362426756*pi,3.12129049959086*pi,3.55240752758905*pi) q[8];\nu3(0.356102481777964*pi,2.9395272318275*pi,0.687645890655063*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(0.0*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,-0.5*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(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.130108537942443*pi,3.1991057595206*pi,4.4763810222005205*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(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(0.495828989711408*pi,3.2688067839477*pi,0.9349006245217*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[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.836868748446532*pi,0.01511295606177998*pi,0.5809621508041984*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(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(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.802699046580637*pi,2.75518563392173*pi,4.24600070013275*pi) q[3];\nu3(0.459168500295988*pi,2.74668002588696*pi,0.9055432723628349*pi) q[4];\nu3(0.640371972024157*pi,3.27452332508763*pi,4.03383664823921*pi) q[5];\nu3(0.413361765623437*pi,-0.09950507250789298*pi,0.5948651545848844*pi) q[6];\nu3(0.414343033204796*pi,3.25804273898928*pi,4.40505612486807*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[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,1.0*pi) q[0];\nu3(0.536123235364604*pi,1.03445287263801*pi,0.83517562137347*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(0.773987348631724*pi,0.5004908484598201*pi,0.604822608083322*pi) q[4];\nu3(0.413177822703596*pi,3.26711970880621*pi,0.664142026736123*pi) q[5];\nu3(0.716590685488856*pi,0.89340803974719*pi,1.090100899653782*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(0.0*pi,-0.5*pi,1.0*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(0.625625169787107*pi,3.30403635357478*pi,4.32426033608875*pi) q[0];\nu3(0.365495842118863*pi,3.25489681519587*pi,1.60022294065105*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,-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(0.160493915179865*pi,0.5020837310960999*pi,0.60660912797431*pi) q[10];\nu3(0.677794561801364*pi,2.9404870523191*pi,4.4388233173178*pi) q[12];\nu3(0.75295256786477*pi,-0.130081538180239*pi,3.69424781990045*pi) q[13];\nu3(0.329265923269281*pi,-0.105149606047729*pi,3.92187417322942*pi) q[14];\nu3(0.551254260180618*pi,0.471817756841011*pi,0.862586879636729*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[1];\nu3(0.421764762845623*pi,-0.4618550202625095*pi,0.5869087757810642*pi) q[2];\ncx q[3],q[7];\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(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.426745910805404*pi,3.13059098479283*pi,1.67245560700262*pi) q[10];\nu3(0.883043193408665*pi,-0.49358297252650224*pi,3.49960587669567*pi) q[12];\nu3(0.534541834595322*pi,3.20319089448327*pi,3.35078340724718*pi) q[13];\nu3(0.714907341959697*pi,2.85012504472968*pi,3.33137964599108*pi) q[14];\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(0.702358982972653*pi,-0.11126161548847202*pi,3.74188663454427*pi) q[2];\nu3(3.5*pi,3.47120131927427*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];\ncx q[6],q[8];\nu3(1.0*pi,0.0*pi,1.1648116380354119*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\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(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];\ncx q[3],q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\ncx q[5],q[9];\nu3(3.5*pi,3.4688999734096*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.290881077791058*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(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[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[13];\nu3(3.5*pi,3.34619485524639*pi,0.5*pi) q[5];\ncx q[6],q[8];\nu3(0.0*pi,-0.5*pi,4.39595248205461*pi) q[7];\nu3(1.0*pi,0.0*pi,1.287542834827911*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[12];\ncx q[2],q[11];\ncx q[3],q[7];\nu3(3.5*pi,3.46438571151411*pi,0.5*pi) q[4];\ncx q[5],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.38122058264723*pi) q[8];\nu3(1.0*pi,0.0*pi,1.2655454031978222*pi) q[13];\ncx q[0],q[10];\nu3(3.5*pi,3.43539313602514*pi,0.5*pi) q[1];\nu3(3.5*pi,3.4641526628916*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,0.0*pi,0.5*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,4.41606109544741*pi) q[9];\nu3(1.0*pi,0.0*pi,1.3081216213174058*pi) q[11];\nu3(1.0*pi,0.0*pi,1.390930729418095*pi) q[12];\nu3(3.5*pi,3.47751725691978*pi,0.5*pi) q[0];\ncx q[1],q[12];\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];\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];\nu3(1.0*pi,0.0*pi,1.225843372055629*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.31371193702861*pi) q[13];\ncx q[0],q[10];\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[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(0.0*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,4.3546021930386605*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5123371346034326*pi) q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[12];\ncx q[2],q[11];\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(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.656127899140122*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\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[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];\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(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[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(0.569955377630635*pi,-0.026654305306922976*pi,0.850296784094843*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(0.402731401592038*pi,0.17033149833830097*pi,3.38639011663783*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[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[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(0.806458175333972*pi,3.08295250603412*pi,3.79212071926773*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[5];\nu3(0.747302603539468*pi,-0.34096065025050104*pi,4.48287123593072*pi) q[6];\nu3(0.74510926499725*pi,3.15790659744788*pi,4.3046987569459*pi) q[7];\nu3(0.443792163121307*pi,0.5344967693101901*pi,0.8507085668571219*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,1.0*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.783678007340604*pi,0.6625594003601201*pi,4.16919345270505*pi) q[0];\nu3(0.522764257751394*pi,-0.234215558379318*pi,3.5913125456164*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(0.751561112418055*pi,2.94823361022007*pi,4.41122811039531*pi) q[4];\nu3(0.467890638937821*pi,3.32155225886037*pi,1.51111853901778*pi) q[5];\nu3(0.559509324789172*pi,-0.021267628202156996*pi,1.3485660976040141*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.441402207396204*pi,3.27577580771743*pi,1.60848100399872*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(0.374114362907609*pi,3.02173371633457*pi,2.00355373248814*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.783661831424311*pi,-0.20981008237091597*pi,4.068506950558421*pi) q[0];\nu3(0.476419189884503*pi,0.431814223765145*pi,3.65762337424797*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(0.703185424984796*pi,-0.4734713291276851*pi,0.982063810140675*pi) q[4];\nu3(0.727840479288485*pi,0.02839845699256105*pi,3.68727554385182*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(1.0*pi,0.0*pi,4.0*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(0.0981302874547874*pi,-0.17849634764349598*pi,1.31680687494469*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[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.385917838216923*pi,0.78913995295678*pi,4.49900381494934*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(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.555543568720119*pi,-0.190674747793232*pi,0.9091653774442441*pi) q[9];\nu3(0.139059420776687*pi,3.21612759082477*pi,1.68947016579964*pi) q[10];\nu3(0.470698453078024*pi,0.7556276609811701*pi,4.0898190498115*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.407826004890941*pi,2.44964523769619*pi,1.407843359202718*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(0.285807618513263*pi,3.14805297448811*pi,4.37336899598872*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(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.984957761496412*pi,0.53446931405851*pi,4.15843313742478*pi) q[9];\nu3(0.317807228106013*pi,3.27394936188556*pi,1.149520896480276*pi) q[10];\nu3(0.297491449380238*pi,-0.03087302396651398*pi,3.72029484285128*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.470346259877983*pi,0.105456977552288*pi,3.47264039611145*pi) q[13];\ncx q[0],q[5];\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[12];\nu3(1.0*pi,-0.5*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,-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[13];\nu3(3.5*pi,3.49784160230583*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,3.44684654827029*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,1.318495333388144*pi) q[5];\ncx q[8],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,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.272798493852739*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[5];\ncx q[2],q[7];\ncx q[3],q[12];\ncx q[4],q[9];\ncx q[6],q[11];\nu3(3.5*pi,3.46572294280502*pi,0.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.3527859813758338*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.45540803471254*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(3.5*pi,3.45381009063015*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.27072062016345*pi) q[5];\nu3(3.5*pi,3.43781736202387*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.278891014573949*pi) q[7];\ncx q[8],q[14];\nu3(1.0*pi,0.0*pi,1.278302897872827*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.326017223707022*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.3990230297236*pi) q[12];\ncx q[0],q[5];\ncx q[2],q[7];\ncx q[3],q[12];\ncx q[4],q[9];\ncx q[6],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\ncx q[10],q[13];\nu3(0.0*pi,-0.5*pi,4.41931560060566*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[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,4.496353344183969*pi) q[7];\ncx q[8],q[14];\nu3(0.0*pi,-0.5*pi,0.5665405427801931*pi) q[9];\nu3(3.5*pi,3.40198507479009*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5049045282279887*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.153621118286814*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[2],q[7];\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[6],q[11];\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(0.0*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[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(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,0.5149974049785357*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[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];\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[13];\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(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.792292610886467*pi,0.26951982960077303*pi,4.18077969597332*pi) q[3];\nu3(0.148882209031001*pi,0.13982459101174904*pi,3.52430060869227*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.40202686075473*pi,3.0298513370791*pi,1.61367715109208*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(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.249578522869077*pi,-0.26116014833531*pi,1.229225527234643*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.35267257955438*pi,-0.4231969081898299*pi,4.220784128451919*pi) q[3];\nu3(0.983869223392754*pi,-0.08721514065464597*pi,1.079333124717507*pi) q[4];\nu3(0.51652622140232*pi,3.01909508176802*pi,4.27229638893652*pi) q[5];\nu3(0.778262663767761*pi,0.7037156735985199*pi,1.159812592948927*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.604442965467257*pi,0.156880454274404*pi,1.60414169644378*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(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(0.415051144777584*pi,3.22211090385808*pi,1.2192338534151*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(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.34948519598369*pi,2.7122234100561*pi,0.798307625881095*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(0.323694611060401*pi,-0.10855845305350698*pi,3.72972360957683*pi) q[8];\nu3(0.673898393361476*pi,-0.31274205587674997*pi,3.92530595923413*pi) q[9];\nu3(0.750544682759133*pi,3.28378666393553*pi,3.04142714678715*pi) q[10];\nu3(0.635145492920886*pi,-0.4329258123126087*pi,3.54017921122462*pi) q[11];\nu3(0.825301378368702*pi,3.10458432708157*pi,3.82968394405634*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[0];\nu3(0.445704935403491*pi,3.284720661257*pi,1.82143108392215*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(0.396696987697448*pi,3.11480208516092*pi,0.5583263318294793*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.436123334241711*pi,1.07469431386318*pi,4.08098416503464*pi) q[9];\nu3(0.340977571643586*pi,-0.14303963252313*pi,3.90292503404724*pi) q[10];\nu3(0.964459552643613*pi,0.85283688354776*pi,4.43469260069498*pi) q[11];\nu3(0.203334085084341*pi,-0.49032498811630726*pi,4.18575245723688*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.17790695371801*pi,0.8668149533129199*pi,4.218717641062041*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.81297240436763*pi,-0.34427584139296796*pi,0.731785864577587*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(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.84451035127378*pi,0.27024573752623404*pi,0.607133648267938*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(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.618195971595532*pi,2.74630819518935*pi,3.74682464455664*pi) q[13];\nu3(0.302920469963919*pi,1.10241688504184*pi,4.385023713092361*pi) q[14];\ncx q[1],q[5];\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[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(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.674282254715697*pi,0.379335369004112*pi,4.2671588745572695*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.45367829552822*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[4],q[8];\nu3(1.0*pi,0.0*pi,1.1173006670372079*pi) q[5];\ncx q[6],q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[11],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];\ncx q[0],q[7];\ncx q[1],q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.48535354408892*pi,0.5*pi) q[4];\nu3(3.5*pi,3.4778202931016*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.313652212027606*pi) q[8];\nu3(1.0*pi,0.0*pi,1.186276291773246*pi) q[9];\nu3(3.5*pi,3.34267705284515*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.2474979780189*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,3.4540806819187*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[13];\ncx q[4],q[8];\nu3(0.0*pi,-0.5*pi,4.48893137704568*pi) q[5];\ncx q[6],q[9];\nu3(1.0*pi,0.0*pi,1.178118136330421*pi) q[7];\ncx q[11],q[12];\ncx q[0],q[7];\ncx q[1],q[5];\ncx q[2],q[14];\nu3(3.5*pi,3.48145166885806*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(0.0*pi,-0.5*pi,4.47702730262849*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.4709274660286304*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.49419690425207*pi) q[12];\nu3(1.0*pi,0.0*pi,1.232929501535508*pi) 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(3.5*pi,3.46001760829071*pi,0.5*pi) q[2];\ncx q[3],q[13];\ncx q[4],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[9];\nu3(0.0*pi,-0.5*pi,4.44548582102219*pi) q[7];\ncx q[11],q[12];\nu3(1.0*pi,0.0*pi,1.344297326783165*pi) q[14];\ncx q[0],q[7];\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];\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(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,0.5947639186092473*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,0.0*pi,0.5*pi) q[2];\ncx q[3],q[13];\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[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.44510460065754*pi) q[14];\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[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(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[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[0];\nu3(0.345743750129298*pi,3.0742251773883*pi,2.0527443593110197*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(0.5*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(1.0*pi,0.0*pi,4.0*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*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(0.379039606743477*pi,0.011273052740590983*pi,1.007932499020281*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.433652788293609*pi,2.92388913936433*pi,1.314637704903806*pi) q[3];\nu3(0.521558382780959*pi,2.8865811667311*pi,4.02445002591034*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.390940070800644*pi,-0.11661442677171702*pi,4.3310951265950095*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(0.514484114399522*pi,-0.37089414091069*pi,3.80445666268702*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(0.5*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(0.39635655495887*pi,0.29667327375575303*pi,4.3554448393409295*pi) q[3];\nu3(0.769860402136236*pi,3.2232663212686*pi,0.606128241972164*pi) q[4];\nu3(0.813001585690437*pi,0.045004985529560004*pi,0.5749449522736916*pi) q[5];\nu3(0.35465015489122*pi,0.96631416326987*pi,4.113582954522331*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(0.815266601225268*pi,3.19523190633954*pi,4.42170178168184*pi) q[11];\nu3(0.640710612511524*pi,3.4984602457818*pi,3.32133909309524*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(0.343973347980668*pi,0.30993980036772495*pi,4.26014594059035*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[4];\nu3(0.371671520400524*pi,0.23174100448496504*pi,1.20747281433857*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.938381397346337*pi,2.82040282104637*pi,3.38863650530229*pi) q[7];\nu3(0.422360040059479*pi,2.83251294556659*pi,3.65980866099694*pi) q[8];\nu3(0.563640593022323*pi,3.04795002779282*pi,3.40790000575265*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.764706309820976*pi,0.014209116770771968*pi,4.00960200336441*pi) q[12];\nu3(0.981456583649404*pi,-0.15855944787198*pi,1.0206202636591009*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.11059097370866*pi,-0.292426020166682*pi,4.03368647549629*pi) q[0];\nu3(0.400914243042863*pi,-0.250075631377608*pi,0.5208617065255299*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(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.348272217288796*pi,-0.192370863719715*pi,4.4949505727198*pi) q[7];\nu3(0.935604569059359*pi,-0.189672889948586*pi,3.40542818686392*pi) q[8];\nu3(0.602037253005938*pi,2.96626577792578*pi,3.98158584268784*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(0.348128091622648*pi,0.362474208646804*pi,4.32335956402768*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];\ncx q[1],q[3];\nu3(0.53741583885659*pi,0.48426832057577096*pi,4.45688404689996*pi) q[2];\nu3(1.0*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[10];\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(1.0*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(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(3.5*pi,3.38652045402234*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.3340018977020849*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\ncx q[5],q[12];\nu3(3.5*pi,3.31252460726776*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[9];\nu3(1.0*pi,0.0*pi,1.301853136746375*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[13];\nu3(0.553386203967586*pi,2.95485371625495*pi,4.2243449617837*pi) q[14];\ncx q[1],q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.41867909036504*pi,0.5*pi) q[5];\ncx q[6],q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\ncx q[11],q[13];\nu3(1.0*pi,0.0*pi,1.295976747515468*pi) q[12];\nu3(0.387499060868396*pi,-0.4633963388723001*pi,0.93638571145012*pi) q[14];\ncx q[0],q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,4.49045017473562*pi) q[3];\ncx q[5],q[12];\nu3(0.5*pi,0.0*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,4.46362103981809*pi) q[10];\nu3(3.5*pi,3.43183577397518*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.127544912039941*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.48830287848093*pi,0.5*pi) q[0];\ncx q[1],q[3];\nu3(1.0*pi,0.0*pi,1.325148601735549*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[6],q[10];\ncx q[7],q[8];\ncx q[11],q[13];\nu3(0.0*pi,-0.5*pi,4.49466238986838*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[2];\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[14];\ncx q[5],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,3.46008870056835*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.124206869369307*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,0.617531844259587*pi) 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,0.6798232124907431*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,3.49139750550953*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[7],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,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.305508665394862*pi) q[14];\ncx q[0],q[2];\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[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(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.48604868137889*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(1.0*pi,-0.5*pi,0.5*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(0.5*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[5];\nu3(1.0*pi,0.0*pi,4.0*pi) q[6];\ncx q[7],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[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.49476159702283*pi) q[14];\nu3(0.626894110837516*pi,0.45175460388730104*pi,0.5581335652401352*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.560999857904798*pi,-0.171104846273692*pi,4.22373820283509*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0544910202156762*pi,0.18931551209277298*pi,3.97053657218018*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[10];\nu3(0.458042411609553*pi,-0.078222889332132*pi,1.2688779767917802*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(0.623441568442889*pi,2.8844586442793*pi,3.81512465388243*pi) q[0];\nu3(0.386622965782823*pi,3.01919106424652*pi,1.67337102545799*pi) q[1];\nu3(0.56362727261022*pi,3.40741865808092*pi,3.13674097144782*pi) q[2];\nu3(0.344915440606478*pi,-0.023912812951985996*pi,3.58318573219715*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(0.333766141184117*pi,3.01443267463232*pi,0.998723758722307*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(0.649734007043203*pi,-0.4776657529405517*pi,3.45442047508524*pi) q[10];\nu3(0.252051932366711*pi,-0.17560761233571998*pi,1.043690379169881*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(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.274114999440908*pi,2.71478319499992*pi,0.833282931385223*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.666597800325084*pi,2.66964850120667*pi,3.58795713245366*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.661229398881865*pi,0.5121087709696299*pi,4.39329144387533*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(0.663409915870601*pi,0.40625975184739105*pi,1.272650799775864*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[11];\nu3(0.161306530920585*pi,0.21304858930537096*pi,3.85202711107793*pi) q[12];\nu3(0.249541765900569*pi,0.17090258889184395*pi,0.9877135834627491*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(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(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.733296009049561*pi,0.80027226814816*pi,4.39109211270236*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(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.161926064972709*pi,-0.22201647238966*pi,4.12215608580812*pi) q[12];\nu3(0.438712459452788*pi,-0.4111545524590116*pi,1.1735348145580131*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[2];\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(0.5*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(0.83470661928754*pi,3.49547441757298*pi,4.11414801582891*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(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];\nu3(3.5*pi,3.49730241854612*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,1.2462605396957191*pi) q[2];\nu3(0.651149596295276*pi,0.83496541581081*pi,0.5805116917255337*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[10];\nu3(0.308433166155068*pi,0.5642490132764699*pi,3.66954635364368*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[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[0],q[2];\nu3(0.585814690718811*pi,0.488083123994449*pi,0.996095963082219*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(3.5*pi,3.2824332415895*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.475027725986331*pi,-0.04401563080209803*pi,4.46427109521407*pi) q[8];\nu3(1.0*pi,0.0*pi,1.171802524558578*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];\nu3(0.0*pi,-0.5*pi,0.5049927604449473*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[11];\ncx q[6],q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.629206566594364*pi,2.92810024097463*pi,3.63692366871143*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.650171052572963*pi,0.7117516091766201*pi,1.074023274816867*pi) q[14];\ncx q[0],q[2];\ncx q[1],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,3.46195025740051*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[8];\nu3(0.0*pi,-0.5*pi,4.47729656476756*pi) q[10];\nu3(1.0*pi,0.0*pi,1.3710987416105969*pi) q[11];\nu3(0.44178147290605*pi,2.55907433408443*pi,1.2840262405810798*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.44306665970174*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[4];\ncx q[5],q[11];\ncx q[6],q[10];\nu3(1.0*pi,0.0*pi,1.3014105984954139*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[14];\nu3(0.889309799478401*pi,-0.256579640948832*pi,0.729935778103545*pi) q[0];\ncx q[1],q[7];\nu3(0.612555616203849*pi,-0.011450298734266007*pi,0.837401350931429*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];\ncx q[8],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.561800438267603*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.606740532519703*pi,-0.243842926588425*pi,0.940323557198555*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.138147450480575*pi,2.81061815153638*pi,1.207661296487649*pi) q[2];\ncx q[4],q[9];\ncx q[5],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5497141569220632*pi) q[7];\nu3(3.5*pi,3.38635775015463*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\ncx q[12],q[14];\nu3(1.0*pi,0.0*pi,1.226932073895029*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.4188827983098*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];\ncx q[8],q[13];\nu3(1.0*pi,0.0*pi,1.283239177396369*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(3.5*pi,3.41355711853349*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.157372167775979*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(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[4],q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.465718150058026*pi,-0.18188705448987502*pi,3.98419433568131*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,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\ncx q[12],q[14];\nu3(0.0*pi,-0.5*pi,4.4366366579364005*pi) q[13];\ncx q[0],q[3];\nu3(0.487766390493002*pi,-0.29742145281453203*pi,1.010454834004386*pi) q[1];\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(0.586313618342639*pi,-0.16881161655996801*pi,3.93588505679138*pi) q[6];\nu3(0.526273865168659*pi,3.20480126002772*pi,3.18235838312945*pi) q[7];\ncx q[8],q[13];\nu3(0.0*pi,-0.5*pi,4.461327889554401*pi) q[9];\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(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.613075176853503*pi) q[14];\nu3(3.5*pi,3.49176988238016*pi,0.5*pi) q[0];\nu3(0.395913934506696*pi,-0.190747084384921*pi,4.04075978204097*pi) q[1];\nu3(1.0*pi,0.0*pi,1.2585630938490628*pi) q[3];\ncx q[4],q[9];\nu3(0.298996274118779*pi,3.44941878362582*pi,2.00259115122371*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.403843852102563*pi,-0.33044100807382504*pi,1.64784183777657*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.373511424953808*pi,0.047766758113320984*pi,1.442720926728186*pi) q[10];\nu3(0.508545385390363*pi,0.277833638340127*pi,3.67722746901928*pi) q[11];\ncx q[12],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\ncx q[0],q[3];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.831362626995577*pi,0.32796600673423204*pi,0.922710492597318*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[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.192754149290517*pi,2.66098579099941*pi,1.1655737324394582*pi) q[10];\nu3(0.768747937186008*pi,0.67313505257998*pi,1.324153646148176*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,0.0*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,0.5191513925128586*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[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,4.0*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];\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];\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(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.551134159562023*pi,3.2714195667357*pi,0.673842235010893*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[3];\nu3(0.5*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(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(0.536360642496126*pi,0.22138627571262204*pi,4.17025939363552*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(0.760328910513378*pi,0.08753613815684502*pi,4.20730795881905*pi) q[0];\ncx q[1],q[11];\nu3(0.710086500153964*pi,0.8740681410290101*pi,4.49995226627183*pi) q[3];\nu3(0.124629815035225*pi,0.32526442144955403*pi,4.18951517754026*pi) q[4];\nu3(3.5*pi,3.33112689256318*pi,0.5*pi) q[5];\nu3(0.442157127972726*pi,2.89176477082577*pi,1.575752593021*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.15372852112634*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.50451056504588*pi,-0.213010306495112*pi,3.73222363586906*pi) q[13];\nu3(0.645838319868494*pi,2.29585775447663*pi,3.76807671122879*pi) q[14];\nu3(0.319512938705324*pi,0.8296933781409801*pi,0.627161337705578*pi) q[0];\nu3(3.5*pi,3.44720651973032*pi,0.5*pi) q[1];\nu3(0.321411871348023*pi,3.12169146487128*pi,0.808287185532959*pi) q[3];\nu3(0.364299648447993*pi,3.31123114517822*pi,1.63565433928474*pi) q[4];\ncx q[5],q[10];\nu3(0.773271638462429*pi,0.08818217116009597*pi,0.730072615261254*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.389341817825135*pi) q[11];\nu3(0.710304114212841*pi,0.21669238942297997*pi,4.37958180873039*pi) q[13];\nu3(0.299254768818748*pi,0.18516376998082895*pi,3.74121665263415*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[11];\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(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.648753705248578*pi,0.6293834298986101*pi,4.170032881062*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.4659479260495*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(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(3.5*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[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5837949510737*pi,-0.337483208014206*pi,3.33839971019446*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.626279916927995*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];\ncx q[1],q[11];\ncx q[2],q[14];\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];\ncx q[7],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[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,3.49036310786125*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.47692801833428*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,3.41323764199246*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.258487189335133*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(1.0*pi,0.0*pi,1.296123193361219*pi) q[13];\nu3(1.0*pi,0.0*pi,1.296493211761251*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[4],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[7],q[13];\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(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.0*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(1.0*pi,0.0*pi,4.0*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.43335295472121*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,1.0*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5596792920401912*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5232463762608267*pi) q[14];\nu3(0.222653033612579*pi,-0.4238217951273998*pi,1.3741627943835208*pi) q[1];\ncx q[2],q[14];\ncx q[4],q[8];\nu3(0.526116679284678*pi,-0.09517244271150799*pi,1.063190255966523*pi) q[5];\ncx q[7],q[13];\nu3(3.5*pi,3.28126822077976*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,4.0*pi) q[10];\nu3(0.36821693728166*pi,0.09676340802669203*pi,4.19075478110945*pi) q[11];\nu3(1.0*pi,0.0*pi,1.1999064308195821*pi) q[12];\nu3(0.498927551511104*pi,0.8105034340222399*pi,0.585512665647221*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(0.25106127669384*pi,0.96235757886696*pi,4.3992905414824595*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[12];\nu3(0.897229074023209*pi,0.5624311492151*pi,0.7284430736392979*pi) q[10];\nu3(0.628414706520578*pi,-0.43127347853659*pi,3.64530021495471*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(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.322405656231445*pi,0.80919414965569*pi,4.20920018104664*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(0.5*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(0.554842773564649*pi,0.378531943780665*pi,4.39304243901133*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.420166750917399*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.636800194560001*pi,2.98297831756663*pi,3.84995358521681*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.413050941449257*pi,0.69234805712395*pi,4.296620113176321*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(0.464478281164086*pi,1.05208911269921*pi,4.3281626833719*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\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[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.667287215796752*pi,0.15071345057394703*pi,4.08588739542626*pi) q[14];\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[4];\ncx q[6],q[11];\nu3(0.242191310407337*pi,-0.260754946478735*pi,1.69085459745112*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(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.0*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(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,3.47342591123356*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,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.2544554490806519*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.68352377964681*pi,-0.263411061586566*pi,4.3719032884455995*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[2],q[5];\nu3(0.701782559990103*pi,2.58481342274723*pi,3.86908491843877*pi) q[4];\ncx q[6],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.300712168835134*pi,-0.225166418724688*pi,3.79413499052293*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(0.504165669596454*pi,2.56480892744385*pi,3.97024225249053*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.42282883355855*pi,0.5*pi) q[2];\nu3(0.382907707400952*pi,-0.30172810980021003*pi,1.106029768273953*pi) q[4];\nu3(1.0*pi,0.0*pi,1.2848433268928812*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(0.737096537584654*pi,3.34789070856539*pi,0.7966286288776909*pi) q[8];\nu3(0.309611850575254*pi,2.99757106624815*pi,0.697416108633831*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.42658090618463*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];\ncx q[2],q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\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(0.569829309537202*pi,2.7000752212675*pi,3.67905981485213*pi) q[9];\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,0.0*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,4.39187333981085*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(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.243921635479752*pi,2.98809557034967*pi,1.2754765020823169*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[1],q[8];\ncx q[2],q[5];\ncx q[3],q[13];\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(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.536560292157695*pi,-0.276825402705198*pi,3.85532568893103*pi) q[12];\nu3(3.5*pi,3.44105609545417*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.49047336485007*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];\ncx q[7],q[9];\nu3(1.0*pi,0.0*pi,1.150887825899537*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,0.0*pi,1.4187524235544071*pi) q[13];\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[10];\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,3.40247383080886*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.268555043979128*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];\ncx q[0],q[12];\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(3.5*pi,3.40922459260447*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(0.0*pi,-0.5*pi,4.387774910511149*pi) q[8];\nu3(1.0*pi,0.0*pi,1.3167804561097909*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.4167512077602*pi) q[13];\nu3(3.5*pi,3.49796951532108*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[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.47732272586168*pi,0.49968263024232495*pi,0.9598979032632571*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.36364955020635*pi) q[9];\nu3(0.260886856868056*pi,3.35529140390608*pi,0.847375637434291*pi) q[11];\nu3(1.0*pi,0.0*pi,1.260548574408603*pi) q[12];\ncx q[0],q[12];\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(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.258111581646363*pi,2.54013290788053*pi,1.3079981397576521*pi) q[6];\ncx q[7],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.42975003849552*pi) q[10];\nu3(0.479877856975807*pi,-0.4689166409075834*pi,4.21537085802494*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[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.619057466624253*pi,-0.4348739649835423*pi,0.51348004993456*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[10];\nu3(0.659852532463507*pi,-0.03882320242920201*pi,0.746362100556585*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(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.550820092745478*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\ncx q[0],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.692772700694798*pi,0.40509841174275396*pi,0.666241917295986*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(0.33656141194193*pi,2.94068396367695*pi,0.653110210536565*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(0.5*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[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(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*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[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.79430122527366*pi,3.38938087141267*pi,4.09900896269719*pi) q[0];\nu3(0.817499820898816*pi,0.420017924125732*pi,0.679707073624331*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(1.5*pi,0.0*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(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.676866998237365*pi,0.15016562640296305*pi,3.70952792677303*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.660296085337317*pi,3.11970354232401*pi,2.89599900418618*pi) q[0];\nu3(0.51308624207449*pi,3.48239083887856*pi,3.27889896954632*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(0.5*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(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.317273936258534*pi,0.7782954131626301*pi,3.84673034829616*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[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(0.928514801018199*pi,0.33983456132657996*pi,1.559536154057*pi) q[3];\nu3(0.658262297628357*pi,2.9153858324794*pi,3.77076446205885*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.334785507230227*pi,2.40478742371408*pi,1.354078851461969*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(0.5*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(0.21526578782482*pi,-0.27285383617777303*pi,1.62779976235063*pi) q[3];\nu3(0.646753010493897*pi,0.08230141017242099*pi,1.00726092640546*pi) q[4];\nu3(0.453206442737392*pi,3.3725092093388*pi,0.5105140483586552*pi) q[7];\nu3(0.328222451484473*pi,0.02007167997341397*pi,3.4833727420675*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(0.5*pi,-0.5*pi,0.5*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[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(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.466362576840022*pi,3.43824628833061*pi,4.04127368634205*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(0.804477986988116*pi,-0.050237733356680025*pi,0.664150359292679*pi) q[10];\nu3(0.444191016025514*pi,3.47981507147301*pi,4.07482096370077*pi) q[13];\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(1.5*pi,0.0*pi,1.5*pi) q[4];\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(0.164952422350533*pi,0.8303945393776699*pi,4.25318069597681*pi) q[9];\nu3(0.0256467430405962*pi,3.01774204375361*pi,0.732472538967739*pi) q[10];\nu3(0.691743889150501*pi,2.78477949689776*pi,3.30355467149043*pi) q[13];\ncx q[0],q[7];\ncx q[1],q[11];\ncx q[3],q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.393939502814156*pi,-0.09505147108115602*pi,1.49142842688247*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[13];\nu3(3.5*pi,3.34151666598792*pi,0.5*pi) q[0];\nu3(3.5*pi,3.38804718733882*pi,0.5*pi) q[1];\nu3(3.5*pi,3.40748572434698*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.112350910536135*pi) q[6];\nu3(1.0*pi,0.0*pi,1.109309094432985*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,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.104189189218802*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[7];\ncx q[1],q[11];\ncx q[3],q[6];\ncx q[5],q[13];\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(0.5*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[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(3.5*pi,3.41101117997862*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.460722854786701*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5083728880236853*pi) q[7];\nu3(3.5*pi,3.46016880992166*pi,0.5*pi) q[8];\ncx q[10],q[14];\nu3(0.0*pi,-0.5*pi,0.5597059533788884*pi) q[11];\nu3(1.0*pi,0.0*pi,1.238769428148174*pi) q[12];\nu3(1.0*pi,0.0*pi,1.189405751348511*pi) q[13];\ncx q[0],q[7];\ncx q[1],q[11];\nu3(3.5*pi,3.46350394810792*pi,0.5*pi) q[2];\ncx q[3],q[6];\ncx q[5],q[13];\ncx q[8],q[12];\nu3(1.0*pi,0.0*pi,1.266778592846189*pi) q[9];\nu3(3.5*pi,3.47513129298432*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.4346821374802698*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];\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[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];\ncx q[10],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.35745091695102*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.46456178015454*pi) q[13];\nu3(0.850189629162884*pi,0.7232555805027601*pi,0.907054795154224*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];\ncx q[5],q[13];\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,0.5545152239267401*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,0.716392032435091*pi) q[14];\nu3(0.540464059700329*pi,-0.11353901965431501*pi,1.397559847301808*pi) q[0];\nu3(0.793169108146399*pi,2.81374541145953*pi,4.277580367372099*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[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[10],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,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[0];\nu3(0.422507112030488*pi,1.03411771749673*pi,4.28120051845751*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(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.251731549836903*pi,3.38525344760307*pi,4.352910325684039*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(0.0*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[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(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0821318324117969*pi,0.8425716901679601*pi,4.0491470745062195*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(0.52455811475096*pi,-0.4702651851634549*pi,1.0456085954542491*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(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0801772730078566*pi,2.98677615063819*pi,0.8379231458168219*pi) q[2];\nu3(0.499585265433196*pi,3.09102566822068*pi,0.840533558838015*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.159933381908996*pi,2.87158146014087*pi,1.314009177519933*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,1.0*pi) q[10];\nu3(0.250700880336731*pi,-0.168575789394369*pi,1.222745916623078*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,1.0*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.394695480199236*pi,-0.204922483120606*pi,3.96608019106371*pi) q[2];\nu3(0.278134222225901*pi,0.7714130468218601*pi,0.613385253781577*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.670617687686886*pi,0.7555590635482601*pi,4.47631077764247*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.695103007374586*pi,3.33347919029134*pi,3.22011960398888*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.180078102473372*pi,-0.042433605223229975*pi,1.3331815566423622*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(0.783139526629709*pi,0.23300977773208897*pi,0.78817319580974*pi) q[14];\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(0.618288838143097*pi,0.274341694837102*pi,4.47311955230518*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(0.47118846969034*pi,3.23881707946995*pi,4.08323407131369*pi) q[8];\nu3(0.385303972588271*pi,0.055665258969027964*pi,4.12853614460394*pi) q[9];\nu3(0.480444856004694*pi,0.22192543334514103*pi,1.0553625271752551*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(0.342736679265751*pi,3.17423864444585*pi,0.752550715871089*pi) q[13];\nu3(0.688640013513648*pi,-0.399634543908466*pi,0.5276104943069405*pi) q[14];\ncx q[1],q[6];\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(0.154083148650956*pi,-0.079992977685788*pi,1.173636428821211*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];\nu3(0.598688073695392*pi,-0.018979939858420003*pi,4.38628598407798*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.798792075696633*pi,-0.184619567402594*pi,0.893274976590394*pi) q[12];\nu3(0.161836073489634*pi,2.66989757075315*pi,1.60007061426859*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[14];\nu3(3.5*pi,3.21013907918743*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[5];\nu3(1.0*pi,0.0*pi,1.129770498910747*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(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.747359864919434*pi,0.249781154659381*pi,4.3363719412117*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];\ncx q[1],q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[3],q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\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(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[10];\nu3(3.5*pi,3.46613496519383*pi,0.5*pi) q[3];\ncx q[4],q[9];\ncx q[5],q[13];\nu3(0.0*pi,-0.5*pi,0.611040119727265*pi) q[6];\nu3(1.0*pi,0.0*pi,1.225648337588414*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,3.470824770145*pi,0.5*pi) q[0];\ncx q[1],q[6];\nu3(3.5*pi,3.48054690721816*pi,0.5*pi) q[2];\ncx q[3],q[8];\nu3(3.5*pi,3.38832489747938*pi,0.5*pi) q[4];\nu3(3.5*pi,3.34049633125022*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.288023954574735*pi) q[9];\nu3(1.0*pi,0.0*pi,1.087107374695883*pi) q[10];\ncx q[11],q[12];\nu3(1.0*pi,0.0*pi,1.244468941126002*pi) q[13];\nu3(1.0*pi,0.0*pi,1.3904740383958711*pi) q[14];\ncx q[0],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[9];\ncx q[5],q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.518751560659683*pi) q[8];\nu3(3.5*pi,3.41626588546953*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.2671947849709109*pi) q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.348268014074737*pi,0.06894119537793997*pi,0.9704803031625551*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,0.0*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,4.42809689388697*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.44957417111843*pi) q[10];\ncx q[11],q[12];\nu3(0.0*pi,-0.5*pi,4.469072261268201*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.639694672435826*pi) q[14];\ncx q[0],q[14];\nu3(0.148165562553029*pi,2.38951035056515*pi,1.164493281245531*pi) q[1];\ncx q[2],q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[9];\ncx q[5],q[13];\nu3(1.0*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,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.4844114099779*pi) q[12];\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(0.817781883503661*pi,0.377369011515859*pi,4.32801180307734*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(0.664013616921291*pi,0.79271676330008*pi,4.34022511718298*pi) q[6];\nu3(0.740102751360734*pi,0.19089580399176498*pi,3.97155878764999*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[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(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.308786713830244*pi,-0.351364824637181*pi,1.338289179618981*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(0.65616280245748*pi,2.62976003328997*pi,3.51882756165754*pi) q[6];\nu3(0.369894694968222*pi,2.62003748676426*pi,1.1597756045887682*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[14];\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(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(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[6];\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[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,1.0*pi) q[14];\nu3(0.449765747344921*pi,2.74399427724935*pi,1.178214308270531*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(0.0*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(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,-0.5*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(0.602759530725964*pi,3.2253771401681*pi,0.610685552955406*pi) q[14];\nu3(0.670311833467531*pi,-0.25967345030837197*pi,4.367995487261339*pi) q[0];\nu3(0.34886557994925*pi,0.73092151989905*pi,4.22190642173223*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.20987653626184*pi,0.409763780134764*pi,1.043727393619037*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(0.0*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,0.0*pi,4.0*pi) q[13];\nu3(0.692063314154685*pi,0.27102705551167094*pi,1.186997233440923*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.391076633904998*pi,-0.4713511810628963*pi,1.88687838666445*pi) q[2];\nu3(0.800166822803983*pi,2.55122038851599*pi,4.01065444631089*pi) q[4];\nu3(0.473815157222081*pi,3.48723737706968*pi,1.9283446043485*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.585225475304789*pi,-0.07017110948479399*pi,4.2511357302979*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(0.869737440958867*pi,0.72930506397149*pi,0.811750616182665*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,-0.5*pi,0.5*pi) q[2];\nu3(0.690744471653061*pi,0.365608398150162*pi,1.2439757996272869*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(0.80157691414156*pi,3.3889317716983*pi,4.38768398105472*pi) q[9];\nu3(0.887173380015011*pi,3.27624306717937*pi,3.06371631447947*pi) q[10];\nu3(0.554724700319808*pi,3.13073936596434*pi,1.73252938399936*pi) q[11];\nu3(0.681476869764808*pi,-0.359458041310895*pi,4.40539741714569*pi) q[12];\nu3(0.749235128508559*pi,0.8267891719393199*pi,0.9210347988456891*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[2];\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[9];\nu3(0.311215631715652*pi,0.16118280442022104*pi,3.74881876578916*pi) q[10];\nu3(0.490133538510863*pi,3.126030324899*pi,3.13590411624449*pi) q[11];\nu3(0.727488483663778*pi,0.43396181646983*pi,1.207072258313021*pi) q[12];\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(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\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,-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];\ncx q[0],q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\ncx q[7],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(3.5*pi,3.38304596849034*pi,0.5*pi) q[0];\ncx q[1],q[11];\ncx q[2],q[3];\nu3(1.0*pi,0.0*pi,1.236246193679679*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(3.5*pi,3.43152917714679*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.2333188752739401*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\ncx q[12],q[13];\ncx q[0],q[4];\nu3(3.5*pi,3.49200878584462*pi,0.5*pi) q[1];\nu3(3.5*pi,3.4284409096503*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.2548694314329931*pi) q[3];\ncx q[5],q[8];\ncx q[6],q[10];\ncx q[7],q[9];\nu3(1.0*pi,0.0*pi,1.218562578873378*pi) q[11];\nu3(3.5*pi,3.49823091951956*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.246376568975065*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[11];\ncx q[2],q[3];\nu3(0.0*pi,-0.5*pi,0.605185657137289*pi) q[4];\nu3(3.5*pi,3.48501323548721*pi,0.5*pi) q[5];\nu3(3.5*pi,3.40995828851277*pi,0.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.364058319119796*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5346189818855773*pi) q[9];\nu3(1.0*pi,0.0*pi,1.363988494855139*pi) q[10];\ncx q[12],q[13];\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(0.0*pi,-0.5*pi,4.44007291290045*pi) q[3];\ncx q[5],q[8];\ncx q[6],q[10];\ncx q[7],q[9];\nu3(0.0*pi,-0.5*pi,0.5797534110814748*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.39553273082822*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[11];\ncx q[2],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(0.5*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,0.5620561684663543*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.674804450929113*pi) q[10];\ncx q[12],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(0.0*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[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(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(0.358135707973247*pi,2.58054222976919*pi,1.487588757514808*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(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.506742323679811*pi,0.19419430030723195*pi,3.69299782246833*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(0.0*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(0.7833562167985*pi,3.07504172922917*pi,4.2592374406714*pi) q[0];\nu3(0.205143895219032*pi,-0.4575059252338304*pi,1.86726587733677*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(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.448880454834708*pi,3.48640066820251*pi,4.13022065124844*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[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[0];\nu3(0.577060499336445*pi,-0.035907883855663014*pi,3.78393294942214*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(0.633356655481574*pi,0.88710821666412*pi,4.4141301533914294*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(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.668951689122785*pi,0.18722670734483704*pi,3.92098129930371*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(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.912101913098566*pi,0.23703736828357402*pi,1.65747804161942*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.446684531772756*pi,0.50025285345655*pi,0.697826719829533*pi) q[4];\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(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.507998092683817*pi,0.17442534207249605*pi,1.487737894872268*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.144814362160184*pi,3.48086999891533*pi,0.5238554224908673*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(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.749551693335101*pi,1.02177368569316*pi,0.5919493152886971*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(0.542586934662362*pi,-0.237381501077999*pi,4.18700994183059*pi) q[5];\nu3(0.757911935596942*pi,0.5579272957268799*pi,4.31177567596995*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(0.271689289176358*pi,-0.330491816659149*pi,1.030510726166745*pi) q[11];\nu3(0.657500999896452*pi,3.25831307856045*pi,2.88019997192723*pi) q[12];\nu3(0.660500108462403*pi,-0.19795803311119903*pi,4.3467917726066805*pi) q[13];\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(0.438711976414403*pi,-0.323986556016607*pi,0.983600178452857*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.295560018872085*pi,2.35168493015214*pi,1.3010154641742901*pi) q[5];\nu3(0.58942408025745*pi,3.11097740165134*pi,4.07413484842533*pi) q[6];\nu3(1.5*pi,0.0*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,1.0*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.517115703732717*pi,-0.05865230165499202*pi,1.143748616458769*pi) q[12];\nu3(0.4763665205334*pi,0.36850864448920995*pi,4.4164835883874805*pi) q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.406955631693432*pi,3.37057234922143*pi,0.854828718558419*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,4.0*pi) q[6];\nu3(0.281001756407388*pi,1.09170573057152*pi,4.1958402146955205*pi) q[8];\nu3(0.690515926158905*pi,0.93929246564462*pi,0.785050586707372*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[13];\ncx q[1],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[6];\ncx q[7],q[11];\nu3(0.50180841033308*pi,0.97239652291363*pi,0.7186274700067941*pi) q[8];\nu3(0.647257114004275*pi,-0.4923937730985295*pi,3.34323304408604*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,3.29304651066026*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,1.214166987501085*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,3.37555574653284*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[10];\nu3(1.0*pi,0.0*pi,1.230063924410746*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\ncx q[0],q[6];\ncx q[1],q[5];\ncx q[2],q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[7],q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(3.5*pi,3.43830529476951*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(3.5*pi,3.35011643691561*pi,0.5*pi) q[2];\ncx q[3],q[9];\nu3(0.0*pi,-0.5*pi,4.30448324106906*pi) q[5];\nu3(1.0*pi,0.0*pi,1.368425176921533*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\ncx q[8],q[14];\nu3(1.0*pi,0.0*pi,1.242480225096662*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.649671744704232*pi) q[11];\ncx q[12],q[13];\ncx q[0],q[6];\ncx q[1],q[5];\ncx q[2],q[10];\nu3(3.5*pi,3.31025041028833*pi,0.5*pi) q[3];\ncx q[7],q[11];\nu3(3.5*pi,3.36208394023646*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.241497249879894*pi) q[9];\nu3(3.5*pi,3.43274844990186*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.201069040729519*pi) q[13];\nu3(1.0*pi,0.0*pi,1.278158420954545*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(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.742920655178158*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[14];\nu3(0.0*pi,-0.5*pi,4.34626751726012*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\ncx q[12],q[13];\ncx q[0],q[6];\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[3];\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(0.0*pi,-0.5*pi,4.45893413814673*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,4.43695165563388*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.40019235874502*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];\ncx q[3],q[9];\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(0.71949375201869*pi,0.216046962545411*pi,4.31776397056385*pi) q[7];\ncx q[8],q[14];\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[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(0.0*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[6];\nu3(0.45809511129437*pi,0.64421815644169*pi,0.5336209779519262*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,1.0*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(0.0*pi,-0.5*pi,1.0*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[10];\nu3(0.639272319203819*pi,2.92496958362333*pi,3.85226902905329*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(0.486124363922549*pi,-0.39932023811469597*pi,3.75145546226875*pi) q[0];\nu3(0.273186214984076*pi,0.31713960229860205*pi,4.47806272181768*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(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.74112806140949*pi,-0.318569469866414*pi,4.27481865629338*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(0.0135369820726044*pi,2.43886432467349*pi,1.315007163971561*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(0.382378163905039*pi,0.7796045721377001*pi,4.24933739845212*pi) q[0];\nu3(0.495444494324495*pi,0.417941814413878*pi,4.38018665421273*pi) q[1];\nu3(0.914313692787852*pi,-0.318032921558548*pi,0.7701399860778879*pi) q[2];\nu3(0.636460410060038*pi,2.99051299911638*pi,3.81803060924039*pi) q[3];\nu3(1.0*pi,0.0*pi,4.0*pi) q[5];\nu3(0.69549287997431*pi,-0.036294380996333975*pi,0.5871855344367295*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(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(1.0*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[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.38322081080145*pi,0.59924572725914*pi,0.6592917887009659*pi) q[2];\nu3(0.45342067360124*pi,0.5786419422890301*pi,3.62705801702084*pi) q[3];\nu3(0.610032460267216*pi,0.25987985377841705*pi,0.921169255325335*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(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.305687339205013*pi,0.01052875257168695*pi,3.69341793897591*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.585512316986936*pi,0.5429420588646301*pi,4.16893704420789*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[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(0.564018616147324*pi,-0.10542798180659602*pi,1.023060792667723*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.646200485187196*pi,2.74627303146664*pi,4.05546939262332*pi) q[8];\nu3(0.377210040410356*pi,-0.334427932827588*pi,1.7873932726788*pi) q[9];\nu3(0.261939374225326*pi,0.26003060671575995*pi,4.46152031683363*pi) q[10];\nu3(0.474079324437404*pi,3.05988504574533*pi,3.29305028905119*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.364079455078923*pi,-0.307323085318356*pi,0.9951547195227031*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(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(0.615699585906958*pi,0.5900936383009401*pi,0.9554012640662211*pi) q[8];\nu3(0.136953519738457*pi,2.92293920774215*pi,1.80913450793448*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(0.856224748126036*pi,3.36486444710647*pi,4.45093729171474*pi) q[13];\nu3(0.858931823294462*pi,2.54912700213587*pi,3.59365702838505*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(1.5*pi,0.0*pi,1.5*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(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(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.42883285455922*pi,0.05282457720292799*pi,1.313008630183826*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[1],q[11];\ncx q[2],q[5];\ncx q[3],q[7];\ncx q[4],q[14];\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(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[9];\nu3(3.5*pi,3.40848242794305*pi,0.5*pi) q[1];\nu3(3.5*pi,3.47388853124455*pi,0.5*pi) q[2];\nu3(3.5*pi,3.24031029694193*pi,0.5*pi) q[3];\nu3(3.5*pi,3.32627066488264*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.3591808999111281*pi) q[5];\nu3(1.0*pi,0.0*pi,1.1362205154859621*pi) q[7];\ncx q[8],q[10];\nu3(1.0*pi,0.0*pi,1.250633065079022*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.1986404502959171*pi) q[14];\nu3(3.5*pi,3.39912195832333*pi,0.5*pi) q[0];\ncx q[1],q[11];\ncx q[2],q[5];\ncx q[3],q[7];\ncx q[4],q[14];\nu3(3.5*pi,3.385048558429*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.298803890630839*pi) q[9];\nu3(1.0*pi,0.0*pi,1.25692690513434*pi) q[10];\ncx q[12],q[13];\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(0.5*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,0.561311251247372*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.5270509479237226*pi) q[7];\ncx q[8],q[10];\nu3(0.0*pi,-0.5*pi,0.5833950559259371*pi) q[11];\nu3(3.5*pi,3.37124842805909*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.228872181520401*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.624785037328765*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[11];\ncx q[2],q[5];\ncx q[3],q[7];\ncx q[4],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.613246072672321*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.654465986829511*pi) q[10];\ncx q[12],q[13];\ncx q[0],q[9];\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[7];\ncx q[8],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,0.684245683327626*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];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.420542599958849*pi,2.51251741300826*pi,1.411794021355985*pi) q[2];\nu3(0.55974817212484*pi,3.45329335144184*pi,3.64981461867759*pi) q[3];\nu3(0.129278400239794*pi,3.04005438227087*pi,1.083130954361244*pi) q[4];\nu3(0.410424637658325*pi,0.453065749240082*pi,4.37879793805877*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(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];\ncx q[12],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(0.424437021185368*pi,2.49977525452352*pi,1.48832233338357*pi) q[1];\nu3(0.360546368586021*pi,0.04641439638947498*pi,0.648824075451554*pi) q[2];\nu3(0.604295829226498*pi,0.106935130331129*pi,1.53997951762631*pi) q[3];\nu3(0.806691209720181*pi,-0.047095194559859*pi,4.46739554657038*pi) q[4];\nu3(0.354905390322852*pi,3.14629678641898*pi,2.05845560867592*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.55749051050302*pi,0.6449643150763*pi,4.31020207252789*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.503309852099699*pi,-0.22248457317104398*pi,0.806794828138105*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(0.265279928300919*pi,-0.11783847882077803*pi,1.251564369286204*pi) q[0];\nu3(0.291943562582455*pi,1.09277884080346*pi,4.37006358981103*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(0.424290613685203*pi,3.42331376763489*pi,4.42415029603455*pi) q[7];\nu3(0.136872350149236*pi,3.19544050450794*pi,0.666164128094718*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.201055827979386*pi,-0.154591582799675*pi,0.9316125735661049*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.279889756952675*pi,2.74479466569873*pi,0.822827488589878*pi) q[12];\nu3(0.448158460647651*pi,0.16855368384940905*pi,4.4292919824554104*pi) q[13];\nu3(0.203004904123001*pi,0.44795139775778603*pi,0.780628472612795*pi) q[14];\nu3(0.329688614222368*pi,0.31976940674323595*pi,3.38563407195134*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(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.464678748012654*pi,3.35728871729758*pi,4.25969908502133*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(0.375702846887351*pi,-0.4336338714290951*pi,1.161501136795191*pi) q[11];\nu3(0.348324785415534*pi,-0.116328448754278*pi,4.48740677049521*pi) q[12];\nu3(0.674034951278297*pi,2.81703053549182*pi,3.68166017246846*pi) q[13];\nu3(0.488296634005253*pi,-0.12845884529166102*pi,0.735276371539595*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(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[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.116581603447018*pi,3.32309200083781*pi,2.00066959225176*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.570072883053851*pi,-0.235449228241917*pi,0.681044336066083*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,4.0*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(1.5*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,1.5*pi) q[7];\nu3(0.487649873079983*pi,3.48018071676501*pi,4.10821509720361*pi) q[9];\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(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[5];\ncx q[4],q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[13];\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[14];\ncx q[1],q[3];\nu3(3.5*pi,3.4851712689518*pi,0.5*pi) q[2];\nu3(3.5*pi,3.47193345746303*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.346786862647991*pi) q[5];\ncx q[6],q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(3.5*pi,3.4729497257036*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(1.0*pi,0.0*pi,1.294286360258238*pi) q[12];\nu3(1.0*pi,0.0*pi,1.3011015346843449*pi) q[13];\ncx q[0],q[9];\nu3(3.5*pi,3.43732550384215*pi,0.5*pi) q[1];\ncx q[2],q[5];\nu3(1.0*pi,0.0*pi,1.195075553576288*pi) q[3];\ncx q[4],q[12];\nu3(3.5*pi,3.45750770581081*pi,0.5*pi) q[6];\ncx q[7],q[10];\ncx q[8],q[13];\nu3(1.0*pi,0.0*pi,1.371498012848516*pi) q[14];\nu3(3.5*pi,3.42380606856466*pi,0.5*pi) q[0];\ncx q[1],q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.694323080159612*pi) q[5];\ncx q[6],q[14];\nu3(3.5*pi,3.38256282995308*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,1.164848578786248*pi) q[9];\nu3(1.0*pi,0.0*pi,1.2104892389799549*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5066637435867256*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.668636599830652*pi) q[13];\ncx q[0],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[5];\nu3(0.0*pi,-0.5*pi,0.5628533455124378*pi) q[3];\ncx q[4],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\ncx q[7],q[10];\ncx q[8],q[13];\nu3(0.0*pi,-0.5*pi,0.699972505871863*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*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(1.0*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(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5502609235964453*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.4981555428138*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];\ncx q[0],q[9];\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(0.0*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[10];\nu3(0.514465888829459*pi,0.49542483763729706*pi,0.5276106885314218*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.891623581696278*pi,-0.4187161533847671*pi,3.22011461877456*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[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.734194308115206*pi,3.45152175452903*pi,3.79227343915264*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.583126328192617*pi,0.0022521738665519653*pi,4.14635152468953*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(0.106312983482746*pi,3.08284479864478*pi,1.8788322414031*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(0.52324592511072*pi,3.44147424505259*pi,4.362531501977379*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.579223612589818*pi,3.28609556376575*pi,3.02768368284577*pi) q[0];\nu3(0.387671344199827*pi,0.5849761232652899*pi,4.367379113718631*pi) q[1];\nu3(0.450699000640622*pi,-0.275047580195503*pi,4.4206707669702805*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.528671504370518*pi,0.38769615927308*pi,1.074287522902132*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(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.609650703559127*pi,3.37963171468758*pi,0.67120192024385*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,0.0*pi,4.0*pi) q[14];\nu3(0.70300540826408*pi,3.36147141661674*pi,2.93643594095236*pi) q[0];\nu3(0.815510024338391*pi,0.11786280033843699*pi,0.632619217624053*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(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.688405141313857*pi,0.007830432165935042*pi,4.46876570444737*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(0.676888738738448*pi,0.305254330975683*pi,1.208013690033631*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.547745219784614*pi,2.65043655305048*pi,3.92280530865554*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nmeasure q[5] -> c[5];\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(0.688326733990282*pi,-0.21220673108472698*pi,0.997331438171716*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.428170624876137*pi,-0.180510333353182*pi,4.169195013874781*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(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.520210518505688*pi,3.05471201712172*pi,3.52208420880588*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[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(0.673943925605494*pi,2.48091032417937*pi,3.59088083876328*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.623865052408271*pi,-0.015237961003804978*pi,0.5267699151616795*pi) q[6];\nu3(0.615277069713661*pi,0.17900217065841795*pi,4.34208505404169*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,1.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[14];\ncx q[0],q[13];\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(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.336101492531596*pi,0.73211404399475*pi,0.669798144310458*pi) q[7];\ncx q[8],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(0.572832598951729*pi,2.54980059646502*pi,3.75003527240912*pi) q[14];\nu3(3.5*pi,3.3556265885611*pi,0.5*pi) q[0];\ncx q[1],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(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,3.46249984137611*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.3362613699791939*pi) q[9];\nu3(0.392567573159544*pi,0.15833296294740995*pi,3.73172521500807*pi) q[10];\nu3(1.0*pi,0.0*pi,1.108649288673671*pi) q[13];\nu3(0.0369608572332095*pi,0.77579532988496*pi,4.27279217609199*pi) q[14];\ncx q[0],q[13];\nu3(3.5*pi,3.40935978606297*pi,0.5*pi) q[1];\ncx q[2],q[11];\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(0.254781085741909*pi,2.76490300287962*pi,1.1883300784333741*pi) q[10];\nu3(1.0*pi,0.0*pi,1.317619481477267*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];\ncx q[1],q[12];\nu3(3.5*pi,3.47886552830834*pi,0.5*pi) q[2];\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(0.0*pi,-0.5*pi,0.5217921302674964*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.393136388897414*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.41418564674237*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[11];\ncx q[3],q[10];\ncx q[4],q[14];\ncx q[6],q[7];\ncx q[8],q[9];\nu3(0.0*pi,-0.5*pi,0.5333648561844297*pi) q[12];\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,3.29230315385063*pi,0.5*pi) q[3];\nu3(3.5*pi,3.44463973492732*pi,0.5*pi) q[4];\nu3(3.5*pi,3.46618390141488*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.263022276015414*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,0.0*pi,1.232639075942622*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.38589106881293*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.2966877780292871*pi) q[14];\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[11];\ncx q[3],q[10];\ncx q[4],q[14];\ncx q[6],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(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.22949298677822*pi,-0.290409587699258*pi,1.264744722890636*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[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.39783152653785*pi) q[7];\nu3(0.33397724891756*pi,3.31404459680901*pi,2.11805705352617*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.516889380448919*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0426993611876049*pi,0.07353756098145303*pi,1.07126820627515*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.31250721112428*pi) q[14];\nmeasure q[1] -> c[1];\nmeasure q[8] -> c[8];\nmeasure q[12] -> c[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[10];\ncx q[4],q[14];\ncx q[6],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[13];\nu3(0.90981939733093*pi,-0.15474495466281402*pi,4.12871919550055*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[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.614607632244157*pi,3.30666774702658*pi,2.95509366812169*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,0.0*pi,4.0*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nmeasure q[0] -> c[0];\nmeasure q[9] -> c[9];\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(0.0*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(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.39568211465193*pi,2.89033346721817*pi,0.90867876040688*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nmeasure q[13] -> c[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.739357970517231*pi,-0.04165190023620702*pi,3.48878880137394*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[7];\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];\nmeasure q[3] -> c[3];\nu3(0.0*pi,-0.5*pi,1.0*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(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.768199340771774*pi,0.69600691005135*pi,1.015334905887485*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[14];\nmeasure q[10] -> c[10];\nu3(0.570439365309804*pi,2.57083111703818*pi,3.47501068944279*pi) q[2];\nu3(1.0*pi,0.0*pi,4.0*pi) q[4];\nu3(0.397468101806845*pi,3.41654331364935*pi,1.017669269327787*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[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nmeasure q[2] -> c[2];\nmeasure q[6] -> c[6];\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(0.0*pi,-0.5*pi,1.0*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.843942228052587*pi,0.7114770163364199*pi,0.5089600855406239*pi) q[4];\nu3(0.608313516482929*pi,0.49886971757417*pi,1.451137784310953*pi) q[7];\nu3(0.640933513470095*pi,2.43806257567829*pi,3.74452799499053*pi) q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\nmeasure q[4] -> c[4];\nmeasure q[7] -> c[7];\nmeasure q[11] -> c[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.453477137360327*pi,-0.041724390368563014*pi,3.67269823824256*pi) q[14];\nmeasure q[14] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[15];\ncreg c[15];\n\nu3(0.799005165337584*pi,2.6202137700519*pi,3.38400243818149*pi) q[0];\nu3(0.540137867519533*pi,-0.077504077243287*pi,0.917294432233008*pi) q[1];\nu3(0.618642311400133*pi,-0.21227929828647202*pi,1.051305778415859*pi) q[2];\nu3(0.26762941558275*pi,0.18148459657753602*pi,0.5221692268349456*pi) q[3];\nu3(0.739831817500869*pi,3.10458321872871*pi,3.88306432051061*pi) q[4];\nu3(0.522621759992409*pi,3.24345377578926*pi,3.47492699220887*pi) q[5];\nu3(0.834301891134739*pi,2.91373680678094*pi,4.2902454153133505*pi) q[6];\nu3(0.219439889434265*pi,-0.022337012144313995*pi,3.71513880284701*pi) q[7];\nu3(0.638393093493609*pi,-0.224863033808551*pi,3.94289794837337*pi) q[8];\nu3(0.0908461530729919*pi,0.5070998932373301*pi,4.11077549837536*pi) q[9];\nu3(0.56191799693493*pi,-0.186644111086938*pi,3.57406616309166*pi) q[10];\nu3(0.265630049736776*pi,0.26784294714797896*pi,4.4346505025765*pi) q[11];\nu3(0.611030303244492*pi,0.32934364937982497*pi,1.181507489810032*pi) q[12];\nu3(0.181071112205946*pi,0.14400986706464902*pi,1.259289691503235*pi) q[13];\nu3(0.582622083047319*pi,2.80014135573842*pi,4.21313081362598*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(0.0*pi,-0.5*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[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(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(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(1.0*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,-0.5*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[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(1.5*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(0.0*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[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(1.0*pi,-0.5*pi,0.5*pi) q[6];\ncx q[10],q[14];\ncx q[11],q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.48177952449853*pi,0.5*pi) q[1];\ncx q[2],q[7];\nu3(1.0*pi,0.0*pi,1.240295427983898*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,3.4810197929604*pi,0.5*pi) q[10];\nu3(3.5*pi,3.49476050658218*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.2479180194886759*pi) q[12];\nu3(1.0*pi,0.0*pi,1.232201172067581*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[4];\nu3(3.5*pi,3.35320070952285*pi,0.5*pi) q[2];\ncx q[5],q[8];\ncx q[6],q[9];\nu3(1.0*pi,0.0*pi,1.292725720119793*pi) q[7];\ncx q[10],q[14];\ncx q[11],q[12];\ncx q[0],q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[7];\nu3(0.0*pi,-0.5*pi,4.458370311854241*pi) q[4];\nu3(3.5*pi,3.44840235414688*pi,0.5*pi) q[5];\nu3(3.5*pi,3.48203361093408*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.326891993238481*pi) q[8];\nu3(1.0*pi,0.0*pi,1.1651322071906471*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,0.5938242778254704*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.44082830051203*pi) q[14];\nu3(3.5*pi,3.42229190018639*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,1.374445933040924*pi) q[3];\ncx q[5],q[8];\ncx q[6],q[9];\nu3(0.0*pi,-0.5*pi,0.6704427906142341*pi) q[7];\ncx q[10],q[14];\ncx q[11],q[12];\ncx q[0],q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],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(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.4016675310102595*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5792319580864551*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[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(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.27227136810511*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[8];\ncx q[6],q[9];\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(0.266497027628423*pi,0.68792247996851*pi,3.70437758271274*pi) q[11];\nu3(0.739615433767298*pi,-0.007119123584624021*pi,3.88424709890684*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.987078219798257*pi,2.63148209484414*pi,3.88164737687235*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(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(0.292857321503043*pi,-0.093193417258991*pi,1.0086296386088351*pi) q[11];\nu3(0.470675159323891*pi,2.83981950125553*pi,1.25102512347676*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(0.682747191290449*pi,0.03678928035603701*pi,0.653842701363445*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(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(0.5*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(0.0*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(0.0*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(0.861958440131821*pi,0.47569622149218405*pi,1.268319731220672*pi) q[6];\nu3(0.65872256470945*pi,0.10507988706201199*pi,0.858337605629397*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[12];\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(0.0523771236990788*pi,0.09579015235421395*pi,3.73932820767042*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(0.727160475479737*pi,0.23305423680524695*pi,0.747620576047245*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.569184460290691*pi,3.13349933365972*pi,3.93440991440921*pi) q[6];\nu3(0.745379207953284*pi,-0.030330256769010022*pi,1.0012453767971161*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(0.54245318253569*pi,-0.343560645849308*pi,1.0116972730072291*pi) q[10];\nu3(0.577479113907607*pi,3.35742299476653*pi,0.600475176928438*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.699272668063016*pi,0.15626828154169503*pi,3.68683279845274*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(0.584985261227143*pi,0.29943799770064305*pi,3.85307822476199*pi) q[4];\nu3(0.208205321505986*pi,-0.4502277099465804*pi,4.38931434281331*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(0.616856311145864*pi,0.9375745744589601*pi,0.9317579987160169*pi) q[9];\nu3(0.302747221236131*pi,3.20014789799501*pi,0.777882931144404*pi) q[10];\nu3(0.764047051920558*pi,-0.4809749137551083*pi,4.13600198612647*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(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,4.0*pi) q[4];\nu3(0.430899805176579*pi,0.41628411727314396*pi,3.73471805165913*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,-0.5*pi,0.5*pi) q[8];\nu3(0.338124628940636*pi,3.17444811207931*pi,1.054955860457184*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[14];\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[2],q[13];\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];\ncx q[7],q[11];\nu3(0.678186459562662*pi,0.38129492133739595*pi,1.53913226588338*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(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.433857072984012*pi,3.4562124281427*pi,1.50325628364064*pi) q[0];\ncx q[1],q[6];\nu3(3.5*pi,3.43138114597639*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,3.31583059620462*pi,0.5*pi) q[7];\nu3(0.831541254823498*pi,2.71019847845774*pi,3.31964691859401*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\ncx q[10],q[14];\nu3(1.0*pi,0.0*pi,1.16126785935546*pi) q[11];\nu3(1.0*pi,0.0*pi,1.301885352029367*pi) q[13];\nu3(0.802198636733509*pi,2.96162335182673*pi,3.20136237377434*pi) q[0];\nu3(3.5*pi,3.4972803049595*pi,0.5*pi) q[1];\ncx q[2],q[13];\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(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.2130188943457139*pi) q[6];\ncx q[7],q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,3.42897649423329*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.276017303134371*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.58315280722736*pi,3.26882019622294*pi,3.1090955885482*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,-0.5*pi,0.5*pi) q[8];\ncx q[10],q[14];\nu3(0.0*pi,-0.5*pi,4.413158557617431*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.394652140291679*pi) q[13];\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[13];\nu3(0.694521907808787*pi,0.40573269365102704*pi,0.503692998787634*pi) q[3];\ncx q[4],q[5];\nu3(0.0*pi,-0.5*pi,0.5079710763414446*pi) q[6];\ncx q[7],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.33377738029994*pi) q[14];\ncx q[0],q[8];\ncx q[1],q[6];\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,3.44695767837168*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.389451407152877*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[10],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[13];\nu3(3.5*pi,3.46205458804253*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];\ncx q[4],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,0.0*pi,1.181101433485904*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[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[8];\nu3(0.24677260242615*pi,2.42613724511927*pi,1.1643038547629772*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];\nu3(0.0*pi,-0.5*pi,4.45860765245787*pi) q[5];\nu3(0.406634531362524*pi,-0.186478643387967*pi,4.35427223624602*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(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(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.373923601640072*pi,0.22112268383251998*pi,3.96993777316144*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.41278415190196*pi,0.5*pi) q[3];\ncx q[4],q[5];\nu3(0.532333194461076*pi,2.75221773307875*pi,1.13065724011938*pi) q[6];\nu3(1.0*pi,0.0*pi,4.0*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5568429470091777*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(1.0*pi,0.0*pi,1.2667798552875928*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];\ncx q[0],q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.356072279605024*pi,-0.4030052829658408*pi,4.29793268675562*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(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.547081789375012*pi,3.47327731138359*pi,4.32754671526407*pi) q[7];\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[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(0.548964264708579*pi,3.36627591068085*pi,3.92940706594762*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(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.315115517812071*pi,3.07537105471942*pi,0.927594355292348*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(0.495385143530233*pi,0.291829592828878*pi,3.87201508334208*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.696885970753137*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(0.34952675882764*pi,3.40350718515657*pi,1.99181012997599*pi) q[0];\nu3(3.5*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(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.780982427739694*pi,3.33802604916527*pi,0.736968621138071*pi) q[8];\nu3(0.37950926192099*pi,2.57189183813493*pi,1.3091646107381552*pi) q[10];\nu3(0.516827249700821*pi,-0.07741551005142899*pi,3.89658437155042*pi) q[11];\nu3(0.503257517911945*pi,-0.4943725032256275*pi,3.47500922120425*pi) q[13];\nu3(0.286360683756038*pi,0.30422424625382705*pi,0.99610256320767*pi) q[14];\nu3(0.68002005067963*pi,3.14540087163166*pi,3.12146128489172*pi) q[0];\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(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.93851046571337*pi,1.17900419927724*pi,0.684025292469315*pi) q[8];\nu3(0.66906808916775*pi,3.10896102407417*pi,3.16915891871289*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(0.279501918445111*pi,2.60730239617716*pi,1.3427150782910489*pi) q[13];\nu3(0.428208326077752*pi,-0.07820601516970599*pi,0.674735047123407*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.059426970031234*pi,2.55989566172411*pi,1.1854180539020929*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[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(0.471003477228624*pi,3.13683144841306*pi,4.28222751006844*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(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.0252107608738207*pi,2.35690746374071*pi,1.311429110623024*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.0*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[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(0.741357206364624*pi,1.03925903043178*pi,0.65403758508519*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];\ncx q[0],q[7];\ncx q[1],q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.550184068692301*pi,3.08246701113811*pi,3.71337543659166*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[10];\ncx q[9],q[14];\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(3.5*pi,3.39095902751452*pi,0.5*pi) q[0];\nu3(3.5*pi,3.46692462074444*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.581136212280652*pi,0.18942821658443498*pi,3.76563630554255*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[5];\nu3(3.5*pi,3.43273856592907*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.220422970787637*pi) q[7];\nu3(1.0*pi,0.0*pi,1.272216952933031*pi) q[8];\nu3(3.5*pi,3.39909951010872*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.223607592173245*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.331450024269411*pi) q[14];\ncx q[0],q[7];\ncx q[1],q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.453331501708239*pi,0.315648058281475*pi,1.19708327520638*pi) q[5];\ncx q[6],q[10];\ncx q[9],q[14];\ncx q[11],q[12];\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[4];\nu3(0.306268425263662*pi,0.308695795279623*pi,4.2782356685559*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5183401279765902*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.4229247313733495*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.493069748382521*pi) q[10];\nu3(3.5*pi,3.44932170324923*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.331477845479482*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.756329527276674*pi) q[14];\ncx q[0],q[7];\ncx q[1],q[8];\ncx q[3],q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[10];\ncx q[9],q[14];\ncx q[11],q[12];\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,3.38480034087126*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.1576084189822091*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(0.0*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,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5651999160244556*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.166460960371323*pi,2.90215377307297*pi,0.799853719310187*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[3],q[4];\ncx q[5],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.483884564180321*pi,-0.341218731673474*pi,1.54550004980633*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.549008876488904*pi,0.58347359832153*pi,1.168592365664751*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\ncx q[11],q[12];\nu3(0.193930955554362*pi,0.16224773227164302*pi,4.19298889121959*pi) q[14];\nu3(0.147412352469301*pi,-0.39601625654233297*pi,1.78806868293235*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(0.0*pi,-0.5*pi,0.624611553790615*pi) q[4];\nu3(3.5*pi,3.39948401995667*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.535600370968341*pi,0.93440891146342*pi,0.5692747750972386*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.557024087418867*pi,3.13160261790374*pi,4.13197449578608*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(1.0*pi,0.0*pi,1.1104757667630492*pi) q[13];\nu3(0.662244683593774*pi,0.50629070580454*pi,4.31533841071707*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];\ncx q[3],q[4];\ncx q[5],q[13];\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(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(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[14];\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(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,-0.5*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(0.407702708796239*pi,3.43070236803461*pi,0.5446028056511354*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5673442120606129*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[0];\nu3(0.33940823824798*pi,-0.41584953508794353*pi,0.7637432711165499*pi) q[1];\nu3(0.356528678250792*pi,-0.11046655745478601*pi,3.94491430141382*pi) q[3];\nu3(0.538809990044344*pi,2.72212876236253*pi,3.42782806742654*pi) q[4];\ncx q[5],q[13];\nu3(0.24984506857179*pi,-0.22819746488172699*pi,0.604745996944236*pi) q[6];\nu3(0.218364713237005*pi,3.08849941910406*pi,1.135612307323949*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.661330063780423*pi,3.39598179035988*pi,4.30228258073952*pi) q[10];\nu3(0.701220259265931*pi,-0.12276466255437901*pi,3.96050969403837*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(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.761964269702123*pi,0.6957792822583899*pi,1.031475328889409*pi) q[1];\nu3(0.0697990269518868*pi,0.35098951452769*pi,3.59047001745355*pi) q[3];\nu3(0.932088635306614*pi,3.0400694881262*pi,4.25062926059333*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.681377038875839*pi,2.71653807482776*pi,3.67879618533481*pi) q[6];\nu3(0.692603084698468*pi,2.91154715484076*pi,4.25046077593959*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.468822400960684*pi,3.40635606495789*pi,1.0267102174568241*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.271744227608266*pi,-0.34233376010918504*pi,4.030451014265569*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[1];\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(0.782332165342645*pi,0.8435119559308399*pi,1.039953159188193*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(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.745423842114865*pi,0.48001811288490503*pi,0.5982750469322281*pi) q[12];\nu3(0.58519260963366*pi,0.25793625193203096*pi,1.398673023626974*pi) 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[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.621238330958266*pi,0.10948657538663698*pi,4.146158629436179*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(0.5*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(0.656916764885271*pi,-0.24761631054515898*pi,4.08942588910846*pi) q[13];\ncx q[2],q[8];\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[9],q[10];\ncx q[11],q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,3.47633574322062*pi,0.5*pi) q[2];\ncx q[3],q[14];\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,1.207587486678031*pi) q[8];\nu3(3.5*pi,3.40716029104888*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.235024170684512*pi) q[10];\nu3(3.5*pi,3.33796758212175*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.284106691468146*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[1],q[13];\ncx q[2],q[8];\nu3(3.5*pi,3.4561279566067*pi,0.5*pi) q[3];\ncx q[4],q[6];\ncx q[5],q[7];\ncx q[9],q[10];\ncx q[11],q[12];\nu3(1.0*pi,0.0*pi,1.3799350411297389*pi) q[14];\nu3(3.5*pi,3.37663388931594*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[14];\nu3(3.5*pi,3.48700524170839*pi,0.5*pi) q[4];\nu3(3.5*pi,3.44954969769003*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.2170065978388172*pi) q[6];\nu3(1.0*pi,0.0*pi,1.1517526588311728*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5828346308947027*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.45621259448807*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.653082367148311*pi) q[12];\nu3(1.0*pi,0.0*pi,1.2788942004686699*pi) q[13];\ncx q[1],q[13];\ncx q[2],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[6];\ncx q[5],q[7];\ncx q[9],q[10];\ncx q[11],q[12];\nu3(0.0*pi,-0.5*pi,4.30645688127223*pi) q[14];\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[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,4.34741752441893*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5050846947818466*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(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,0.5230740590402811*pi) q[13];\ncx q[1],q[13];\nu3(0.398758901927657*pi,3.21647870974973*pi,0.658646481157395*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[6];\ncx q[5],q[7];\nu3(0.869941895414379*pi,3.09407699342611*pi,3.10516209627508*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(0.45025429404457*pi,-0.292834967174295*pi,1.53006419045261*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(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.811388843067685*pi,3.08338533950926*pi,3.39321059395896*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(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.641068169384369*pi,-0.306400576278847*pi,4.1210953512429*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(0.530721828809552*pi,0.27906876753618504*pi,3.74674199137265*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(0.503568745768805*pi,-0.4657067379589172*pi,4.253423307409459*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(0.233456891022275*pi,0.433862821585866*pi,0.5545133930444873*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.915282740291533*pi,0.5174002408942799*pi,1.3312250225983782*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(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.196082959093784*pi,3.34985906602489*pi,4.17489782729999*pi) q[12];\nu3(0.359636166592069*pi,3.04071637973852*pi,0.870994753757476*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.673568553019886*pi,0.12953626627928705*pi,4.4993687206138695*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(0.906953006339326*pi,-0.177159376731522*pi,1.1685678572930729*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.518637552179239*pi,0.6198706930268301*pi,4.12294150172315*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.121288498745193*pi,0.67097159032769*pi,0.605239912915357*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(0.780323812064694*pi,3.37904240989155*pi,2.88632781668842*pi) q[12];\nu3(0.86702605683875*pi,2.61926999588919*pi,3.66901396988784*pi) q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\ncx q[0],q[11];\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(0.5*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,-0.5*pi,0.5*pi) q[7];\nu3(0.266748525812303*pi,0.20442234150953997*pi,0.962194512782969*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(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,3.37818843127766*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(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.492931866471169*pi,0.70184583745065*pi,0.5277975648999506*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[9];\nu3(0.311007283282126*pi,3.43950796598552*pi,4.29321807031395*pi) q[10];\nu3(1.0*pi,0.0*pi,1.081098921668393*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];\ncx q[0],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[3];\nu3(0.58426889779902*pi,-0.156688978739437*pi,3.56371778313961*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[9];\nu3(0.35520968811643*pi,1.11869497757195*pi,4.3624463724098295*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[14];\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(0.377118720112661*pi,-0.07039384859563502*pi,3.99089697200719*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(0.670575546740283*pi,3.33843866469185*pi,0.8019131255105789*pi) q[6];\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,0.5424738401571254*pi) q[11];\nu3(0.646965077148713*pi,0.28809524653943597*pi,4.3505159551163395*pi) q[14];\ncx q[0],q[11];\nu3(0.478266380531535*pi,0.8617494542754001*pi,0.77804599290112*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.613922283170347*pi,2.98894867120734*pi,3.63496128281595*pi) q[6];\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(0.151951968548262*pi,3.19595839700156*pi,0.5206804917287031*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[10];\nu3(3.5*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[6];\ncx q[9],q[13];\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(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.39115260151535*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.35228283926286*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(3.5*pi,3.48365857172181*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.32984762557307*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.26319817256865*pi) q[12];\nu3(1.0*pi,0.0*pi,1.2180101470769191*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.568678060278165*pi,3.48393069658099*pi,4.4423194672517194*pi) q[0];\ncx q[1],q[10];\ncx q[2],q[3];\ncx q[4],q[12];\ncx q[6],q[8];\ncx q[7],q[14];\ncx q[9],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.78033441877035*pi,0.6742573941668699*pi,4.2748267830964295*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(3.5*pi,3.47066021763217*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.119619903044042*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(3.5*pi,3.47943827818436*pi,0.5*pi) q[6];\nu3(3.5*pi,3.46661056899842*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.332358631639728*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.7209742893026589*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.48659124143267*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.47931726250824*pi) q[13];\nu3(1.0*pi,0.0*pi,1.1704472982125411*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[10];\ncx q[2],q[3];\ncx q[4],q[12];\ncx q[6],q[8];\ncx q[7],q[14];\ncx q[9],q[13];\nu3(0.304113146546162*pi,0.29471500041313203*pi,0.80421965912536*pi) q[11];\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,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.42750798480444*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(0.0*pi,-0.5*pi,0.697926139160021*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(0.472387476065878*pi,0.5959195456703801*pi,4.21379876745489*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,0.5762670715010078*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[6],q[8];\ncx q[7],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(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(0.542770856036649*pi,-0.382335613295034*pi,0.63328115871555*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[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(0.5*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(0.910340501204036*pi,3.29799203863864*pi,0.5758066705557433*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];\ncx q[5],q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[6];\nu3(0.412040376606024*pi,0.07670985460198299*pi,0.690420559253158*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(0.5*pi,-0.5*pi,0.5*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(0.560093221969846*pi,3.31430520702027*pi,1.6985928061645*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(0.447575281461611*pi,0.7149557333590499*pi,0.800261469146063*pi) q[4];\nu3(3.5*pi,3.49479159960482*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.921981131008773*pi,3.05253412689157*pi,4.14799691704893*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.619018616584044*pi,3.31121022351805*pi,4.02374382262209*pi) q[9];\nu3(0.3203633931