{"days":90,"runs":[{"definition_id":"ghz_scaled","definition_version":5,"device":"ionq.simulator","hardware_key":"ionq:simulator","state":"scored","created_at":"2026-09-11T14:25:01.315188Z","scored_at":"2026-09-11T15:25:00.806684Z","scores":{"n":29,"shots":400,"std_error":0.0,"metric_set":"ghz_population.v1","population_ones":0.5,"population_zeros":0.5,"success_probability":1.0,"measured_queue_seconds":35.842},"error":null,"instance":{"n":29,"seed":494032541267545480,"qasm3":"OPENQASM 3.0;\ninclude \"stdgates.inc\";\nbit[29] c;\nqubit[29] q;\nh q[0];\ncx q[0], q[1];\ncx q[0], q[2];\ncx q[1], q[3];\ncx q[0], q[4];\ncx q[1], q[5];\ncx q[2], q[6];\ncx q[3], q[7];\ncx q[0], q[8];\ncx q[1], q[9];\ncx q[2], q[10];\ncx q[3], q[11];\ncx q[4], q[12];\ncx q[5], q[13];\ncx q[6], q[14];\ncx q[7], q[15];\ncx q[0], q[16];\ncx q[1], q[17];\ncx q[2], q[18];\ncx q[3], q[19];\ncx q[4], q[20];\ncx q[5], q[21];\ncx q[6], q[22];\ncx q[7], q[23];\ncx q[8], q[24];\ncx q[9], q[25];\ncx q[10], q[26];\ncx q[11], q[27];\ncx q[12], q[28];\nc[0] = measure q[0];\nc[1] = measure q[1];\nc[2] = measure q[2];\nc[3] = measure q[3];\nc[4] = measure q[4];\nc[5] = measure q[5];\nc[6] = measure q[6];\nc[7] = measure q[7];\nc[8] = measure q[8];\nc[9] = measure q[9];\nc[10] = measure q[10];\nc[11] = measure q[11];\nc[12] = measure q[12];\nc[13] = measure q[13];\nc[14] = measure q[14];\nc[15] = measure q[15];\nc[16] = measure q[16];\nc[17] = measure q[17];\nc[18] = measure q[18];\nc[19] = measure q[19];\nc[20] = measure q[20];\nc[21] = measure q[21];\nc[22] = measure q[22];\nc[23] = measure q[23];\nc[24] = measure q[24];\nc[25] = measure q[25];\nc[26] = measure q[26];\nc[27] = measure q[27];\nc[28] = measure q[28];\n","protocol":"ghz","on_device_graph":false},"analytics":{"n_50":29,"n_90":29,"shots":400,"bond_phi":{"mean":1.0,"bonds":[[0,1],[0,2],[1,3],[0,4],[1,5],[2,6],[3,7],[0,8],[1,9],[2,10],[3,11],[4,12],[5,13],[6,14],[7,15],[0,16],[1,17],[2,18],[3,19],[4,20],[5,21],[6,22],[7,23],[8,24],[9,25],[10,26],[11,27],[12,28]],"total":28,"broken":0,"per_bond":[1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0]},"protocol":"ghz","pole_balance":0.5,"prefix_curve":[[2,1.0],[4,1.0],[8,1.0],[16,1.0],[29,1.0]],"success_ci95":[0.99082,1.0],"healthy_cluster":29,"correlation_mass":29.0,"analytics_version":1},"annotation":"IonQ cloud simulator, not QPU hardware"},{"definition_id":"ghz_scaled","definition_version":5,"device":"ionq.simulator","hardware_key":"ionq:simulator","state":"failed","created_at":"2026-09-11T13:25:00.919380Z","scored_at":"2026-09-11T14:25:00.570457Z","scores":null,"error":"provider.error","instance":{"n":29,"seed":494032541267545480,"qasm3":"OPENQASM 3.0;\ninclude \"stdgates.inc\";\nbit[29] c;\nqubit[29] q;\nh q[0];\ncx q[0], q[1];\ncx q[0], q[2];\ncx q[1], q[3];\ncx q[0], q[4];\ncx q[1], q[5];\ncx q[2], q[6];\ncx q[3], q[7];\ncx q[0], q[8];\ncx q[1], q[9];\ncx q[2], q[10];\ncx q[3], q[11];\ncx q[4], q[12];\ncx q[5], q[13];\ncx q[6], q[14];\ncx q[7], q[15];\ncx q[0], q[16];\ncx q[1], q[17];\ncx q[2], q[18];\ncx q[3], q[19];\ncx q[4], q[20];\ncx q[5], q[21];\ncx q[6], q[22];\ncx q[7], q[23];\ncx q[8], q[24];\ncx q[9], q[25];\ncx q[10], q[26];\ncx q[11], q[27];\ncx q[12], q[28];\nc[0] = measure q[0];\nc[1] = measure q[1];\nc[2] = measure q[2];\nc[3] = measure q[3];\nc[4] = measure q[4];\nc[5] = measure q[5];\nc[6] = measure q[6];\nc[7] = measure q[7];\nc[8] = measure q[8];\nc[9] = measure q[9];\nc[10] = measure q[10];\nc[11] = measure q[11];\nc[12] = measure q[12];\nc[13] = measure q[13];\nc[14] = measure q[14];\nc[15] = measure q[15];\nc[16] = measure q[16];\nc[17] = measure q[17];\nc[18] = measure q[18];\nc[19] = measure q[19];\nc[20] = measure q[20];\nc[21] = measure q[21];\nc[22] = measure q[22];\nc[23] = measure q[23];\nc[24] = measure q[24];\nc[25] = measure q[25];\nc[26] = measure q[26];\nc[27] = measure q[27];\nc[28] = measure q[28];\n","protocol":"ghz","on_device_graph":false},"analytics":null,"annotation":"IonQ cloud simulator, not QPU hardware"},{"definition_id":"hcs","definition_version":4,"device":"ionq.simulator","hardware_key":"ionq:simulator","state":"scored","created_at":"2026-09-07T07:25:01.108984Z","scored_at":"2026-09-07T08:25:01.649800Z","scores":{"shots":256,"cx_count":188,"coset_dim":14,"pass_rate":1.0,"coset_rank":14,"metric_set":"hidden_coset.v1","rank_valid":true,"fidelity_estimate":1.0,"measured_queue_seconds":148.584},"error":null,"instance":{"k":14,"n":29,"seed":244870086407171549,"depth":8,"qasm3":"OPENQASM 3.0;\ninclude \"stdgates.inc\";\nbit[29] c;\nqubit[29] q;\nU(pi, pi/2, -pi/2) q[0];\nU(pi, pi/2, -pi/2) q[1];\nU(pi, pi/2, -pi/2) q[3];\nU(pi, pi/2, -pi/2) q[4];\nU(pi/2, -pi, -3*pi/4) q[5];\ncx q[3], q[5];\nU(pi/2, -pi, -pi) q[3];\nU(pi, 3*pi/4, pi/4) q[3];\nU(pi/2, -0.0038187671587568417, -pi) q[5];\nU(pi, 3*pi/4, pi/4) q[5];\nU(pi/2, -pi, -3*pi/4) q[7];\ncx q[0], q[7];\nU(pi/2, -0.9952339901774607, 0) q[0];\nU(pi/2, 3*pi/4, 0) q[7];\nU(pi/2, pi/4, 0) q[7];\nU(pi, pi/2, -pi/2) q[8];\nU(pi/2, pi/4, -pi) q[9];\nU(pi, pi/2, -pi/2) q[10];\ncx q[2], q[11];\nU(pi, -pi/2, pi/2) q[2];\nU(pi/2, pi/4, 0) q[2];\nU(0, -pi/2, pi/2) q[11];\nU(3*pi/4, -pi/2, 0) q[11];\ncx q[5], q[11];\nU(pi, -pi, -pi/2) q[5];\nU(1.9379281551105785, 2.384474104984923, -2.3844741049849234) q[11];\ncx q[5], q[11];\nU(0, 2.9985909435737366, 1.42779461677884) q[5];\nU(3*pi/4, 1.2847929067627843, pi/2) q[11];\nU(pi/2, -pi, -3*pi/4) q[12];\ncx q[4], q[12];\nU(0, 3.107223070160524, 1.5364267433656273) q[4];\nU(pi/2, pi/2, 0) q[4];\nU(pi/4, pi/2, pi/2) q[12];\nU(pi/2, pi/4, 0) q[12];\nU(pi/2, -pi/4, 0) q[13];\nU(pi, -pi, -pi) q[14];\ncx q[13], q[14];\nU(pi/2, -pi, pi/4) q[13];\nU(3*pi/4, -pi/2, 0) q[13];\nU(pi/2, 2.6268622944035567, 0) q[14];\nU(pi/2, 0, -pi) q[14];\nU(pi/2, 3*pi/4, 0) q[15];\nU(pi/2, pi/4, 0) q[16];\nU(pi/2, 0, 3*pi/4) q[17];\ncx q[6], q[17];\nU(pi/2, 2.051268668895119, 0) q[6];\nU(pi, 3*pi/4, pi/4) q[6];\nU(pi/2, 1.0741203567129407, 0) q[17];\nU(3*pi/4, -pi/2, 0) q[17];\ncx q[3], q[17];\nU(pi, -pi, -pi/2) q[3];\nU(1.5933986477955608, 1.7826190948560665, -1.7826190948560665) q[17];\ncx q[3], q[17];\nU(0, 1.7217027164386876, 1.7217027164386876) q[3];\nU(3*pi/4, 0.3018127792875829, pi/2) q[17];\nU(pi/2, pi/2, pi/2) q[18];\ncx q[8], q[18];\nU(pi, 1.4994633724203519, 0.07133295437454468) q[8];\nU(pi/2, pi/4, 0) q[8];\nU(pi/2, -1.4593199507843957, -pi/2) q[18];\nU(pi/2, pi/4, 0) q[18];\nU(pi/4, pi/2, -pi/2) q[19];\ncx q[14], q[19];\nU(pi/2, 0, -pi) q[14];\nU(pi, 3*pi/4, pi/4) q[14];\nU(pi/2, -0.8848512208926431, -pi) q[19];\nU(pi, 3*pi/4, pi/4) q[19];\nU(pi, pi/2, -pi/2) q[20];\nU(pi/2, -pi, -3*pi/4) q[21];\ncx q[9], q[21];\nU(0, -2.0384537251350676, 1.103138928454726) q[9];\nU(pi, 3*pi/4, pi/4) q[9];\ncx q[9], q[13];\nU(pi, -pi, -pi/2) q[9];\nU(1.8252797535656828, 2.257791619920039, -2.257791619920039) q[13];\ncx q[9], q[13];\nU(0, 2.8818064680154016, 1.311010141220505) q[9];\nU(pi/2, -pi, -3*pi/4) q[9];\ncx q[8], q[9];\nU(pi/2, -pi, -pi/4) q[8];\nU(pi/2, -pi/2, -pi) q[8];\nU(pi/2, 3*pi/4, 0) q[9];\nU(pi, 3*pi/4, pi/4) q[9];\nU(3*pi/4, 1.0512239556461136, pi/2) q[13];\ncx q[13], q[17];\nU(0, 2.761086276477428, -2.761086276477428) q[13];\nU(pi/2, -pi, -3*pi/4) q[13];\nU(0, -2.369043415197736, -2.369043415197736) q[17];\nU(pi/4, -3.0346328161155256, pi/2) q[21];\nU(3*pi/4, -pi/2, 0) q[21];\ncx q[6], q[21];\nU(pi, -pi, -pi/2) q[6];\nU(2.010020852241972, 2.453533505619447, -2.453533505619447) q[21];\ncx q[6], q[21];\nU(0, 3.0665489540151833, 1.4957526272202868) q[6];\nU(0, 0.6747409422235524, -0.6747409422235524) q[6];\nU(3*pi/4, 1.420708927645677, pi/2) q[21];\ncx q[11], q[21];\nU(pi, 3*pi/4, pi/4) q[11];\nU(0, -pi, -pi) q[21];\nU(pi/2, pi/2, -pi/2) q[21];\nU(1.1454894344996793, -pi/2, pi/2) q[22];\ncx q[10], q[22];\nU(0, 2.214297435588181, -2.214297435588181) q[10];\nU(1.1454894344996787, pi/2, -pi/2) q[22];\nU(pi/2, -pi, -3*pi/4) q[22];\ncx q[12], q[22];\nU(pi/2, -2.302448838951446, -pi/4) q[12];\nU(3*pi/4, -pi/2, 0) q[12];\nU(pi/2, 3*pi/4, 0) q[22];\nU(3*pi/4, -pi/2, 0) q[22];\ncx q[14], q[22];\nU(pi, -pi, -pi/2) q[14];\nU(1.8962544140830935, 2.3407453022509515, -2.3407453022509515) q[22];\ncx q[14], q[22];\nU(0, 2.957183056899585, 1.3863867301046886) q[14];\nU(pi/2, 0, 3*pi/4) q[14];\nU(3*pi/4, 1.2019771334144815, pi/2) q[22];\nU(2.1717041937077526, -pi/2, -pi/2) q[22];\ncx q[17], q[22];\nU(0, 0.9252599326858393, -2.216332720903954) q[17];\nU(pi/2, -pi, -3*pi/4) q[17];\nU(2.1717041937077526, 1.4417866914265183, -pi/2) q[22];\nU(pi, 3*pi/4, pi/4) q[22];\nU(pi/2, pi/2, -pi/2) q[23];\ncx q[20], q[23];\nU(pi/2, -0.26675431587436904, -pi) q[20];\nU(pi/2, -pi, -3*pi/4) q[20];\ncx q[18], q[20];\nU(pi/2, -pi, -pi/4) q[18];\nU(pi/2, pi/4, 0) q[18];\nU(pi/2, 2.6283431540019206, 0) q[20];\nU(pi/2, 0, 3*pi/4) q[20];\nU(pi/2, -pi/2, -pi) q[23];\nU(0.3066821590539081, pi/2, -pi/2) q[23];\ncx q[6], q[23];\nU(0, 2.6462560838564126, -0.05799867798549663) q[6];\nU(3*pi/4, -pi/2, 0) q[6];\nU(0.3066821590539085, -pi/2, pi/2) q[23];\nU(2.4755701661620213, -pi/2, -pi/2) q[23];\nU(pi, -pi, -pi) q[24];\ncx q[16], q[24];\nU(pi/2, -0.8822274245131645, -pi/4) q[16];\ncx q[5], q[16];\nU(0, -1.1071487177940904, 1.1071487177940904) q[5];\nU(pi, 3*pi/4, pi/4) q[5];\ncx q[5], q[6];\nU(pi, -pi, -pi/2) q[5];\nU(1.5773930657329607, 1.685533362517866, -1.685533362517866) q[6];\ncx q[5], q[6];\nU(0, 1.6521059067263177, 1.6521059067263177) q[5];\nU(pi/2, 2.7817920515614967, 0) q[5];\ncx q[5], q[20];\nU(pi/2, -pi, 0.35980060202829645) q[5];\nU(pi, 3*pi/4, pi/4) q[5];\nU(3*pi/4, 0.16261915986284325, pi/2) q[6];\nU(0, -1.6746456006985218, -1.6746456006985218) q[16];\nU(3*pi/4, -pi/2, 1.7849859198897953) q[16];\ncx q[8], q[16];\nU(pi/2, -pi, -pi/2) q[8];\nU(2*pi/3, 2.526112944919406, -2.526112944919406) q[16];\ncx q[8], q[16];\nU(pi/2, pi/2, pi/2) q[8];\nU(3*pi/4, pi/2, -pi/2) q[8];\nU(pi/4, -0.19787813340142346, pi/2) q[16];\nU(3*pi/4, -pi/2, 0) q[16];\nU(pi/2, -0.6632531106710045, -pi) q[20];\nU(3*pi/4, -pi/2, -2.5868036862384924) q[20];\nU(pi/2, 0, 0) q[24];\nU(pi/2, -pi, -3*pi/4) q[24];\ncx q[2], q[24];\nU(pi/2, -pi, -pi/4) q[2];\nU(pi, 3*pi/4, pi/4) q[2];\ncx q[2], q[12];\nU(pi, -pi, -pi/2) q[2];\nU(1.7537860663099192, 2.159034708119907, -2.159034708119907) q[12];\ncx q[2], q[12];\nU(0, 2.5995066388233106, 1.423501431728175) q[2];\nU(3*pi/4, 0.8814154169616932, pi/2) q[12];\nU(pi/2, -1.644489587923073, 0) q[24];\nU(pi/2, pi/4, 0) q[24];\nU(pi/2, 0, -pi) q[25];\nU(pi/2, -pi, -3*pi/4) q[26];\ncx q[1], q[26];\nU(pi/2, -2.1587242249659777, -pi) q[1];\nU(pi/2, pi/4, 0) q[1];\nU(pi/2, -1.1293187561295177, -pi) q[26];\ncx q[10], q[26];\nU(0, -0.4837341236677499, 1.730563311920431) q[10];\nU(3*pi/4, -pi/2, 0) q[10];\ncx q[9], q[10];\nU(pi, -pi, -pi/2) q[9];\nU(1.8457856339516212, 2.2830336997419334, -2.2830336997419343) q[10];\ncx q[9], q[10];\nU(0, 2.9043241240236295, 1.333527797228733) q[9];\nU(3*pi/4, 1.0962592676625684, pi/2) q[10];\ncx q[6], q[10];\nU(0, -0.2815023289314964, 2.8600903246582963) q[6];\nU(pi/2, 1.3258176636680323, -pi) q[6];\nU(pi, pi/2, -pi/2) q[10];\nU(0, -1.7306956129159679, 1.7306956129159676) q[26];\ncx q[2], q[26];\nU(0, 0.0701491468990807, 1.6409454736939768) q[2];\nU(pi/2, pi/2, -pi/2) q[2];\nU(0, -2.005004722354496, 2.005004722354496) q[26];\nU(3*pi/4, -pi/2, 0) q[26];\nU(2.3745305090839355, pi/2, pi/2) q[27];\ncx q[15], q[27];\nU(pi, 2.603824239105604, -0.8117134699629167) q[15];\nU(pi/2, -pi, -3*pi/4) q[15];\ncx q[4], q[15];\nU(pi/2, -1.1319479397258263, -pi/2) q[4];\nU(pi/2, pi/4, 0) q[4];\ncx q[4], q[13];\nU(pi/2, -pi, -pi/4) q[4];\nU(pi, 3*pi/4, pi/4) q[4];\nU(pi/2, 3*pi/4, 0) q[13];\nU(pi/2, 0, 3*pi/4) q[13];\ncx q[6], q[13];\nU(pi/2, -1.933048588536597, 1.81577498992176) q[6];\nU(pi, 3*pi/4, pi/4) q[6];\nU(pi/2, 1.773634875577354, -pi) q[13];\nU(pi, pi/2, -pi/2) q[13];\nU(pi/2, 2.97586454469187, 0) q[15];\nU(pi, 2.8725144907266422, -0.2690781628631509) q[15];\ncx q[15], q[23];\nU(pi, -0.6357843963869385, -2.5058082572028546) q[15];\nU(pi/2, pi/2, -0.27739448367565034) q[15];\ncx q[15], q[20];\nU(pi/2, -pi, -pi/2) q[15];\nU(2*pi/3, 2.526112944919406, -2.526112944919406) q[20];\ncx q[15], q[20];\nU(pi/2, 1.7673553638244561, -pi/2) q[15];\nU(3*pi/4, -pi/2, 0) q[15];\nU(3*pi/4, 1.8481908104705465, -pi/2) q[20];\nU(3*pi/4, -pi/2, 0) q[20];\nU(0.6660224874277715, -1.638030129877688, pi/2) q[23];\nU(pi, 3*pi/4, pi/4) q[23];\ncx q[23], q[26];\nU(pi, -pi, -pi/2) q[23];\nU(1.7719374546354283, 2.1859630248128896, -2.1859630248128896) q[26];\ncx q[23], q[26];\nU(0, 2.6221809645070495, 1.4461757574119147) q[23];\nU(pi/2, -pi, -3*pi/4) q[23];\nU(3*pi/4, 0.926764068329172, pi/2) q[26];\nU(pi/2, 0, 3*pi/4) q[26];\nU(0.7670621445058579, 0.12464814230019572, -pi/2) q[27];\ncx q[3], q[27];\nU(0, 0.14230923881539326, 1.7131055656102898) q[3];\nU(pi/2, -pi/2, 2.7681887532929474) q[3];\ncx q[3], q[14];\nU(pi/2, 0.37340390029684567, -pi/2) q[3];\nU(pi/2, pi/4, 0) q[3];\ncx q[3], q[23];\nU(pi/2, -pi, -pi/4) q[3];\nU(pi, 3*pi/4, pi/4) q[3];\nU(pi/2, 2.551483874986671, -pi) q[14];\nU(pi/2, -3*pi/4, 0) q[14];\ncx q[14], q[26];\nU(pi/2, -pi, -pi/4) q[14];\nU(3*pi/4, -pi/2, 0) q[14];\nU(pi/2, -2.525376220775657, 0) q[23];\nU(pi/2, 0.5058829751920193, -pi) q[26];\nU(pi/2, -pi, -3*pi/4) q[26];\nU(0, -2.362288002802489, -2.362288002802489) q[27];\nU(pi/4, pi/2, -pi/2) q[28];\ncx q[25], q[28];\nU(0, 0.6197140864220332, 1.5470093044236455) q[25];\nU(pi/2, -pi, -3*pi/4) q[25];\ncx q[7], q[25];\nU(pi/2, -pi, -pi/4) q[7];\ncx q[7], q[21];\nU(0, 0.6788364767447925, 2.0683130291381984) q[7];\nU(pi/2, pi/4, 0) q[7];\nU(pi/2, -0.676611982129852, pi/2) q[21];\nU(pi/2, -pi, -3*pi/4) q[21];\nU(pi/2, 3*pi/4, 0) q[25];\nU(3*pi/4, -pi/2, 0) q[25];\ncx q[11], q[25];\nU(pi, -pi, -pi/2) q[11];\nU(1.638792669422545, 1.9355409629874707, -1.935540962987471) q[25];\ncx q[11], q[25];\nU(0, 1.83450273970542, 1.83450273970542) q[11];\ncx q[11], q[12];\nU(3*pi/4, -pi/2, 0) q[11];\ncx q[5], q[11];\nU(pi, -pi, -pi/2) q[5];\nU(1.8000854009848832, 2.225084143131241, -2.22508414313124) q[11];\ncx q[5], q[11];\nU(0, 2.8531419355262795, 1.282345608731383) q[5];\nU(pi/2, 2.035473867553428, 0) q[5];\ncx q[5], q[21];\nU(pi/2, -2.3816405988683256, -2.035473867553427) q[5];\ncx q[5], q[23];\nU(0, -pi, -pi) q[5];\nU(pi, 3*pi/4, pi/4) q[5];\ncx q[5], q[15];\nU(pi, -pi, -pi/2) q[5];\nU(3*pi/4, 0.9938948906678711, pi/2) q[11];\nU(pi/2, -1.4801364395941512, 0) q[11];\nU(0, -pi, -pi) q[12];\nU(1.778195047172339, 2.194921017120542, -2.1949210171205418) q[15];\ncx q[5], q[15];\nU(0, 2.6298000811551647, 1.45379487406003) q[5];\nU(pi, pi/2, -pi/2) q[5];\nU(3*pi/4, 0.9420023016254016, pi/2) q[15];\nU(pi/2, -2.2550479584879017, 0) q[21];\nU(pi/2, 0.540419500270584, 0) q[21];\nU(0, 1.168907901188362, 1.168907901188362) q[23];\nU(0.3066821590539081, pi/2, -pi/2) q[23];\nU(3*pi/4, 0.527412825821048, pi/2) q[25];\nU(pi/2, -pi, -3*pi/4) q[25];\ncx q[24], q[25];\nU(pi/2, -2.7855550703663585, -pi/4) q[24];\nU(pi/2, -pi, -3*pi/4) q[24];\ncx q[7], q[24];\nU(pi/2, -2.6560720661129453, -pi/4) q[7];\nU(pi, 3*pi/4, pi/4) q[7];\ncx q[7], q[14];\nU(pi, -pi, -pi/2) q[7];\nU(1.58594231610209, 1.744406523418169, -1.744406523418169) q[14];\ncx q[7], q[14];\nU(0, 1.6941758027129055, 1.6941758027129055) q[7];\nU(pi/2, pi/4, 0) q[7];\nU(3*pi/4, 0.24675895183601915, pi/2) q[14];\nU(pi/2, pi/4, 0) q[14];\nU(pi/2, 3*pi/4, 0) q[24];\nU(pi, 3*pi/4, pi/4) q[24];\nU(pi/2, 3*pi/4, 0) q[25];\nU(pi/2, -pi, -3*pi/4) q[25];\ncx q[11], q[25];\nU(pi/2, -1.6214937942165735, 1.4801364395941512) q[11];\nU(pi/2, pi/4, 0) q[11];\nU(pi/2, -1.483903048381066, 0) q[25];\nU(pi/2, pi/4, 0) q[25];\ncx q[25], q[26];\nU(pi/2, -pi, -pi/4) q[25];\nU(3*pi/4, -pi/2, 0) q[25];\nU(pi/2, 3.0843102496059513, 0) q[26];\nU(pi/2, 0, 3*pi/4) q[26];\nU(pi/4, 0.6428633124754586, pi/2) q[28];\nU(pi/4, -pi/2, 1.9905976728013872) q[28];\ncx q[0], q[28];\nU(0, -1.8889701022180114, 2.308771448224501) q[0];\ncx q[0], q[9];\ncx q[0], q[2];\nU(0, -0.5611021540807597, 1.8194777452843036) q[0];\nU(pi/2, 0.20463769534045584, pi/2) q[2];\nU(0, -pi, -pi) q[9];\nU(pi/2, 0.540419500270584, 0) q[9];\nU(pi/4, -2.713502602100312, -pi/2) q[28];\nU(3*pi/4, -pi/2, 0) q[28];\ncx q[19], q[28];\nU(pi, -pi, -pi/2) q[19];\nU(1.5871355148251658, 1.7510800565099789, -1.7510800565099789) q[28];\ncx q[19], q[28];\nU(0, 1.6989689697932011, 1.6989689697932011) q[19];\ncx q[19], q[27];\nU(0, -1.1071487177940904, 1.1071487177940904) q[19];\nU(3*pi/4, -pi/2, 0) q[19];\ncx q[4], q[19];\nU(pi, -pi, -pi/2) q[4];\nU(1.5756271171451837, 1.669010737610364, -1.669010737610364) q[19];\ncx q[4], q[19];\nU(0, 1.6403561603898167, 1.6403561603898167) q[4];\nU(pi/2, -pi, -3*pi/4) q[4];\ncx q[1], q[4];\nU(pi/2, -pi, -pi/4) q[1];\ncx q[1], q[8];\nU(0, 0.4681045854106092, 1.3953998034122215) q[1];\nU(pi/2, 0.9283251497593374, 0) q[1];\nU(pi/2, 3*pi/4, 0) q[4];\nU(pi, 3*pi/4, pi/4) q[4];\ncx q[4], q[16];\nU(pi, -pi, -pi/2) q[4];\nU(3*pi/4, -1.1589142210944443, pi/2) q[8];\nU(1.9121819393941484, 2.3578348945986267, -2.357834894598627) q[16];\ncx q[4], q[16];\nU(0, 2.973221633261777, 1.4024253064668804) q[4];\nU(pi/2, pi/4, 0) q[4];\ncx q[4], q[17];\nU(pi/2, -1.0734833976387264, -pi/4) q[4];\nU(pi/2, pi/4, 0) q[4];\nU(3*pi/4, 1.2340542861388641, pi/2) q[16];\nU(pi/2, -pi, -3*pi/4) q[16];\ncx q[11], q[16];\nU(pi/2, -pi, -pi/4) q[11];\nU(0, 0.6747409422235524, -0.6747409422235524) q[11];\ncx q[11], q[23];\nU(0, 0.9533838385491631, -0.22262136854597214) q[11];\nU(pi/2, -1.3230575507613374, 0) q[16];\nU(pi, 3*pi/4, pi/4) q[16];\ncx q[16], q[25];\nU(pi, -pi, -pi/2) q[16];\nU(pi/2, -1.4684344165369607, 0) q[17];\nU(pi, 3*pi/4, pi/4) q[17];\nU(3*pi/4, 0.13911966718984026, pi/2) q[19];\nU(pi/2, -pi, -3*pi/4) q[19];\ncx q[9], q[19];\nU(pi/2, -0.21298745955482756, -0.540419500270584) q[9];\ncx q[2], q[9];\nU(0, -0.7021961988499617, 2.439396454739831) q[2];\nU(pi, 3*pi/4, pi/4) q[2];\nU(pi, 3*pi/4, pi/4) q[9];\nU(pi/2, -2.761235535443343, 0) q[19];\nU(pi/2, -pi, -3*pi/4) q[19];\ncx q[7], q[19];\nU(pi/2, -1.0551376502781462, -pi/4) q[7];\nU(pi/2, -pi, -3*pi/4) q[7];\ncx q[4], q[7];\nU(pi/2, -pi, -pi/4) q[4];\nU(pi, pi/2, -pi/2) q[4];\nU(pi/2, 3*pi/4, 0) q[7];\nU(pi, 3*pi/4, pi/4) q[7];\nU(pi/2, -2.195729369839749, 0) q[19];\nU(3*pi/4, -pi/2, 0) q[19];\ncx q[6], q[19];\nU(pi, -pi, -pi/2) q[6];\nU(1.611246993126797, 1.8533522969306384, -1.8533522969306382) q[19];\ncx q[6], q[19];\nU(0, 1.7732730640520016, 1.7732730640520016) q[6];\nU(pi/2, 1.661456213995642, -pi) q[6];\ncx q[6], q[26];\nU(pi/2, 1.4590787437905375, 1.4801364395941503) q[6];\nU(pi/2, 0, 3*pi/4) q[6];\nU(3*pi/4, 0.40495347451421004, pi/2) q[19];\ncx q[15], q[19];\nU(0, 0.7040521289636574, 2.274848455758554) q[15];\nU(0, 1.2782403079992841, 1.5269502970928066) q[19];\nU(pi, 2.9244579572718674, -0.21713469631792615) q[19];\nU(0.3066821590539085, -pi/2, pi/2) q[23];\nU(pi, 3*pi/4, pi/4) q[23];\nU(2.0613417151272184, 2.4985912158040557, -2.4985912158040557) q[25];\ncx q[16], q[25];\nU(0, 3.1126835816105, 1.5418872548156033) q[16];\nU(pi, pi/2, -pi/2) q[16];\nU(3*pi/4, 1.51297818283631, pi/2) q[25];\nU(pi/2, 0, 3*pi/4) q[25];\nU(pi/2, 1.039453817582741, -pi) q[26];\nU(3*pi/4, -pi/2, 0) q[26];\ncx q[23], q[26];\nU(pi, -pi, -pi/2) q[23];\nU(1.6907475544466117, 2.051417998979831, -2.051417998979831) q[26];\ncx q[23], q[26];\nU(0, 1.9240203050305222, 1.9240203050305222) q[23];\nU(pi/2, -pi, -3*pi/4) q[23];\nU(3*pi/4, 0.7064479564712514, pi/2) q[26];\nU(1.4664841824257142, pi/2, pi/2) q[26];\nU(0, -2.3563875930709597, -2.3563875930709597) q[27];\nU(3*pi/4, -pi/2, 0) q[27];\ncx q[22], q[27];\nU(pi, -pi, -pi/2) q[22];\nU(1.5742577127682953, 1.65395161504627, -1.6539516150462699) q[27];\ncx q[22], q[27];\nU(0, 1.6296638064895603, 1.6296638064895603) q[22];\nU(3*pi/4, 0.11773495938932754, pi/2) q[27];\nU(1.4664841824257142, pi/2, pi/2) q[27];\ncx q[10], q[27];\nU(pi, -0.27829965900511144, -0.27829965900511144) q[10];\ncx q[0], q[10];\nU(0, -0.07854484048165356, 1.4922514863132434) q[10];\nU(1.6751084711640791, -0.11791971122649514, -pi/2) q[27];\nU(pi/2, -pi, -3*pi/4) q[27];\ncx q[21], q[27];\nU(pi/2, -2.3777715229480645, -0.540419500270584) q[21];\nU(pi/2, -1.8776209020952521, 0) q[27];\nU(3*pi/4, pi/2, -pi/2) q[27];\ncx q[0], q[27];\nU(0, 1.6203293397774399, -0.593968095810741) q[0];\nU(pi, 3*pi/4, pi/4) q[0];\nU(3*pi/4, -0.12282221583393271, pi/2) q[27];\nU(3*pi/4, pi/2, pi/2) q[27];\nU(3*pi/4, 0.25634528599660866, pi/2) q[28];\nU(pi/2, -pi, -3*pi/4) q[28];\ncx q[18], q[28];\nU(pi/2, -1.4914362145494686, -pi/4) q[18];\ncx q[18], q[22];\nU(pi/2, -pi, -3*pi/4) q[18];\ncx q[14], q[18];\nU(pi/2, -0.9739253395498264, -pi/4) q[14];\nU(3*pi/4, -pi/2, 0) q[14];\ncx q[9], q[14];\nU(pi, -pi, -pi/2) q[9];\nU(1.8095131818605679, 2.2375583161405963, -2.2375583161405963) q[14];\ncx q[9], q[14];\nU(0, 2.8640075965356147, 1.293211269740718) q[9];\nU(3*pi/4, pi/2, pi/2) q[9];\ncx q[5], q[9];\nU(pi, -2.858741195891638, 2.858741195891638) q[5];\nU(3*pi/4, -pi/2, 0) q[5];\nU(pi/4, -1.037091555460305, -pi/2) q[9];\nU(3*pi/4, pi/2, pi/2) q[9];\ncx q[4], q[9];\nU(pi, 0.2798624587888847, -1.8506587855837813) q[4];\nU(pi, 3*pi/4, pi/4) q[4];\nU(pi/4, -0.7855761451201957, -pi/2) q[9];\nU(3*pi/4, 1.0156262126865396, pi/2) q[14];\ncx q[8], q[14];\nU(0, -pi, -pi) q[8];\nU(pi, 3*pi/4, pi/4) q[8];\nU(0, -2.2403283435303516, -2.2403283435303516) q[14];\nU(3*pi/4, -pi/2, 0) q[14];\ncx q[7], q[14];\nU(pi, -pi, -pi/2) q[7];\nU(1.7591790564725318, 2.1671892068915533, -2.1671892068915533) q[14];\ncx q[7], q[14];\nU(0, 2.6063372401430698, 1.4303320330479359) q[7];\nU(pi/2, pi/2, -pi) q[7];\nU(3*pi/4, 0.8950766196012125, pi/2) q[14];\nU(pi/2, 3*pi/4, 0) q[14];\nU(pi/2, 3*pi/4, 0) q[18];\nU(0, -pi, -pi) q[22];\nU(3*pi/4, -pi/2, 0) q[22];\ncx q[3], q[22];\nU(pi, -pi, -pi/2) q[3];\nU(2.0277817468138912, 2.469471797619865, -2.469471797619865) q[22];\ncx q[3], q[22];\nU(0, 3.0827014566692634, 1.511905129874366) q[3];\nU(pi/2, 1.7126933813990606, -pi) q[3];\nU(3*pi/4, 1.4530139329538372, pi/2) q[22];\nU(pi/2, 3*pi/4, 0) q[28];\ncx q[12], q[28];\nU(0, -0.021530986760369242, 3.1200616668294234) q[12];\ncx q[12], q[22];\nU(0, -3.0069448856360497, -3.0069448856360497) q[12];\nU(0, -pi, -pi) q[22];\nU(3*pi/4, -pi/2, 0) q[22];\ncx q[2], q[22];\nU(pi, -pi, -pi/2) q[2];\nU(1.8697983898371417, 2.3112153764490113, -2.3112153764490113) q[22];\ncx q[2], q[22];\nU(0, 2.9298904493362237, 1.359094122541327) q[2];\ncx q[2], q[12];\nU(0, 0.588002603547567, -0.5880026035475674) q[2];\nU(0, -3.0001356851085346, -3.0001356851085346) q[2];\nU(0, -1.1823995313936293, 1.9591931221961634) q[12];\nU(3*pi/4, -pi/2, 0) q[12];\ncx q[0], q[12];\nU(pi, -pi, -pi/2) q[0];\nU(1.71406781119678, 2.094261934767106, -2.094261934767106) q[12];\ncx q[0], q[12];\nU(0, 2.546288004850215, 1.3702827977550802) q[0];\nU(pi/2, pi/4, 0) q[0];\ncx q[0], q[23];\nU(pi/2, -1.7537009114994064, -pi/4) q[0];\nU(3*pi/4, 0.7749781490155021, pi/2) q[12];\nU(pi/2, 0, 3*pi/4) q[12];\ncx q[7], q[12];\nU(pi/2, 0.14776051702036108, pi/2) q[7];\nU(pi/2, pi/2, -pi) q[7];\nU(pi/2, 1.7590955578785223, -pi) q[12];\nU(3*pi/4, -pi/2, 0) q[12];\nU(3*pi/4, 1.1473919182877568, pi/2) q[22];\nU(pi/2, pi/2, pi/2) q[22];\ncx q[16], q[22];\nU(pi, 1.0484706610751573, -1.9757658790767694) q[16];\nU(pi/2, -pi, -3*pi/4) q[16];\nU(pi/2, -0.7501840571183473, -pi/2) q[22];\nU(pi/2, 0, 3*pi/4) q[22];\nU(pi/2, 3*pi/4, 0) q[23];\nU(3*pi/4, -pi/2, 0) q[23];\ncx q[4], q[23];\nU(pi, -pi, -pi/2) q[4];\nU(1.7326931269766017, 2.125752194780123, -2.1257521947801226) q[23];\ncx q[4], q[23];\nU(0, 2.5719370078932817, 1.395931800798147) q[4];\nU(pi/2, 0.540419500270584, 0) q[4];\nU(3*pi/4, 0.8262761551016351, pi/2) q[23];\ncx q[9], q[23];\nU(3*pi/4, -pi/2, 0) q[9];\nU(0, -pi, -pi) q[23];\nU(0, 0.07228108927841914, 0.07228108927841959) q[28];\nU(3*pi/4, -pi/2, 0) q[28];\ncx q[24], q[28];\nU(pi, -pi, -pi/2) q[24];\nU(1.6539304149109633, 1.9731561352861338, -1.973156135286134) q[28];\ncx q[24], q[28];\nU(0, 1.8631050429724514, 1.8631050429724523) q[24];\nU(3*pi/4, pi/2, pi/2) q[24];\ncx q[13], q[24];\nU(pi, -1.7695880591731996, -2.2992998124182056) q[13];\nU(pi/2, -1.661456213995642, 0) q[13];\ncx q[13], q[25];\nU(pi/2, -1.3149670745814446, -1.4801364395941503) q[13];\nU(3*pi/4, pi/2, -pi/2) q[13];\ncx q[11], q[13];\nU(0, 1.2941597602937165, -0.2766365665011796) q[11];\nU(2.323947607757091, pi/2, pi/2) q[11];\nU(3*pi/4, 0.8594361021204948, pi/2) q[13];\nU(pi/4, -0.5533066112352634, -pi/2) q[24];\nU(3*pi/4, -pi/2, 0) q[24];\ncx q[17], q[24];\nU(pi, -pi, -pi/2) q[17];\nU(1.6535266035303673, 1.9722027471420738, -1.9722027471420736) q[24];\ncx q[17], q[24];\nU(0, 1.862375051375185, 1.862375051375185) q[17];\ncx q[17], q[18];\nU(0, 2.6670068371317903, -2.0453821432528994) q[17];\nU(pi, 3*pi/4, pi/4) q[17];\nU(pi, 3*pi/4, pi/4) q[18];\nU(3*pi/4, 0.5831574491605771, pi/2) q[24];\nU(2.1667731124580887, pi/2, -pi/2) q[24];\ncx q[21], q[24];\nU(0, -1.2402867674937408, 2.1500158751895757) q[21];\nU(3*pi/4, -pi/2, 0) q[21];\ncx q[8], q[21];\nU(pi, -pi, -pi/2) q[8];\nU(1.909677750591737, 2.355180187481926, -2.355180187481926) q[21];\ncx q[8], q[21];\nU(0, 2.9707182282744427, 1.399921901479546) q[8];\nU(pi/2, pi/4, 0) q[8];\nU(3*pi/4, 1.2290474761641956, pi/2) q[21];\nU(2.5857954012215725, pi/2, pi/2) q[21];\ncx q[19], q[21];\nU(pi, -2.13401943448689, 2.1340194344868895) q[19];\nU(pi/2, pi/2, -pi/2) q[19];\ncx q[13], q[19];\nU(0, 0.9393575691852307, 0.9393575691852307) q[13];\nU(pi/2, 0.03965088524629268, pi/2) q[19];\nU(0.5557972523682214, 0.7117769649647352, -pi/2) q[21];\nU(2.166773112458087, 0.6418087387063838, pi/2) q[24];\nU(pi/2, -pi, -3*pi/4) q[24];\ncx q[8], q[24];\nU(pi/2, -pi, -pi/4) q[8];\nU(3*pi/4, -pi/2, 0) q[8];\nU(pi/2, -1.390946637523415, 0) q[24];\nU(pi/4, -pi/2, -pi/2) q[24];\nU(pi/2, 0.6922051329252401, -pi) q[25];\nU(3*pi/4, -pi/2, 0) q[25];\ncx q[18], q[25];\nU(pi, -pi, -pi/2) q[18];\nU(1.8378785991596607, 2.273436359390698, -2.273436359390698) q[25];\ncx q[18], q[25];\nU(0, 2.895720953566551, 1.3249246267716543) q[18];\nU(pi/2, -pi, -3*pi/4) q[18];\ncx q[14], q[18];\nU(pi/2, -1.8431377412740866, -3*pi/4) q[14];\nU(3*pi/4, -pi/2, 0) q[14];\nU(pi/2, 3*pi/4, 0) q[18];\nU(3*pi/4, 1.0790529267484121, pi/2) q[25];\nU(0, -0.6686987613159254, -0.6686987613159254) q[25];\nU(3*pi/4, 0.5846174323551119, pi/2) q[28];\nU(pi/2, -pi, -3*pi/4) q[28];\ncx q[3], q[28];\nU(pi/2, 1.1953759583841483, -1.712693381399061) q[3];\nU(pi, 3*pi/4, pi/4) q[3];\ncx q[3], q[20];\nU(pi, -pi, -pi/2) q[3];\nU(1.5878562570410417, 1.7549916342804606, -1.7549916342804606) q[20];\ncx q[3], q[20];\nU(0, -1.8041158704779616, 1.337476783111832) q[3];\nU(pi, 3*pi/4, pi/4) q[3];\ncx q[3], q[5];\nU(pi, -pi, -pi/2) q[3];\nU(1.963021833793998, 2.4093741075872135, -2.4093741075872135) q[5];\ncx q[3], q[5];\nU(0, 3.0227218944475966, 1.451925567652701) q[3];\nU(pi/2, -pi/2, -pi) q[3];\ncx q[3], q[6];\nU(pi/2, 0.7775344936970789, -pi/2) q[3];\nU(pi, 3*pi/4, pi/4) q[3];\ncx q[3], q[14];\nU(pi, -pi, -pi/2) q[3];\nU(3*pi/4, 1.3330548085105045, pi/2) q[5];\nU(pi, pi/2, -pi/2) q[5];\nU(pi/2, 2.32015453337075, -pi) q[6];\nU(pi, 3*pi/4, pi/4) q[6];\ncx q[6], q[8];\nU(pi, -pi, -pi/2) q[6];\nU(1.7857052032446372, 2.20546856370928, -2.205468563709279) q[8];\ncx q[6], q[8];\nU(0, 2.638821384924949, 1.4628161778298132) q[6];\nU(pi, pi/2, -pi/2) q[6];\ncx q[6], q[24];\nU(pi, -1.6349438854435838, -3.077445094941106) q[6];\nU(3*pi/4, 0.9600449091649699, pi/2) q[8];\nU(pi/2, 0, 3*pi/4) q[8];\nU(1.6031234892670672, 1.8237225228579268, -1.8237225228579268) q[14];\ncx q[3], q[14];\nU(0, 1.7515610628832325, 1.7515610628832325) q[3];\nU(pi, pi/2, -pi/2) q[3];\ncx q[3], q[11];\nU(pi, 1.2465225644950335, -1.2465225644950335) q[3];\nU(0.8176450458327029, 0.33355300708529967, -pi/2) q[11];\nU(3*pi/4, 0.3615294721766724, pi/2) q[14];\ncx q[14], q[15];\nU(0, -2.835625811615164, -2.835625811615164) q[14];\nU(0, 1.9831996116666337, -1.6483503681768872) q[15];\nU(3*pi/4, 0.2619694594745132, pi/2) q[20];\nU(pi/2, -pi, -3*pi/4) q[20];\ncx q[1], q[20];\nU(pi/2, -1.893146842334043, -0.9283251497593366) q[1];\nU(pi, pi/2, -pi/2) q[1];\ncx q[1], q[27];\nU(pi, 0.0868562506207593, -0.0868562506207593) q[1];\ncx q[1], q[18];\nU(0, 2.621470345141427, -0.5201223084483666) q[1];\nU(0, -1.5248349552469587, 2.5440529163444463) q[18];\nU(pi/2, 2.7717021437427416, 0) q[20];\nU(3*pi/4, -pi/2, 0) q[20];\ncx q[17], q[20];\nU(pi, -pi, -pi/2) q[17];\nU(1.6348236175756594, 1.9249557717136891, -1.9249557717136891) q[20];\ncx q[17], q[20];\nU(0, 1.8265242277790952, 1.8265242277790952) q[17];\nU(pi, pi/2, -pi/2) q[17];\ncx q[17], q[26];\nU(pi, 1.224801987050034, 0.34599433974486304) q[17];\nU(3*pi/4, 0.5114558019683977, pi/2) q[20];\nU(pi/2, -pi/2, -pi) q[20];\ncx q[20], q[22];\nU(pi/2, 2.8123060308970436, -pi/2) q[20];\nU(pi, pi/2, -pi/2) q[20];\nU(pi/2, 0.9924130175660935, -pi) q[22];\nU(pi/2, 0, 3*pi/4) q[22];\ncx q[7], q[22];\nU(pi/2, 2.664457589924055, pi/2) q[7];\nU(pi/2, 2.5649071078532444, -pi) q[22];\nU(3*pi/4, -pi/2, 0) q[22];\nU(3*pi/4, 2.226412447713593, pi/2) q[24];\nU(1.6751084711640791, -pi/2, -pi/2) q[26];\ncx q[0], q[26];\nU(0, -1.4888268563112452, -3.059623183106142) q[0];\nU(pi, 3*pi/4, pi/4) q[0];\nU(0, 2.1835432274022724, -2.1835432274022724) q[26];\nU(pi/4, -1.3685515665591677, -pi/2) q[27];\nU(pi/2, -pi, -3*pi/4) q[27];\nU(pi/2, 0.50915664669379, 0) q[28];\ncx q[10], q[28];\nU(0, -pi, -pi) q[10];\nU(pi/2, pi/4, 0) q[10];\ncx q[10], q[16];\nU(pi/2, -pi, -pi/4) q[10];\ncx q[10], q[17];\nU(pi, 3*pi/4, pi/4) q[10];\ncx q[10], q[22];\nU(pi, -pi, -pi/2) q[10];\nU(pi/2, 3*pi/4, 0) q[16];\nU(pi/2, pi/4, 0) q[16];\ncx q[16], q[27];\nU(pi/2, -pi, -pi/4) q[16];\nU(0, -pi, -pi) q[17];\nU(1.7751493110127163, 2.1905806716741036, -2.1905806716741036) q[22];\ncx q[10], q[22];\nU(0, 2.62610360319589, 1.4500983961007554) q[10];\nU(3*pi/4, 0.9346093457068525, pi/2) q[22];\nU(pi/2, 2.872658451341101, 0) q[27];\nU(0, -1.6255046502321628, -2.1154619764858915) q[28];\nU(1.3449934857769044, pi/2, pi/2) q[28];\ncx q[5], q[28];\nU(pi, 1.567449809574784, -1.2371524547455297) q[5];\nU(pi, 3*pi/4, pi/4) q[5];\ncx q[5], q[12];\nU(pi, -pi, -pi/2) q[5];\nU(1.7119127425239342, 2.090473478081612, -2.090473478081612) q[12];\ncx q[5], q[12];\nU(0, 2.543229532545876, 1.3672243254507421) q[5];\nU(pi/2, -3*pi/4, 0) q[5];\ncx q[5], q[8];\nU(pi/2, -pi, -pi/4) q[5];\nU(pi, 3*pi/4, pi/4) q[5];\ncx q[5], q[9];\nU(pi, -pi, -pi/2) q[5];\nU(pi/2, -0.9955404738355713, -pi) q[8];\nU(1.6230922795111946, 1.8914635705488019, -1.8914635705488019) q[9];\ncx q[5], q[9];\nU(0, 1.8014674955742507, 1.8014674955742507) q[5];\nU(3*pi/4, 0.4613423375587087, pi/2) q[9];\nU(3*pi/4, 0.7688612044068259, pi/2) q[12];\nU(pi/2, -pi, -3*pi/4) q[12];\ncx q[4], q[12];\nU(pi/2, -2.5521928955827136, -0.5404195002705836) q[4];\nU(pi/2, -1.05303468235887, 0) q[12];\nU(3*pi/4, -pi/2, 0) q[12];\ncx q[0], q[12];\nU(pi, -pi, -pi/2) q[0];\nU(1.7236741777458444, 2.1107731137766255, -2.1107731137766255) q[12];\ncx q[0], q[12];\nU(0, 2.559685314575174, 1.3836801074800391) q[0];\nU(3*pi/4, 0.8017727684654199, pi/2) q[12];\nU(1.796599167812888, 1.3760614417783668, -pi/2) q[28];\nU(2.2673580366896813, pi/2, pi/2) q[28];\ncx q[20], q[28];\nU(pi, 0.32920473437702213, -0.9727058431703064) q[20];\nU(0.8742346169001118, -1.2029389142101916, -pi/2) q[28];\nc[0] = measure q[0];\nc[1] = measure q[1];\nc[2] = measure q[2];\nc[3] = measure q[3];\nc[4] = measure q[4];\nc[5] = measure q[5];\nc[6] = measure q[6];\nc[7] = measure q[7];\nc[8] = measure q[8];\nc[9] = measure q[9];\nc[10] = measure q[10];\nc[11] = measure q[11];\nc[12] = measure q[12];\nc[13] = measure q[13];\nc[14] = measure q[14];\nc[15] = measure q[15];\nc[16] = measure q[16];\nc[17] = measure q[17];\nc[18] = measure q[18];\nc[19] = measure q[19];\nc[20] = measure q[20];\nc[21] = measure q[21];\nc[22] = measure q[22];\nc[23] = measure q[23];\nc[24] = measure q[24];\nc[25] = measure q[25];\nc[26] = measure q[26];\nc[27] = measure q[27];\nc[28] = measure q[28];\n","offset":"00101101000011111111010011011","cx_count":188,"protocol":"hcs","syndrome":"011101000100001","generator":["01110000010100","00001000001000","00000000100100","10010111100110","00010110000100","11001011010011","01000000101000","10000010011011","01101011000000","10110000010010","01000000000101","00010111100111","00000100100100","00000000101001","00011010001001","00001010011011","01011011001101","01000000001101","10001000010110","00010010111011","10010100011111","11100001010011","10000100011111","11000000000010","00110011000001","10000000100000","01110000111100","01011011001100","11110000001100"],"parity_check":["11111101010000000000000000000","01110011001100010000000000000","01000111001001101000000000000","01001000001011100100000000000","10010000100010000010000000000","11001010101101000001000000000","00001001000000000000100000000","01000001100000000000010000000","10011010101011100000001000000","01111111001001000000000100000","10011001001001000000000010000","01011000000110100000000001000","11101010001010100000000000100","00101101000010000000000000010","00111111100111000000000000001"],"on_device_graph":false},"analytics":{"shots":256,"protocol":"hcs","pass_ci95":[0.985694,1.0],"check_bias":{"mean":1.0,"mean_ci95":[1.0,1.0],"per_check":[1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0],"total_checks":15,"check_weights":[8,8,8,7,5,9,3,4,10,10,7,7,9,6,11],"significant_checks":15},"frozen_bits":[],"rank_evaluable":true,"joint_structure":{"p":0.0033,"delta":1.0,"verdict":true,"checks_tested":15},"analytics_version":1},"annotation":"IonQ cloud simulator, not QPU hardware"},{"definition_id":"ghz_scaled","definition_version":5,"device":"ionq.simulator","hardware_key":"ionq:simulator","state":"scored","created_at":"2026-09-04T12:25:01.006536Z","scored_at":"2026-09-04T13:25:00.584449Z","scores":{"n":29,"shots":400,"std_error":0.0,"metric_set":"ghz_population.v1","population_ones":0.5,"population_zeros":0.5,"success_probability":1.0,"measured_queue_seconds":144.496},"error":null,"instance":{"n":29,"seed":12756920251783034165,"qasm3":"OPENQASM 3.0;\ninclude \"stdgates.inc\";\nbit[29] c;\nqubit[29] q;\nh q[0];\ncx q[0], q[1];\ncx q[0], q[2];\ncx q[1], q[3];\ncx q[0], q[4];\ncx q[1], q[5];\ncx q[2], q[6];\ncx q[3], q[7];\ncx q[0], q[8];\ncx q[1], q[9];\ncx q[2], q[10];\ncx q[3], q[11];\ncx q[4], q[12];\ncx q[5], q[13];\ncx q[6], q[14];\ncx q[7], q[15];\ncx q[0], q[16];\ncx q[1], q[17];\ncx q[2], q[18];\ncx q[3], q[19];\ncx q[4], q[20];\ncx q[5], q[21];\ncx q[6], q[22];\ncx q[7], q[23];\ncx q[8], q[24];\ncx q[9], q[25];\ncx q[10], q[26];\ncx q[11], q[27];\ncx q[12], q[28];\nc[0] = measure q[0];\nc[1] = measure q[1];\nc[2] = measure q[2];\nc[3] = measure q[3];\nc[4] = measure q[4];\nc[5] = measure q[5];\nc[6] = measure q[6];\nc[7] = measure q[7];\nc[8] = measure q[8];\nc[9] = measure q[9];\nc[10] = measure q[10];\nc[11] = measure q[11];\nc[12] = measure q[12];\nc[13] = measure q[13];\nc[14] = measure q[14];\nc[15] = measure q[15];\nc[16] = measure q[16];\nc[17] = measure q[17];\nc[18] = measure q[18];\nc[19] = measure q[19];\nc[20] = measure q[20];\nc[21] = measure q[21];\nc[22] = measure q[22];\nc[23] = measure q[23];\nc[24] = measure q[24];\nc[25] = measure q[25];\nc[26] = measure q[26];\nc[27] = measure q[27];\nc[28] = measure q[28];\n","protocol":"ghz","on_device_graph":false},"analytics":{"n_50":29,"n_90":29,"shots":400,"bond_phi":{"mean":1.0,"bonds":[[0,1],[0,2],[1,3],[0,4],[1,5],[2,6],[3,7],[0,8],[1,9],[2,10],[3,11],[4,12],[5,13],[6,14],[7,15],[0,16],[1,17],[2,18],[3,19],[4,20],[5,21],[6,22],[7,23],[8,24],[9,25],[10,26],[11,27],[12,28]],"total":28,"broken":0,"per_bond":[1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0]},"protocol":"ghz","pole_balance":0.5,"prefix_curve":[[2,1.0],[4,1.0],[8,1.0],[16,1.0],[29,1.0]],"success_ci95":[0.99082,1.0],"healthy_cluster":29,"correlation_mass":29.0,"analytics_version":1},"annotation":"IonQ cloud simulator, not QPU hardware"},{"definition_id":"hcs","definition_version":4,"device":"ionq.simulator","hardware_key":"ionq:simulator","state":"scored","created_at":"2026-08-31T06:25:01.725306Z","scored_at":"2026-08-31T07:25:01.057627Z","scores":{"shots":256,"cx_count":184,"coset_dim":14,"pass_rate":1.0,"coset_rank":14,"metric_set":"hidden_coset.v1","rank_valid":true,"fidelity_estimate":1.0,"measured_queue_seconds":393.463},"error":null,"instance":{"k":14,"n":29,"seed":781986172870351477,"depth":8,"qasm3":"OPENQASM 3.0;\ninclude \"stdgates.inc\";\nbit[29] c;\nqubit[29] q;\nU(pi, pi/2, -pi/2) q[0];\nU(pi/2, 0, -pi) q[1];\nU(pi, pi/2, -pi/2) q[2];\nU(pi/2, 2.921893775958127, 0) q[4];\nU(pi, pi/2, -pi/2) q[5];\nU(pi/2, pi/4, 0) q[6];\nU(pi/2, -pi, -3*pi/4) q[7];\ncx q[2], q[7];\nU(pi/2, -0.15972343995529092, -pi) q[2];\nU(pi/2, -3*pi/4, -pi) q[7];\nU(pi, 3*pi/4, pi/4) q[7];\nU(pi/2, 3*pi/4, 0) q[8];\nU(pi, pi/2, -pi/2) q[9];\nU(pi/2, -pi/2, 0) q[12];\nU(pi/2, 3*pi/4, 0) q[13];\nU(2.9451992839942562, -pi/2, -pi/2) q[14];\ncx q[11], q[14];\nU(pi/2, 1.318379582788685, 0) q[11];\nU(pi/2, -1.690329208811347, 0) q[14];\nU(3*pi/4, -pi/2, 0) q[14];\ncx q[7], q[14];\nU(pi, -pi, -pi/2) q[7];\nU(1.5922796708787195, 1.7773469012943028, -1.7773469012943028) q[14];\ncx q[7], q[14];\nU(0, 1.7178925525258784, 1.7178925525258784) q[7];\nU(pi, pi/2, -pi/2) q[7];\nU(3*pi/4, 0.29419245146196404, pi/2) q[14];\nU(pi/2, -0.7527680491839828, -pi) q[14];\nU(pi/2, 0, 3*pi/4) q[16];\ncx q[15], q[16];\nU(pi/2, 1.3602166601367554, 0) q[15];\nU(pi, pi/2, -pi/2) q[15];\nU(pi/2, 0.9481287765923376, 0) q[16];\nU(pi, 3*pi/4, pi/4) q[16];\nU(pi/2, 0, 3*pi/4) q[17];\ncx q[13], q[17];\nU(pi, -1.7983467310789933, -1.012948567681546) q[13];\nU(pi/2, pi/4, 0) q[13];\nU(3*pi/4, pi/2, -pi/2) q[17];\nU(pi/2, -pi, -3*pi/4) q[17];\nU(3*pi/4, pi/2, pi/2) q[18];\ncx q[1], q[18];\nU(0, 0, -pi) q[1];\nU(pi/2, 2.921893775958127, 0) q[1];\nU(pi/4, -0.9092725965225354, -pi/2) q[18];\nU(3*pi/4, -pi/2, 0) q[18];\nU(pi/2, 0, 3*pi/4) q[19];\ncx q[4], q[19];\nU(pi/2, -pi, -2.921893775958127) q[4];\nU(pi/2, -3*pi/4, 0) q[4];\nU(pi/2, 3*pi/4, 0) q[19];\nU(pi, 3*pi/4, pi/4) q[19];\ncx q[10], q[20];\nU(0, -pi, -pi) q[10];\nU(pi, 3*pi/4, pi/4) q[10];\ncx q[10], q[18];\nU(pi, -pi, -pi/2) q[10];\nU(1.7504715320293118, 2.1539547219523794, -2.153954721952379) q[18];\ncx q[10], q[18];\nU(0, 2.5952667573417054, 1.4192615502465706) q[10];\nU(pi/2, -3*pi/4, 0) q[10];\nU(3*pi/4, 0.8729356539984838, pi/2) q[18];\nU(pi/2, 0, 3*pi/4) q[18];\nU(0, 1.5891553305148944, -1.3037273339813755) q[20];\nU(pi/2, 0, 3*pi/4) q[20];\ncx q[1], q[20];\nU(pi/2, -2.7917697778783346, 0.21969887763166662) q[1];\nU(pi, 3*pi/4, pi/4) q[1];\nU(pi/2, -1.2251098932370703, -pi) q[20];\nU(2.1667731124580887, pi/2, -pi/2) q[20];\nU(pi/2, 0, 3*pi/4) q[21];\ncx q[11], q[21];\nU(0, -pi/2, pi/2) q[11];\nU(pi/2, 0, 3*pi/4) q[11];\nU(pi/4, 1.449774839226789, pi/2) q[21];\nU(3*pi/4, -pi/2, 0) q[21];\nU(pi, -pi, -pi) q[22];\ncx q[6], q[22];\nU(pi, 0.10676886145196463, -1.6775651882468612) q[6];\nU(pi/2, 0, 3*pi/4) q[6];\ncx q[4], q[6];\nU(pi/2, -pi, -pi/4) q[4];\nU(pi/2, -0.3997000195681455, -pi) q[6];\ncx q[6], q[20];\nU(0, -0.5414094216831753, 1.0293869051117213) q[6];\nU(pi, 3*pi/4, pi/4) q[6];\ncx q[6], q[21];\nU(pi, -pi, -pi/2) q[6];\nU(2.166773112458087, -0.040729559467867826, pi/2) q[20];\nU(3*pi/4, -pi/2, 0) q[20];\nU(1.8371356910681615, 2.272526063568918, -2.272526063568919) q[21];\ncx q[6], q[21];\nU(0, 2.894907629958344, 1.3241113031634475) q[6];\nU(pi/2, pi/2, -pi) q[6];\nU(3*pi/4, 1.0774262795319984, pi/2) q[21];\nU(0, -pi, 0) q[22];\nU(3*pi/4, -pi/2, 0) q[22];\ncx q[19], q[22];\nU(pi, -pi, -pi/2) q[19];\nU(1.9304969553712814, 2.3769039453865357, -2.3769039453865357) q[22];\ncx q[19], q[22];\nU(0, 2.9913352788009746, 1.420538952006078) q[19];\nU(pi/2, pi/4, 0) q[19];\nU(3*pi/4, 1.2702815772172587, pi/2) q[22];\nU(pi/2, -pi, -3*pi/4) q[22];\ncx q[13], q[22];\nU(pi/2, -0.6749645576596461, -pi/4) q[13];\nU(pi/4, -pi/2, -pi/2) q[13];\nU(pi/2, 3*pi/4, 0) q[22];\nU(pi/2, -pi, -3*pi/4) q[22];\nU(pi/2, -pi, -3*pi/4) q[23];\ncx q[0], q[23];\nU(0, 1.3258176636680323, 1.8157749899217608) q[0];\nU(pi/2, pi/4, 0) q[0];\nU(pi/4, 1.9916512729718487, pi/2) q[23];\nU(pi/2, -pi, -3*pi/4) q[23];\ncx q[19], q[23];\nU(pi/2, -1.872682826733468, -pi/4) q[19];\nU(0.9272952180016112, -pi/2, -pi/2) q[19];\nU(pi/2, 3*pi/4, 0) q[23];\nU(pi/2, 0, 3*pi/4) q[23];\nU(pi/2, -pi, -3*pi/4) q[24];\ncx q[8], q[24];\nU(pi/2, -2.473355697698095, -3*pi/4) q[8];\nU(pi/2, -3*pi/4, 0) q[8];\ncx q[8], q[18];\nU(pi/2, -pi, -pi/4) q[8];\nU(pi, 3*pi/4, pi/4) q[8];\nU(pi/2, 0.4041331477756165, -pi) q[18];\nU(3*pi/4, -pi/2, 0) q[18];\ncx q[1], q[18];\nU(pi, -pi, -pi/2) q[1];\nU(1.7412291486526603, 2.139501266970692, -2.139501266970692) q[18];\ncx q[1], q[18];\nU(0, 2.5832669078107102, 1.4072617007155754) q[1];\nU(pi/2, -pi/2, -pi) q[1];\nU(3*pi/4, 0.8489359549364925, pi/2) q[18];\nU(pi/2, -pi/2, -pi) q[18];\nU(pi/2, -3*pi/4, -pi) q[24];\nU(pi/2, -pi, -3*pi/4) q[24];\ncx q[0], q[24];\nU(pi/2, -1.8071438385419267, -pi/4) q[0];\ncx q[0], q[4];\nU(0, -3.044966171954874, -3.044966171954874) q[0];\nU(0, 3.0389684081410557, -0.10262424544873783) q[4];\nU(pi, pi/2, -pi/2) q[4];\nU(pi/2, 3*pi/4, 0) q[24];\nU(pi, 0.2690781628631509, -2.8725144907266422) q[24];\nU(pi/2, -pi, -3*pi/4) q[25];\ncx q[9], q[25];\nU(pi/2, -2.483297904238, -pi) q[9];\nU(3*pi/4, -pi/2, 0) q[9];\nU(pi/2, 0.6573478716679451, -pi) q[25];\nU(3*pi/4, -pi/2, 0) q[25];\ncx q[16], q[25];\nU(pi, -pi, -pi/2) q[16];\nU(1.8588199136200774, 2.298504267776562, -2.298504267776562) q[25];\ncx q[16], q[25];\nU(0, 2.918302116578558, 1.3475057897836615) q[16];\nU(3*pi/4, 1.1242152527724265, pi/2) q[25];\nU(1.4664841824257142, pi/2, pi/2) q[25];\ncx q[15], q[25];\nU(pi, 0, 0) q[15];\nU(3*pi/4, -pi/2, 0) q[15];\nU(1.675108471164079, -0.22323678188457796, -pi/2) q[25];\nU(3*pi/4, -pi/2, 0) q[25];\nU(pi/2, -pi, -3*pi/4) q[26];\ncx q[5], q[26];\nU(0, 2.0344439357957027, 1.1071487177940904) q[5];\nU(pi/2, -pi, -3*pi/4) q[5];\nU(pi/4, pi/2, pi/2) q[26];\ncx q[16], q[26];\nU(0, 0.24158175637018076, 1.8123780831650773) q[16];\nU(3*pi/4, -pi/2, 0) q[16];\ncx q[8], q[16];\nU(pi, -pi, -pi/2) q[8];\nU(1.7921195303529298, 2.21430940910464, -2.21430940910464) q[16];\ncx q[8], q[16];\nU(0, 2.843821058010322, 1.2730247312154255) q[8];\nU(pi/2, pi/4, 0) q[8];\nU(3*pi/4, 0.9752531356359526, pi/2) q[16];\nU(pi, pi/2, -pi/2) q[16];\ncx q[16], q[19];\nU(pi, -1.3093491175827385, -1.8322435360070544) q[16];\nU(pi, 3*pi/4, pi/4) q[16];\nU(2.2142974355881817, -2.868157051826258, pi/2) q[19];\nU(pi/2, -pi, -3*pi/4) q[19];\nU(0, 1.38817575514609, -1.0358755579025591) q[26];\nU(3*pi/4, pi/2, pi/2) q[26];\nU(pi/2, 0, 3*pi/4) q[27];\ncx q[3], q[27];\nU(0, -0.9568510088452071, 2.1847416447445864) q[3];\nU(pi, 3*pi/4, pi/4) q[3];\ncx q[3], q[9];\nU(pi, -pi, -pi/2) q[3];\nU(1.9049418357784527, 2.350127217457164, -2.350127217457164) q[9];\ncx q[3], q[9];\nU(0, 2.9659654568595704, 1.3951691300646747) q[3];\nU(pi/2, pi/4, 0) q[3];\ncx q[3], q[5];\nU(pi/2, -pi, -pi/4) q[3];\nU(pi/2, pi/2, 0) q[3];\ncx q[3], q[11];\nU(pi/2, -0.031441349659862006, pi/2) q[3];\nU(pi/2, -2.20417364783689, 0) q[5];\nU(pi, 3*pi/4, pi/4) q[5];\ncx q[5], q[25];\nU(pi, -pi, -pi/2) q[5];\nU(3*pi/4, 1.219541933334451, pi/2) q[9];\nU(pi/2, pi/4, 0) q[9];\ncx q[9], q[17];\nU(pi/2, -pi, -pi/4) q[9];\nU(pi/2, -pi, -3*pi/4) q[9];\ncx q[8], q[9];\nU(pi/2, -pi, -pi/4) q[8];\nU(pi, 3*pi/4, pi/4) q[8];\nU(pi/2, -2.149141682441379, 0) q[9];\ncx q[0], q[9];\nU(0, -pi/2, pi/2) q[0];\nU(0, -2.780174179827637, -2.780174179827637) q[9];\nU(pi/2, -2.2023229665921407, -pi) q[11];\nU(pi/2, pi/4, 0) q[11];\nU(pi/2, -1.2422989170073908, 0) q[17];\nU(pi/2, pi/4, 0) q[17];\ncx q[17], q[22];\nU(pi/2, -pi, -pi/4) q[17];\nU(pi, 3*pi/4, pi/4) q[17];\nU(pi/2, 3*pi/4, 0) q[22];\nU(pi/2, -pi, -3*pi/4) q[22];\ncx q[11], q[22];\nU(pi/2, -pi, -pi/4) q[11];\nU(3*pi/4, -pi/2, 0) q[11];\nU(pi/2, 3*pi/4, 0) q[22];\nU(2.01742080094554, 2.460220762729316, -2.460220762729316) q[25];\ncx q[5], q[25];\nU(0, 3.073304129949027, 1.5025078031541304) q[5];\ncx q[5], q[13];\nU(0, -2.928601734782998, 2.005101687949484) q[5];\nU(pi/2, -pi/2, -pi) q[5];\nU(pi/4, -1.285303918585887, -pi/2) q[13];\nU(pi, 3*pi/4, pi/4) q[13];\nU(3*pi/4, 1.4342192795133641, pi/2) q[25];\nU(0.8176450458327025, -pi/2, -pi/2) q[25];\ncx q[24], q[25];\nU(pi, -0.9591347219549746, -2.1824579316348185) q[24];\nU(2.323947607757091, -2.306659879233366, pi/2) q[25];\nU(3*pi/4, -pi/2, 0) q[25];\ncx q[16], q[25];\nU(pi, -pi, -pi/2) q[16];\nU(2.053753342634338, 2.49211530531291, -2.49211530531291) q[25];\ncx q[16], q[25];\nU(0, 3.1059625169868736, 1.535166190191977) q[16];\ncx q[16], q[24];\nU(pi, 3*pi/4, pi/4) q[16];\nU(0, -2.791801079916464, -2.791801079916464) q[24];\nU(pi/2, -pi, -3*pi/4) q[24];\nU(3*pi/4, 1.4995360535890576, pi/2) q[25];\nU(pi/2, -pi, -3*pi/4) q[25];\nU(pi/4, 0.7442575711732426, pi/2) q[27];\nU(3*pi/4, pi/2, pi/2) q[27];\ncx q[7], q[27];\nU(pi, 2.972011239246421, 2.1351688608380304) q[7];\nU(pi, pi/2, -pi/2) q[7];\ncx q[7], q[26];\nU(pi, -2.732539235331707, 2.732539235331707) q[7];\ncx q[7], q[21];\nU(0, -pi, -pi) q[21];\nU(3*pi/4, -pi/2, 0) q[21];\ncx q[16], q[21];\nU(pi, -pi, -pi/2) q[16];\nU(1.9552238172058782, 2.4017421254228433, -2.4017421254228433) q[21];\ncx q[16], q[21];\nU(0, 3.015281933862757, 1.4444856070678602) q[16];\nU(pi/2, 1.8157749899217608, 0) q[16];\nU(3*pi/4, 1.3181748873408248, pi/2) q[21];\nU(pi/4, -0.07528614665440658, -pi/2) q[26];\nU(pi/2, 0, 3*pi/4) q[26];\nU(pi/4, -0.7434063161109496, -pi/2) q[27];\nU(pi/2, -pi, -3*pi/4) q[27];\ncx q[18], q[27];\nU(pi/2, 3.067625348272724, pi/2) q[18];\nU(3*pi/4, pi/2, pi/2) q[18];\nU(pi/2, 2.1254212952717353, 0) q[27];\nU(3*pi/4, -pi/2, 0) q[27];\ncx q[17], q[27];\nU(pi, -pi, -pi/2) q[17];\nU(1.586587833559115, 1.7480487319334221, -1.7480487319334221) q[27];\ncx q[17], q[27];\nU(0, 1.6967910672116533, 1.6967910672116533) q[17];\nU(pi/2, 0, 3*pi/4) q[17];\ncx q[5], q[17];\nU(pi/2, 2.74773000378811, -pi/2) q[5];\ncx q[5], q[22];\nU(0, -1.5212620975082358, -2.4485573155098486) q[5];\nU(pi/2, 3.124256025154457, -pi) q[17];\nU(pi/2, 0, 3*pi/4) q[17];\nU(pi/2, pi/4, 0) q[22];\nU(3*pi/4, 0.25198948083351347, pi/2) q[27];\nU(pi/4, -pi/2, -2.597986611598733) q[27];\ncx q[4], q[27];\nU(pi, 2.5012751034209533, -0.6466846674177287) q[4];\nU(3*pi/4, -1.4276085499833142, pi/2) q[27];\nU(pi/4, pi/2, pi/2) q[28];\ncx q[12], q[28];\nU(pi, -pi, -pi/2) q[12];\nU(pi/2, 0, 3*pi/4) q[12];\ncx q[10], q[12];\nU(pi/2, -0.30544906372635827, -pi/4) q[10];\nU(pi, 3*pi/4, pi/4) q[10];\ncx q[10], q[15];\nU(pi, -pi, -pi/2) q[10];\nU(pi/2, -1.6566318485589375, -pi) q[12];\nU(1.7256053733536545, 2.114021532697926, -2.114021532697926) q[15];\ncx q[10], q[15];\nU(0, 2.562334273882052, 1.3863290667869173) q[10];\nU(pi/2, -3*pi/4, 0) q[10];\ncx q[10], q[23];\nU(pi/2, -pi, -pi/4) q[10];\nU(3*pi/4, -pi/2, 0) q[10];\ncx q[8], q[10];\nU(pi, -pi, -pi/2) q[8];\nU(1.5804312420964208, 1.7093904055659506, -1.7093904055659506) q[10];\ncx q[8], q[10];\nU(0, 1.6691114788889703, 1.6691114788889703) q[8];\nU(pi, pi/2, -pi/2) q[8];\ncx q[8], q[18];\nU(pi, 1.0581686689595813, -1.5481259952133093) q[8];\nU(pi/2, 1.5042281630190732, 0) q[8];\nU(3*pi/4, 0.19663030418814742, pi/2) q[10];\nU(pi/2, -pi/2, 0) q[10];\ncx q[10], q[19];\nU(pi/2, -1.4415320406595553, pi/2) q[10];\nU(pi/2, 1.5042281630190732, 0) q[10];\nU(3*pi/4, 0.8070706870791762, pi/2) q[15];\nU(pi/2, 0, 3*pi/4) q[15];\ncx q[14], q[15];\nU(pi/2, 2.525615535729216, -2.3888246044058103) q[14];\nU(3*pi/4, -pi/2, 0) q[14];\ncx q[13], q[14];\nU(pi, -pi, -pi/2) q[13];\nU(2.0483470515302167, 2.487463844862793, -2.487463844862793) q[14];\ncx q[13], q[14];\nU(0, 3.1011538797001927, 1.5303575529052953) q[13];\nU(pi/2, 2.035473867553428, 0) q[13];\nU(3*pi/4, 1.4899187790156958, pi/2) q[14];\nU(pi/2, 1.6373644905707199, -pi) q[14];\ncx q[14], q[25];\nU(pi/2, 0.6986723807582615, -1.6373644905707212) q[14];\nU(pi/2, pi/4, 0) q[14];\nU(pi/2, pi/4, -pi) q[15];\nU(pi/2, 2.921893775958127, 0) q[15];\ncx q[15], q[26];\nU(pi/2, -pi, 0.21969887763166707) q[15];\ncx q[4], q[15];\nU(0, -pi, -pi) q[4];\nU(pi/2, pi/4, 0) q[4];\nU(0, -0.030353282434549378, 3.1112393711552437) q[15];\nU(pi/2, -pi, -3*pi/4) q[15];\nU(pi/4, -0.2130379501189248, -pi/2) q[18];\ncx q[7], q[18];\nU(0, -pi, -pi) q[18];\nU(pi/4, -pi/2, -pi/2) q[18];\nU(pi/2, -1.8258484107737463, 0) q[19];\nU(pi/2, -pi, -3*pi/4) q[19];\ncx q[14], q[19];\nU(pi/2, -pi, -pi/4) q[14];\nU(pi, 3*pi/4, pi/4) q[14];\nU(pi/2, -2.6021933905121752, 0) q[19];\nU(3*pi/4, pi/2, -1.7388345156796072) q[19];\nU(pi/2, -0.4391270475625011, -pi) q[23];\nU(pi/2, -0.00880370655098206, 0) q[25];\nU(pi/2, -pi, -3*pi/4) q[25];\ncx q[16], q[25];\nU(pi/2, -1.3218555523281008, -1.8157749899217608) q[16];\nU(pi/2, -3.0076173067188527, 0) q[25];\nU(0.7118405471996453, pi/2, -pi/2) q[25];\nU(pi/2, -1.2791191873740348, -pi) q[26];\nU(3*pi/4, -1.1350410325545819, -pi/2) q[28];\ncx q[2], q[28];\nU(0, -0.6704343203667102, 0.9003620064281863) q[2];\ncx q[2], q[12];\nU(pi, 3*pi/4, pi/4) q[2];\ncx q[2], q[20];\nU(pi, -pi, -pi/2) q[2];\nU(0, -pi, -pi) q[12];\ncx q[12], q[23];\nU(0, 2.3371328601112857, -0.8044597934785069) q[12];\nU(pi/2, -3*pi/4, 0) q[12];\ncx q[12], q[17];\nU(pi/2, -pi, -pi/4) q[12];\nU(3*pi/4, pi/2, -pi/2) q[12];\nU(pi/2, 0.10374933215085136, -pi) q[17];\nU(1.7787724938379161, 2.195739757058682, -2.195739757058682) q[20];\ncx q[2], q[20];\nU(0, 2.630498392997647, 1.4544931859025123) q[2];\ncx q[2], q[3];\nU(0, -0.26715456202506127, 0.9088506450700731) q[2];\nU(pi, 3*pi/4, pi/4) q[2];\ncx q[3], q[27];\nU(0, -0.4240468668486441, 2.717545786741149) q[3];\ncx q[3], q[5];\nU(pi, pi/2, -pi/2) q[3];\nU(0, -pi, -pi) q[5];\nU(pi, 3*pi/4, pi/4) q[5];\nU(3*pi/4, 0.9433989253103663, pi/2) q[20];\nU(pi/2, -pi, -3*pi/4) q[20];\ncx q[13], q[20];\nU(pi/2, -0.5041897710510295, -2.035473867553427) q[13];\ncx q[13], q[21];\nU(0, -0.4343877218473957, 2.707204931742398) q[13];\nU(3*pi/4, -pi/2, 0) q[13];\nU(pi/2, -1.743954100018997, 0) q[20];\nU(pi/2, pi/4, 0) q[20];\ncx q[20], q[24];\nU(pi/2, -2.206383596067216, -pi/4) q[20];\nU(0, -pi, -pi) q[21];\ncx q[20], q[21];\nU(0, -1.846883447700151, 2.2220044238912546) q[20];\nU(0, 0.765962667530748, 0.765962667530748) q[21];\nU(pi/2, 0, 3*pi/4) q[21];\nU(0, 1.2947205220423612, -1.2947205220423617) q[23];\nU(3*pi/4, -pi/2, 0) q[23];\ncx q[2], q[23];\nU(pi, -pi, -pi/2) q[2];\nU(1.7731579242894615, 2.1877226455278027, -2.1877226455278027) q[23];\ncx q[2], q[23];\nU(0, 2.6236745313738368, 1.447669324278701) q[2];\ncx q[0], q[2];\nU(0, -0.066134272060554, 1.5046620547343421) q[0];\nU(pi, pi/2, -pi/2) q[0];\ncx q[0], q[18];\nU(pi, -0.8829892771829022, -2.258603376406891) q[0];\nU(pi/2, pi/4, 0) q[2];\nU(3*pi/4, -3.0241162931877668, pi/2) q[18];\nU(3*pi/4, -pi/2, 0) q[18];\ncx q[5], q[18];\nU(pi, -pi, -pi/2) q[5];\nU(1.5962572201858218, 1.7955105783555911, -1.7955105783555911) q[18];\ncx q[5], q[18];\nU(0, 1.7310372823003215, 1.7310372823003215) q[5];\nU(pi, pi/2, -pi/2) q[5];\nU(3*pi/4, 0.3204819110108499, pi/2) q[18];\nU(pi/2, -pi, -3*pi/4) q[18];\nU(3*pi/4, 0.9297512020627456, pi/2) q[23];\nU(pi/2, 0, 3*pi/4) q[23];\ncx q[8], q[23];\nU(pi/2, -1.6205803255396192, 1.6373644905707208) q[8];\ncx q[8], q[12];\nU(0, 1.5055262794295352, 0.5782310614279229) q[8];\nU(pi, 3*pi/4, pi/4) q[8];\nU(3*pi/4, -0.12955572594788656, pi/2) q[12];\nU(3*pi/4, pi/2, -1.5634700570172775) q[12];\nU(pi/2, -1.1301864838949243, -pi) q[23];\nU(pi/2, -pi, -3*pi/4) q[23];\nU(pi/2, 3*pi/4, 0) q[24];\nU(pi/2, -pi, -3*pi/4) q[24];\ncx q[22], q[24];\nU(pi/2, -1.9600576241159242, -pi/4) q[22];\nU(1.1454894344996793, -pi/2, pi/2) q[22];\nU(pi/2, 3*pi/4, 0) q[24];\nU(3*pi/4, -pi/2, 0) q[24];\ncx q[8], q[24];\nU(pi, -pi, -pi/2) q[8];\nU(1.883417799992174, 2.3266038000523945, -2.3266038000523945) q[24];\ncx q[8], q[24];\nU(0, 2.9440473619018395, 1.373251035106943) q[8];\nU(2.6224465393432697, pi/2, pi/2) q[8];\ncx q[3], q[8];\nU(pi, -1.5495789500448267, 3.1203752768397237) q[3];\nU(pi/2, pi/4, 0) q[3];\nU(0.5191461142465233, 1.016110306860229, -pi/2) q[8];\nU(pi, 3*pi/4, pi/4) q[8];\nU(3*pi/4, 1.175705743418991, pi/2) q[24];\nU(0, -pi, -pi) q[27];\nU(3*pi/4, -pi/2, 0) q[27];\nU(0, -pi, -pi) q[28];\nU(pi/2, 0, 3*pi/4) q[28];\ncx q[1], q[28];\nU(pi/2, 2.8138624252392095, -pi/2) q[1];\ncx q[1], q[26];\nU(pi, 3*pi/4, pi/4) q[1];\ncx q[1], q[27];\nU(pi, -pi, -pi/2) q[1];\nU(0, -0.7368458450654769, 2.404746808524316) q[26];\nU(pi/2, -pi, -3*pi/4) q[26];\ncx q[4], q[26];\nU(pi/2, -pi, -pi/4) q[4];\nU(pi/2, -0.7527680491839828, -pi) q[4];\ncx q[4], q[21];\nU(pi/2, 1.6938222812058958, -2.388824604405811) q[4];\nU(pi/2, pi/4, 0) q[4];\nU(pi/2, pi/4, -pi) q[21];\nU(pi/2, -2.5689650574703133, 0) q[26];\nU(pi, -pi, -pi) q[26];\nU(1.9203741459383408, 2.366438614982984, -2.366438614982984) q[27];\ncx q[1], q[27];\nU(0, 2.981365582220011, 1.4105692554251146) q[1];\nU(pi/2, -1.4801364395941512, 0) q[1];\ncx q[1], q[23];\nU(pi/2, -2.7264154289054945, 1.4801364395941512) q[1];\ncx q[1], q[26];\nU(0, 3.0723150027276516, 1.501518675932755) q[1];\nU(pi, 3*pi/4, pi/4) q[1];\nU(pi/2, -2.9557481500876204, 0) q[23];\nU(pi, 0.8515726987746612, -0.8515726987746617) q[26];\nU(pi/2, 0, 3*pi/4) q[26];\nU(3*pi/4, 1.2503421840553326, pi/2) q[27];\ncx q[7], q[27];\nU(pi, pi/2, -pi/2) q[7];\ncx q[7], q[22];\nU(pi, 2.0344439357957027, -1.1071487177940904) q[7];\nU(pi, 3*pi/4, pi/4) q[7];\nU(1.996103219090114, 1.1432957512940316, pi/2) q[22];\nU(pi/2, -pi, -3*pi/4) q[22];\nU(0, -pi, -pi) q[27];\nU(3*pi/4, -pi/2, 0) q[27];\nU(pi/2, 1.955538802737597, -pi) q[28];\nU(pi/2, -pi, -3*pi/4) q[28];\ncx q[6], q[28];\nU(pi/2, 2.581565697590822, -pi/2) q[6];\nU(pi, 3*pi/4, pi/4) q[6];\ncx q[6], q[11];\nU(pi, -pi, -pi/2) q[6];\nU(1.5877240509688935, 1.7542805139347166, -1.7542805139347166) q[11];\ncx q[6], q[11];\nU(0, -1.5358167382100638, 1.6057759153797297) q[6];\nU(pi, 3*pi/4, pi/4) q[6];\ncx q[6], q[13];\nU(pi, -pi, -pi/2) q[6];\nU(3*pi/4, 0.2609466940186649, pi/2) q[11];\nU(pi/2, 0, 3*pi/4) q[11];\ncx q[10], q[11];\nU(pi/2, -0.9263928258868246, 1.6373644905707208) q[10];\ncx q[10], q[19];\nU(0, -0.37962851455845126, 0.547666703443161) q[10];\nU(3*pi/4, pi/2, pi/2) q[10];\ncx q[5], q[10];\nU(pi, 0.5609632569198548, -0.5609632569198548) q[5];\nU(pi, 3*pi/4, pi/4) q[5];\nU(pi/4, -1.1100319321114362, -pi/2) q[10];\nU(pi/2, -pi, -3*pi/4) q[10];\ncx q[3], q[10];\nU(pi/2, -2.0305634183886694, -pi/4) q[3];\nU(pi, 3*pi/4, pi/4) q[3];\nU(pi/2, 3*pi/4, 0) q[10];\nU(pi, 3*pi/4, pi/4) q[10];\nU(pi/2, -2.0960676232656046, -pi) q[11];\nU(0, -pi, -pi) q[11];\ncx q[11], q[25];\nU(0, -0.45641925362513236, 2.685173399964661) q[11];\nU(pi/2, 1.6295521495106193, 0) q[11];\ncx q[11], q[18];\nU(pi/2, -0.8705911084705233, -1.6295521495106193) q[11];\nU(3*pi/4, -pi/2, 0) q[11];\ncx q[1], q[11];\nU(pi, -pi, -pi/2) q[1];\nU(1.6387398937506672, 1.9354023963625746, -1.9354023963625746) q[11];\ncx q[1], q[11];\nU(0, 1.834398103640913, 1.834398103640913) q[1];\nU(pi/2, 1.6867028639695203, 0) q[1];\nU(3*pi/4, 0.5272035536920328, pi/2) q[11];\nU(1.7060597161700406, 2.080018525802246, -2.080018525802246) q[13];\ncx q[6], q[13];\nU(0, 2.534818493168281, 1.3588132860731452) q[6];\ncx q[6], q[17];\nU(0, 0.62933363508929, 2.200129961884187) q[6];\nU(pi/2, pi/4, 0) q[6];\nU(3*pi/4, 0.7520391256516326, pi/2) q[13];\nU(pi/2, -pi, -3*pi/4) q[13];\ncx q[2], q[13];\nU(pi/2, -0.5289256256986401, -pi/4) q[2];\nU(pi, 2.3971097874192893, 0.7444828661705034) q[2];\ncx q[2], q[12];\nU(pi/2, -pi, -pi/2) q[2];\nU(2*pi/3, 2.526112944919406, -2.526112944919406) q[12];\ncx q[2], q[12];\nU(pi/2, 1.0201070845857103, 0) q[2];\nU(pi/2, -0.7035675689435585, 0) q[12];\nU(pi/2, 3*pi/4, 0) q[13];\ncx q[13], q[23];\nU(0, -2.703591537211617, -1.776296319210005) q[13];\nU(pi/2, -pi, -3*pi/4) q[13];\nU(pi, 3*pi/4, pi/4) q[17];\ncx q[17], q[27];\nU(pi, -pi, -pi/2) q[17];\nU(pi/2, 2.636745433263524, 0) q[18];\nU(3*pi/4, -1.4027581379101857, pi/2) q[19];\ncx q[19], q[24];\nU(0, 0.5523204966414039, 0.5523204966414035) q[19];\nU(3*pi/4, -pi/2, 0) q[19];\ncx q[5], q[19];\nU(pi, -pi, -pi/2) q[5];\nU(1.6558857071507322, 1.9777377132930507, -1.9777377132930507) q[19];\ncx q[5], q[19];\nU(0, 1.8666168738729132, 1.8666168738729132) q[5];\nU(pi/2, pi/4, 0) q[5];\nU(3*pi/4, 0.5916410941560337, pi/2) q[19];\nU(3*pi/4, -pi/2, 0) q[23];\ncx q[7], q[23];\nU(pi, -pi, -pi/2) q[7];\nU(2.0113623858357204, 2.454750882257125, -2.454750882257125) q[23];\ncx q[7], q[23];\nU(0, 3.0677763427494478, 1.4969800159545512) q[7];\nU(pi/2, 3*pi/4, 0) q[7];\ncx q[7], q[22];\nU(pi/2, -0.5003699664316872, -3*pi/4) q[7];\nU(pi/2, 3*pi/4, 0) q[22];\nU(3*pi/4, 1.4231637051142059, pi/2) q[23];\nU(3*pi/4, pi/2, -pi/2) q[23];\ncx q[18], q[23];\nU(0, 1.29673821412233, -0.2740581126725665) q[18];\nU(3*pi/4, -pi/2, 0) q[18];\ncx q[10], q[18];\nU(pi, -pi, -pi/2) q[10];\nU(1.9395401287083518, 2.3861039922491543, -2.3861039922491543) q[18];\ncx q[10], q[18];\nU(0, 3.0001579941121648, 1.4293616673172682) q[10];\nU(3*pi/4, 1.2879270078396399, pi/2) q[18];\nU(3*pi/4, -1.4461209468323086, pi/2) q[23];\nU(3*pi/4, -pi/2, 0) q[23];\nU(0, -pi, -pi) q[24];\nU(3*pi/4, -pi/2, 0) q[24];\nU(0.7118405471996445, -1.3051659938509046, pi/2) q[25];\nU(pi/2, -pi, -3*pi/4) q[25];\nU(1.5816265492470782, 1.7177071245492463, -1.7177071245492463) q[27];\ncx q[17], q[27];\nU(0, 1.6750524274160057, 1.6750524274160057) q[17];\ncx q[17], q[20];\nU(0, -0.6203281567452636, 1.5939692788429172) q[17];\nU(pi/2, -pi, -3*pi/4) q[17];\ncx q[5], q[17];\nU(pi/2, -1.144339236909295, -pi/4) q[5];\nU(pi, 3*pi/4, pi/4) q[5];\nU(pi/2, 3*pi/4, 0) q[17];\nU(pi, 3*pi/4, pi/4) q[17];\ncx q[17], q[23];\nU(pi, -pi, -pi/2) q[17];\nU(0, -1.856887705939631, 1.8568877059396307) q[20];\nU(pi, 3*pi/4, pi/4) q[20];\nU(1.6608375385060392, 1.9890931307146396, -1.9890931307146396) q[23];\ncx q[17], q[23];\nU(0, 1.8753484719393425, 1.8753484719393416) q[17];\nU(3*pi/4, 0.609104290288891, pi/2) q[23];\nU(3*pi/4, 0.20851220124221825, pi/2) q[27];\nU(pi/2, -pi, -3*pi/4) q[27];\ncx q[6], q[27];\nU(pi/2, -1.6402924923864168, -pi/4) q[6];\nU(pi/2, pi/4, 0) q[6];\ncx q[6], q[13];\nU(pi/2, -0.5941751492475471, -pi/4) q[6];\nU(pi/2, 3*pi/4, 0) q[13];\nU(pi/2, -2.295262583674912, 0) q[27];\nU(3*pi/4, -pi/2, 0) q[27];\ncx q[20], q[27];\nU(pi, -pi, -pi/2) q[20];\nU(1.6103315191795875, 1.8501776779431935, -1.8501776779431938) q[27];\ncx q[20], q[27];\nU(0, 1.7709385194916765, 1.7709385194916765) q[20];\ncx q[11], q[20];\nU(0, 0.8390906888141352, 0.8390906888141356) q[11];\nU(3*pi/4, 0.40028438539355937, pi/2) q[27];\nU(2.323947607757091, pi/2, pi/2) q[27];\nU(pi/2, 1.6585459557612268, 0) q[28];\ncx q[9], q[28];\nU(0, 1.8951710747308592, 1.8951710747308583) q[9];\nU(pi/2, pi/4, 0) q[9];\ncx q[9], q[25];\nU(pi/2, -pi, -pi/4) q[9];\nU(pi/2, pi/2, -pi) q[9];\ncx q[9], q[26];\nU(pi/2, 2.3647970039490254, pi/2) q[9];\nU(pi/2, 3*pi/4, 0) q[25];\nU(pi/2, -pi, -3*pi/4) q[25];\ncx q[4], q[25];\nU(pi/2, -0.9983991588226715, -pi/4) q[4];\nU(pi/2, 3*pi/4, 0) q[25];\nU(pi/2, 2.0830788963128617, -pi) q[26];\nU(0, -pi, -pi) q[28];\nU(3*pi/4, -pi/2, 0) q[28];\ncx q[14], q[28];\nU(pi, -pi, -pi/2) q[14];\nU(1.576669836865027, 1.6790742409325023, -1.679074240932502) q[28];\ncx q[14], q[28];\nU(0, 1.6475101567007044, 1.6475101567007044) q[14];\nU(pi/2, pi/4, 0) q[14];\ncx q[14], q[15];\nU(pi/2, -2.712234680644717, -pi/4) q[14];\nU(pi, 3*pi/4, pi/4) q[14];\nU(pi/2, 3*pi/4, 0) q[15];\nU(pi/2, -pi, -3*pi/4) q[15];\nU(3*pi/4, 0.15342765981161532, pi/2) q[28];\ncx q[16], q[28];\ncx q[0], q[28];\nU(0, 1.4023038743921914, 1.4023038743921914) q[0];\nU(0, -0.73205302157008, 1.4822444140181013) q[16];\nU(3*pi/4, -pi/2, 0) q[16];\ncx q[14], q[16];\nU(pi, -pi, -pi/2) q[14];\nU(1.715519143169176, 2.096795366419978, -2.096795366419978) q[16];\ncx q[14], q[16];\nU(0, 2.5483364772396033, 1.3723312701444685) q[14];\nU(pi/2, pi/4, 0) q[14];\ncx q[14], q[15];\nU(pi/2, -pi, -pi/4) q[14];\nU(pi, 3*pi/4, pi/4) q[14];\ncx q[14], q[24];\nU(pi, -pi, -pi/2) q[14];\nU(pi/2, -2.2842236009367483, 0) q[15];\ncx q[15], q[21];\nU(0, 0.7752468918830289, 0.7752468918830289) q[15];\nU(pi, 3*pi/4, pi/4) q[15];\nU(3*pi/4, -3.099234855328441, pi/2) q[16];\nU(0.7641247773733865, -pi/2, -pi/2) q[16];\ncx q[0], q[16];\nU(0, 3.017931850217055, 1.4471355234221583) q[0];\nU(0.7641247773733864, 1.4740779155373946, -pi/2) q[16];\nU(3*pi/4, -pi/2, 0) q[16];\ncx q[8], q[16];\nU(pi, -pi, -pi/2) q[8];\nU(1.8126659112055825, 2.241665454065595, -2.241665454065596) q[16];\ncx q[8], q[16];\nU(0, 2.8676029351909147, 1.2968066083960181) q[8];\nU(3*pi/4, 1.0228168899971397, pi/2) q[16];\ncx q[19], q[28];\nU(0, -2.996157162944626, -2.9961571629446264) q[19];\nU(3*pi/4, -pi/2, 0) q[19];\ncx q[5], q[19];\nU(pi, -pi, -pi/2) q[5];\nU(1.883143291381823, 2.3262976288686117, -2.3262976288686117) q[19];\ncx q[5], q[19];\nU(0, 2.943764310312698, 1.3729679835178015) q[5];\nU(3*pi/4, 1.1751396402407073, pi/2) q[19];\nU(0, -pi, -pi) q[21];\nU(1.6189470737869398, 1.8786953977687713, -1.8786953977687713) q[24];\ncx q[14], q[24];\nU(0, 1.7919859199871624, 1.7919859199871633) q[14];\nU(pi, pi/2, -pi/2) q[14];\ncx q[14], q[27];\nU(pi, 3.0112994558167934, 0.1302931977729993) q[14];\nU(3*pi/4, -pi/2, 0) q[14];\ncx q[3], q[14];\nU(pi, -pi, -pi/2) q[3];\nU(1.60720239266264, 1.839028563149851, -1.8390285631498515) q[14];\ncx q[3], q[14];\nU(0, 1.7627557187904808, 1.7627557187904799) q[3];\nU(3*pi/4, 0.3839187839911675, pi/2) q[14];\nU(3*pi/4, 0.442379186384533, pi/2) q[24];\nU(pi/2, -pi, -3*pi/4) q[24];\ncx q[1], q[24];\nU(pi/2, -0.4485454679869094, -1.6867028639695203) q[1];\nU(pi/2, 2.674594662146758, 0) q[24];\nU(0.8176450458327027, 0.7769667796926356, -pi/2) q[27];\nU(0, -pi, -pi) q[28];\nU(3*pi/4, -pi/2, 0) q[28];\ncx q[15], q[28];\nU(pi, -pi, -pi/2) q[15];\nU(1.9577305229952118, 2.404205589460858, -2.4042055894608576) q[28];\ncx q[15], q[28];\nU(0, 3.0176791620334305, 1.446882835238534) q[15];\nU(3*pi/4, 1.3229693436821712, pi/2) q[28];\nc[0] = measure q[0];\nc[1] = measure q[1];\nc[2] = measure q[2];\nc[3] = measure q[3];\nc[4] = measure q[4];\nc[5] = measure q[5];\nc[6] = measure q[6];\nc[7] = measure q[7];\nc[8] = measure q[8];\nc[9] = measure q[9];\nc[10] = measure q[10];\nc[11] = measure q[11];\nc[12] = measure q[12];\nc[13] = measure q[13];\nc[14] = measure q[14];\nc[15] = measure q[15];\nc[16] = measure q[16];\nc[17] = measure q[17];\nc[18] = measure q[18];\nc[19] = measure q[19];\nc[20] = measure q[20];\nc[21] = measure q[21];\nc[22] = measure q[22];\nc[23] = measure q[23];\nc[24] = measure q[24];\nc[25] = measure q[25];\nc[26] = measure q[26];\nc[27] = measure q[27];\nc[28] = measure q[28];\n","offset":"00110011011111110111010011101","cx_count":184,"protocol":"hcs","syndrome":"001011001110111","generator":["00000000000000","01010001001100","00000111000100","01110000101000","11101001010101","01010000001100","01110000001010","00100000100000","01110111101000","11110110111101","11100000100000","00110010101110","10100111000100","00100000000000","00000100001000","00000000010101","00000000010000","11100000100000","00100010100010","01010100001100","11010010001010","00111000011001","00100000100000","11000110100010","01010100001100","00010000011100","11000100000001","10010100000110","10110110111100"],"parity_check":["10000000000000000000000000000","00100101100000000000000000000","01000001010011010000000000000","00000000001000000100000000000","00100101001111000010000000000","01000010001110000001000000000","00010101001100000000100000000","01101000000011000000010000000","00000001000000000000001000000","01100010001000000000000100000","01000010001110000000000010000","00100101001011001000000001000","00010011010101001000000000100","00010110001001100000000000010","01110101001000001000000000001"],"on_device_graph":false},"analytics":{"shots":256,"protocol":"hcs","pass_ci95":[0.985694,1.0],"check_bias":{"mean":1.0,"mean_ci95":[1.0,1.0],"per_check":[1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0],"total_checks":15,"check_weights":[1,4,6,2,8,6,6,6,2,5,6,8,8,7,8],"significant_checks":15},"frozen_bits":[{"qubit":0,"correct":1.0}],"rank_evaluable":true,"joint_structure":{"p":0.0033,"delta":0.998,"verdict":true,"checks_tested":14},"analytics_version":1},"annotation":"IonQ cloud simulator, not QPU hardware"},{"definition_id":"ghz_scaled","definition_version":5,"device":"ionq.simulator","hardware_key":"ionq:simulator","state":"scored","created_at":"2026-08-28T11:25:01.012241Z","scored_at":"2026-08-28T12:25:00.749281Z","scores":{"n":29,"shots":400,"std_error":0.0,"metric_set":"ghz_population.v1","population_ones":0.5,"population_zeros":0.5,"success_probability":1.0,"measured_queue_seconds":35.393},"error":null,"instance":{"n":29,"seed":450119497957632790,"qasm3":"OPENQASM 3.0;\ninclude \"stdgates.inc\";\nbit[29] c;\nqubit[29] q;\nh q[0];\ncx q[0], q[1];\ncx q[0], q[2];\ncx q[1], q[3];\ncx q[0], q[4];\ncx q[1], q[5];\ncx q[2], q[6];\ncx q[3], q[7];\ncx q[0], q[8];\ncx q[1], q[9];\ncx q[2], q[10];\ncx q[3], q[11];\ncx q[4], q[12];\ncx q[5], q[13];\ncx q[6], q[14];\ncx q[7], q[15];\ncx q[0], q[16];\ncx q[1], q[17];\ncx q[2], q[18];\ncx q[3], q[19];\ncx q[4], q[20];\ncx q[5], q[21];\ncx q[6], q[22];\ncx q[7], q[23];\ncx q[8], q[24];\ncx q[9], q[25];\ncx q[10], q[26];\ncx q[11], q[27];\ncx q[12], q[28];\nc[0] = measure q[0];\nc[1] = measure q[1];\nc[2] = measure q[2];\nc[3] = measure q[3];\nc[4] = measure q[4];\nc[5] = measure q[5];\nc[6] = measure q[6];\nc[7] = measure q[7];\nc[8] = measure q[8];\nc[9] = measure q[9];\nc[10] = measure q[10];\nc[11] = measure q[11];\nc[12] = measure q[12];\nc[13] = measure q[13];\nc[14] = measure q[14];\nc[15] = measure q[15];\nc[16] = measure q[16];\nc[17] = measure q[17];\nc[18] = measure q[18];\nc[19] = measure q[19];\nc[20] = measure q[20];\nc[21] = measure q[21];\nc[22] = measure q[22];\nc[23] = measure q[23];\nc[24] = measure q[24];\nc[25] = measure q[25];\nc[26] = measure q[26];\nc[27] = measure q[27];\nc[28] = measure q[28];\n","protocol":"ghz","on_device_graph":false},"analytics":{"n_50":29,"n_90":29,"shots":400,"bond_phi":{"mean":1.0,"bonds":[[0,1],[0,2],[1,3],[0,4],[1,5],[2,6],[3,7],[0,8],[1,9],[2,10],[3,11],[4,12],[5,13],[6,14],[7,15],[0,16],[1,17],[2,18],[3,19],[4,20],[5,21],[6,22],[7,23],[8,24],[9,25],[10,26],[11,27],[12,28]],"total":28,"broken":0,"per_bond":[1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0]},"protocol":"ghz","pole_balance":0.5,"prefix_curve":[[2,1.0],[4,1.0],[8,1.0],[16,1.0],[29,1.0]],"success_ci95":[0.99082,1.0],"healthy_cluster":29,"correlation_mass":29.0,"analytics_version":1},"annotation":"IonQ cloud simulator, not QPU hardware"},{"definition_id":"hcs","definition_version":4,"device":"ionq.simulator","hardware_key":"ionq:simulator","state":"scored","created_at":"2026-08-24T05:25:01.000727Z","scored_at":"2026-08-24T06:25:00.687632Z","scores":{"shots":256,"cx_count":204,"coset_dim":14,"pass_rate":1.0,"coset_rank":14,"metric_set":"hidden_coset.v1","rank_valid":true,"fidelity_estimate":1.0,"measured_queue_seconds":382.4},"error":null,"instance":{"k":14,"n":29,"seed":867096954719274812,"depth":8,"qasm3":"OPENQASM 3.0;\ninclude \"stdgates.inc\";\nbit[29] c;\nqubit[29] q;\nU(pi/2, pi/2, -pi) q[0];\nU(pi/2, pi/4, 0) q[1];\nU(pi, pi/2, -pi/2) q[2];\nU(0, -pi/4, -pi/4) q[3];\nU(pi/2, 3*pi/4, 0) q[4];\nU(pi, pi/2, -pi/2) q[5];\nU(pi/2, 3*pi/4, 0) q[6];\nU(pi/2, 0, 3*pi/4) q[7];\ncx q[4], q[7];\nU(pi, -2.427143017494427, -1.6417448540969786) q[4];\nU(pi/2, pi/4, 0) q[4];\nU(3*pi/4, -2.6600170348991394, -pi/2) q[7];\nU(3*pi/4, pi/2, pi/2) q[9];\ncx q[0], q[9];\nU(0, 1.2490457723982544, 0.3217505543966417) q[0];\nU(pi/4, -0.23884000434124353, -pi/2) q[9];\nU(pi, 3*pi/4, pi/4) q[9];\nU(pi/2, -3*pi/4, 0) q[10];\nU(pi/2, pi/4, 0) q[11];\nU(pi/2, 2.921893775958127, 0) q[12];\nU(pi, -pi, -pi) q[13];\ncx q[11], q[13];\nU(pi/2, -pi, -pi/4) q[11];\nU(pi, pi/2, -pi/2) q[11];\nU(pi/2, 2.16747784159592, 0) q[13];\nU(3*pi/4, -pi/2, 0) q[13];\ncx q[3], q[13];\nU(pi, -pi, -pi/2) q[3];\nU(1.923367697393105, 2.3695522506477777, -2.3695522506477777) q[13];\ncx q[3], q[13];\nU(0, -0.355291145622056, 0.5042334125713213) q[3];\nU(pi/2, -1.699468932193084, -pi) q[3];\nU(3*pi/4, 1.256259865659672, pi/2) q[13];\nU(pi/2, -pi/4, 0) q[14];\nU(pi, pi/2, -pi/2) q[15];\nU(pi/2, pi/2, -pi/2) q[16];\ncx q[15], q[16];\nU(pi/2, -0.8352282337839441, -pi) q[15];\nU(pi, pi/2, -pi/2) q[15];\nU(pi/2, -pi/2, -pi) q[16];\nU(pi/2, pi/4, 0) q[16];\nU(2.3469389751395244, pi/2, pi/2) q[17];\ncx q[10], q[17];\nU(pi, -0.9002524274177075, -1.3140450081704742) q[10];\nU(pi/2, pi/4, 0) q[10];\nU(0.7946536784502692, -1.4644049866600952, -pi/2) q[17];\nU(3*pi/4, -pi/2, 0) q[17];\nU(pi/2, -pi, -3*pi/4) q[18];\ncx q[5], q[18];\nU(0, 2.38036105208864, 1.0933588345020713) q[5];\nU(pi, 3*pi/4, pi/4) q[5];\nU(pi/4, pi/2, pi/2) q[18];\nU(pi, 3*pi/4, pi/4) q[18];\nU(pi, pi/2, -pi/2) q[19];\ncx q[8], q[20];\nU(0, -0.8685855530548232, 1.345711882533358) q[8];\nU(2.3884413726275993, pi/2, -pi/2) q[8];\ncx q[0], q[8];\nU(0, -0.9918637292814334, 1.8194315694791054) q[0];\nU(pi, 3*pi/4, pi/4) q[0];\nU(2.3884413726275993, -1.3417041959811575, pi/2) q[8];\nU(pi, 1.7363608471382603, -1.405231806451533) q[20];\nU(pi, 3*pi/4, pi/4) q[20];\nU(pi, pi/2, -pi/2) q[21];\nU(pi/2, -pi, -3*pi/4) q[22];\ncx q[19], q[22];\nU(0, 0.9908444229462807, 2.27784664053285) q[19];\nU(pi/2, -1.4940244355251178, 0) q[19];\nU(pi/4, 2.9830981277300346, pi/2) q[22];\nU(3*pi/4, -pi/2, 0) q[22];\ncx q[9], q[22];\nU(pi, -pi, -pi/2) q[9];\nU(1.7249311751996794, 2.1128900809070297, -2.1128900809070297) q[22];\ncx q[9], q[22];\nU(0, 2.5614111212688586, 1.3854059141737238) q[9];\ncx q[7], q[9];\nU(0, -2.761086276477428, 2.761086276477428) q[7];\nU(pi, 3*pi/4, pi/4) q[7];\nU(0, 2.2546923980764504, -0.8869002555133427) q[9];\nU(pi, pi/2, -pi/2) q[9];\nU(3*pi/4, 0.8052243818527898, pi/2) q[22];\nU(pi/2, -pi, -3*pi/4) q[22];\nU(pi/2, pi/2, pi/2) q[23];\ncx q[2], q[23];\nU(0, -2.030677041370486, 1.6008729384730351) q[2];\nU(pi/2, -0.9813868008678761, -pi/2) q[23];\nU(3*pi/4, pi/2, pi/2) q[23];\nU(pi/2, -pi, -3*pi/4) q[24];\ncx q[1], q[24];\nU(pi/2, -2.766082645585482, -pi/4) q[1];\ncx q[1], q[2];\nU(0, -pi/2, pi/2) q[1];\nU(pi/2, 1.7126933813990606, -pi) q[1];\nU(0, 1.9720557096117188, -1.1695369439780743) q[2];\nU(pi, 3*pi/4, pi/4) q[2];\nU(pi/2, 3*pi/4, 0) q[24];\nU(pi, 3*pi/4, pi/4) q[24];\nU(pi, -pi, -pi) q[25];\ncx q[14], q[25];\nU(pi, -2.1148397507057863, 2.1148397507057863) q[14];\nU(3*pi/4, -pi/2, 0) q[14];\ncx q[5], q[14];\nU(pi, -pi, -pi/2) q[5];\nU(1.63218629850835, 1.9177288611181922, -1.9177288611181922) q[14];\ncx q[5], q[14];\nU(0, 1.8210938118057696, 1.8210938118057696) q[5];\nU(pi, pi/2, -pi/2) q[5];\nU(3*pi/4, 0.5005949700217465, pi/2) q[14];\nU(0.7700147616168527, -pi/2, -pi/2) q[14];\ncx q[9], q[14];\nU(pi, 0.4035677750852362, -0.4035677750852362) q[9];\nU(pi/2, 0, 3*pi/4) q[9];\nU(2.37157789197294, 2.8929812773557178, pi/2) q[14];\nU(pi/2, -1.4940244355251178, 0) q[14];\nU(0, 1.3607249347796913, 1.7808677188101019) q[25];\nU(3*pi/4, -pi/2, 0) q[25];\ncx q[20], q[25];\nU(pi, -pi, -pi/2) q[20];\nU(1.5735467282206244, 1.6449297773095006, -1.6449297773095006) q[25];\ncx q[20], q[25];\nU(0, 1.6232646336707717, 1.6232646336707717) q[20];\nU(2.3127435948008146, pi/2, pi/2) q[20];\ncx q[5], q[20];\nU(pi, 0.4658067472724108, -0.46580674727241034) q[5];\nU(3*pi/4, -pi/2, 0) q[5];\nU(0.8288490587889792, -1.1497890180580228, -pi/2) q[20];\nU(pi/2, -1.5120405040791738, 0) q[20];\nU(3*pi/4, 0.1049366137517489, pi/2) q[25];\nU(pi/2, -pi, -3*pi/4) q[25];\ncx q[10], q[25];\nU(pi/2, -2.010391754544245, -pi/4) q[10];\nU(3*pi/4, -pi/2, 0) q[10];\ncx q[2], q[10];\nU(pi, -pi, -pi/2) q[2];\nU(1.6103628689104807, 1.8502870173515786, -1.8502870173515789) q[10];\ncx q[2], q[10];\nU(0, 1.7710188911925044, 1.7710188911925044) q[2];\nU(0, 0.6747409422235524, -0.6747409422235524) q[2];\nU(3*pi/4, 0.40044512879521577, pi/2) q[10];\nU(pi/2, 3*pi/4, 0) q[10];\nU(pi/2, -1.489099381726442, 0) q[25];\nU(3*pi/4, -pi/2, 0) q[25];\nU(pi/2, pi/2, -pi/2) q[26];\ncx q[21], q[26];\nU(pi/2, -pi, -pi) q[21];\nU(3*pi/4, pi/2, pi/2) q[21];\ncx q[15], q[21];\nU(pi, -1.0037450313644571, -2.137847622225336) q[15];\nU(pi/2, -pi, -3*pi/4) q[15];\nU(pi/4, 0.07750106250969147, -pi/2) q[21];\nU(3*pi/4, -pi/2, 0) q[21];\nU(pi/2, -0.655391868256336, -pi) q[26];\nU(pi/2, -pi, -3*pi/4) q[26];\ncx q[16], q[26];\nU(pi/2, -1.1512641034565296, -pi/4) q[16];\nU(3*pi/4, -pi/2, 0) q[16];\nU(pi/2, 3*pi/4, 0) q[26];\nU(3*pi/4, -pi/2, 0) q[26];\nU(pi/2, 0, 3*pi/4) q[27];\ncx q[12], q[27];\nU(pi/2, -pi, -2.921893775958127) q[12];\nU(pi/2, pi/4, 0) q[12];\ncx q[12], q[22];\nU(pi/2, -pi, -pi/4) q[12];\nU(pi, 3*pi/4, pi/4) q[12];\ncx q[12], q[16];\nU(pi, -pi, -pi/2) q[12];\nU(1.5837615048987146, 1.7314798867687973, -1.7314798867687968) q[16];\ncx q[12], q[16];\nU(0, 1.6849069501259866, 1.6849069501259866) q[12];\nU(pi/2, -pi, -3*pi/4) q[12];\nU(3*pi/4, 0.22822124666218002, pi/2) q[16];\nU(pi/2, -pi, -3*pi/4) q[16];\ncx q[1], q[16];\nU(pi/2, 2.6027251732745107, -1.712693381399061) q[1];\nU(pi, 3*pi/4, pi/4) q[1];\nU(pi/2, 1.6538492916922838, 0) q[16];\nU(3*pi/4, -pi/2, 0) q[16];\nU(pi/2, 3*pi/4, 0) q[22];\nU(3*pi/4, -pi/2, 0) q[22];\ncx q[0], q[22];\nU(pi, -pi, -pi/2) q[0];\nU(1.602235617309151, 1.820260837323115, -1.820260837323115) q[22];\ncx q[0], q[22];\nU(0, 1.7490352542229157, 1.7490352542229157) q[0];\nU(pi/2, pi/4, 0) q[0];\ncx q[0], q[15];\nU(pi/2, -0.12743379419761247, -pi/4) q[0];\nU(pi/2, 3*pi/4, 0) q[15];\nU(pi, 3*pi/4, pi/4) q[15];\ncx q[15], q[16];\nU(pi, -pi, -pi/2) q[15];\nU(1.590777429758582, 1.7700433522207621, -1.7700433522207624) q[16];\ncx q[15], q[16];\nU(0, 1.712621125758405, 1.712621125758405) q[15];\nU(pi/2, -pi, -3*pi/4) q[15];\nU(3*pi/4, 0.2836495979270186, pi/2) q[16];\nU(pi, 0.2690781628631509, -2.8725144907266422) q[16];\nU(3*pi/4, 0.3564778548560392, pi/2) q[22];\nU(1.4664841824257142, pi/2, pi/2) q[22];\nU(pi/2, 3*pi/4, 0) q[27];\nU(3*pi/4, -pi/2, 0) q[27];\ncx q[24], q[27];\nU(pi, -pi, -pi/2) q[24];\nU(1.8691105245711748, 2.3104271844681215, -2.310427184468121) q[27];\ncx q[24], q[27];\nU(0, 2.929169124085581, 1.3583727972906843) q[24];\ncx q[13], q[24];\nU(0, -pi, -pi) q[13];\nU(0, -2.7561261889121047, -2.7561261889121047) q[24];\nU(pi/2, 2.921893775958127, 0) q[24];\nU(3*pi/4, 1.145949267786472, pi/2) q[27];\nU(2.0344439357957027, pi/2, pi/2) q[27];\ncx q[11], q[27];\nU(pi, 2.743489909494505, 0.39810274409528823) q[11];\nU(3*pi/4, -pi/2, 0) q[11];\ncx q[7], q[11];\nU(pi, -pi, -pi/2) q[7];\nU(1.5743436611150061, 1.654976481222648, -1.654976481222648) q[11];\ncx q[7], q[11];\nU(0, 1.6303910358177474, 1.6303910358177474) q[7];\nU(0, 0.6747409422235524, -0.6747409422235524) q[7];\nU(3*pi/4, 0.1191894180457016, pi/2) q[11];\ncx q[8], q[11];\nU(pi/2, 0, 3*pi/4) q[8];\nU(0, 0.06733176656757456, 0.067331766567575) q[11];\nU(pi/2, pi/4, 0) q[11];\nU(1.1071487177940909, -0.9348535139184913, -pi/2) q[27];\nU(0.3066821590539081, pi/2, -pi/2) q[27];\ncx q[2], q[27];\nU(0, 1.0697025026109959, 0.4262013938177116) q[2];\nU(pi/2, -1.6142472221864272, 0) q[2];\nU(0.30668215905390833, -0.6340420444202168, pi/2) q[27];\nU(3*pi/4, -pi/2, 0) q[27];\ncx q[1], q[27];\nU(pi, -pi, -pi/2) q[1];\nU(2.093979828422111, 2.5257737938112417, -2.5257737938112417) q[27];\ncx q[1], q[27];\nU(0, 3.1412329726475026, 1.570436645852606) q[1];\nU(pi/2, -3*pi/4, 0) q[1];\ncx q[1], q[9];\nU(pi/2, -pi, -pi/4) q[1];\nU(pi/2, 1.6373644905707199, -pi) q[1];\nU(pi/2, 0.12204004611928454, -pi) q[9];\nU(pi, 3*pi/4, pi/4) q[9];\nU(3*pi/4, 1.5700769649103146, pi/2) q[27];\nU(pi/2, 0, 3*pi/4) q[28];\ncx q[6], q[28];\nU(pi, -0.7149933898295795, -1.1395970461736447) q[6];\nU(pi, 3*pi/4, pi/4) q[6];\ncx q[6], q[17];\nU(pi, -pi, -pi/2) q[6];\nU(1.8291524791150722, 2.2626482123510545, -2.262648212351055) q[17];\ncx q[6], q[17];\nU(0, 2.8861115479785227, 1.315315221183626) q[6];\nU(pi/2, -pi, -3*pi/4) q[6];\ncx q[4], q[6];\nU(pi/2, -1.2182695129966779, -pi/4) q[4];\nU(pi, 3*pi/4, pi/4) q[4];\ncx q[4], q[21];\nU(pi, -pi, -pi/2) q[4];\nU(pi/2, 3*pi/4, 0) q[6];\nU(pi, 3*pi/4, pi/4) q[6];\ncx q[6], q[25];\nU(pi, -pi, -pi/2) q[6];\nU(3*pi/4, 1.0598341155723556, pi/2) q[17];\nU(pi/2, -pi, -3*pi/4) q[17];\ncx q[3], q[17];\nU(pi/2, 2.312528914661021, 1.699468932193085) q[3];\nU(pi, 3*pi/4, pi/4) q[3];\ncx q[3], q[5];\nU(pi, -pi, -pi/2) q[3];\nU(1.5927164693696223, 1.7794212403224945, -1.7794212403224945) q[5];\ncx q[3], q[5];\nU(0, 1.7193911603374534, 1.7193911603374534) q[3];\nU(pi/2, pi/4, 0) q[3];\ncx q[3], q[12];\nU(pi/2, -pi, -pi/4) q[3];\nU(pi/2, pi/4, 0) q[3];\nU(3*pi/4, 0.29718966708511285, pi/2) q[5];\nU(pi, pi/2, -pi/2) q[5];\ncx q[5], q[22];\nU(pi, 0.14189705460416402, 0.14189705460416357) q[5];\nU(pi, 3*pi/4, pi/4) q[5];\nU(pi/2, 2.5893521282486773, 0) q[12];\nU(pi, 3*pi/4, pi/4) q[12];\nU(pi/2, 0.6891863057228291, 0) q[17];\nU(0.3066821590539081, pi/2, -pi/2) q[17];\ncx q[7], q[17];\nU(0, 0.143633564871382, 0.143633564871382) q[7];\nU(3*pi/4, -pi/2, 0) q[7];\nU(0.30668215905390855, -pi/2, pi/2) q[17];\nU(pi/2, -pi, -3*pi/4) q[17];\ncx q[2], q[17];\nU(pi/2, -1.7694796382511289, 1.6142472221864281) q[2];\nU(pi/2, pi/4, 0) q[2];\nU(pi/2, -1.5341237887418142, 0) q[17];\nU(pi/2, -pi, -3*pi/4) q[17];\nU(1.6192663132544054, 1.8796986853801698, -1.8796986853801696) q[21];\ncx q[4], q[21];\nU(0, 1.7927296109600848, 1.7927296109600848) q[4];\nU(pi/2, pi/4, 0) q[4];\nU(3*pi/4, 0.44386656833037597, pi/2) q[21];\nU(1.6751084711640793, 0.0825292090483698, -pi/2) q[22];\nU(0.8176450458327025, -pi/2, -pi/2) q[22];\ncx q[16], q[22];\nU(pi, -1.31780894011785, 2.888605266912747) q[16];\nU(pi/2, pi/4, 0) q[16];\ncx q[16], q[17];\nU(pi/2, -1.7224042740150938, -pi/4) q[16];\nU(pi, 3*pi/4, pi/4) q[16];\nU(pi/2, 3*pi/4, 0) q[17];\nU(pi/2, 1.5042281630190732, 0) q[17];\nU(2.323947607757091, -2.295893986960861, pi/2) q[22];\nU(pi/2, -pi, -3*pi/4) q[22];\nU(1.5990477406380166, 1.8073975060097407, -1.8073975060097407) q[25];\ncx q[6], q[25];\nU(0, 1.7396682127923517, 1.7396682127923517) q[6];\nU(pi/2, -pi, -3*pi/4) q[6];\ncx q[4], q[6];\nU(pi/2, -2.889524218992596, -pi/4) q[4];\nU(pi/2, 3*pi/4, 0) q[6];\nU(pi/2, pi/2, -pi) q[6];\ncx q[6], q[8];\nU(pi/2, 0.5440861489414024, pi/2) q[6];\nU(pi, 3*pi/4, pi/4) q[6];\nU(pi/2, 2.8257249325202256, -pi) q[8];\nU(pi/2, 2.035473867553428, 0) q[8];\ncx q[8], q[22];\nU(pi/2, -2.305539872494742, -2.035473867553427) q[8];\nU(pi/2, -pi/2, -pi) q[8];\nU(pi/2, -3.008113400156323, 0) q[22];\nU(3*pi/4, -pi/2, 0) q[22];\nU(3*pi/4, 0.3377437719949099, pi/2) q[25];\nU(pi/2, 0, 3*pi/4) q[25];\ncx q[24], q[25];\nU(pi/2, -pi, 0.21969887763166618) q[24];\nU(pi/2, -0.8536732159908418, -pi) q[25];\nU(pi/2, -pi, -3*pi/4) q[25];\ncx q[14], q[25];\nU(pi/2, -2.917603491935198, 1.4940244355251187) q[14];\nU(pi/2, -pi, -3*pi/4) q[14];\nU(pi/2, -2.787339311234013, 0) q[25];\nU(3*pi/4, -pi/2, 0) q[25];\nU(3*pi/4, 1.761163814872666, -pi/2) q[28];\nU(3*pi/4, -pi/2, 0) q[28];\ncx q[18], q[28];\nU(pi, -pi, -pi/2) q[18];\nU(1.791571944148993, 2.2135605205672153, -2.2135605205672153) q[28];\ncx q[18], q[28];\nU(0, 2.8431754094079222, 1.2723790826130248) q[18];\nU(pi, pi/2, -pi/2) q[18];\ncx q[18], q[23];\nU(pi, 2.8132929048236903, 2.708879648131166) q[18];\ncx q[18], q[21];\nU(0, pi/2, -pi/2) q[18];\ncx q[18], q[27];\nU(3*pi/4, -pi/2, 0) q[18];\ncx q[6], q[18];\nU(pi, -pi, -pi/2) q[6];\nU(1.950914202643017, 2.3974840469817558, -2.397484046981756) q[18];\ncx q[6], q[18];\nU(0, 3.0111478631703736, 1.440351536375477) q[6];\nU(pi/2, pi/4, 0) q[6];\ncx q[6], q[14];\nU(pi/2, -2.472458974319882, -pi/4) q[6];\nU(3*pi/4, -pi/2, 0) q[6];\nU(pi/2, 3*pi/4, 0) q[14];\nU(pi, 3*pi/4, pi/4) q[14];\nU(3*pi/4, 1.3099067459560576, pi/2) q[18];\nU(pi/2, pi/2, pi/2) q[18];\nU(0, -2.867705503187514, -2.867705503187514) q[21];\nU(pi/2, -pi, -3*pi/4) q[21];\nU(pi/4, -0.6744488625948906, -pi/2) q[23];\nU(pi/2, -pi, -3*pi/4) q[23];\ncx q[20], q[23];\nU(pi/2, -2.987759552361158, 1.5120405040791738) q[20];\nU(pi/2, pi/4, 0) q[20];\ncx q[20], q[21];\nU(pi/2, -pi, -pi/4) q[20];\nU(pi, pi/2, -pi/2) q[20];\nU(pi/2, 3*pi/4, 0) q[21];\nU(pi/2, -pi, -3*pi/4) q[21];\nU(pi/2, -1.5051168941412811, 0) q[23];\nU(0, -pi, -pi) q[27];\nU(3*pi/4, 0.9739618384311548, pi/2) q[28];\nU(pi/2, -pi, -3*pi/4) q[28];\ncx q[19], q[28];\nU(pi/2, -1.0710826404150193, 1.4940244355251178) q[19];\nU(pi, 3*pi/4, pi/4) q[19];\ncx q[19], q[26];\nU(pi, -pi, -pi/2) q[19];\nU(1.6999571275171117, 2.0688463440457356, -2.0688463440457356) q[26];\ncx q[19], q[26];\nU(0, 2.5258772458586822, 1.3498720387635466) q[19];\nU(pi/2, -pi, -3*pi/4) q[19];\ncx q[10], q[19];\nU(pi/2, -1.4351840638337097, -3*pi/4) q[10];\nU(3*pi/4, -pi/2, 0) q[10];\ncx q[5], q[10];\nU(pi, -pi, -pi/2) q[5];\nU(1.5758704080669865, 1.671449460673645, -1.6714494606736452) q[10];\ncx q[5], q[10];\nU(0, 1.64208913727387, 1.64208913727387) q[5];\nU(pi/2, -1.4601391056210007, 0) q[5];\ncx q[5], q[15];\nU(pi/2, -2.90402024745919, 1.4601391056210016) q[5];\nU(3*pi/4, -pi/2, 0) q[5];\nU(3*pi/4, 0.1425856209579468, pi/2) q[10];\ncx q[0], q[10];\nU(pi, 3*pi/4, pi/4) q[0];\ncx q[0], q[5];\nU(pi, -pi, -pi/2) q[0];\nU(1.6988003749721894, 2.066695860923282, -2.066695860923282) q[5];\ncx q[0], q[5];\nU(0, 2.5241616385733296, 1.3481564314781949) q[0];\nU(pi/2, -pi/2, 0) q[0];\nU(3*pi/4, 0.7307254164617323, pi/2) q[5];\nU(pi/2, -pi, -3*pi/4) q[5];\ncx q[1], q[5];\nU(pi/2, 0.7403930253625064, -1.6373644905707212) q[1];\nU(pi/2, 2.07911731618269, 0) q[5];\nU(pi, 3*pi/4, pi/4) q[5];\ncx q[5], q[6];\nU(pi, -pi, -pi/2) q[5];\nU(1.6853847334490732, 2.0409277213516104, -2.0409277213516104) q[6];\ncx q[5], q[6];\nU(0, 1.9157347570647048, 1.9157347570647048) q[5];\nU(3*pi/4, 0.6898768605396159, pi/2) q[6];\nU(0, 2.2609825625242035, -0.8806100910655901) q[10];\nU(pi/2, -3*pi/4, 0) q[10];\nU(pi/2, -2.5207381285844086, 0) q[15];\nU(pi/2, 0, 3*pi/4) q[15];\ncx q[10], q[15];\nU(pi/2, -1.647334868942842, -pi/4) q[10];\nU(pi/2, -3*pi/4, 0) q[10];\nU(pi/2, -0.5744549768540583, -pi) q[15];\nU(3*pi/4, -pi/2, 0) q[15];\nU(pi/2, -1.3604564458511916, 0) q[19];\ncx q[19], q[23];\nU(0, -1.9900208209954928, -1.9900208209954928) q[19];\nU(3*pi/4, -pi/2, 0) q[19];\ncx q[9], q[19];\nU(pi, -pi, -pi/2) q[9];\nU(2.0388192810444767, 2.4791879471180174, -2.4791879471180174) q[19];\ncx q[9], q[19];\nU(0, 3.092637202267068, 1.5218408754721713) q[9];\nU(pi/2, 0, 3*pi/4) q[9];\ncx q[0], q[9];\nU(pi/2, -0.804357455882152, -pi/2) q[0];\nU(pi, 3*pi/4, pi/4) q[0];\ncx q[0], q[15];\nU(pi, -pi, -pi/2) q[0];\nU(pi/2, -1.8527844802402562, -pi) q[9];\nU(pi, 3*pi/4, pi/4) q[9];\nU(1.6190885850815386, 1.8791405590242096, -1.8791405590242096) q[15];\ncx q[0], q[15];\nU(0, 1.7923158696398076, 1.7923158696398085) q[0];\nU(0, -1.2077074119468798, -1.20770741194688) q[0];\nU(3*pi/4, 0.4430390856898234, pi/2) q[15];\ncx q[1], q[15];\nU(0, 0.03761339463259006, 1.6084097214274866) q[1];\nU(0, -2.0190021022839373, 2.0190021022839373) q[15];\nU(pi, 3*pi/4, pi/4) q[15];\nU(3*pi/4, 1.4728854241494451, pi/2) q[19];\nU(pi/2, 0, 3*pi/4) q[19];\nU(0, -2.812132616469324, -2.812132616469324) q[23];\nU(3*pi/4, 0.8583778283026113, pi/2) q[26];\nU(3*pi/4, -pi/2, 0) q[26];\ncx q[12], q[26];\nU(pi, -pi, -pi/2) q[12];\nU(2.082662434884013, 2.5164675537616095, -2.516467553761609) q[26];\ncx q[12], q[26];\nU(0, 3.1313969785510816, 1.560600651756185) q[12];\nU(pi/2, -pi, -3*pi/4) q[12];\ncx q[11], q[12];\nU(pi/2, -1.5241621255626412, -pi/4) q[11];\ncx q[11], q[27];\nU(pi/2, 3*pi/4, 0) q[12];\nU(pi, 3*pi/4, pi/4) q[12];\ncx q[12], q[25];\nU(pi, -pi, -pi/2) q[12];\nU(2.0616882880119656, 2.498885525563633, -2.498885525563633) q[25];\ncx q[12], q[25];\nU(0, 3.1129897631860954, 1.5421934363911989) q[12];\nU(pi/2, 3*pi/4, 0) q[12];\ncx q[12], q[21];\nU(pi/2, -2.5497986148657255, -3*pi/4) q[12];\nU(0, 0.6747409422235524, -0.6747409422235524) q[12];\nU(pi/2, -2.4590567054028734, 0) q[21];\nU(3*pi/4, -pi/2, 0) q[21];\nU(3*pi/4, 1.5135905459875012, pi/2) q[25];\nU(1.4664841824257142, pi/2, pi/2) q[25];\ncx q[20], q[25];\nU(pi, 0.6669887298732964, -0.11038941186307394) q[20];\nU(pi, 3*pi/4, pi/4) q[20];\ncx q[20], q[22];\nU(pi, -pi, -pi/2) q[20];\nU(1.767622531224627, 2.1796922334056816, -2.1796922334056807) q[22];\ncx q[20], q[22];\nU(0, 2.6168703592308855, 1.4408651521357498) q[20];\nU(0, -2.0539876819881986, -2.0539876819881986) q[20];\nU(3*pi/4, -pi/2, 0) q[20];\nU(3*pi/4, 0.9161428577768422, pi/2) q[22];\nU(1.4664841824257142, pi/2, pi/2) q[22];\nU(1.6751084711640791, -pi/2, -pi/2) q[25];\nU(3*pi/4, -pi/2, 0) q[25];\ncx q[16], q[25];\nU(pi, -pi, -pi/2) q[16];\nU(1.573087621178526, 1.6384653287116704, -1.6384653287116706) q[25];\ncx q[16], q[25];\nU(0, 1.6186820713057664, 1.6186820713057664) q[16];\nU(2.3774678762164068, pi/2, pi/2) q[16];\nU(3*pi/4, 0.09577148902174049, pi/2) q[25];\nU(pi/2, -pi, -3*pi/4) q[25];\nU(3*pi/4, 1.5504049767174743, pi/2) q[26];\nU(pi/2, -pi, -3*pi/4) q[26];\ncx q[3], q[26];\nU(pi/2, -0.2907838736343913, -pi/4) q[3];\nU(pi, 3*pi/4, pi/4) q[3];\ncx q[3], q[7];\nU(pi, -pi, -pi/2) q[3];\nU(1.7983450874581035, 2.2227489855539657, -2.2227489855539657) q[7];\ncx q[3], q[7];\nU(0, 2.851116835463266, 1.2803205086683693) q[3];\nU(pi, pi/2, -pi/2) q[3];\ncx q[3], q[18];\nU(pi, -1.5207453210787367, -0.05005100571616028) q[3];\nU(pi/2, 2.921893775958127, 0) q[3];\nU(3*pi/4, 0.9898446905418421, pi/2) q[7];\nU(pi/2, pi/2, -pi) q[7];\ncx q[7], q[19];\nU(pi/2, 0.7909362254062975, pi/2) q[7];\ncx q[5], q[7];\nU(pi/2, -3*pi/4, 0) q[5];\nU(0, -pi, -pi) q[7];\nU(pi, 3*pi/4, pi/4) q[7];\nU(pi/2, -1.2371186115059334, -pi/2) q[18];\nU(pi/2, 0, 3*pi/4) q[18];\ncx q[8], q[18];\nU(pi/2, 0.6017532116791382, -pi/2) q[8];\nU(pi, 3*pi/4, pi/4) q[8];\nU(pi/2, 1.2039016187852596, -pi) q[18];\nU(pi/2, -pi, -3*pi/4) q[18];\nU(pi/2, 3.110253559174449, -pi) q[19];\nU(pi, 3*pi/4, pi/4) q[19];\ncx q[19], q[21];\nU(pi, -pi, -pi/2) q[19];\nU(1.697345387283713, 2.063975606351896, -2.063975606351896) q[21];\ncx q[19], q[21];\nU(0, 2.521993972266518, 1.3459887651713833) q[19];\nU(pi/2, pi/4, 0) q[19];\ncx q[19], q[25];\nU(pi/2, -0.6481028872778478, -pi/4) q[19];\nU(pi, 3*pi/4, pi/4) q[19];\nU(3*pi/4, 0.7263900838481092, pi/2) q[21];\nU(pi, pi/2, -pi/2) q[21];\nU(pi/2, 3*pi/4, 0) q[25];\nU(2.3349211041682834, pi/2, pi/2) q[25];\nU(pi/2, 3*pi/4, 0) q[26];\ncx q[6], q[26];\nU(pi/2, 2.1364956125606778, -pi) q[6];\nU(0, -pi, -pi) q[26];\nU(pi, 2.9244579572718674, -0.21713469631792615) q[26];\nU(0, 2.854258941220351, -0.28733371236944194) q[27];\nU(pi/2, 0, 3*pi/4) q[27];\ncx q[10], q[27];\nU(pi/2, -pi, -pi/4) q[10];\nU(pi/2, pi/4, 0) q[10];\nU(pi/2, -0.7960588890860132, -pi) q[27];\nU(pi/2, -pi, -3*pi/4) q[27];\nU(pi/2, -2.1358654478340497, 0) q[28];\ncx q[13], q[28];\nU(0, 0.2793548308491647, 2.2449422773438226) q[13];\ncx q[13], q[24];\nU(0, 1.2119946302527165, 1.2119946302527165) q[13];\nU(1.4664841824257142, pi/2, pi/2) q[13];\nU(0, -pi, -pi) q[24];\nU(pi/2, -pi, -3*pi/4) q[24];\ncx q[2], q[24];\nU(pi/2, -pi, -pi/4) q[2];\nU(pi, 3*pi/4, pi/4) q[2];\nU(pi/2, 3*pi/4, 0) q[24];\nU(3*pi/4, -pi/2, 0) q[24];\ncx q[9], q[24];\nU(pi, -pi, -pi/2) q[9];\nU(1.6944029749779688, 2.0584211112938746, -2.0584211112938746) q[24];\ncx q[9], q[24];\nU(0, 1.9295737816840175, 1.9295737816840166) q[9];\nU(pi, pi/2, -pi/2) q[9];\ncx q[9], q[22];\nU(pi, 1.4853023485892987, 0.7289950869988817) q[9];\nU(3*pi/4, -pi/2, 0) q[9];\ncx q[7], q[9];\nU(pi, -pi, -pi/2) q[7];\nU(1.7726715721366302, 2.1870221778911327, -2.1870221778911327) q[9];\ncx q[7], q[9];\nU(0, 2.623079795862072, 1.4470745887669363) q[7];\nU(3*pi/4, 0.9285617310392151, pi/2) q[9];\nU(pi/2, 0, 3*pi/4) q[9];\ncx q[6], q[9];\nU(pi/2, 1.031238423475875, 1.0050970410291145) q[6];\nU(pi/2, 2.035473867553428, 0) q[6];\nU(pi/2, 2.27929754146448, -pi) q[9];\nU(pi/4, -pi/2, pi/2) q[9];\ncx q[0], q[9];\nU(0, 0.8044433182099322, 1.2944006444636607) q[0];\nU(pi/4, -3.1092122488050653, -pi/2) q[9];\nU(1.6751084711640787, -pi/2, -pi/2) q[22];\nU(pi/2, pi/4, 0) q[22];\nU(3*pi/4, 0.7175549097782414, pi/2) q[24];\ncx q[11], q[24];\nU(0, 1.279289568617152, -0.2915067581777451) q[11];\nU(0, -0.3238876802120414, 2.8177049733777517) q[24];\nU(3*pi/4, -pi/2, 0) q[24];\ncx q[15], q[24];\nU(pi, -pi, -pi/2) q[15];\nU(1.5767380822961425, 1.6797002431545751, -1.6797002431545751) q[24];\ncx q[15], q[24];\nU(0, 1.6479554221032453, 1.6479554221032453) q[15];\nU(pi/2, 0, 3*pi/4) q[15];\ncx q[3], q[15];\nU(pi/2, -1.7188511863115838, 0.21969887763166618) q[3];\nU(0, 0.6747409422235524, -0.6747409422235524) q[3];\nU(pi/2, -0.89911165669516, -pi) q[15];\nU(pi/2, -pi/2, -pi) q[15];\nU(3*pi/4, 0.15431819061669794, pi/2) q[24];\nU(pi/2, -pi, -3*pi/4) q[24];\nU(0, -pi, -pi) q[28];\ncx q[4], q[28];\nU(0, -2.9883894027293723, -2.9883894027293723) q[4];\nU(pi, pi/2, -pi/2) q[4];\ncx q[4], q[13];\nU(pi, 2.1964416904083723, 0.5503598434816594) q[4];\nU(pi/2, -pi, -3*pi/4) q[4];\nU(1.6751084711640791, -pi/2, -pi/2) q[13];\ncx q[13], q[16];\nU(0, -2.909364992304154, 1.803023988080536) q[13];\nU(pi/2, 0, 3*pi/4) q[13];\ncx q[5], q[13];\nU(pi/2, -pi, -pi/4) q[5];\nU(pi/2, -1.0861494021625333, -pi) q[13];\nU(2.3349211041682834, pi/2, pi/2) q[13];\nU(2.3774678762164068, 2.4583581408857684, pi/2) q[16];\ncx q[7], q[16];\nU(0, -2.8036130277221414, -2.803613027722142) q[7];\nU(pi, 3*pi/4, pi/4) q[7];\nU(0, 1.4321319187151413, -1.4321319187151416) q[16];\nU(pi/2, -pi, -3*pi/4) q[16];\nU(0, -pi, -pi) q[28];\ncx q[23], q[28];\nU(3*pi/4, -pi/2, 0) q[23];\ncx q[2], q[23];\nU(pi, -pi, -pi/2) q[2];\nU(1.6053325774354716, 1.832128346425538, -1.8321283464255385) q[23];\ncx q[2], q[23];\nU(0, 1.7577035152532385, 1.7577035152532385) q[2];\nU(pi/2, pi/4, 0) q[2];\ncx q[2], q[4];\nU(pi/2, -1.0147090402378787, -pi/4) q[2];\ncx q[2], q[11];\nU(0, -3.0825441354079284, -3.0825441354079284) q[2];\nU(pi, pi/2, -pi/2) q[2];\nU(pi/2, 3*pi/4, 0) q[4];\nU(pi, 3*pi/4, pi/4) q[4];\nU(0, 2.9250304419452364, -0.2165622116445567) q[11];\nU(pi, 3*pi/4, pi/4) q[11];\nU(3*pi/4, 0.37381437691668484, pi/2) q[23];\nU(pi/2, 0, 3*pi/4) q[23];\ncx q[17], q[23];\nU(pi/2, -0.0022031521743373084, 1.6373644905707208) q[17];\nU(pi/2, -pi, -3*pi/4) q[17];\ncx q[10], q[17];\nU(pi/2, -pi, -pi/4) q[10];\nU(pi/2, pi/4, 0) q[10];\nU(pi/2, 2.6487101287642867, 0) q[17];\nU(0.3066821590539081, pi/2, -pi/2) q[17];\nU(pi/2, -2.113988713453298, -pi) q[23];\nU(pi/2, -pi, -3*pi/4) q[23];\ncx q[22], q[23];\nU(pi/2, -pi, -pi/4) q[22];\nU(3*pi/4, -pi/2, 0) q[22];\ncx q[7], q[22];\nU(pi, -pi, -pi/2) q[7];\nU(1.6656874556549057, 1.9998925229173095, -1.9998925229173097) q[22];\ncx q[7], q[22];\nU(0, 1.8836898033583465, 1.8836898033583456) q[7];\nU(pi/2, -2.819842099193151, 0) q[7];\ncx q[7], q[16];\nU(pi/2, -2.185058696661892, 2.819842099193151) q[7];\nU(pi/2, -0.8804897287039957, 0) q[16];\nU(pi, 3*pi/4, pi/4) q[16];\nU(3*pi/4, 0.6257869531268989, pi/2) q[22];\nU(1.4664841824257142, pi/2, pi/2) q[22];\ncx q[2], q[22];\nU(pi, -0.17985349979247767, -0.17985349979247856) q[2];\nU(1.6751084711640791, -0.9740927393239258, -pi/2) q[22];\nU(pi/2, 3*pi/4, 0) q[23];\nU(3*pi/4, -pi/2, 0) q[23];\ncx q[8], q[23];\nU(pi, -pi, -pi/2) q[8];\nU(1.6017986299136016, 1.8185385914583936, -1.8185385914583936) q[23];\ncx q[8], q[23];\nU(0, 1.7477794279367833, 1.7477794279367833) q[8];\nU(0.3066821590539081, pi/2, -pi/2) q[8];\ncx q[3], q[8];\nU(0, 2.402086903604415, -0.7395057499853777) q[3];\nU(pi, 3*pi/4, pi/4) q[3];\nU(0.3066821590539085, -pi/2, pi/2) q[8];\nU(3*pi/4, -pi/2, 0) q[8];\nU(3*pi/4, 0.35396620228377396, pi/2) q[23];\nU(0, -pi, -pi) q[28];\nU(3*pi/4, -pi/2, 0) q[28];\ncx q[14], q[28];\nU(pi, -pi, -pi/2) q[14];\nU(1.9809402883567249, 2.426569706749903, -2.426569706749903) q[28];\ncx q[14], q[28];\nU(0, 3.0396287545626866, 1.46883242776779) q[14];\nU(0.3066821590539081, pi/2, -pi/2) q[14];\ncx q[12], q[14];\nU(0, -2.0344439357957027, 2.0344439357957027) q[12];\nU(3*pi/4, -pi/2, 0) q[12];\ncx q[4], q[12];\nU(pi, -pi, -pi/2) q[4];\nU(1.6701492803697557, 2.009566685850631, -2.009566685850631) q[12];\ncx q[4], q[12];\nU(0, 1.8911937413999595, 1.8911937413999595) q[4];\nU(pi, pi/2, -pi/2) q[4];\ncx q[4], q[25];\nU(pi, 3.0906959629957065, 0.05089669059408619) q[4];\ncx q[4], q[5];\nU(0, 0.3800026002793362, 0.3800026002793362) q[4];\nU(pi, 3*pi/4, pi/4) q[4];\nU(0, -pi, -pi) q[5];\nU(pi, 3*pi/4, pi/4) q[5];\ncx q[5], q[8];\nU(pi, -pi, -pi/2) q[5];\nU(1.9678846491447612, 2.414086992900872, -2.414086992900872) q[8];\ncx q[5], q[8];\nU(0, 3.0273357200348325, 1.456539393239936) q[5];\nU(3*pi/4, 1.3422824596849754, pi/2) q[8];\nU(3*pi/4, 0.6407948292101264, pi/2) q[12];\nU(pi/2, pi/4, 0) q[12];\ncx q[12], q[27];\nU(pi/2, -pi, -pi/4) q[12];\nU(0, 0.6747409422235524, -0.6747409422235524) q[12];\ncx q[12], q[17];\nU(0, -0.25388239603283536, 0.38961871276044935) q[12];\nU(3*pi/4, -pi/2, 0) q[12];\ncx q[3], q[12];\nU(pi, -pi, -pi/2) q[3];\nU(1.7568766200281563, 2.1637243300152598, -2.1637243300152598) q[12];\ncx q[3], q[12];\nU(0, 2.6034311567017694, 1.4274259496066346) q[3];\nU(3*pi/4, 0.8892644527186109, pi/2) q[12];\nU(0.3066821590539086, 1.1534801998285538, pi/2) q[14];\nU(pi/2, pi/4, 0) q[14];\ncx q[14], q[18];\nU(pi/2, -pi, -pi/4) q[14];\nU(3*pi/4, -pi/2, 0) q[14];\ncx q[11], q[14];\nU(pi, -pi, -pi/2) q[11];\nU(1.8548037418303194, 2.2937824623159795, -2.29378246231598) q[14];\ncx q[11], q[14];\nU(0, 2.9140213178543384, 1.3432249910594418) q[11];\nU(pi, pi/2, -pi/2) q[11];\ncx q[11], q[13];\nU(pi, 1.1451682262066214, -1.63512555246035) q[11];\nU(0.8066715494215101, -0.31207554170048724, -pi/2) q[13];\nU(3*pi/4, 1.115653655323987, pi/2) q[14];\ncx q[14], q[23];\nU(0, -pi, -pi) q[14];\nU(3*pi/4, -pi/2, 0) q[14];\ncx q[4], q[14];\nU(pi, -pi, -pi/2) q[4];\nU(1.5788095998408664, 1.6972239902956234, -1.6972239902956234) q[14];\ncx q[4], q[14];\nU(0, 1.6604327198390791, 1.6604327198390791) q[4];\nU(3*pi/4, 0.17927278608836472, pi/2) q[14];\nU(0.3066821590539085, -pi/2, pi/2) q[17];\nU(3*pi/4, -pi/2, 0) q[17];\nU(pi/2, 3*pi/4, 0) q[18];\nU(pi/2, -0.3207206226389161, 0) q[18];\nU(0, -2.8127584765743454, -1.8854632585727331) q[23];\nU(0.8066715494215099, -0.025999835888463885, -pi/2) q[25];\nU(pi/2, -pi, -3*pi/4) q[25];\ncx q[15], q[25];\nU(pi/2, 0.47325104717080535, pi/2) q[15];\nU(pi, 3*pi/4, pi/4) q[15];\nU(pi/2, 0.5032415911702994, 0) q[25];\nU(3*pi/4, -pi/2, 0) q[25];\ncx q[16], q[25];\nU(pi, -pi, -pi/2) q[16];\nU(1.6124159519241161, 1.857352188219231, -1.8573521882192308) q[25];\ncx q[16], q[25];\nU(0, 1.7762174394213153, 1.7762174394213153) q[16];\nU(3*pi/4, 0.4108422252528374, pi/2) q[25];\nU(pi/2, -2.301082149864466, 0) q[27];\nU(3*pi/4, 1.3668685287406843, pi/2) q[28];\nU(3*pi/4, pi/2, pi/2) q[28];\ncx q[21], q[28];\nU(pi, -2.1451880706363236, 2.1451880706363236) q[21];\nU(3*pi/4, -pi/2, 0) q[21];\ncx q[19], q[21];\nU(pi, -pi, -pi/2) q[19];\nU(2.094361259766517, 2.526085311990503, -2.526085311990503) q[21];\ncx q[19], q[21];\nU(0, 3.1415633447290165, 1.57076701793412) q[19];\ncx q[1], q[19];\nU(0, 1.0616140909122418, 1.0616140909122418) q[1];\nU(pi/2, 2.921893775958127, 0) q[1];\nU(pi, 3*pi/4, pi/4) q[19];\ncx q[19], q[20];\nU(pi, -pi, -pi/2) q[19];\nU(1.7095523171895857, 2.0862867930991236, -2.0862867930991236) q[20];\ncx q[19], q[20];\nU(0, -1.8459371913049782, 1.2956554622848149) q[19];\nU(3*pi/4, 0.762114506621558, pi/2) q[20];\nU(pi/2, -pi, -3*pi/4) q[20];\ncx q[18], q[20];\nU(pi/2, -1.613027288481497, 0.320720622638917) q[18];\nU(pi/2, -2.1017501145286053, 0) q[20];\nU(3*pi/4, 1.5707377090733434, pi/2) q[21];\nU(pi/2, pi/4, 0) q[21];\ncx q[21], q[24];\nU(pi/2, -pi, -pi/4) q[21];\ncx q[21], q[27];\nU(0, 0.41043991015976333, 0.41043991015976333) q[21];\nU(pi/2, -1.6411917940723484, 0) q[24];\nU(pi/2, -pi, -3*pi/4) q[24];\ncx q[6], q[24];\nU(pi/2, -1.7162743898991457, -2.035473867553427) q[6];\nU(pi, 3*pi/4, pi/4) q[6];\ncx q[6], q[17];\nU(pi, -pi, -pi/2) q[6];\nU(1.8619524090841604, 2.302160074891648, -2.302160074891648) q[17];\ncx q[6], q[17];\nU(0, 2.921625341695421, 1.3508290149005244) q[6];\nU(3*pi/4, 1.1308617030061514, pi/2) q[17];\nU(pi/2, 2.5097580144317275, 0) q[24];\nU(0, -pi, -pi) q[27];\nU(3*pi/4, -pi/2, 0) q[27];\nU(pi/4, -0.18792314275653377, -pi/2) q[28];\nU(3*pi/4, pi/2, 2.697611146632635) q[28];\ncx q[26], q[28];\nU(pi, 1.314136677161077, -2.8849330039559735) q[26];\nU(pi/2, -pi, -3*pi/4) q[26];\ncx q[10], q[26];\nU(pi/2, -pi, -pi/4) q[10];\nU(pi/2, -2.729984126716033, 0) q[26];\nU(pi/4, -1.4887684781423312, -pi/2) q[28];\nU(pi/2, 0, 3*pi/4) q[28];\ncx q[1], q[28];\nU(pi/2, -pi, 0.21969887763166618) q[1];\nU(pi, 3*pi/4, pi/4) q[1];\ncx q[1], q[27];\nU(pi, -pi, -pi/2) q[1];\nU(1.854650073600887, 2.2936010105115097, -2.2936010105115097) q[27];\ncx q[1], q[27];\nU(0, 2.9138570696197164, 1.3430607428248198) q[1];\nU(3*pi/4, 1.1153251588547421, pi/2) q[27];\nU(pi/2, 0.5413386550943362, -pi) q[28];\nU(3*pi/4, -pi/2, 0) q[28];\ncx q[15], q[28];\nU(pi, -pi, -pi/2) q[15];\nU(1.595024076045469, 1.790045288355449, -1.790045288355449) q[28];\ncx q[15], q[28];\nU(0, 1.7270767466903907, 1.7270767466903907) q[15];\nU(3*pi/4, 0.31256083979098914, pi/2) q[28];\nc[0] = measure q[0];\nc[1] = measure q[1];\nc[2] = measure q[2];\nc[3] = measure q[3];\nc[4] = measure q[4];\nc[5] = measure q[5];\nc[6] = measure q[6];\nc[7] = measure q[7];\nc[8] = measure q[8];\nc[9] = measure q[9];\nc[10] = measure q[10];\nc[11] = measure q[11];\nc[12] = measure q[12];\nc[13] = measure q[13];\nc[14] = measure q[14];\nc[15] = measure q[15];\nc[16] = measure q[16];\nc[17] = measure q[17];\nc[18] = measure q[18];\nc[19] = measure q[19];\nc[20] = measure q[20];\nc[21] = measure q[21];\nc[22] = measure q[22];\nc[23] = measure q[23];\nc[24] = measure q[24];\nc[25] = measure q[25];\nc[26] = measure q[26];\nc[27] = measure q[27];\nc[28] = measure q[28];\n","offset":"10110100101101000001010000100","cx_count":204,"protocol":"hcs","syndrome":"001000101101111","generator":["01000110001000","10100100111100","00010010000001","00010111101000","00000100000000","11000000001000","10000001000101","10010010011000","00001111000000","01000000101000","00000001010101","10010011100001","01100000111000","00010111100001","01110110101000","01100010100001","11010100010110","01111110111110","01111001001000","00100110101111","01100000011000","11101001111001","00011101111111","01111110101110","10000001100001","01100100011001","00000110010100","11100000011001","11100010001100"],"parity_check":["01110010010010000000000000000","00110011001001000000000000000","11011111010000010000000000000","00100011111100101100000000000","00111111111100100010000000000","01101001011100001001000000000","01001101001100000000100000000","10010101100100100000010000000","11100111100100101000001000000","00011010111000101000000100000","01000011010000100000000010000","00100110011000100000000001000","11111000000100100000000000100","00010101010100100000000000010","10000110000100100000000000001"],"on_device_graph":false},"analytics":{"shots":256,"protocol":"hcs","pass_ci95":[0.985694,1.0],"check_bias":{"mean":1.0,"mean_ci95":[1.0,1.0],"per_check":[1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0],"total_checks":15,"check_weights":[6,6,9,10,12,9,7,8,11,9,6,7,8,7,6],"significant_checks":15},"frozen_bits":[],"rank_evaluable":true,"joint_structure":{"p":0.0033,"delta":1.0,"verdict":true,"checks_tested":15},"analytics_version":1},"annotation":"IonQ cloud simulator, not QPU hardware"},{"definition_id":"hcs","definition_version":4,"device":"ionq.simulator","hardware_key":"ionq:simulator","state":"failed","created_at":"2026-08-24T04:25:01.251835Z","scored_at":"2026-08-24T05:25:00.738075Z","scores":null,"error":"provider.error","instance":{"k":14,"n":29,"seed":867096954719274812,"depth":8,"qasm3":"OPENQASM 3.0;\ninclude \"stdgates.inc\";\nbit[29] c;\nqubit[29] q;\nU(pi/2, pi/2, -pi) q[0];\nU(pi/2, pi/4, 0) q[1];\nU(pi, pi/2, -pi/2) q[2];\nU(0, -pi/4, -pi/4) q[3];\nU(pi/2, 3*pi/4, 0) q[4];\nU(pi, pi/2, -pi/2) q[5];\nU(pi/2, 3*pi/4, 0) q[6];\nU(pi/2, 0, 3*pi/4) q[7];\ncx q[4], q[7];\nU(pi, -2.427143017494427, -1.6417448540969786) q[4];\nU(pi/2, pi/4, 0) q[4];\nU(3*pi/4, -2.6600170348991394, -pi/2) q[7];\nU(3*pi/4, pi/2, pi/2) q[9];\ncx q[0], q[9];\nU(0, 1.2490457723982544, 0.3217505543966417) q[0];\nU(pi/4, -0.23884000434124353, -pi/2) q[9];\nU(pi, 3*pi/4, pi/4) q[9];\nU(pi/2, -3*pi/4, 0) q[10];\nU(pi/2, pi/4, 0) q[11];\nU(pi/2, 2.921893775958127, 0) q[12];\nU(pi, -pi, -pi) q[13];\ncx q[11], q[13];\nU(pi/2, -pi, -pi/4) q[11];\nU(pi, pi/2, -pi/2) q[11];\nU(pi/2, 2.16747784159592, 0) q[13];\nU(3*pi/4, -pi/2, 0) q[13];\ncx q[3], q[13];\nU(pi, -pi, -pi/2) q[3];\nU(1.923367697393105, 2.3695522506477777, -2.3695522506477777) q[13];\ncx q[3], q[13];\nU(0, -0.355291145622056, 0.5042334125713213) q[3];\nU(pi/2, -1.699468932193084, -pi) q[3];\nU(3*pi/4, 1.256259865659672, pi/2) q[13];\nU(pi/2, -pi/4, 0) q[14];\nU(pi, pi/2, -pi/2) q[15];\nU(pi/2, pi/2, -pi/2) q[16];\ncx q[15], q[16];\nU(pi/2, -0.8352282337839441, -pi) q[15];\nU(pi, pi/2, -pi/2) q[15];\nU(pi/2, -pi/2, -pi) q[16];\nU(pi/2, pi/4, 0) q[16];\nU(2.3469389751395244, pi/2, pi/2) q[17];\ncx q[10], q[17];\nU(pi, -0.9002524274177075, -1.3140450081704742) q[10];\nU(pi/2, pi/4, 0) q[10];\nU(0.7946536784502692, -1.4644049866600952, -pi/2) q[17];\nU(3*pi/4, -pi/2, 0) q[17];\nU(pi/2, -pi, -3*pi/4) q[18];\ncx q[5], q[18];\nU(0, 2.38036105208864, 1.0933588345020713) q[5];\nU(pi, 3*pi/4, pi/4) q[5];\nU(pi/4, pi/2, pi/2) q[18];\nU(pi, 3*pi/4, pi/4) q[18];\nU(pi, pi/2, -pi/2) q[19];\ncx q[8], q[20];\nU(0, -0.8685855530548232, 1.345711882533358) q[8];\nU(2.3884413726275993, pi/2, -pi/2) q[8];\ncx q[0], q[8];\nU(0, -0.9918637292814334, 1.8194315694791054) q[0];\nU(pi, 3*pi/4, pi/4) q[0];\nU(2.3884413726275993, -1.3417041959811575, pi/2) q[8];\nU(pi, 1.7363608471382603, -1.405231806451533) q[20];\nU(pi, 3*pi/4, pi/4) q[20];\nU(pi, pi/2, -pi/2) q[21];\nU(pi/2, -pi, -3*pi/4) q[22];\ncx q[19], q[22];\nU(0, 0.9908444229462807, 2.27784664053285) q[19];\nU(pi/2, -1.4940244355251178, 0) q[19];\nU(pi/4, 2.9830981277300346, pi/2) q[22];\nU(3*pi/4, -pi/2, 0) q[22];\ncx q[9], q[22];\nU(pi, -pi, -pi/2) q[9];\nU(1.7249311751996794, 2.1128900809070297, -2.1128900809070297) q[22];\ncx q[9], q[22];\nU(0, 2.5614111212688586, 1.3854059141737238) q[9];\ncx q[7], q[9];\nU(0, -2.761086276477428, 2.761086276477428) q[7];\nU(pi, 3*pi/4, pi/4) q[7];\nU(0, 2.2546923980764504, -0.8869002555133427) q[9];\nU(pi, pi/2, -pi/2) q[9];\nU(3*pi/4, 0.8052243818527898, pi/2) q[22];\nU(pi/2, -pi, -3*pi/4) q[22];\nU(pi/2, pi/2, pi/2) q[23];\ncx q[2], q[23];\nU(0, -2.030677041370486, 1.6008729384730351) q[2];\nU(pi/2, -0.9813868008678761, -pi/2) q[23];\nU(3*pi/4, pi/2, pi/2) q[23];\nU(pi/2, -pi, -3*pi/4) q[24];\ncx q[1], q[24];\nU(pi/2, -2.766082645585482, -pi/4) q[1];\ncx q[1], q[2];\nU(0, -pi/2, pi/2) q[1];\nU(pi/2, 1.7126933813990606, -pi) q[1];\nU(0, 1.9720557096117188, -1.1695369439780743) q[2];\nU(pi, 3*pi/4, pi/4) q[2];\nU(pi/2, 3*pi/4, 0) q[24];\nU(pi, 3*pi/4, pi/4) q[24];\nU(pi, -pi, -pi) q[25];\ncx q[14], q[25];\nU(pi, -2.1148397507057863, 2.1148397507057863) q[14];\nU(3*pi/4, -pi/2, 0) q[14];\ncx q[5], q[14];\nU(pi, -pi, -pi/2) q[5];\nU(1.63218629850835, 1.9177288611181922, -1.9177288611181922) q[14];\ncx q[5], q[14];\nU(0, 1.8210938118057696, 1.8210938118057696) q[5];\nU(pi, pi/2, -pi/2) q[5];\nU(3*pi/4, 0.5005949700217465, pi/2) q[14];\nU(0.7700147616168527, -pi/2, -pi/2) q[14];\ncx q[9], q[14];\nU(pi, 0.4035677750852362, -0.4035677750852362) q[9];\nU(pi/2, 0, 3*pi/4) q[9];\nU(2.37157789197294, 2.8929812773557178, pi/2) q[14];\nU(pi/2, -1.4940244355251178, 0) q[14];\nU(0, 1.3607249347796913, 1.7808677188101019) q[25];\nU(3*pi/4, -pi/2, 0) q[25];\ncx q[20], q[25];\nU(pi, -pi, -pi/2) q[20];\nU(1.5735467282206244, 1.6449297773095006, -1.6449297773095006) q[25];\ncx q[20], q[25];\nU(0, 1.6232646336707717, 1.6232646336707717) q[20];\nU(2.3127435948008146, pi/2, pi/2) q[20];\ncx q[5], q[20];\nU(pi, 0.4658067472724108, -0.46580674727241034) q[5];\nU(3*pi/4, -pi/2, 0) q[5];\nU(0.8288490587889792, -1.1497890180580228, -pi/2) q[20];\nU(pi/2, -1.5120405040791738, 0) q[20];\nU(3*pi/4, 0.1049366137517489, pi/2) q[25];\nU(pi/2, -pi, -3*pi/4) q[25];\ncx q[10], q[25];\nU(pi/2, -2.010391754544245, -pi/4) q[10];\nU(3*pi/4, -pi/2, 0) q[10];\ncx q[2], q[10];\nU(pi, -pi, -pi/2) q[2];\nU(1.6103628689104807, 1.8502870173515786, -1.8502870173515789) q[10];\ncx q[2], q[10];\nU(0, 1.7710188911925044, 1.7710188911925044) q[2];\nU(0, 0.6747409422235524, -0.6747409422235524) q[2];\nU(3*pi/4, 0.40044512879521577, pi/2) q[10];\nU(pi/2, 3*pi/4, 0) q[10];\nU(pi/2, -1.489099381726442, 0) q[25];\nU(3*pi/4, -pi/2, 0) q[25];\nU(pi/2, pi/2, -pi/2) q[26];\ncx q[21], q[26];\nU(pi/2, -pi, -pi) q[21];\nU(3*pi/4, pi/2, pi/2) q[21];\ncx q[15], q[21];\nU(pi, -1.0037450313644571, -2.137847622225336) q[15];\nU(pi/2, -pi, -3*pi/4) q[15];\nU(pi/4, 0.07750106250969147, -pi/2) q[21];\nU(3*pi/4, -pi/2, 0) q[21];\nU(pi/2, -0.655391868256336, -pi) q[26];\nU(pi/2, -pi, -3*pi/4) q[26];\ncx q[16], q[26];\nU(pi/2, -1.1512641034565296, -pi/4) q[16];\nU(3*pi/4, -pi/2, 0) q[16];\nU(pi/2, 3*pi/4, 0) q[26];\nU(3*pi/4, -pi/2, 0) q[26];\nU(pi/2, 0, 3*pi/4) q[27];\ncx q[12], q[27];\nU(pi/2, -pi, -2.921893775958127) q[12];\nU(pi/2, pi/4, 0) q[12];\ncx q[12], q[22];\nU(pi/2, -pi, -pi/4) q[12];\nU(pi, 3*pi/4, pi/4) q[12];\ncx q[12], q[16];\nU(pi, -pi, -pi/2) q[12];\nU(1.5837615048987146, 1.7314798867687973, -1.7314798867687968) q[16];\ncx q[12], q[16];\nU(0, 1.6849069501259866, 1.6849069501259866) q[12];\nU(pi/2, -pi, -3*pi/4) q[12];\nU(3*pi/4, 0.22822124666218002, pi/2) q[16];\nU(pi/2, -pi, -3*pi/4) q[16];\ncx q[1], q[16];\nU(pi/2, 2.6027251732745107, -1.712693381399061) q[1];\nU(pi, 3*pi/4, pi/4) q[1];\nU(pi/2, 1.6538492916922838, 0) q[16];\nU(3*pi/4, -pi/2, 0) q[16];\nU(pi/2, 3*pi/4, 0) q[22];\nU(3*pi/4, -pi/2, 0) q[22];\ncx q[0], q[22];\nU(pi, -pi, -pi/2) q[0];\nU(1.602235617309151, 1.820260837323115, -1.820260837323115) q[22];\ncx q[0], q[22];\nU(0, 1.7490352542229157, 1.7490352542229157) q[0];\nU(pi/2, pi/4, 0) q[0];\ncx q[0], q[15];\nU(pi/2, -0.12743379419761247, -pi/4) q[0];\nU(pi/2, 3*pi/4, 0) q[15];\nU(pi, 3*pi/4, pi/4) q[15];\ncx q[15], q[16];\nU(pi, -pi, -pi/2) q[15];\nU(1.590777429758582, 1.7700433522207621, -1.7700433522207624) q[16];\ncx q[15], q[16];\nU(0, 1.712621125758405, 1.712621125758405) q[15];\nU(pi/2, -pi, -3*pi/4) q[15];\nU(3*pi/4, 0.2836495979270186, pi/2) q[16];\nU(pi, 0.2690781628631509, -2.8725144907266422) q[16];\nU(3*pi/4, 0.3564778548560392, pi/2) q[22];\nU(1.4664841824257142, pi/2, pi/2) q[22];\nU(pi/2, 3*pi/4, 0) q[27];\nU(3*pi/4, -pi/2, 0) q[27];\ncx q[24], q[27];\nU(pi, -pi, -pi/2) q[24];\nU(1.8691105245711748, 2.3104271844681215, -2.310427184468121) q[27];\ncx q[24], q[27];\nU(0, 2.929169124085581, 1.3583727972906843) q[24];\ncx q[13], q[24];\nU(0, -pi, -pi) q[13];\nU(0, -2.7561261889121047, -2.7561261889121047) q[24];\nU(pi/2, 2.921893775958127, 0) q[24];\nU(3*pi/4, 1.145949267786472, pi/2) q[27];\nU(2.0344439357957027, pi/2, pi/2) q[27];\ncx q[11], q[27];\nU(pi, 2.743489909494505, 0.39810274409528823) q[11];\nU(3*pi/4, -pi/2, 0) q[11];\ncx q[7], q[11];\nU(pi, -pi, -pi/2) q[7];\nU(1.5743436611150061, 1.654976481222648, -1.654976481222648) q[11];\ncx q[7], q[11];\nU(0, 1.6303910358177474, 1.6303910358177474) q[7];\nU(0, 0.6747409422235524, -0.6747409422235524) q[7];\nU(3*pi/4, 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3*pi/4, pi/4) q[5];\nU(pi/2, 2.5893521282486773, 0) q[12];\nU(pi, 3*pi/4, pi/4) q[12];\nU(pi/2, 0.6891863057228291, 0) q[17];\nU(0.3066821590539081, pi/2, -pi/2) q[17];\ncx q[7], q[17];\nU(0, 0.143633564871382, 0.143633564871382) q[7];\nU(3*pi/4, -pi/2, 0) q[7];\nU(0.30668215905390855, -pi/2, pi/2) q[17];\nU(pi/2, -pi, -3*pi/4) q[17];\ncx q[2], q[17];\nU(pi/2, -1.7694796382511289, 1.6142472221864281) q[2];\nU(pi/2, pi/4, 0) q[2];\nU(pi/2, -1.5341237887418142, 0) q[17];\nU(pi/2, -pi, -3*pi/4) q[17];\nU(1.6192663132544054, 1.8796986853801698, -1.8796986853801696) q[21];\ncx q[4], q[21];\nU(0, 1.7927296109600848, 1.7927296109600848) q[4];\nU(pi/2, pi/4, 0) q[4];\nU(3*pi/4, 0.44386656833037597, pi/2) q[21];\nU(1.6751084711640793, 0.0825292090483698, -pi/2) q[22];\nU(0.8176450458327025, -pi/2, -pi/2) q[22];\ncx q[16], q[22];\nU(pi, -1.31780894011785, 2.888605266912747) q[16];\nU(pi/2, pi/4, 0) q[16];\ncx q[16], q[17];\nU(pi/2, -1.7224042740150938, -pi/4) q[16];\nU(pi, 3*pi/4, pi/4) q[16];\nU(pi/2, 3*pi/4, 0) q[17];\nU(pi/2, 1.5042281630190732, 0) q[17];\nU(2.323947607757091, -2.295893986960861, pi/2) q[22];\nU(pi/2, -pi, -3*pi/4) q[22];\nU(1.5990477406380166, 1.8073975060097407, -1.8073975060097407) q[25];\ncx q[6], q[25];\nU(0, 1.7396682127923517, 1.7396682127923517) q[6];\nU(pi/2, -pi, -3*pi/4) q[6];\ncx q[4], q[6];\nU(pi/2, -2.889524218992596, -pi/4) q[4];\nU(pi/2, 3*pi/4, 0) q[6];\nU(pi/2, pi/2, -pi) q[6];\ncx q[6], q[8];\nU(pi/2, 0.5440861489414024, pi/2) q[6];\nU(pi, 3*pi/4, pi/4) q[6];\nU(pi/2, 2.8257249325202256, -pi) q[8];\nU(pi/2, 2.035473867553428, 0) q[8];\ncx q[8], q[22];\nU(pi/2, -2.305539872494742, -2.035473867553427) q[8];\nU(pi/2, -pi/2, -pi) q[8];\nU(pi/2, -3.008113400156323, 0) q[22];\nU(3*pi/4, -pi/2, 0) q[22];\nU(3*pi/4, 0.3377437719949099, pi/2) q[25];\nU(pi/2, 0, 3*pi/4) q[25];\ncx q[24], q[25];\nU(pi/2, -pi, 0.21969887763166618) q[24];\nU(pi/2, -0.8536732159908418, -pi) q[25];\nU(pi/2, -pi, -3*pi/4) q[25];\ncx q[14], q[25];\nU(pi/2, -2.917603491935198, 1.4940244355251187) q[14];\nU(pi/2, -pi, -3*pi/4) q[14];\nU(pi/2, -2.787339311234013, 0) q[25];\nU(3*pi/4, -pi/2, 0) q[25];\nU(3*pi/4, 1.761163814872666, -pi/2) q[28];\nU(3*pi/4, -pi/2, 0) q[28];\ncx q[18], q[28];\nU(pi, -pi, -pi/2) q[18];\nU(1.791571944148993, 2.2135605205672153, -2.2135605205672153) q[28];\ncx q[18], q[28];\nU(0, 2.8431754094079222, 1.2723790826130248) q[18];\nU(pi, pi/2, -pi/2) q[18];\ncx q[18], q[23];\nU(pi, 2.8132929048236903, 2.708879648131166) q[18];\ncx q[18], q[21];\nU(0, pi/2, -pi/2) q[18];\ncx q[18], q[27];\nU(3*pi/4, -pi/2, 0) q[18];\ncx q[6], q[18];\nU(pi, -pi, -pi/2) q[6];\nU(1.950914202643017, 2.3974840469817558, -2.397484046981756) q[18];\ncx q[6], q[18];\nU(0, 3.0111478631703736, 1.440351536375477) q[6];\nU(pi/2, pi/4, 0) q[6];\ncx q[6], q[14];\nU(pi/2, -2.472458974319882, -pi/4) q[6];\nU(3*pi/4, -pi/2, 0) q[6];\nU(pi/2, 3*pi/4, 0) q[14];\nU(pi, 3*pi/4, pi/4) q[14];\nU(3*pi/4, 1.3099067459560576, pi/2) q[18];\nU(pi/2, pi/2, pi/2) q[18];\nU(0, -2.867705503187514, -2.867705503187514) q[21];\nU(pi/2, -pi, -3*pi/4) q[21];\nU(pi/4, -0.6744488625948906, -pi/2) q[23];\nU(pi/2, -pi, -3*pi/4) q[23];\ncx q[20], q[23];\nU(pi/2, -2.987759552361158, 1.5120405040791738) q[20];\nU(pi/2, pi/4, 0) q[20];\ncx q[20], q[21];\nU(pi/2, -pi, -pi/4) q[20];\nU(pi, pi/2, -pi/2) q[20];\nU(pi/2, 3*pi/4, 0) q[21];\nU(pi/2, -pi, -3*pi/4) q[21];\nU(pi/2, -1.5051168941412811, 0) q[23];\nU(0, -pi, -pi) q[27];\nU(3*pi/4, 0.9739618384311548, pi/2) q[28];\nU(pi/2, -pi, -3*pi/4) q[28];\ncx q[19], q[28];\nU(pi/2, -1.0710826404150193, 1.4940244355251178) q[19];\nU(pi, 3*pi/4, pi/4) q[19];\ncx q[19], q[26];\nU(pi, -pi, -pi/2) q[19];\nU(1.6999571275171117, 2.0688463440457356, -2.0688463440457356) q[26];\ncx q[19], q[26];\nU(0, 2.5258772458586822, 1.3498720387635466) q[19];\nU(pi/2, -pi, -3*pi/4) q[19];\ncx q[10], q[19];\nU(pi/2, -1.4351840638337097, -3*pi/4) q[10];\nU(3*pi/4, -pi/2, 0) q[10];\ncx q[5], q[10];\nU(pi, -pi, -pi/2) q[5];\nU(1.5758704080669865, 1.671449460673645, -1.6714494606736452) q[10];\ncx q[5], q[10];\nU(0, 1.64208913727387, 1.64208913727387) q[5];\nU(pi/2, -1.4601391056210007, 0) q[5];\ncx q[5], q[15];\nU(pi/2, -2.90402024745919, 1.4601391056210016) q[5];\nU(3*pi/4, -pi/2, 0) q[5];\nU(3*pi/4, 0.1425856209579468, pi/2) q[10];\ncx q[0], q[10];\nU(pi, 3*pi/4, pi/4) q[0];\ncx q[0], q[5];\nU(pi, -pi, -pi/2) q[0];\nU(1.6988003749721894, 2.066695860923282, -2.066695860923282) q[5];\ncx q[0], q[5];\nU(0, 2.5241616385733296, 1.3481564314781949) q[0];\nU(pi/2, -pi/2, 0) q[0];\nU(3*pi/4, 0.7307254164617323, pi/2) q[5];\nU(pi/2, -pi, -3*pi/4) q[5];\ncx q[1], q[5];\nU(pi/2, 0.7403930253625064, -1.6373644905707212) q[1];\nU(pi/2, 2.07911731618269, 0) q[5];\nU(pi, 3*pi/4, pi/4) q[5];\ncx q[5], q[6];\nU(pi, -pi, -pi/2) q[5];\nU(1.6853847334490732, 2.0409277213516104, -2.0409277213516104) q[6];\ncx q[5], q[6];\nU(0, 1.9157347570647048, 1.9157347570647048) q[5];\nU(3*pi/4, 0.6898768605396159, pi/2) q[6];\nU(0, 2.2609825625242035, -0.8806100910655901) q[10];\nU(pi/2, -3*pi/4, 0) q[10];\nU(pi/2, -2.5207381285844086, 0) q[15];\nU(pi/2, 0, 3*pi/4) q[15];\ncx q[10], q[15];\nU(pi/2, -1.647334868942842, -pi/4) q[10];\nU(pi/2, -3*pi/4, 0) q[10];\nU(pi/2, -0.5744549768540583, -pi) q[15];\nU(3*pi/4, -pi/2, 0) q[15];\nU(pi/2, -1.3604564458511916, 0) q[19];\ncx q[19], q[23];\nU(0, -1.9900208209954928, -1.9900208209954928) q[19];\nU(3*pi/4, -pi/2, 0) q[19];\ncx q[9], q[19];\nU(pi, -pi, -pi/2) q[9];\nU(2.0388192810444767, 2.4791879471180174, -2.4791879471180174) q[19];\ncx q[9], q[19];\nU(0, 3.092637202267068, 1.5218408754721713) q[9];\nU(pi/2, 0, 3*pi/4) q[9];\ncx q[0], q[9];\nU(pi/2, -0.804357455882152, -pi/2) q[0];\nU(pi, 3*pi/4, pi/4) q[0];\ncx q[0], q[15];\nU(pi, -pi, -pi/2) q[0];\nU(pi/2, -1.8527844802402562, -pi) q[9];\nU(pi, 3*pi/4, pi/4) q[9];\nU(1.6190885850815386, 1.8791405590242096, -1.8791405590242096) q[15];\ncx q[0], q[15];\nU(0, 1.7923158696398076, 1.7923158696398085) q[0];\nU(0, -1.2077074119468798, -1.20770741194688) q[0];\nU(3*pi/4, 0.4430390856898234, pi/2) q[15];\ncx q[1], q[15];\nU(0, 0.03761339463259006, 1.6084097214274866) q[1];\nU(0, -2.0190021022839373, 2.0190021022839373) q[15];\nU(pi, 3*pi/4, pi/4) q[15];\nU(3*pi/4, 1.4728854241494451, pi/2) q[19];\nU(pi/2, 0, 3*pi/4) q[19];\nU(0, -2.812132616469324, -2.812132616469324) q[23];\nU(3*pi/4, 0.8583778283026113, pi/2) q[26];\nU(3*pi/4, -pi/2, 0) q[26];\ncx q[12], q[26];\nU(pi, -pi, -pi/2) q[12];\nU(2.082662434884013, 2.5164675537616095, -2.516467553761609) q[26];\ncx q[12], q[26];\nU(0, 3.1313969785510816, 1.560600651756185) q[12];\nU(pi/2, -pi, -3*pi/4) q[12];\ncx q[11], q[12];\nU(pi/2, -1.5241621255626412, -pi/4) q[11];\ncx q[11], q[27];\nU(pi/2, 3*pi/4, 0) q[12];\nU(pi, 3*pi/4, pi/4) q[12];\ncx q[12], q[25];\nU(pi, -pi, -pi/2) q[12];\nU(2.0616882880119656, 2.498885525563633, -2.498885525563633) q[25];\ncx q[12], q[25];\nU(0, 3.1129897631860954, 1.5421934363911989) q[12];\nU(pi/2, 3*pi/4, 0) q[12];\ncx q[12], q[21];\nU(pi/2, -2.5497986148657255, -3*pi/4) q[12];\nU(0, 0.6747409422235524, -0.6747409422235524) q[12];\nU(pi/2, -2.4590567054028734, 0) q[21];\nU(3*pi/4, -pi/2, 0) q[21];\nU(3*pi/4, 1.5135905459875012, pi/2) q[25];\nU(1.4664841824257142, pi/2, pi/2) q[25];\ncx q[20], q[25];\nU(pi, 0.6669887298732964, -0.11038941186307394) q[20];\nU(pi, 3*pi/4, pi/4) q[20];\ncx q[20], q[22];\nU(pi, -pi, -pi/2) q[20];\nU(1.767622531224627, 2.1796922334056816, -2.1796922334056807) q[22];\ncx q[20], q[22];\nU(0, 2.6168703592308855, 1.4408651521357498) q[20];\nU(0, -2.0539876819881986, -2.0539876819881986) q[20];\nU(3*pi/4, -pi/2, 0) q[20];\nU(3*pi/4, 0.9161428577768422, pi/2) q[22];\nU(1.4664841824257142, pi/2, pi/2) q[22];\nU(1.6751084711640791, -pi/2, -pi/2) q[25];\nU(3*pi/4, -pi/2, 0) q[25];\ncx q[16], q[25];\nU(pi, -pi, -pi/2) q[16];\nU(1.573087621178526, 1.6384653287116704, -1.6384653287116706) q[25];\ncx q[16], q[25];\nU(0, 1.6186820713057664, 1.6186820713057664) q[16];\nU(2.3774678762164068, pi/2, pi/2) q[16];\nU(3*pi/4, 0.09577148902174049, pi/2) q[25];\nU(pi/2, -pi, -3*pi/4) q[25];\nU(3*pi/4, 1.5504049767174743, pi/2) q[26];\nU(pi/2, -pi, -3*pi/4) q[26];\ncx q[3], q[26];\nU(pi/2, -0.2907838736343913, -pi/4) q[3];\nU(pi, 3*pi/4, pi/4) q[3];\ncx q[3], q[7];\nU(pi, -pi, -pi/2) q[3];\nU(1.7983450874581035, 2.2227489855539657, -2.2227489855539657) q[7];\ncx q[3], q[7];\nU(0, 2.851116835463266, 1.2803205086683693) q[3];\nU(pi, pi/2, -pi/2) q[3];\ncx q[3], q[18];\nU(pi, -1.5207453210787367, -0.05005100571616028) q[3];\nU(pi/2, 2.921893775958127, 0) q[3];\nU(3*pi/4, 0.9898446905418421, pi/2) q[7];\nU(pi/2, pi/2, -pi) q[7];\ncx q[7], q[19];\nU(pi/2, 0.7909362254062975, pi/2) q[7];\ncx q[5], q[7];\nU(pi/2, -3*pi/4, 0) q[5];\nU(0, -pi, -pi) q[7];\nU(pi, 3*pi/4, pi/4) q[7];\nU(pi/2, -1.2371186115059334, -pi/2) q[18];\nU(pi/2, 0, 3*pi/4) q[18];\ncx q[8], q[18];\nU(pi/2, 0.6017532116791382, -pi/2) q[8];\nU(pi, 3*pi/4, pi/4) q[8];\nU(pi/2, 1.2039016187852596, -pi) q[18];\nU(pi/2, -pi, -3*pi/4) q[18];\nU(pi/2, 3.110253559174449, -pi) q[19];\nU(pi, 3*pi/4, pi/4) q[19];\ncx q[19], q[21];\nU(pi, -pi, -pi/2) q[19];\nU(1.697345387283713, 2.063975606351896, -2.063975606351896) q[21];\ncx q[19], q[21];\nU(0, 2.521993972266518, 1.3459887651713833) q[19];\nU(pi/2, pi/4, 0) q[19];\ncx q[19], q[25];\nU(pi/2, -0.6481028872778478, -pi/4) q[19];\nU(pi, 3*pi/4, pi/4) q[19];\nU(3*pi/4, 0.7263900838481092, pi/2) q[21];\nU(pi, pi/2, -pi/2) q[21];\nU(pi/2, 3*pi/4, 0) q[25];\nU(2.3349211041682834, pi/2, pi/2) q[25];\nU(pi/2, 3*pi/4, 0) q[26];\ncx q[6], q[26];\nU(pi/2, 2.1364956125606778, -pi) q[6];\nU(0, -pi, -pi) q[26];\nU(pi, 2.9244579572718674, -0.21713469631792615) q[26];\nU(0, 2.854258941220351, -0.28733371236944194) q[27];\nU(pi/2, 0, 3*pi/4) q[27];\ncx q[10], q[27];\nU(pi/2, -pi, -pi/4) q[10];\nU(pi/2, pi/4, 0) q[10];\nU(pi/2, -0.7960588890860132, -pi) q[27];\nU(pi/2, -pi, -3*pi/4) q[27];\nU(pi/2, -2.1358654478340497, 0) q[28];\ncx q[13], q[28];\nU(0, 0.2793548308491647, 2.2449422773438226) q[13];\ncx q[13], q[24];\nU(0, 1.2119946302527165, 1.2119946302527165) q[13];\nU(1.4664841824257142, pi/2, pi/2) q[13];\nU(0, -pi, -pi) q[24];\nU(pi/2, -pi, -3*pi/4) q[24];\ncx q[2], q[24];\nU(pi/2, -pi, -pi/4) q[2];\nU(pi, 3*pi/4, pi/4) q[2];\nU(pi/2, 3*pi/4, 0) q[24];\nU(3*pi/4, -pi/2, 0) q[24];\ncx q[9], q[24];\nU(pi, -pi, -pi/2) q[9];\nU(1.6944029749779688, 2.0584211112938746, -2.0584211112938746) q[24];\ncx q[9], q[24];\nU(0, 1.9295737816840175, 1.9295737816840166) q[9];\nU(pi, pi/2, -pi/2) q[9];\ncx q[9], q[22];\nU(pi, 1.4853023485892987, 0.7289950869988817) q[9];\nU(3*pi/4, -pi/2, 0) q[9];\ncx q[7], q[9];\nU(pi, -pi, -pi/2) q[7];\nU(1.7726715721366302, 2.1870221778911327, -2.1870221778911327) q[9];\ncx q[7], q[9];\nU(0, 2.623079795862072, 1.4470745887669363) q[7];\nU(3*pi/4, 0.9285617310392151, pi/2) q[9];\nU(pi/2, 0, 3*pi/4) q[9];\ncx q[6], q[9];\nU(pi/2, 1.031238423475875, 1.0050970410291145) q[6];\nU(pi/2, 2.035473867553428, 0) q[6];\nU(pi/2, 2.27929754146448, -pi) q[9];\nU(pi/4, -pi/2, pi/2) q[9];\ncx q[0], q[9];\nU(0, 0.8044433182099322, 1.2944006444636607) q[0];\nU(pi/4, -3.1092122488050653, -pi/2) q[9];\nU(1.6751084711640787, -pi/2, -pi/2) q[22];\nU(pi/2, pi/4, 0) q[22];\nU(3*pi/4, 0.7175549097782414, pi/2) q[24];\ncx q[11], q[24];\nU(0, 1.279289568617152, -0.2915067581777451) q[11];\nU(0, -0.3238876802120414, 2.8177049733777517) q[24];\nU(3*pi/4, -pi/2, 0) q[24];\ncx q[15], q[24];\nU(pi, -pi, -pi/2) q[15];\nU(1.5767380822961425, 1.6797002431545751, -1.6797002431545751) q[24];\ncx q[15], q[24];\nU(0, 1.6479554221032453, 1.6479554221032453) q[15];\nU(pi/2, 0, 3*pi/4) q[15];\ncx q[3], q[15];\nU(pi/2, -1.7188511863115838, 0.21969887763166618) q[3];\nU(0, 0.6747409422235524, -0.6747409422235524) q[3];\nU(pi/2, -0.89911165669516, -pi) q[15];\nU(pi/2, -pi/2, -pi) q[15];\nU(3*pi/4, 0.15431819061669794, pi/2) q[24];\nU(pi/2, -pi, -3*pi/4) q[24];\nU(0, -pi, -pi) q[28];\ncx q[4], q[28];\nU(0, -2.9883894027293723, -2.9883894027293723) q[4];\nU(pi, pi/2, -pi/2) q[4];\ncx q[4], q[13];\nU(pi, 2.1964416904083723, 0.5503598434816594) q[4];\nU(pi/2, -pi, -3*pi/4) q[4];\nU(1.6751084711640791, -pi/2, -pi/2) q[13];\ncx q[13], q[16];\nU(0, -2.909364992304154, 1.803023988080536) q[13];\nU(pi/2, 0, 3*pi/4) q[13];\ncx q[5], q[13];\nU(pi/2, -pi, -pi/4) q[5];\nU(pi/2, -1.0861494021625333, -pi) q[13];\nU(2.3349211041682834, pi/2, pi/2) q[13];\nU(2.3774678762164068, 2.4583581408857684, pi/2) q[16];\ncx q[7], q[16];\nU(0, -2.8036130277221414, -2.803613027722142) q[7];\nU(pi, 3*pi/4, pi/4) q[7];\nU(0, 1.4321319187151413, -1.4321319187151416) q[16];\nU(pi/2, -pi, -3*pi/4) q[16];\nU(0, -pi, -pi) q[28];\ncx q[23], q[28];\nU(3*pi/4, -pi/2, 0) q[23];\ncx q[2], q[23];\nU(pi, -pi, -pi/2) q[2];\nU(1.6053325774354716, 1.832128346425538, -1.8321283464255385) q[23];\ncx q[2], q[23];\nU(0, 1.7577035152532385, 1.7577035152532385) q[2];\nU(pi/2, pi/4, 0) q[2];\ncx q[2], q[4];\nU(pi/2, -1.0147090402378787, -pi/4) q[2];\ncx q[2], q[11];\nU(0, -3.0825441354079284, -3.0825441354079284) q[2];\nU(pi, pi/2, -pi/2) q[2];\nU(pi/2, 3*pi/4, 0) q[4];\nU(pi, 3*pi/4, pi/4) q[4];\nU(0, 2.9250304419452364, -0.2165622116445567) q[11];\nU(pi, 3*pi/4, pi/4) q[11];\nU(3*pi/4, 0.37381437691668484, pi/2) q[23];\nU(pi/2, 0, 3*pi/4) q[23];\ncx q[17], q[23];\nU(pi/2, -0.0022031521743373084, 1.6373644905707208) q[17];\nU(pi/2, -pi, -3*pi/4) q[17];\ncx q[10], q[17];\nU(pi/2, -pi, -pi/4) q[10];\nU(pi/2, pi/4, 0) q[10];\nU(pi/2, 2.6487101287642867, 0) q[17];\nU(0.3066821590539081, pi/2, -pi/2) q[17];\nU(pi/2, -2.113988713453298, -pi) q[23];\nU(pi/2, -pi, -3*pi/4) q[23];\ncx q[22], q[23];\nU(pi/2, -pi, -pi/4) q[22];\nU(3*pi/4, -pi/2, 0) q[22];\ncx q[7], q[22];\nU(pi, -pi, -pi/2) q[7];\nU(1.6656874556549057, 1.9998925229173095, -1.9998925229173097) q[22];\ncx q[7], q[22];\nU(0, 1.8836898033583465, 1.8836898033583456) q[7];\nU(pi/2, -2.819842099193151, 0) q[7];\ncx q[7], q[16];\nU(pi/2, -2.185058696661892, 2.819842099193151) q[7];\nU(pi/2, -0.8804897287039957, 0) q[16];\nU(pi, 3*pi/4, pi/4) q[16];\nU(3*pi/4, 0.6257869531268989, pi/2) q[22];\nU(1.4664841824257142, pi/2, pi/2) q[22];\ncx q[2], q[22];\nU(pi, -0.17985349979247767, -0.17985349979247856) q[2];\nU(1.6751084711640791, -0.9740927393239258, -pi/2) q[22];\nU(pi/2, 3*pi/4, 0) q[23];\nU(3*pi/4, -pi/2, 0) q[23];\ncx q[8], q[23];\nU(pi, -pi, -pi/2) q[8];\nU(1.6017986299136016, 1.8185385914583936, -1.8185385914583936) q[23];\ncx q[8], q[23];\nU(0, 1.7477794279367833, 1.7477794279367833) q[8];\nU(0.3066821590539081, pi/2, -pi/2) q[8];\ncx q[3], q[8];\nU(0, 2.402086903604415, -0.7395057499853777) q[3];\nU(pi, 3*pi/4, pi/4) q[3];\nU(0.3066821590539085, -pi/2, pi/2) q[8];\nU(3*pi/4, -pi/2, 0) q[8];\nU(3*pi/4, 0.35396620228377396, pi/2) q[23];\nU(0, -pi, -pi) q[28];\nU(3*pi/4, -pi/2, 0) q[28];\ncx q[14], q[28];\nU(pi, -pi, -pi/2) q[14];\nU(1.9809402883567249, 2.426569706749903, -2.426569706749903) q[28];\ncx q[14], q[28];\nU(0, 3.0396287545626866, 1.46883242776779) q[14];\nU(0.3066821590539081, pi/2, -pi/2) q[14];\ncx q[12], q[14];\nU(0, -2.0344439357957027, 2.0344439357957027) q[12];\nU(3*pi/4, -pi/2, 0) q[12];\ncx q[4], q[12];\nU(pi, -pi, -pi/2) q[4];\nU(1.6701492803697557, 2.009566685850631, -2.009566685850631) q[12];\ncx q[4], q[12];\nU(0, 1.8911937413999595, 1.8911937413999595) q[4];\nU(pi, pi/2, -pi/2) q[4];\ncx q[4], q[25];\nU(pi, 3.0906959629957065, 0.05089669059408619) q[4];\ncx q[4], q[5];\nU(0, 0.3800026002793362, 0.3800026002793362) q[4];\nU(pi, 3*pi/4, pi/4) q[4];\nU(0, -pi, -pi) q[5];\nU(pi, 3*pi/4, pi/4) q[5];\ncx q[5], q[8];\nU(pi, -pi, -pi/2) q[5];\nU(1.9678846491447612, 2.414086992900872, -2.414086992900872) q[8];\ncx q[5], q[8];\nU(0, 3.0273357200348325, 1.456539393239936) q[5];\nU(3*pi/4, 1.3422824596849754, pi/2) q[8];\nU(3*pi/4, 0.6407948292101264, pi/2) q[12];\nU(pi/2, pi/4, 0) q[12];\ncx q[12], q[27];\nU(pi/2, -pi, -pi/4) q[12];\nU(0, 0.6747409422235524, -0.6747409422235524) q[12];\ncx q[12], q[17];\nU(0, -0.25388239603283536, 0.38961871276044935) q[12];\nU(3*pi/4, -pi/2, 0) q[12];\ncx q[3], q[12];\nU(pi, -pi, -pi/2) q[3];\nU(1.7568766200281563, 2.1637243300152598, -2.1637243300152598) q[12];\ncx q[3], q[12];\nU(0, 2.6034311567017694, 1.4274259496066346) q[3];\nU(3*pi/4, 0.8892644527186109, pi/2) q[12];\nU(0.3066821590539086, 1.1534801998285538, pi/2) q[14];\nU(pi/2, pi/4, 0) q[14];\ncx q[14], q[18];\nU(pi/2, -pi, -pi/4) q[14];\nU(3*pi/4, -pi/2, 0) q[14];\ncx q[11], q[14];\nU(pi, -pi, -pi/2) q[11];\nU(1.8548037418303194, 2.2937824623159795, -2.29378246231598) q[14];\ncx q[11], q[14];\nU(0, 2.9140213178543384, 1.3432249910594418) q[11];\nU(pi, pi/2, -pi/2) q[11];\ncx q[11], q[13];\nU(pi, 1.1451682262066214, -1.63512555246035) q[11];\nU(0.8066715494215101, -0.31207554170048724, -pi/2) q[13];\nU(3*pi/4, 1.115653655323987, pi/2) q[14];\ncx q[14], q[23];\nU(0, -pi, -pi) q[14];\nU(3*pi/4, -pi/2, 0) q[14];\ncx q[4], q[14];\nU(pi, -pi, -pi/2) q[4];\nU(1.5788095998408664, 1.6972239902956234, -1.6972239902956234) q[14];\ncx q[4], q[14];\nU(0, 1.6604327198390791, 1.6604327198390791) q[4];\nU(3*pi/4, 0.17927278608836472, pi/2) q[14];\nU(0.3066821590539085, -pi/2, pi/2) q[17];\nU(3*pi/4, -pi/2, 0) q[17];\nU(pi/2, 3*pi/4, 0) q[18];\nU(pi/2, -0.3207206226389161, 0) q[18];\nU(0, -2.8127584765743454, -1.8854632585727331) q[23];\nU(0.8066715494215099, -0.025999835888463885, -pi/2) q[25];\nU(pi/2, -pi, -3*pi/4) q[25];\ncx q[15], q[25];\nU(pi/2, 0.47325104717080535, pi/2) q[15];\nU(pi, 3*pi/4, pi/4) q[15];\nU(pi/2, 0.5032415911702994, 0) q[25];\nU(3*pi/4, -pi/2, 0) q[25];\ncx q[16], q[25];\nU(pi, -pi, -pi/2) q[16];\nU(1.6124159519241161, 1.857352188219231, -1.8573521882192308) q[25];\ncx q[16], q[25];\nU(0, 1.7762174394213153, 1.7762174394213153) q[16];\nU(3*pi/4, 0.4108422252528374, pi/2) q[25];\nU(pi/2, -2.301082149864466, 0) q[27];\nU(3*pi/4, 1.3668685287406843, pi/2) q[28];\nU(3*pi/4, pi/2, pi/2) q[28];\ncx q[21], q[28];\nU(pi, -2.1451880706363236, 2.1451880706363236) q[21];\nU(3*pi/4, -pi/2, 0) q[21];\ncx q[19], q[21];\nU(pi, -pi, -pi/2) q[19];\nU(2.094361259766517, 2.526085311990503, -2.526085311990503) q[21];\ncx q[19], q[21];\nU(0, 3.1415633447290165, 1.57076701793412) q[19];\ncx q[1], q[19];\nU(0, 1.0616140909122418, 1.0616140909122418) q[1];\nU(pi/2, 2.921893775958127, 0) q[1];\nU(pi, 3*pi/4, pi/4) q[19];\ncx q[19], q[20];\nU(pi, -pi, -pi/2) q[19];\nU(1.7095523171895857, 2.0862867930991236, -2.0862867930991236) q[20];\ncx q[19], q[20];\nU(0, -1.8459371913049782, 1.2956554622848149) q[19];\nU(3*pi/4, 0.762114506621558, pi/2) q[20];\nU(pi/2, -pi, -3*pi/4) q[20];\ncx q[18], q[20];\nU(pi/2, -1.613027288481497, 0.320720622638917) q[18];\nU(pi/2, -2.1017501145286053, 0) q[20];\nU(3*pi/4, 1.5707377090733434, pi/2) q[21];\nU(pi/2, pi/4, 0) q[21];\ncx q[21], q[24];\nU(pi/2, -pi, -pi/4) q[21];\ncx q[21], q[27];\nU(0, 0.41043991015976333, 0.41043991015976333) q[21];\nU(pi/2, -1.6411917940723484, 0) q[24];\nU(pi/2, -pi, -3*pi/4) q[24];\ncx q[6], q[24];\nU(pi/2, -1.7162743898991457, -2.035473867553427) q[6];\nU(pi, 3*pi/4, pi/4) q[6];\ncx q[6], q[17];\nU(pi, -pi, -pi/2) q[6];\nU(1.8619524090841604, 2.302160074891648, -2.302160074891648) q[17];\ncx q[6], q[17];\nU(0, 2.921625341695421, 1.3508290149005244) q[6];\nU(3*pi/4, 1.1308617030061514, pi/2) q[17];\nU(pi/2, 2.5097580144317275, 0) q[24];\nU(0, -pi, -pi) q[27];\nU(3*pi/4, -pi/2, 0) q[27];\nU(pi/4, -0.18792314275653377, -pi/2) q[28];\nU(3*pi/4, pi/2, 2.697611146632635) q[28];\ncx q[26], q[28];\nU(pi, 1.314136677161077, -2.8849330039559735) q[26];\nU(pi/2, -pi, -3*pi/4) q[26];\ncx q[10], q[26];\nU(pi/2, -pi, -pi/4) q[10];\nU(pi/2, -2.729984126716033, 0) q[26];\nU(pi/4, -1.4887684781423312, -pi/2) q[28];\nU(pi/2, 0, 3*pi/4) q[28];\ncx q[1], q[28];\nU(pi/2, -pi, 0.21969887763166618) q[1];\nU(pi, 3*pi/4, pi/4) q[1];\ncx q[1], q[27];\nU(pi, -pi, -pi/2) q[1];\nU(1.854650073600887, 2.2936010105115097, -2.2936010105115097) q[27];\ncx q[1], q[27];\nU(0, 2.9138570696197164, 1.3430607428248198) q[1];\nU(3*pi/4, 1.1153251588547421, pi/2) q[27];\nU(pi/2, 0.5413386550943362, -pi) q[28];\nU(3*pi/4, -pi/2, 0) q[28];\ncx q[15], q[28];\nU(pi, -pi, -pi/2) q[15];\nU(1.595024076045469, 1.790045288355449, -1.790045288355449) q[28];\ncx q[15], q[28];\nU(0, 1.7270767466903907, 1.7270767466903907) q[15];\nU(3*pi/4, 0.31256083979098914, pi/2) q[28];\nc[0] = measure q[0];\nc[1] = measure q[1];\nc[2] = measure q[2];\nc[3] = measure q[3];\nc[4] = measure q[4];\nc[5] = measure q[5];\nc[6] = measure q[6];\nc[7] = measure q[7];\nc[8] = measure q[8];\nc[9] = measure q[9];\nc[10] = measure q[10];\nc[11] = measure q[11];\nc[12] = measure q[12];\nc[13] = measure q[13];\nc[14] = measure q[14];\nc[15] = measure q[15];\nc[16] = measure q[16];\nc[17] = measure q[17];\nc[18] = measure q[18];\nc[19] = measure q[19];\nc[20] = measure q[20];\nc[21] = measure q[21];\nc[22] = measure q[22];\nc[23] = measure q[23];\nc[24] = measure q[24];\nc[25] = measure q[25];\nc[26] = measure q[26];\nc[27] = measure q[27];\nc[28] = measure q[28];\n","offset":"10110100101101000001010000100","cx_count":204,"protocol":"hcs","syndrome":"001000101101111","generator":["01000110001000","10100100111100","00010010000001","00010111101000","00000100000000","11000000001000","10000001000101","10010010011000","00001111000000","01000000101000","00000001010101","10010011100001","01100000111000","00010111100001","01110110101000","01100010100001","11010100010110","01111110111110","01111001001000","00100110101111","01100000011000","11101001111001","00011101111111","01111110101110","10000001100001","01100100011001","00000110010100","11100000011001","11100010001100"],"parity_check":["01110010010010000000000000000","00110011001001000000000000000","11011111010000010000000000000","00100011111100101100000000000","00111111111100100010000000000","01101001011100001001000000000","01001101001100000000100000000","10010101100100100000010000000","11100111100100101000001000000","00011010111000101000000100000","01000011010000100000000010000","00100110011000100000000001000","11111000000100100000000000100","00010101010100100000000000010","10000110000100100000000000001"],"on_device_graph":false},"analytics":null,"annotation":"IonQ cloud simulator, not QPU hardware"},{"definition_id":"ghz_scaled","definition_version":5,"device":"ionq.simulator","hardware_key":"ionq:simulator","state":"scored","created_at":"2026-08-21T10:25:03.951200Z","scored_at":"2026-08-21T11:25:00.561785Z","scores":{"n":29,"shots":400,"std_error":0.0,"metric_set":"ghz_population.v1","population_ones":0.5,"population_zeros":0.5,"success_probability":1.0,"measured_queue_seconds":36.135},"error":null,"instance":{"n":29,"seed":1881075862686001536,"qasm3":"OPENQASM 3.0;\ninclude \"stdgates.inc\";\nbit[29] c;\nqubit[29] q;\nh q[0];\ncx q[0], q[1];\ncx q[0], q[2];\ncx q[1], q[3];\ncx q[0], q[4];\ncx q[1], q[5];\ncx q[2], q[6];\ncx q[3], q[7];\ncx q[0], q[8];\ncx q[1], q[9];\ncx q[2], q[10];\ncx q[3], q[11];\ncx q[4], q[12];\ncx q[5], q[13];\ncx q[6], q[14];\ncx q[7], q[15];\ncx q[0], q[16];\ncx q[1], q[17];\ncx q[2], q[18];\ncx q[3], q[19];\ncx q[4], q[20];\ncx q[5], q[21];\ncx q[6], q[22];\ncx q[7], q[23];\ncx q[8], q[24];\ncx q[9], q[25];\ncx q[10], q[26];\ncx q[11], q[27];\ncx q[12], q[28];\nc[0] = measure q[0];\nc[1] = measure q[1];\nc[2] = measure q[2];\nc[3] = measure q[3];\nc[4] = measure q[4];\nc[5] = measure q[5];\nc[6] = measure q[6];\nc[7] = measure q[7];\nc[8] = measure q[8];\nc[9] = measure q[9];\nc[10] = measure q[10];\nc[11] = measure q[11];\nc[12] = measure q[12];\nc[13] = measure q[13];\nc[14] = measure q[14];\nc[15] = measure q[15];\nc[16] = measure q[16];\nc[17] = measure q[17];\nc[18] = measure q[18];\nc[19] = measure q[19];\nc[20] = measure q[20];\nc[21] = measure q[21];\nc[22] = measure q[22];\nc[23] = measure q[23];\nc[24] = measure q[24];\nc[25] = measure q[25];\nc[26] = measure q[26];\nc[27] = measure q[27];\nc[28] = measure q[28];\n","protocol":"ghz","on_device_graph":false},"analytics":{"n_50":29,"n_90":29,"shots":400,"bond_phi":{"mean":1.0,"bonds":[[0,1],[0,2],[1,3],[0,4],[1,5],[2,6],[3,7],[0,8],[1,9],[2,10],[3,11],[4,12],[5,13],[6,14],[7,15],[0,16],[1,17],[2,18],[3,19],[4,20],[5,21],[6,22],[7,23],[8,24],[9,25],[10,26],[11,27],[12,28]],"total":28,"broken":0,"per_bond":[1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0]},"protocol":"ghz","pole_balance":0.5,"prefix_curve":[[2,1.0],[4,1.0],[8,1.0],[16,1.0],[29,1.0]],"success_ci95":[0.99082,1.0],"healthy_cluster":29,"correlation_mass":29.0,"analytics_version":1},"annotation":"IonQ cloud simulator, not QPU hardware"},{"definition_id":"hcs","definition_version":4,"device":"ionq.simulator","hardware_key":"ionq:simulator","state":"scored","created_at":"2026-08-17T03:25:00.976742Z","scored_at":"2026-08-17T04:25:00.831967Z","scores":{"shots":256,"cx_count":218,"coset_dim":14,"pass_rate":1.0,"coset_rank":14,"metric_set":"hidden_coset.v1","rank_valid":true,"fidelity_estimate":1.0,"measured_queue_seconds":584.72},"error":null,"instance":{"k":14,"n":29,"seed":9087400057747123425,"depth":8,"qasm3":"OPENQASM 3.0;\ninclude \"stdgates.inc\";\nbit[29] c;\nqubit[29] q;\nU(pi, pi/2, -pi/2) q[1];\nU(pi/2, -pi/4, 0) q[2];\nU(pi/2, pi/4, 0) q[3];\nU(pi, pi/2, -pi/2) q[4];\nU(pi, -pi/2, pi/2) q[5];\nU(pi/2, pi/4, 0) q[6];\nU(pi/2, -pi/2, 0) q[7];\nU(pi/2, 1.4288992721907325, 0) q[8];\nU(pi/4, pi/2, pi/2) q[9];\ncx q[7], q[9];\nU(pi, -1.2134745665079114, -1.4381607608281537) q[7];\nU(pi, 3*pi/4, pi/4) q[7];\nU(3*pi/4, 1.0041344601546651, -pi/2) q[9];\nU(pi, 3*pi/4, pi/4) q[9];\nU(pi/2, -pi, -3*pi/4) q[10];\ncx q[8], q[10];\nU(pi/2, -2.4777507195208655, 1.7126933813990615) q[8];\nU(pi/2, 2.845676952373295, 0) q[10];\nU(pi, 3*pi/4, pi/4) q[10];\nU(pi, pi/2, -pi/2) q[11];\nU(pi/2, pi/2, -pi/2) q[12];\ncx q[1], q[12];\nU(pi/2, -0.6465269902247934, -pi) q[1];\nU(pi, pi/2, -pi/2) q[1];\nU(pi/2, -pi/2, -pi) q[12];\nU(pi/2, -pi, -3*pi/4) q[12];\nU(pi, -pi, -pi) q[13];\ncx q[6], q[13];\nU(pi/2, -pi, -pi/4) q[6];\nU(pi/2, pi/4, 0) q[6];\nU(pi/2, 1.5165964089212443, 0) q[13];\nU(pi, -pi, -pi) q[14];\ncx q[3], q[14];\nU(pi/2, -2.081974404131068, -pi/4) q[3];\nU(pi/2, -pi, -3*pi/4) q[3];\nU(pi/2, 0, 0) q[14];\ncx q[8], q[14];\nU(0, -pi, -pi) q[8];\nU(pi/2, -pi/2, -pi) q[8];\nU(0, -2.697598360894944, -2.697598360894944) q[14];\nU(pi, 3*pi/4, pi/4) q[14];\nU(2.9063591137731732, pi/2, -pi/2) q[15];\nU(pi/2, -pi/4, 0) q[16];\nU(pi/2, pi/4, 0) q[17];\nU(pi, -pi, -pi) q[18];\ncx q[2], q[18];\nU(pi, -0.4031346902121391, -2.738457963377654) q[2];\ncx q[2], q[13];\nU(0, -pi, -pi) q[2];\nU(pi/2, pi/4, 0) q[2];\nU(0, 2.318888934316818, -1.7499989372745874) q[13];\nU(0, 2.885523538555991, 1.3147272117610944) q[18];\nU(pi/2, pi/2, -pi) q[19];\nU(pi/2, -pi, -3*pi/4) q[20];\ncx q[11], q[20];\nU(pi/2, -pi, -pi) q[11];\nU(3*pi/4, -pi/2, 0) q[11];\ncx q[10], q[11];\nU(pi, -pi, -pi/2) q[10];\nU(1.9083150023254278, 2.3537305757877807, -2.3537305757877807) q[11];\ncx q[10], q[11];\nU(0, 2.969353103885556, 1.3985567770906595) q[10];\nU(1.1454894344996793, -pi/2, pi/2) q[10];\ncx q[1], q[10];\nU(pi, 2.5644850607365477, -1.9209839519432639) q[1];\nU(1.9961032190901145, 0.4363913583885717, pi/2) q[10];\nU(pi/2, -pi, -3*pi/4) q[10];\nU(3*pi/4, 1.2263172273864233, pi/2) q[11];\nU(0, pi/2, -pi/2) q[11];\nU(pi/2, -3*pi/4, -pi) q[20];\nU(pi/2, -pi, -3*pi/4) q[20];\nU(pi/2, 0, 3*pi/4) q[21];\ncx q[17], q[21];\nU(pi, -1.8533299767509284, -2.215557894840477) q[17];\nU(pi/2, pi/4, 0) q[17];\ncx q[17], q[20];\nU(pi/2, -1.0702812062854372, -pi/4) q[17];\nU(pi/2, 0, 3*pi/4) q[17];\nU(pi/2, 3*pi/4, 0) q[20];\ncx q[1], q[20];\nU(0, -1.1071487177940904, 1.1071487177940904) q[1];\nU(pi, 3*pi/4, pi/4) q[1];\nU(0, -1.6307840114577212, -2.5580792294593335) q[20];\nU(3*pi/4, -pi/2, 0) q[20];\nU(3*pi/4, -1.8494196588826513, -pi/2) q[21];\nU(3*pi/4, -pi/2, 0) q[21];\ncx q[7], q[21];\nU(pi, -pi, -pi/2) q[7];\nU(1.617541977955264, 1.8742376831118222, -1.8742376831118222) q[21];\ncx q[7], q[21];\nU(0, 1.7886843410191142, 1.7886843410191142) q[7];\nU(pi/2, -0.07574195951205276, 0) q[7];\nU(3*pi/4, 0.4357760284484353, pi/2) q[21];\ncx q[18], q[21];\nU(0, 1.2989145104125086, 1.2989145104125086) q[18];\nU(pi/2, -pi, -3*pi/4) q[22];\ncx q[5], q[22];\nU(pi/2, -0.8228630881696422, 0) q[5];\nU(pi, 3*pi/4, pi/4) q[5];\nU(pi/2, -1.388114104150329, 0) q[22];\nU(pi/2, -pi, -3*pi/4) q[22];\nU(pi/2, 0, 3*pi/4) q[24];\ncx q[0], q[24];\nU(pi/2, 1.7797005059514301, -pi) q[0];\nU(pi/2, pi/4, 0) q[0];\ncx q[0], q[3];\nU(pi/2, -1.9254399557970046, -pi/4) q[0];\nU(pi/2, pi/4, 0) q[0];\nU(pi/2, 3*pi/4, 0) q[3];\nU(pi/2, pi/4, 0) q[3];\nU(pi/2, -2.86228569023764, -pi) q[24];\nU(3*pi/4, -pi/2, 0) q[24];\ncx q[9], q[24];\nU(pi, -pi, -pi/2) q[9];\nU(1.6823915831243286, 2.03495526832337, -2.03495526832337) q[24];\ncx q[9], q[24];\nU(0, 1.9110350226924737, 1.9110350226924737) q[9];\nU(pi/2, 1.6295521495106193, 0) q[9];\ncx q[9], q[12];\nU(pi/2, -1.244809519491714, -1.6295521495106193) q[9];\nU(pi, 3*pi/4, pi/4) q[9];\nU(pi/2, -2.8011451252099526, 0) q[12];\nU(pi/2, -pi, -3*pi/4) q[12];\ncx q[3], q[12];\nU(pi/2, -pi, -pi/4) q[3];\nU(pi/2, 3*pi/4, 0) q[12];\nU(pi/2, pi/4, 0) q[12];\nU(3*pi/4, 0.6804773917951543, pi/2) q[24];\nU(pi/2, 2.7817920515614967, 0) q[24];\nU(pi/4, -pi/2, -pi/2) q[25];\ncx q[4], q[25];\nU(pi, -1.8351634025094874, 2.1654607573387414) q[4];\nU(pi/2, pi/4, 0) q[4];\ncx q[4], q[22];\nU(pi/2, -2.918715546586532, -pi/4) q[4];\nU(pi/2, pi/4, 0) q[4];\ncx q[4], q[10];\nU(pi/2, -pi, -pi/4) q[4];\nU(pi, 3*pi/4, pi/4) q[4];\nU(pi/2, 2.6525996703034185, 0) q[10];\nU(pi, 3*pi/4, pi/4) q[10];\ncx q[10], q[20];\nU(pi, -pi, -pi/2) q[10];\nU(2.0535264107314197, 2.491920694716349, -2.491920694716349) q[20];\ncx q[10], q[20];\nU(0, 3.105761014038875, 1.5349646872439786) q[10];\nU(3*pi/4, 1.4991330476930615, pi/2) q[20];\nU(pi/2, 3*pi/4, 0) q[22];\nU(3*pi/4, -2.724457598390658, pi/2) q[25];\nU(0.6022873461349637, -pi/2, pi/2) q[25];\ncx q[11], q[25];\nU(0, -0.6441089764252279, 1.570188459162953) q[11];\nU(0.602287346134964, 2.368390473459044, -pi/2) q[25];\nU(pi/2, -pi, -3*pi/4) q[25];\ncx q[0], q[25];\nU(pi/2, -pi, -pi/4) q[0];\nU(pi/2, pi/4, 0) q[0];\nU(pi/2, 2.5382226569713335, 0) q[25];\nU(3*pi/4, -pi/2, 0) q[25];\nU(3*pi/4, pi/2, pi/2) q[26];\ncx q[19], q[26];\nU(0, -2.9579827865616304, 1.7544061938230593) q[19];\nU(pi/2, pi/4, 0) q[19];\nU(pi/4, 0.19306757021337395, -pi/2) q[26];\nU(3*pi/4, -pi/2, 0) q[26];\ncx q[5], q[26];\nU(pi, -pi, -pi/2) q[5];\nU(1.5728535579328002, 1.6349184328226452, -1.6349184328226452) q[26];\ncx q[5], q[26];\nU(0, 1.6161685866903284, 1.6161685866903284) q[5];\nU(3*pi/4, 0.09074451979086406, pi/2) q[26];\nU(pi/2, -pi, -3*pi/4) q[26];\ncx q[7], q[26];\nU(pi/2, -0.485201658169677, 0.0757419595120532) q[7];\nU(pi/2, 2.035473867553428, 0) q[7];\nU(pi/2, 3*pi/4, 0) q[26];\nU(3*pi/4, -pi/2, 0) q[26];\ncx q[9], q[26];\nU(pi, -pi, -pi/2) q[9];\nU(1.79619129324942, 2.219844586620848, -2.219844586620848) q[26];\ncx q[9], q[26];\nU(0, 2.8486019732134196, 1.277805646418523) q[9];\ncx q[9], q[13];\nU(0, -pi, -pi) q[9];\nU(pi, 3*pi/4, pi/4) q[9];\nU(0, 2.722574081031846, -0.4190185725579467) q[13];\nU(pi, 3*pi/4, pi/4) q[13];\nU(3*pi/4, 0.9848149660421504, pi/2) q[26];\ncx q[18], q[26];\nU(0, -3.140629258869464, -1.569832932074568) q[18];\nU(3*pi/4, -pi/2, 0) q[18];\ncx q[13], q[18];\nU(pi, -pi, -pi/2) q[13];\nU(1.887859186743096, 2.3315353052280514, -2.331535305228051) q[18];\ncx q[13], q[18];\nU(0, 2.948614289354669, 1.3778179625597726) q[13];\nU(3*pi/4, 1.1848395983246496, pi/2) q[18];\nU(1.9995600834986684, pi/2, -pi/2) q[18];\nU(3*pi/4, -pi/2, 0) q[26];\ncx q[9], q[26];\nU(pi, -pi, -pi/2) q[9];\nU(1.5764001647203911, 1.6765640657672964, -1.6765640657672967) q[26];\ncx q[9], q[26];\nU(0, 1.6457250098904295, 1.6457250098904295) q[9];\nU(pi/2, 1.6373644905707199, -pi) q[9];\nU(3*pi/4, 0.14985736619106582, pi/2) q[26];\nU(pi/2, -pi, -3*pi/4) q[26];\ncx q[23], q[27];\nU(pi, -pi/2, pi/2) q[23];\nU(pi/2, -pi, -3*pi/4) q[23];\ncx q[15], q[23];\nU(pi/2, 2.1900826588991578, 0) q[15];\nU(pi, 3*pi/4, pi/4) q[15];\nU(pi/2, 3*pi/4, 0) q[23];\ncx q[21], q[23];\nU(0, -pi/2, pi/2) q[21];\nU(3*pi/4, -pi/2, 0) q[21];\ncx q[4], q[21];\nU(pi, -pi, -pi/2) q[4];\nU(1.7907165950598412, 2.2123885705363806, -2.2123885705363806) q[21];\ncx q[4], q[21];\nU(0, 2.6447700289632454, 1.4687648218681106) q[4];\nU(pi/2, pi/4, 0) q[4];\nU(3*pi/4, 2.8407130109112853, pi/2) q[21];\nU(0, 0.6076830423247017, 0.6076830423247017) q[23];\nU(pi, 3*pi/4, pi/4) q[23];\ncx q[23], q[25];\nU(pi, -pi, -pi/2) q[23];\nU(2.0780464027580723, 2.5126360686468505, -2.5126360686468505) q[25];\ncx q[23], q[25];\nU(0, 3.1273661570944293, 1.5565698302995328) q[23];\nU(pi/2, -pi, -3*pi/4) q[23];\nU(3*pi/4, 1.542343333804169, pi/2) q[25];\nU(0, -pi/2, pi/2) q[27];\nU(pi/2, -pi, -3*pi/4) q[27];\ncx q[6], q[27];\nU(pi/2, -pi, -pi/4) q[6];\ncx q[6], q[11];\nU(0, -3.072329442960555, -3.0723294429605557) q[6];\ncx q[6], q[18];\nU(0, -0.03867197141674161, 2.175625464171439) q[6];\nU(pi/2, pi/4, 0) q[6];\nU(0, -pi, -pi) q[11];\nU(pi, 3*pi/4, pi/4) q[11];\nU(1.9995600834986669, -0.03498731398185573, pi/2) q[18];\nU(3*pi/4, -pi/2, 0) q[18];\nU(pi/2, 3*pi/4, 0) q[27];\nU(3*pi/4, -pi/2, 0) q[27];\ncx q[14], q[27];\nU(pi, -pi, -pi/2) q[14];\nU(1.96811571142994, 2.414310059321604, -2.414310059321604) q[27];\ncx q[14], q[27];\nU(0, 3.027554468994876, 1.4567581421999796) q[14];\nU(pi/2, -pi, -3*pi/4) q[14];\ncx q[8], q[14];\nU(pi/2, 0.9619681555104149, pi/2) q[8];\nU(pi/2, pi/4, 0) q[8];\nU(pi/2, -0.33873028182356313, 0) q[14];\ncx q[3], q[14];\nU(pi/2, pi/4, 0) q[3];\nU(0, 0.2791753348410184, 0.2791753348410184) q[14];\nU(3*pi/4, -pi/2, 0) q[14];\nU(3*pi/4, 1.3427199576050626, pi/2) q[27];\ncx q[22], q[27];\nU(0, 2.7033755402269826, -0.43821711336281055) q[22];\nU(pi/2, -pi, -3*pi/4) q[22];\nU(3*pi/4, -pi/2, 0) q[27];\nU(pi, -pi, -pi) q[28];\ncx q[16], q[28];\nU(pi/2, -pi, pi/4) q[16];\nU(0.7531512809621937, -pi/2, pi/2) q[16];\ncx q[5], q[16];\nU(0, 0.6201152494385749, 1.5474104674401872) q[5];\nU(pi, 3*pi/4, pi/4) q[5];\nU(0.753151280962194, 1.8440338155044618, -pi/2) q[16];\nU(pi/2, -pi, -3*pi/4) q[16];\ncx q[2], q[16];\nU(pi/2, -2.4548082526394004, -pi/4) q[2];\ncx q[2], q[20];\nU(0, 2.0873294844259176, -1.5442204954176038) q[2];\nU(pi, 3*pi/4, pi/4) q[2];\nU(pi/2, 3*pi/4, 0) q[16];\nU(3*pi/4, -pi/2, 0) q[16];\ncx q[1], q[16];\nU(pi, -pi, -pi/2) q[1];\nU(2.0313573183763576, 2.4726347568630196, -2.472634756863019) q[16];\ncx q[1], q[16];\nU(0, 3.085928456028622, 1.5151321292337254) q[1];\ncx q[1], q[25];\nU(pi, 3*pi/4, pi/4) q[1];\nU(3*pi/4, 1.4594679316725543, pi/2) q[16];\nU(pi/2, -pi, -3*pi/4) q[16];\ncx q[4], q[16];\nU(pi/2, -pi, -pi/4) q[4];\nU(3*pi/4, -pi/2, 0) q[4];\ncx q[2], q[4];\nU(pi, -pi, -pi/2) q[2];\nU(1.571912409186568, 1.6180333349917815, -1.6180333349917815) q[4];\ncx q[2], q[4];\nU(0, 1.604210360080697, 1.604210360080697) q[2];\nU(pi/2, 0, 3*pi/4) q[2];\nU(3*pi/4, 0.06682806657160079, pi/2) q[4];\nU(pi, 2.8725144907266422, -0.2690781628631509) q[4];\nU(pi/2, 2.648420315048618, 0) q[16];\nU(pi, 3*pi/4, pi/4) q[16];\ncx q[16], q[18];\nU(pi, -pi, -pi/2) q[16];\nU(1.8171531418249818, 2.247457426363548, -2.247457426363547) q[18];\ncx q[16], q[18];\nU(0, 2.87268833722843, 1.3018920104335336) q[16];\nU(pi/2, -pi, -3*pi/4) q[16];\nU(3*pi/4, 1.0329876940721725, pi/2) q[18];\nU(pi/2, -pi, -3*pi/4) q[18];\nU(0, -2.7051232276614976, -2.7051232276614976) q[20];\nU(3*pi/4, -pi/2, 0) q[20];\nU(0, -pi, -pi) q[25];\nU(pi/2, -pi, -3*pi/4) q[25];\nU(pi/2, 0.8526901902148865, 0) q[28];\nU(pi/2, 0, 3*pi/4) q[28];\ncx q[24], q[28];\nU(pi/2, -2.425264622642363, 0.35980060202829645) q[24];\nU(pi/2, -pi, -3*pi/4) q[24];\ncx q[7], q[24];\nU(pi/2, -0.3586957817715595, -2.035473867553427) q[7];\nU(pi/2, pi/4, 0) q[7];\ncx q[7], q[23];\nU(pi/2, -0.8494092439746121, -pi/4) q[7];\nU(pi, 3*pi/4, pi/4) q[7];\nU(pi/2, 3*pi/4, 0) q[23];\nU(3*pi/4, -pi/2, 0) q[23];\nU(pi/2, 2.4623588966136447, 0) q[24];\nU(3*pi/4, -pi/2, 0) q[24];\ncx q[11], q[24];\nU(pi, -pi, -pi/2) q[11];\nU(1.7473794338833468, 2.14916729793043, -2.14916729793043) q[24];\ncx q[11], q[24];\nU(0, 2.5912817235349364, 1.4152765164398016) q[11];\nU(pi/2, pi/4, 0) q[11];\ncx q[11], q[26];\nU(pi/2, -pi, -pi/4) q[11];\nU(pi, 3*pi/4, pi/4) q[11];\nU(3*pi/4, 0.8649655863849448, pi/2) q[24];\ncx q[13], q[24];\nU(0, -pi, -pi) q[13];\nU(pi, 3*pi/4, pi/4) q[13];\nU(0, 2.752384414767767, -0.38920823882202615) q[24];\nU(3*pi/4, -pi/2, 0) q[24];\nU(pi/2, 3*pi/4, 0) q[26];\nU(3*pi/4, -pi/2, 0) q[26];\ncx q[13], q[26];\nU(pi, -pi, -pi/2) q[13];\nU(1.7456425181059567, 2.1464571332000517, -2.1464571332000517) q[26];\ncx q[13], q[26];\nU(0, 2.589030344087435, 1.4130251369923013) q[13];\nU(pi/2, pi/4, 0) q[13];\ncx q[13], q[18];\nU(pi/2, -1.8234896490511592, -pi/4) q[13];\nU(pi, 3*pi/4, pi/4) q[13];\nU(pi/2, 3*pi/4, 0) q[18];\nU(3*pi/4, -pi/2, 0) q[18];\nU(3*pi/4, 0.8604628274899433, pi/2) q[26];\nU(pi/2, -pi, -3*pi/4) q[26];\ncx q[3], q[26];\nU(pi/2, -2.6149662329496035, -pi/4) q[3];\nU(pi, 3*pi/4, pi/4) q[3];\nU(pi/2, 3*pi/4, 0) q[26];\nU(pi/2, -pi, -3*pi/4) q[26];\nU(pi/2, -3*pi/4, -pi) q[28];\nU(3*pi/4, -pi/2, 0) q[28];\ncx q[5], q[28];\nU(pi, -pi, -pi/2) q[5];\nU(1.6488062458509192, 1.9608676040892528, -1.9608676040892528) q[28];\ncx q[5], q[28];\nU(0, 1.8537165087672927, 1.8537165087672927) q[5];\nU(pi/2, -0.7527680491839828, -pi) q[5];\ncx q[5], q[17];\nU(pi/2, 1.5686574285897281, -2.388824604405811) q[5];\ncx q[5], q[10];\nU(pi, 3*pi/4, pi/4) q[5];\ncx q[5], q[24];\nU(pi, -pi, -pi/2) q[5];\nU(0, -pi, -pi) q[10];\nU(pi/2, pi/4, 0) q[10];\ncx q[10], q[16];\nU(pi/2, -pi, -pi/4) q[10];\nU(pi/2, -pi, -3*pi/4) q[10];\nU(pi/2, 3.0784356293104818, 0) q[16];\nU(pi, 3*pi/4, pi/4) q[16];\nU(pi/2, 0.9717884059388542, -pi) q[17];\nU(pi, 3*pi/4, pi/4) q[17];\ncx q[17], q[27];\nU(pi, -pi, -pi/2) q[17];\nU(1.9706974305363913, 2.4167971142053446, -2.4167971142053446) q[24];\ncx q[5], q[24];\nU(0, 3.0299956653424083, 1.4591993385475117) q[5];\nU(pi/2, pi/4, 0) q[5];\nU(3*pi/4, 1.347602350300125, pi/2) q[24];\ncx q[21], q[24];\nU(0, 0.296584010244783, 0.296584010244783) q[21];\nU(3*pi/4, -pi/2, 0) q[21];\ncx q[13], q[21];\nU(pi, -pi, -pi/2) q[13];\nU(1.5777072767114546, 1.688228000072062, -1.688228000072062) q[21];\ncx q[13], q[21];\nU(0, 1.6540241706988388, 1.6540241706988388) q[13];\nU(3*pi/4, 0.166455687807884, pi/2) q[21];\nU(pi/2, -pi, -3*pi/4) q[21];\nU(0, -pi, -pi) q[24];\nU(1.8652925465349772, 2.3060325595142466, -2.3060325595142466) q[27];\ncx q[17], q[27];\nU(0, 2.925154020556061, 1.3543576937611643) q[17];\nU(pi/2, -pi, -3*pi/4) q[17];\ncx q[12], q[17];\nU(pi/2, -pi, -pi/4) q[12];\nU(3*pi/4, -pi/2, 0) q[12];\ncx q[7], q[12];\nU(pi, -pi, -pi/2) q[7];\nU(1.6676617476142392, 2.004202978161972, -2.004202978161972) q[12];\ncx q[7], q[12];\nU(0, 1.8870295347399253, 1.8870295347399253) q[7];\nU(pi/2, -pi, -3*pi/4) q[7];\nU(3*pi/4, 0.632466415890057, pi/2) q[12];\nU(pi/2, pi/2, -pi) q[12];\nU(pi/2, -1.4861238579181606, 0) q[17];\nU(pi, 3*pi/4, pi/4) q[17];\ncx q[17], q[20];\nU(pi, -pi, -pi/2) q[17];\nU(1.6674573320998944, 2.003758903293594, -2.003758903293594) q[20];\ncx q[17], q[20];\nU(0, 1.8866851893317005, 1.8866851893317005) q[17];\nU(pi/2, pi/4, 0) q[17];\ncx q[17], q[25];\nU(pi/2, -1.5885857689522398, -pi/4) q[17];\nU(3*pi/4, -pi/2, 0) q[17];\ncx q[16], q[17];\nU(pi, -pi, -pi/2) q[16];\nU(1.5785731337417943, 1.6953494983372082, -1.6953494983372082) q[17];\ncx q[16], q[17];\nU(0, 1.659096789760067, 1.659096789760067) q[16];\nU(pi/2, pi/2, -pi/2) q[16];\nU(3*pi/4, 0.7790651314328674, pi/2) q[17];\nU(pi/2, -pi, -3*pi/4) q[17];\nU(3*pi/4, 0.631777725073607, pi/2) q[20];\nU(pi/2, -pi, -3*pi/4) q[20];\ncx q[6], q[20];\nU(pi/2, -0.7967115598997565, -pi/4) q[6];\nU(2.7149651604629166, -pi/2, pi/2) q[6];\nU(pi/2, 3*pi/4, 0) q[20];\nU(pi/2, pi/2, -pi) q[20];\ncx q[20], q[21];\nU(pi/2, 0.39573874315194946, -pi/2) q[20];\nU(pi/2, 2.1063005159280443, 0) q[21];\nU(3*pi/4, -pi/2, 0) q[21];\nU(pi/2, 3*pi/4, 0) q[25];\nU(pi/2, -pi, -3*pi/4) q[25];\nU(3*pi/4, 1.1379190607274339, pi/2) q[27];\nU(pi/2, -pi, -3*pi/4) q[27];\ncx q[9], q[27];\nU(pi/2, 1.7911809049935243, -1.637364490570721) q[9];\nU(pi, 0.2690781628631509, -2.8725144907266422) q[9];\nU(pi/2, 0.9885288208520899, 0) q[27];\nU(3*pi/4, -pi/2, 0) q[27];\ncx q[1], q[27];\nU(pi, -pi, -pi/2) q[1];\nU(1.8441100328804716, 2.281013654112831, -2.2810136541128316) q[27];\ncx q[1], q[27];\nU(0, 2.902509029001413, 1.3317127022065165) q[1];\nU(pi/2, -1.4601391056210016, -pi) q[1];\ncx q[1], q[2];\nU(pi/2, 3.082925414657101, -1.681453547968792) q[1];\ncx q[1], q[6];\nU(0, -0.5080554737246215, 1.0627408530702755) q[1];\nU(0, 0.6747409422235524, -0.6747409422235524) q[1];\nU(pi/2, 2.6629513510236, -pi) q[2];\nU(pi, 3*pi/4, pi/4) q[2];\nU(2.7149651604629166, 1.8101821442183432, -pi/2) q[6];\nU(3*pi/4, 1.0926290776181364, pi/2) q[27];\nU(0.8176450458327025, -pi/2, -pi/2) q[27];\ncx q[9], q[27];\nU(pi, 0.8927856477636196, -0.89278564776362) q[9];\nU(pi/2, -pi, -3*pi/4) q[9];\nU(2.3239476077570913, -2.3046739902980766, pi/2) q[27];\nU(1.9995600834986684, pi/2, -pi/2) q[27];\nU(3*pi/4, 0.5658403639447926, pi/2) q[28];\nU(pi/2, -pi, -3*pi/4) q[28];\ncx q[19], q[28];\nU(pi/2, -pi, -pi/4) q[19];\nU(3*pi/4, -pi/2, 0) q[19];\ncx q[15], q[19];\nU(pi, -pi, -pi/2) q[15];\nU(1.8671706074726324, 2.308198481766701, -2.308198481766701) q[19];\ncx q[15], q[19];\nU(0, 2.9271314749194293, 1.3563351481245327) q[15];\nU(pi/2, pi/4, 0) q[15];\ncx q[15], q[22];\nU(pi/2, -1.281508553217489, -pi/4) q[15];\nU(0.3066821590539081, pi/2, -pi/2) q[15];\nU(3*pi/4, 1.1418739694541689, pi/2) q[19];\nU(pi/2, -pi, -3*pi/4) q[19];\ncx q[0], q[19];\nU(pi/2, -0.48315534521396275, -pi/4) q[0];\nU(pi, 3*pi/4, pi/4) q[0];\ncx q[0], q[23];\nU(pi, -pi, -pi/2) q[0];\nU(pi/2, 3*pi/4, 0) q[19];\nU(3*pi/4, -pi/2, 0) q[19];\ncx q[11], q[19];\nU(pi, -pi, -pi/2) q[11];\nU(1.5989764989977309, 1.8071017317750204, -1.8071017317750209) q[19];\ncx q[11], q[19];\nU(0, 1.739453168446989, 1.739453168446989) q[11];\nU(0, 0.6747409422235524, -0.6747409422235524) q[11];\ncx q[11], q[15];\nU(0, -0.9272952180016123, 0.9272952180016123) q[11];\nU(pi/2, pi/4, 0) q[11];\ncx q[11], q[25];\nU(pi/2, -pi, -pi/4) q[11];\nU(0.3066821590539085, 1.0078585076096536, pi/2) q[15];\ncx q[13], q[15];\nU(0, -1.1071487177940904, 1.1071487177940904) q[13];\nU(3*pi/4, -pi/2, 0) q[13];\nU(0, -0.0032080482063143734, 3.1383846053834787) q[15];\nU(3*pi/4, -pi/2, 0) q[15];\nU(3*pi/4, 0.33731368330418654, pi/2) q[19];\nU(pi/2, 0, 3*pi/4) q[19];\ncx q[12], q[19];\nU(pi/2, 0.6321461600544982, pi/2) q[12];\nU(pi/2, 2.4014481972718933, -pi) q[19];\nU(pi, 3*pi/4, pi/4) q[19];\nU(pi/2, 3*pi/4, 0) q[22];\nU(pi, 3*pi/4, pi/4) q[22];\nU(1.5868169160514018, 1.7493230596504068, -1.7493230596504068) q[23];\ncx q[0], q[23];\nU(0, 1.6977064849651287, 1.6977064849651287) q[0];\nU(pi/2, -pi/2, -pi) q[0];\ncx q[0], q[7];\nU(pi/2, 2.3742401617961635, pi/2) q[0];\ncx q[0], q[12];\nU(0, -pi, -pi) q[0];\nU(pi/2, 1.6152170973002615, 0) q[7];\nU(pi/2, 3*pi/4, 0) q[7];\nU(0, 0.13700028471515902, 0.13700028471515857) q[12];\ncx q[6], q[12];\nU(pi, pi/2, -pi/2) q[6];\nU(0, -pi, -pi) q[12];\nU(pi, 3*pi/4, pi/4) q[12];\nU(3*pi/4, 0.2538203163404651, pi/2) q[23];\nU(pi/2, -pi, -3*pi/4) q[23];\nU(pi/2, 3*pi/4, 0) q[25];\nU(pi/2, -pi, -3*pi/4) q[25];\nU(pi/2, -3.1276815861647327, 0) q[28];\nU(pi/2, -pi, -3*pi/4) q[28];\ncx q[8], q[28];\nU(pi/2, -pi, -pi/4) q[8];\nU(pi, 3*pi/4, pi/4) q[8];\ncx q[8], q[14];\nU(pi, -pi, -pi/2) q[8];\nU(1.9329192840879472, 2.3793818453238647, -2.3793818453238647) q[14];\ncx q[8], q[14];\nU(0, 2.993706145802829, 1.4229098190079323) q[8];\nU(3*pi/4, -pi/2, 0) q[8];\ncx q[3], q[8];\nU(pi, -pi, -pi/2) q[3];\nU(1.6289206825751092, 1.9085491149492881, -1.908549114949288) q[8];\ncx q[3], q[8];\nU(0, 1.8142151454864246, 1.8142151454864255) q[3];\ncx q[3], q[16];\nU(0, -0.9133003294217108, 2.2282923241680823) q[3];\nU(pi, 3*pi/4, pi/4) q[3];\nU(3*pi/4, 0.48683763738305785, pi/2) q[8];\nU(pi, pi/2, -pi/2) q[8];\nU(3*pi/4, 1.2750233112209681, pi/2) q[14];\nU(pi/2, pi/4, 0) q[14];\ncx q[14], q[23];\nU(pi/2, -pi, -pi/4) q[14];\nU(pi/2, -pi, -3*pi/4) q[14];\nU(pi/2, 0.623593195700193, pi/2) q[16];\nU(pi, 3*pi/4, pi/4) q[16];\nU(pi/2, 3*pi/4, 0) q[23];\nU(pi/2, -pi, -3*pi/4) q[23];\ncx q[7], q[23];\nU(pi/2, -0.7367364094912614, -3*pi/4) q[7];\nU(pi, 3*pi/4, pi/4) q[7];\nU(pi/2, 3*pi/4, 0) q[23];\nU(3*pi/4, -pi/2, 0) q[23];\ncx q[3], q[23];\nU(pi, -pi, -pi/2) q[3];\nU(1.9643026553794556, 2.4106188542391083, -2.4106188542391083) q[23];\ncx q[3], q[23];\nU(0, 3.023939024729974, 1.4531426979350774) q[3];\nU(pi/2, pi/4, 0) q[3];\ncx q[3], q[25];\nU(pi/2, -1.0930398422245595, -pi/4) q[3];\nU(pi/2, pi/2, -1.636455356898721) q[3];\nU(3*pi/4, 1.3354890690752583, pi/2) q[23];\nU(0.3066821590539081, pi/2, -pi/2) q[23];\ncx q[1], q[23];\nU(0, -0.9904681901525896, 1.2238292454355912) q[1];\nU(0.3066821590539085, -1.3693050141085015, pi/2) q[23];\nU(pi/2, 3*pi/4, 0) q[25];\nU(pi, 3*pi/4, pi/4) q[25];\nU(pi/2, 3*pi/4, 0) q[28];\nU(3*pi/4, -pi/2, 0) q[28];\ncx q[22], q[28];\nU(pi, -pi, -pi/2) q[22];\nU(1.6620232796080978, 1.9917619189429905, -1.9917619189429905) q[28];\ncx q[22], q[28];\nU(0, 1.8774063920331052, 1.8774063920331052) q[22];\nU(pi/2, -pi, -3*pi/4) q[22];\ncx q[5], q[22];\nU(pi/2, -pi, -pi/4) q[5];\nU(pi/2, -0.07574195951205276, 0) q[5];\ncx q[5], q[14];\nU(pi/2, -1.0330578758408766, 0.0757419595120532) q[5];\nU(pi, 3*pi/4, pi/4) q[5];\nU(pi/2, 3*pi/4, 0) q[14];\nU(pi, 3*pi/4, pi/4) q[14];\ncx q[14], q[15];\nU(pi, -pi, -pi/2) q[14];\nU(1.6493046462139804, 1.9620814754506393, -1.9620814754506393) q[15];\ncx q[14], q[15];\nU(0, 1.8546419494430886, 1.8546419494430877) q[14];\nU(pi/2, -pi, -3*pi/4) q[14];\nU(3*pi/4, 0.5676912452963832, pi/2) q[15];\nU(pi/2, 3*pi/4, 0) q[22];\nU(3*pi/4, -pi/2, 0) q[22];\ncx q[2], q[22];\nU(pi, -pi, -pi/2) q[2];\nU(1.716477718387325, 2.098460866177363, -2.098460866177363) q[22];\ncx q[2], q[22];\nU(0, 2.54968456531227, 1.3736793582171352) q[2];\nU(pi/2, pi/4, 0) q[2];\ncx q[2], q[9];\nU(pi/2, -pi, -pi/4) q[2];\nU(pi, 3*pi/4, pi/4) q[2];\ncx q[2], q[13];\nU(pi, -pi, -pi/2) q[2];\nU(pi/2, 3*pi/4, 0) q[9];\ncx q[9], q[15];\nU(0, -pi, -pi) q[9];\nU(pi/2, 1.6373644905707199, -pi) q[9];\nU(1.7261698187435415, 2.114966666500858, -2.114966666500858) q[13];\ncx q[2], q[13];\nU(0, 2.563105818447438, 1.3871006113523023) q[2];\nU(3*pi/4, 0.8086137762099477, pi/2) q[13];\nU(pi/2, pi/4, 0) q[13];\ncx q[13], q[14];\nU(pi/2, -pi, -pi/4) q[13];\nU(pi/2, 3*pi/4, 0) q[14];\nU(pi, pi/2, -pi/2) q[14];\nU(0, 1.173165426350236, 1.6631227526039645) q[15];\nU(pi/2, 1.2490457723982544, -pi) q[15];\nU(3*pi/4, 0.781771269939612, pi/2) q[22];\nU(3*pi/4, pi/2, pi/2) q[22];\ncx q[8], q[22];\nU(pi, -0.23033791390481628, -2.911254739684977) q[8];\nU(pi, 3*pi/4, pi/4) q[8];\nU(pi/4, 0.59874583245182, -pi/2) q[22];\nU(3*pi/4, 0.6132201304764187, pi/2) q[28];\nU(pi, 1.9945242330806492, 1.99452423308065) q[28];\ncx q[4], q[28];\nU(pi, -2.4901575928030244, 2.4901575928030244) q[4];\nU(pi, 3*pi/4, pi/4) q[4];\ncx q[4], q[18];\nU(pi, -pi, -pi/2) q[4];\nU(1.6341588565257124, 1.9231492347836712, -1.9231492347836712) q[18];\ncx q[4], q[18];\nU(0, 1.8251655038597283, 1.8251655038597283) q[4];\nU(pi/2, pi/2, -1.289444386938038) q[4];\ncx q[4], q[10];\nU(pi/2, 0.4720016004569145, -pi/2) q[4];\nU(pi, pi/2, -pi/2) q[4];\nU(pi/2, -2.637546430049203, 0) q[10];\nU(3*pi/4, 0.5087383541296644, pi/2) q[18];\ncx q[18], q[27];\nU(0, -0.5321484898522151, 1.9659430549442938) q[18];\nU(1.9995600834986669, 0.43848947845785213, pi/2) q[27];\nU(3*pi/4, -pi/2, 0) q[27];\ncx q[7], q[27];\nU(pi, -pi, -pi/2) q[7];\nU(1.719482934566771, 2.1036429591521992, -2.1036429591521992) q[27];\ncx q[7], q[27];\nU(0, 2.5538862279905725, 1.3778810208954377) q[7];\ncx q[7], q[20];\nU(pi/2, pi/4, 0) q[7];\nU(0, -pi, -pi) q[20];\nU(3*pi/4, -pi/2, 0) q[20];\nU(3*pi/4, 0.7901745952962171, pi/2) q[27];\nU(pi/2, -pi, -3*pi/4) q[27];\nU(0, 2.2069590983730007, 1.4894177578318564) q[28];\nU(3*pi/4, -pi/2, 0) q[28];\ncx q[19], q[28];\nU(pi, -pi, -pi/2) q[19];\nU(1.8774003516327649, 2.319855086737128, -2.319855086737128) q[28];\ncx q[19], q[28];\nU(0, 2.9378213311901016, 1.367025004395206) q[19];\nU(pi/2, pi/4, 0) q[19];\ncx q[19], q[26];\nU(pi/2, -pi, -pi/4) q[19];\nU(pi, 3*pi/4, pi/4) q[19];\ncx q[19], q[21];\nU(pi, -pi, -pi/2) q[19];\nU(1.7464904649643227, 2.1477821142668425, -2.1477821142668425) q[21];\ncx q[19], q[21];\nU(0, 2.5901306187001722, 1.4141254116050366) q[19];\ncx q[18], q[19];\nU(0, -1.1071487177940904, 1.1071487177940904) q[18];\ncx q[18], q[23];\nU(0, -1.1071487177940904, 1.1071487177940904) q[18];\nU(pi, 3*pi/4, pi/4) q[18];\nU(0, -1.7047349439285389, -1.7047349439285389) q[19];\nU(pi/2, 0, 3*pi/4) q[19];\ncx q[3], q[19];\nU(pi/2, -0.7131097859188551, pi/2) q[3];\nU(pi/2, 2.2905354600885204, -pi) q[19];\nU(3*pi/4, 0.8626633767154157, pi/2) q[21];\nU(pi/2, 1.8157749899217608, 0) q[21];\ncx q[21], q[27];\nU(pi/2, -2.139353510762971, -1.8157749899217608) q[21];\nU(3*pi/4, -pi/2, 0) q[21];\nU(0, -2.8846763385838283, -1.3138800117889318) q[23];\nU(pi/2, 3*pi/4, 0) q[26];\nU(3*pi/4, -pi/2, 0) q[26];\ncx q[5], q[26];\nU(pi, -pi, -pi/2) q[5];\nU(2.0861538570087976, 2.519351697384195, -2.519351697384195) q[26];\ncx q[5], q[26];\nU(0, 3.1344383829642677, 1.5636420561693711) q[5];\ncx q[5], q[10];\nU(0, 0.4206218721236237, 0.4206218721236237) q[5];\nU(pi, 3*pi/4, pi/4) q[5];\nU(0.3066821590539081, pi/2, -pi/2) q[10];\nU(3*pi/4, 1.5564877855438457, pi/2) q[26];\ncx q[11], q[26];\nU(0, -pi, -pi) q[26];\nU(3*pi/4, -pi/2, 0) q[26];\ncx q[12], q[26];\nU(pi, -pi, -pi/2) q[12];\nU(1.6162564762312575, 1.870097709807176, -1.8700977098071765) q[26];\ncx q[12], q[26];\nU(0, 1.7856220284144557, 1.7856220284144557) q[12];\nU(pi/2, -pi, -3*pi/4) q[12];\ncx q[7], q[12];\nU(pi/2, -pi, -pi/4) q[7];\nU(pi/2, 3*pi/4, 0) q[12];\nU(3*pi/4, -pi/2, 0) q[12];\nU(3*pi/4, 0.4296514032391179, pi/2) q[26];\ncx q[22], q[26];\nU(0, -2.8039589313797677, -2.8039589313797677) q[22];\nU(0, 3.078767827962011, -0.06282482562778169) q[26];\nU(3*pi/4, -pi/2, 0) q[26];\ncx q[18], q[26];\nU(pi, -pi, -pi/2) q[18];\nU(1.807290946053569, 2.2346442760826912, -2.2346442760826912) q[26];\ncx q[18], q[26];\nU(0, 2.861462059467774, 1.2906657326728777) q[18];\nU(3*pi/4, 1.0105351385508587, pi/2) q[26];\nU(pi/2, -2.707548113426691, 0) q[27];\nU(3*pi/4, -pi/2, 0) q[27];\ncx q[25], q[27];\nU(pi, -pi, -pi/2) q[25];\nU(2.0458372576337687, 2.4852936105547547, -2.4852936105547547) q[27];\ncx q[25], q[27];\nU(0, 3.098915699760976, 1.5281193729660796) q[25];\nU(2.3127435948008146, pi/2, pi/2) q[25];\ncx q[14], q[25];\nU(pi, -0.8347868634831981, -1.3795105721049832) q[14];\nU(pi, 3*pi/4, pi/4) q[14];\nU(0.828849058788979, 0.21834916912805102, -pi/2) q[25];\nU(3*pi/4, 1.4854424191372608, pi/2) q[27];\nU(pi/2, -pi, -3*pi/4) q[27];\nU(3*pi/4, 1.1632536819955144, pi/2) q[28];\ncx q[24], q[28];\nU(3*pi/4, -pi/2, 0) q[24];\ncx q[8], q[24];\nU(pi, -pi, -pi/2) q[8];\nU(1.5719286445957859, 1.6183755391885635, -1.6183755391885635) q[24];\ncx q[8], q[24];\nU(0, 1.6044526070145828, 1.6044526070145828) q[8];\nU(pi/2, pi/4, 0) q[8];\ncx q[8], q[17];\nU(pi/2, -1.1811138233074585, -pi/4) q[8];\nU(3*pi/4, -pi/2, 0) q[8];\ncx q[5], q[8];\nU(pi, -pi, -pi/2) q[5];\nU(1.9466861062369658, 2.3932780608505864, -2.3932780608505864) q[8];\ncx q[5], q[8];\nU(0, 3.0070761570890374, 1.4362798302941409) q[5];\nU(3*pi/4, 1.3017633337933852, pi/2) q[8];\nU(pi/2, pi/4, 0) q[8];\ncx q[8], q[27];\nU(pi/2, -pi, -pi/4) q[8];\nU(pi, 3*pi/4, pi/4) q[8];\ncx q[8], q[12];\nU(pi, -pi, -pi/2) q[8];\nU(1.9998713721967658, 2.4442493677020174, -2.4442493677020174) q[12];\ncx q[8], q[12];\nU(0, 3.0572227157938077, 1.486426388998911) q[8];\nU(3*pi/4, 1.4020564512029274, pi/2) q[12];\nU(pi/2, 3*pi/4, 0) q[17];\nU(pi, 3*pi/4, pi/4) q[17];\nU(3*pi/4, 0.06731256043937295, pi/2) q[24];\ncx q[2], q[24];\nU(pi, 3*pi/4, pi/4) q[2];\ncx q[2], q[21];\nU(pi, -pi, -pi/2) q[2];\nU(1.8595229004134695, 2.2993267417991126, -2.2993267417991126) q[21];\ncx q[2], q[21];\nU(0, 2.919049090937131, 1.3482527641422344) q[2];\ncx q[2], q[13];\nU(0, -pi, -pi) q[2];\nU(3*pi/4, -pi/2, 0) q[2];\nU(0, -2.4666420138093303, -1.976684687555602) q[13];\nU(3*pi/4, 1.1257092014895722, pi/2) q[21];\nU(pi/2, -pi, -3*pi/4) q[21];\ncx q[9], q[21];\nU(pi/2, 1.4805669965876387, -1.6373644905707212) q[9];\nU(pi/2, -0.3325283777323693, 0) q[21];\nU(0, -0.1636360722033019, 2.9779565813864917) q[24];\ncx q[5], q[24];\nU(0, -2.2382794298784745, -2.2382794298784745) q[5];\nU(0, -1.3805117138652492, -2.951308040660146) q[24];\nU(pi, 3*pi/4, pi/4) q[24];\nU(pi/2, -0.9797300003158949, 0) q[27];\nU(0, -pi, -pi) q[28];\nU(3*pi/4, -pi/2, 0) q[28];\ncx q[16], q[28];\nU(pi, -pi, -pi/2) q[16];\nU(2.082653858223346, 2.516460454239877, -2.516460454239877) q[28];\ncx q[16], q[28];\nU(0, 3.1313894995698757, 1.560593172774979) q[16];\nU(3*pi/4, pi/2, pi/2) q[16];\ncx q[4], q[16];\nU(pi, -0.21358340636641326, -1.3572129204284833) q[4];\nU(pi/4, 1.2766601825476238, -pi/2) q[16];\ncx q[11], q[16];\nU(0, 2.137085252162784, 0.5662889253678869) q[11];\nU(0, 2.4506097873399613, -0.6909828662498319) q[16];\nU(3*pi/4, 1.5503900187550625, pi/2) q[28];\ncx q[0], q[28];\nU(pi, 3*pi/4, pi/4) q[0];\ncx q[0], q[20];\nU(pi, -pi, -pi/2) q[0];\nU(2.0039107459639136, 2.447960143509057, -2.447960143509057) q[20];\ncx q[0], q[20];\nU(0, 3.0609430689984354, 1.4901467422035388) q[0];\nU(0, 0.6747409422235524, -0.6747409422235524) q[0];\ncx q[0], q[10];\nU(0, 1.87504407997059, 1.1575027394294457) q[0];\nU(0.3066821590539085, -pi/2, pi/2) q[10];\nU(pi, 3*pi/4, pi/4) q[10];\nU(3*pi/4, 1.4094971576121829, pi/2) q[20];\nU(3*pi/4, pi/2, pi/2) q[20];\ncx q[6], q[20];\nU(pi, 0.3825808566170217, -2.17469162575971) q[6];\nU(pi/4, 1.0351303137003356, -pi/2) q[20];\nU(3*pi/4, -pi/2, 0) q[20];\ncx q[10], q[20];\nU(pi, -pi, -pi/2) q[10];\nU(1.5841507072884555, 1.7338633889458457, -1.7338633889458457) q[20];\ncx q[10], q[20];\nU(0, 1.6866145185869872, 1.6866145185869872) q[10];\nU(3*pi/4, 0.23163638358418215, pi/2) q[20];\nU(0, -pi, -pi) q[28];\nU(3*pi/4, -pi/2, 0) q[28];\ncx q[17], q[28];\nU(pi, -pi, -pi/2) q[17];\nU(2.0697495544536295, 2.505695920078759, -2.505695920078759) q[28];\ncx q[17], q[28];\nU(0, 3.120092675597302, 1.5492963488024056) q[17];\nU(pi/2, -pi, -3*pi/4) q[17];\ncx q[15], q[17];\nU(pi/2, 2.1880391706346956, -1.2490457723982544) q[15];\nU(pi/2, 1.1045446600357085, 0) q[17];\nU(3*pi/4, -pi/2, 0) q[17];\ncx q[14], q[17];\nU(pi, -pi, -pi/2) q[14];\nU(1.6203254273717904, 1.8830026972859475, -1.8830026972859473) q[17];\ncx q[14], q[17];\nU(0, 1.7951803291524167, 1.7951803291524158) q[14];\nU(3*pi/4, 0.4487680047150393, pi/2) q[17];\nU(3*pi/4, 1.5277963708099147, pi/2) q[28];\ncx q[1], q[28];\nU(0, -1.6282475220269996, 2.440640349564406) q[1];\nU(pi, 3*pi/4, pi/4) q[1];\ncx q[1], q[2];\nU(pi, -pi, -pi/2) q[1];\nU(1.9534063485072422, 2.399949927932952, -2.399949927932952) q[2];\ncx q[1], q[2];\nU(0, 3.0135404629903757, 1.4427441361954791) q[1];\nU(3*pi/4, 1.31469194559606, pi/2) q[2];\nU(3*pi/4, -pi/2, 0) q[28];\ncx q[24], q[28];\nU(pi, -pi, -pi/2) q[24];\nU(2.0260112495602898, 2.467900049538308, -2.467900049538308) q[28];\ncx q[24], q[28];\nU(0, 3.081100549665414, 1.5103042228705172) q[24];\nU(3*pi/4, 1.449812118946138, pi/2) q[28];\nc[0] = measure q[0];\nc[1] = measure q[1];\nc[2] = measure q[2];\nc[3] = measure q[3];\nc[4] = measure q[4];\nc[5] = measure q[5];\nc[6] = measure q[6];\nc[7] = measure q[7];\nc[8] = measure q[8];\nc[9] = measure q[9];\nc[10] = measure q[10];\nc[11] = measure q[11];\nc[12] = measure q[12];\nc[13] = measure q[13];\nc[14] = measure q[14];\nc[15] = measure q[15];\nc[16] = measure q[16];\nc[17] = measure q[17];\nc[18] = measure q[18];\nc[19] = measure q[19];\nc[20] = measure q[20];\nc[21] = measure q[21];\nc[22] = measure q[22];\nc[23] = measure q[23];\nc[24] = measure q[24];\nc[25] = measure q[25];\nc[26] = measure q[26];\nc[27] = measure q[27];\nc[28] = measure q[28];\n","offset":"10011110001110011001100111001","cx_count":218,"protocol":"hcs","syndrome":"100011101111010","generator":["10000110111001","01110001001000","00110001001001","01001011011010","00010100000000","10110000001000","00001000000000","10101010111000","01001111011001","10001100000000","01010011110001","01101000001010","10101011111011","10110101000000","10100100001000","01101100001110","01001101010000","01100110000000","00001000001000","00001001000000","11111100000011","10101100000001","00000001010000","11111101001000","00101100000000","11000110001000","01101001010000","00101000001001","00101010110000"],"parity_check":["00001010011110000000000000000","11010011110101000000000000000","00001100000000100000000000000","00010010000100001100000000000","11001110001000000010000000000","01100101001000000001000000000","10000111000100000000100000000","11111111100100000000010000000","00100011011000001000001000000","01000000010000000000000100000","10111100101100000000000010000","01100010110000001000000001000","10111110101100001000000000100","00110001111100000000000000010","10110011101100000000000000001"],"on_device_graph":false},"analytics":{"shots":256,"protocol":"hcs","pass_ci95":[0.985694,1.0],"check_bias":{"mean":1.0,"mean_ci95":[1.0,1.0],"per_check":[1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0],"total_checks":15,"check_weights":[6,9,3,5,7,6,6,11,7,3,9,7,11,8,9],"significant_checks":15},"frozen_bits":[],"rank_evaluable":true,"joint_structure":{"p":0.0033,"delta":0.9966,"verdict":true,"checks_tested":15},"analytics_version":1},"annotation":"IonQ cloud simulator, not QPU hardware"},{"definition_id":"hcs","definition_version":4,"device":"ionq.simulator","hardware_key":"ionq:simulator","state":"failed","created_at":"2026-08-17T02:25:00.794032Z","scored_at":"2026-08-17T03:25:00.466046Z","scores":null,"error":"provider.error","instance":{"k":14,"n":29,"seed":9087400057747123425,"depth":8,"qasm3":"OPENQASM 3.0;\ninclude \"stdgates.inc\";\nbit[29] c;\nqubit[29] q;\nU(pi, pi/2, -pi/2) q[1];\nU(pi/2, -pi/4, 0) q[2];\nU(pi/2, pi/4, 0) q[3];\nU(pi, pi/2, -pi/2) q[4];\nU(pi, -pi/2, pi/2) q[5];\nU(pi/2, pi/4, 0) q[6];\nU(pi/2, -pi/2, 0) q[7];\nU(pi/2, 1.4288992721907325, 0) q[8];\nU(pi/4, pi/2, pi/2) q[9];\ncx q[7], q[9];\nU(pi, -1.2134745665079114, -1.4381607608281537) q[7];\nU(pi, 3*pi/4, pi/4) q[7];\nU(3*pi/4, 1.0041344601546651, -pi/2) q[9];\nU(pi, 3*pi/4, pi/4) q[9];\nU(pi/2, -pi, -3*pi/4) q[10];\ncx q[8], q[10];\nU(pi/2, -2.4777507195208655, 1.7126933813990615) q[8];\nU(pi/2, 2.845676952373295, 0) q[10];\nU(pi, 3*pi/4, pi/4) q[10];\nU(pi, pi/2, -pi/2) q[11];\nU(pi/2, pi/2, -pi/2) q[12];\ncx q[1], q[12];\nU(pi/2, -0.6465269902247934, -pi) q[1];\nU(pi, pi/2, -pi/2) q[1];\nU(pi/2, -pi/2, -pi) q[12];\nU(pi/2, -pi, -3*pi/4) q[12];\nU(pi, -pi, -pi) q[13];\ncx q[6], q[13];\nU(pi/2, -pi, -pi/4) q[6];\nU(pi/2, pi/4, 0) q[6];\nU(pi/2, 1.5165964089212443, 0) q[13];\nU(pi, -pi, -pi) q[14];\ncx q[3], q[14];\nU(pi/2, -2.081974404131068, -pi/4) q[3];\nU(pi/2, -pi, -3*pi/4) q[3];\nU(pi/2, 0, 0) q[14];\ncx q[8], q[14];\nU(0, -pi, -pi) q[8];\nU(pi/2, -pi/2, -pi) q[8];\nU(0, -2.697598360894944, -2.697598360894944) q[14];\nU(pi, 3*pi/4, pi/4) q[14];\nU(2.9063591137731732, pi/2, -pi/2) q[15];\nU(pi/2, -pi/4, 0) q[16];\nU(pi/2, pi/4, 0) q[17];\nU(pi, -pi, -pi) q[18];\ncx q[2], q[18];\nU(pi, -0.4031346902121391, -2.738457963377654) q[2];\ncx q[2], q[13];\nU(0, -pi, -pi) q[2];\nU(pi/2, pi/4, 0) q[2];\nU(0, 2.318888934316818, -1.7499989372745874) q[13];\nU(0, 2.885523538555991, 1.3147272117610944) q[18];\nU(pi/2, pi/2, -pi) q[19];\nU(pi/2, -pi, -3*pi/4) q[20];\ncx q[11], q[20];\nU(pi/2, -pi, -pi) q[11];\nU(3*pi/4, -pi/2, 0) q[11];\ncx q[10], q[11];\nU(pi, -pi, -pi/2) q[10];\nU(1.9083150023254278, 2.3537305757877807, -2.3537305757877807) q[11];\ncx q[10], q[11];\nU(0, 2.969353103885556, 1.3985567770906595) q[10];\nU(1.1454894344996793, -pi/2, pi/2) q[10];\ncx q[1], q[10];\nU(pi, 2.5644850607365477, -1.9209839519432639) q[1];\nU(1.9961032190901145, 0.4363913583885717, pi/2) q[10];\nU(pi/2, -pi, -3*pi/4) q[10];\nU(3*pi/4, 1.2263172273864233, pi/2) q[11];\nU(0, pi/2, -pi/2) q[11];\nU(pi/2, -3*pi/4, -pi) q[20];\nU(pi/2, -pi, -3*pi/4) q[20];\nU(pi/2, 0, 3*pi/4) q[21];\ncx q[17], q[21];\nU(pi, -1.8533299767509284, -2.215557894840477) q[17];\nU(pi/2, pi/4, 0) q[17];\ncx q[17], q[20];\nU(pi/2, -1.0702812062854372, -pi/4) q[17];\nU(pi/2, 0, 3*pi/4) q[17];\nU(pi/2, 3*pi/4, 0) q[20];\ncx q[1], q[20];\nU(0, -1.1071487177940904, 1.1071487177940904) q[1];\nU(pi, 3*pi/4, pi/4) q[1];\nU(0, -1.6307840114577212, -2.5580792294593335) q[20];\nU(3*pi/4, -pi/2, 0) q[20];\nU(3*pi/4, -1.8494196588826513, -pi/2) q[21];\nU(3*pi/4, -pi/2, 0) q[21];\ncx q[7], q[21];\nU(pi, -pi, -pi/2) q[7];\nU(1.617541977955264, 1.8742376831118222, -1.8742376831118222) q[21];\ncx q[7], q[21];\nU(0, 1.7886843410191142, 1.7886843410191142) q[7];\nU(pi/2, -0.07574195951205276, 0) q[7];\nU(3*pi/4, 0.4357760284484353, pi/2) q[21];\ncx q[18], q[21];\nU(0, 1.2989145104125086, 1.2989145104125086) q[18];\nU(pi/2, -pi, -3*pi/4) q[22];\ncx q[5], q[22];\nU(pi/2, -0.8228630881696422, 0) q[5];\nU(pi, 3*pi/4, pi/4) q[5];\nU(pi/2, -1.388114104150329, 0) q[22];\nU(pi/2, -pi, -3*pi/4) q[22];\nU(pi/2, 0, 3*pi/4) q[24];\ncx q[0], q[24];\nU(pi/2, 1.7797005059514301, -pi) q[0];\nU(pi/2, pi/4, 0) q[0];\ncx q[0], q[3];\nU(pi/2, -1.9254399557970046, -pi/4) q[0];\nU(pi/2, pi/4, 0) q[0];\nU(pi/2, 3*pi/4, 0) q[3];\nU(pi/2, pi/4, 0) q[3];\nU(pi/2, -2.86228569023764, -pi) q[24];\nU(3*pi/4, -pi/2, 0) q[24];\ncx q[9], q[24];\nU(pi, -pi, -pi/2) q[9];\nU(1.6823915831243286, 2.03495526832337, -2.03495526832337) q[24];\ncx q[9], q[24];\nU(0, 1.9110350226924737, 1.9110350226924737) q[9];\nU(pi/2, 1.6295521495106193, 0) q[9];\ncx q[9], q[12];\nU(pi/2, -1.244809519491714, -1.6295521495106193) q[9];\nU(pi, 3*pi/4, pi/4) q[9];\nU(pi/2, -2.8011451252099526, 0) q[12];\nU(pi/2, -pi, -3*pi/4) q[12];\ncx q[3], q[12];\nU(pi/2, -pi, -pi/4) q[3];\nU(pi/2, 3*pi/4, 0) q[12];\nU(pi/2, pi/4, 0) q[12];\nU(3*pi/4, 0.6804773917951543, pi/2) q[24];\nU(pi/2, 2.7817920515614967, 0) q[24];\nU(pi/4, -pi/2, -pi/2) q[25];\ncx q[4], q[25];\nU(pi, -1.8351634025094874, 2.1654607573387414) q[4];\nU(pi/2, pi/4, 0) q[4];\ncx q[4], q[22];\nU(pi/2, -2.918715546586532, -pi/4) q[4];\nU(pi/2, pi/4, 0) q[4];\ncx q[4], q[10];\nU(pi/2, -pi, -pi/4) q[4];\nU(pi, 3*pi/4, pi/4) q[4];\nU(pi/2, 2.6525996703034185, 0) q[10];\nU(pi, 3*pi/4, pi/4) q[10];\ncx q[10], q[20];\nU(pi, -pi, -pi/2) q[10];\nU(2.0535264107314197, 2.491920694716349, -2.491920694716349) q[20];\ncx q[10], q[20];\nU(0, 3.105761014038875, 1.5349646872439786) q[10];\nU(3*pi/4, 1.4991330476930615, pi/2) q[20];\nU(pi/2, 3*pi/4, 0) q[22];\nU(3*pi/4, -2.724457598390658, pi/2) q[25];\nU(0.6022873461349637, -pi/2, pi/2) q[25];\ncx q[11], q[25];\nU(0, -0.6441089764252279, 1.570188459162953) q[11];\nU(0.602287346134964, 2.368390473459044, -pi/2) q[25];\nU(pi/2, -pi, -3*pi/4) q[25];\ncx q[0], q[25];\nU(pi/2, -pi, -pi/4) q[0];\nU(pi/2, pi/4, 0) q[0];\nU(pi/2, 2.5382226569713335, 0) q[25];\nU(3*pi/4, -pi/2, 0) q[25];\nU(3*pi/4, pi/2, pi/2) q[26];\ncx q[19], q[26];\nU(0, -2.9579827865616304, 1.7544061938230593) q[19];\nU(pi/2, pi/4, 0) q[19];\nU(pi/4, 0.19306757021337395, -pi/2) q[26];\nU(3*pi/4, -pi/2, 0) q[26];\ncx q[5], q[26];\nU(pi, -pi, -pi/2) q[5];\nU(1.5728535579328002, 1.6349184328226452, -1.6349184328226452) q[26];\ncx q[5], q[26];\nU(0, 1.6161685866903284, 1.6161685866903284) q[5];\nU(3*pi/4, 0.09074451979086406, pi/2) q[26];\nU(pi/2, -pi, -3*pi/4) q[26];\ncx q[7], q[26];\nU(pi/2, -0.485201658169677, 0.0757419595120532) q[7];\nU(pi/2, 2.035473867553428, 0) q[7];\nU(pi/2, 3*pi/4, 0) q[26];\nU(3*pi/4, -pi/2, 0) q[26];\ncx q[9], q[26];\nU(pi, -pi, -pi/2) q[9];\nU(1.79619129324942, 2.219844586620848, -2.219844586620848) q[26];\ncx q[9], q[26];\nU(0, 2.8486019732134196, 1.277805646418523) q[9];\ncx q[9], q[13];\nU(0, -pi, -pi) q[9];\nU(pi, 3*pi/4, pi/4) q[9];\nU(0, 2.722574081031846, -0.4190185725579467) q[13];\nU(pi, 3*pi/4, pi/4) q[13];\nU(3*pi/4, 0.9848149660421504, pi/2) q[26];\ncx q[18], q[26];\nU(0, -3.140629258869464, -1.569832932074568) q[18];\nU(3*pi/4, -pi/2, 0) q[18];\ncx q[13], q[18];\nU(pi, -pi, -pi/2) q[13];\nU(1.887859186743096, 2.3315353052280514, -2.331535305228051) q[18];\ncx q[13], q[18];\nU(0, 2.948614289354669, 1.3778179625597726) q[13];\nU(3*pi/4, 1.1848395983246496, pi/2) q[18];\nU(1.9995600834986684, pi/2, -pi/2) q[18];\nU(3*pi/4, -pi/2, 0) q[26];\ncx q[9], q[26];\nU(pi, -pi, -pi/2) q[9];\nU(1.5764001647203911, 1.6765640657672964, -1.6765640657672967) q[26];\ncx q[9], q[26];\nU(0, 1.6457250098904295, 1.6457250098904295) q[9];\nU(pi/2, 1.6373644905707199, -pi) q[9];\nU(3*pi/4, 0.14985736619106582, pi/2) q[26];\nU(pi/2, -pi, -3*pi/4) q[26];\ncx q[23], q[27];\nU(pi, -pi/2, pi/2) q[23];\nU(pi/2, -pi, -3*pi/4) q[23];\ncx q[15], q[23];\nU(pi/2, 2.1900826588991578, 0) q[15];\nU(pi, 3*pi/4, pi/4) q[15];\nU(pi/2, 3*pi/4, 0) q[23];\ncx q[21], q[23];\nU(0, -pi/2, pi/2) q[21];\nU(3*pi/4, -pi/2, 0) q[21];\ncx q[4], q[21];\nU(pi, -pi, -pi/2) q[4];\nU(1.7907165950598412, 2.2123885705363806, -2.2123885705363806) q[21];\ncx q[4], q[21];\nU(0, 2.6447700289632454, 1.4687648218681106) q[4];\nU(pi/2, pi/4, 0) q[4];\nU(3*pi/4, 2.8407130109112853, pi/2) q[21];\nU(0, 0.6076830423247017, 0.6076830423247017) q[23];\nU(pi, 3*pi/4, pi/4) q[23];\ncx q[23], q[25];\nU(pi, -pi, -pi/2) q[23];\nU(2.0780464027580723, 2.5126360686468505, -2.5126360686468505) q[25];\ncx q[23], q[25];\nU(0, 3.1273661570944293, 1.5565698302995328) q[23];\nU(pi/2, -pi, -3*pi/4) q[23];\nU(3*pi/4, 1.542343333804169, pi/2) q[25];\nU(0, -pi/2, pi/2) q[27];\nU(pi/2, -pi, -3*pi/4) q[27];\ncx q[6], q[27];\nU(pi/2, -pi, -pi/4) q[6];\ncx q[6], q[11];\nU(0, -3.072329442960555, -3.0723294429605557) q[6];\ncx q[6], q[18];\nU(0, -0.03867197141674161, 2.175625464171439) q[6];\nU(pi/2, pi/4, 0) q[6];\nU(0, -pi, -pi) q[11];\nU(pi, 3*pi/4, pi/4) q[11];\nU(1.9995600834986669, -0.03498731398185573, pi/2) q[18];\nU(3*pi/4, -pi/2, 0) q[18];\nU(pi/2, 3*pi/4, 0) q[27];\nU(3*pi/4, -pi/2, 0) q[27];\ncx q[14], q[27];\nU(pi, -pi, -pi/2) q[14];\nU(1.96811571142994, 2.414310059321604, -2.414310059321604) q[27];\ncx q[14], q[27];\nU(0, 3.027554468994876, 1.4567581421999796) q[14];\nU(pi/2, -pi, -3*pi/4) q[14];\ncx q[8], q[14];\nU(pi/2, 0.9619681555104149, pi/2) q[8];\nU(pi/2, pi/4, 0) q[8];\nU(pi/2, -0.33873028182356313, 0) q[14];\ncx q[3], q[14];\nU(pi/2, pi/4, 0) q[3];\nU(0, 0.2791753348410184, 0.2791753348410184) q[14];\nU(3*pi/4, -pi/2, 0) q[14];\nU(3*pi/4, 1.3427199576050626, pi/2) q[27];\ncx q[22], q[27];\nU(0, 2.7033755402269826, -0.43821711336281055) q[22];\nU(pi/2, -pi, -3*pi/4) q[22];\nU(3*pi/4, -pi/2, 0) q[27];\nU(pi, -pi, -pi) q[28];\ncx q[16], q[28];\nU(pi/2, -pi, pi/4) q[16];\nU(0.7531512809621937, -pi/2, pi/2) q[16];\ncx q[5], q[16];\nU(0, 0.6201152494385749, 1.5474104674401872) q[5];\nU(pi, 3*pi/4, pi/4) q[5];\nU(0.753151280962194, 1.8440338155044618, -pi/2) q[16];\nU(pi/2, -pi, -3*pi/4) q[16];\ncx q[2], q[16];\nU(pi/2, -2.4548082526394004, -pi/4) q[2];\ncx q[2], q[20];\nU(0, 2.0873294844259176, -1.5442204954176038) q[2];\nU(pi, 3*pi/4, pi/4) q[2];\nU(pi/2, 3*pi/4, 0) q[16];\nU(3*pi/4, -pi/2, 0) q[16];\ncx q[1], q[16];\nU(pi, -pi, -pi/2) q[1];\nU(2.0313573183763576, 2.4726347568630196, -2.472634756863019) q[16];\ncx q[1], q[16];\nU(0, 3.085928456028622, 1.5151321292337254) q[1];\ncx q[1], q[25];\nU(pi, 3*pi/4, pi/4) q[1];\nU(3*pi/4, 1.4594679316725543, pi/2) q[16];\nU(pi/2, -pi, -3*pi/4) q[16];\ncx q[4], q[16];\nU(pi/2, -pi, -pi/4) q[4];\nU(3*pi/4, -pi/2, 0) q[4];\ncx q[2], q[4];\nU(pi, -pi, -pi/2) q[2];\nU(1.571912409186568, 1.6180333349917815, -1.6180333349917815) q[4];\ncx q[2], q[4];\nU(0, 1.604210360080697, 1.604210360080697) q[2];\nU(pi/2, 0, 3*pi/4) q[2];\nU(3*pi/4, 0.06682806657160079, pi/2) q[4];\nU(pi, 2.8725144907266422, -0.2690781628631509) q[4];\nU(pi/2, 2.648420315048618, 0) q[16];\nU(pi, 3*pi/4, pi/4) q[16];\ncx q[16], q[18];\nU(pi, -pi, -pi/2) q[16];\nU(1.8171531418249818, 2.247457426363548, -2.247457426363547) q[18];\ncx q[16], q[18];\nU(0, 2.87268833722843, 1.3018920104335336) q[16];\nU(pi/2, -pi, -3*pi/4) q[16];\nU(3*pi/4, 1.0329876940721725, pi/2) q[18];\nU(pi/2, -pi, -3*pi/4) q[18];\nU(0, -2.7051232276614976, -2.7051232276614976) q[20];\nU(3*pi/4, -pi/2, 0) q[20];\nU(0, -pi, -pi) q[25];\nU(pi/2, -pi, -3*pi/4) q[25];\nU(pi/2, 0.8526901902148865, 0) q[28];\nU(pi/2, 0, 3*pi/4) q[28];\ncx q[24], q[28];\nU(pi/2, -2.425264622642363, 0.35980060202829645) q[24];\nU(pi/2, -pi, -3*pi/4) q[24];\ncx q[7], q[24];\nU(pi/2, -0.3586957817715595, -2.035473867553427) q[7];\nU(pi/2, pi/4, 0) q[7];\ncx q[7], q[23];\nU(pi/2, -0.8494092439746121, -pi/4) q[7];\nU(pi, 3*pi/4, pi/4) q[7];\nU(pi/2, 3*pi/4, 0) q[23];\nU(3*pi/4, -pi/2, 0) q[23];\nU(pi/2, 2.4623588966136447, 0) q[24];\nU(3*pi/4, -pi/2, 0) q[24];\ncx q[11], q[24];\nU(pi, -pi, -pi/2) q[11];\nU(1.7473794338833468, 2.14916729793043, -2.14916729793043) q[24];\ncx q[11], q[24];\nU(0, 2.5912817235349364, 1.4152765164398016) q[11];\nU(pi/2, pi/4, 0) q[11];\ncx q[11], q[26];\nU(pi/2, -pi, -pi/4) q[11];\nU(pi, 3*pi/4, pi/4) q[11];\nU(3*pi/4, 0.8649655863849448, pi/2) q[24];\ncx q[13], q[24];\nU(0, -pi, -pi) q[13];\nU(pi, 3*pi/4, pi/4) q[13];\nU(0, 2.752384414767767, -0.38920823882202615) q[24];\nU(3*pi/4, -pi/2, 0) q[24];\nU(pi/2, 3*pi/4, 0) q[26];\nU(3*pi/4, -pi/2, 0) q[26];\ncx q[13], q[26];\nU(pi, -pi, -pi/2) q[13];\nU(1.7456425181059567, 2.1464571332000517, -2.1464571332000517) q[26];\ncx q[13], q[26];\nU(0, 2.589030344087435, 1.4130251369923013) q[13];\nU(pi/2, pi/4, 0) q[13];\ncx q[13], q[18];\nU(pi/2, -1.8234896490511592, -pi/4) q[13];\nU(pi, 3*pi/4, pi/4) q[13];\nU(pi/2, 3*pi/4, 0) q[18];\nU(3*pi/4, -pi/2, 0) q[18];\nU(3*pi/4, 0.8604628274899433, pi/2) q[26];\nU(pi/2, -pi, -3*pi/4) q[26];\ncx q[3], q[26];\nU(pi/2, -2.6149662329496035, -pi/4) q[3];\nU(pi, 3*pi/4, pi/4) q[3];\nU(pi/2, 3*pi/4, 0) q[26];\nU(pi/2, -pi, -3*pi/4) q[26];\nU(pi/2, -3*pi/4, -pi) q[28];\nU(3*pi/4, -pi/2, 0) q[28];\ncx q[5], q[28];\nU(pi, -pi, -pi/2) q[5];\nU(1.6488062458509192, 1.9608676040892528, -1.9608676040892528) q[28];\ncx q[5], q[28];\nU(0, 1.8537165087672927, 1.8537165087672927) q[5];\nU(pi/2, -0.7527680491839828, -pi) q[5];\ncx q[5], q[17];\nU(pi/2, 1.5686574285897281, -2.388824604405811) q[5];\ncx q[5], q[10];\nU(pi, 3*pi/4, pi/4) q[5];\ncx q[5], q[24];\nU(pi, -pi, -pi/2) q[5];\nU(0, -pi, -pi) q[10];\nU(pi/2, pi/4, 0) q[10];\ncx q[10], q[16];\nU(pi/2, -pi, -pi/4) q[10];\nU(pi/2, -pi, -3*pi/4) q[10];\nU(pi/2, 3.0784356293104818, 0) q[16];\nU(pi, 3*pi/4, pi/4) q[16];\nU(pi/2, 0.9717884059388542, -pi) q[17];\nU(pi, 3*pi/4, pi/4) q[17];\ncx q[17], q[27];\nU(pi, -pi, -pi/2) q[17];\nU(1.9706974305363913, 2.4167971142053446, -2.4167971142053446) q[24];\ncx q[5], q[24];\nU(0, 3.0299956653424083, 1.4591993385475117) q[5];\nU(pi/2, pi/4, 0) q[5];\nU(3*pi/4, 1.347602350300125, pi/2) q[24];\ncx q[21], q[24];\nU(0, 0.296584010244783, 0.296584010244783) q[21];\nU(3*pi/4, -pi/2, 0) q[21];\ncx q[13], q[21];\nU(pi, -pi, -pi/2) q[13];\nU(1.5777072767114546, 1.688228000072062, -1.688228000072062) q[21];\ncx q[13], q[21];\nU(0, 1.6540241706988388, 1.6540241706988388) q[13];\nU(3*pi/4, 0.166455687807884, pi/2) q[21];\nU(pi/2, -pi, -3*pi/4) q[21];\nU(0, -pi, -pi) q[24];\nU(1.8652925465349772, 2.3060325595142466, -2.3060325595142466) q[27];\ncx q[17], q[27];\nU(0, 2.925154020556061, 1.3543576937611643) q[17];\nU(pi/2, -pi, -3*pi/4) q[17];\ncx q[12], q[17];\nU(pi/2, -pi, -pi/4) q[12];\nU(3*pi/4, -pi/2, 0) q[12];\ncx q[7], q[12];\nU(pi, -pi, -pi/2) q[7];\nU(1.6676617476142392, 2.004202978161972, -2.004202978161972) q[12];\ncx q[7], q[12];\nU(0, 1.8870295347399253, 1.8870295347399253) q[7];\nU(pi/2, -pi, -3*pi/4) q[7];\nU(3*pi/4, 0.632466415890057, pi/2) q[12];\nU(pi/2, pi/2, -pi) q[12];\nU(pi/2, -1.4861238579181606, 0) q[17];\nU(pi, 3*pi/4, pi/4) q[17];\ncx q[17], q[20];\nU(pi, -pi, -pi/2) q[17];\nU(1.6674573320998944, 2.003758903293594, -2.003758903293594) q[20];\ncx q[17], q[20];\nU(0, 1.8866851893317005, 1.8866851893317005) q[17];\nU(pi/2, pi/4, 0) q[17];\ncx q[17], q[25];\nU(pi/2, -1.5885857689522398, -pi/4) q[17];\nU(3*pi/4, -pi/2, 0) q[17];\ncx q[16], q[17];\nU(pi, -pi, -pi/2) q[16];\nU(1.5785731337417943, 1.6953494983372082, -1.6953494983372082) q[17];\ncx q[16], q[17];\nU(0, 1.659096789760067, 1.659096789760067) q[16];\nU(pi/2, pi/2, -pi/2) q[16];\nU(3*pi/4, 0.7790651314328674, pi/2) q[17];\nU(pi/2, -pi, -3*pi/4) q[17];\nU(3*pi/4, 0.631777725073607, pi/2) q[20];\nU(pi/2, -pi, -3*pi/4) q[20];\ncx q[6], q[20];\nU(pi/2, -0.7967115598997565, -pi/4) q[6];\nU(2.7149651604629166, -pi/2, pi/2) q[6];\nU(pi/2, 3*pi/4, 0) q[20];\nU(pi/2, pi/2, -pi) q[20];\ncx q[20], q[21];\nU(pi/2, 0.39573874315194946, -pi/2) q[20];\nU(pi/2, 2.1063005159280443, 0) q[21];\nU(3*pi/4, -pi/2, 0) q[21];\nU(pi/2, 3*pi/4, 0) q[25];\nU(pi/2, -pi, -3*pi/4) q[25];\nU(3*pi/4, 1.1379190607274339, pi/2) q[27];\nU(pi/2, -pi, -3*pi/4) q[27];\ncx q[9], q[27];\nU(pi/2, 1.7911809049935243, -1.637364490570721) q[9];\nU(pi, 0.2690781628631509, -2.8725144907266422) q[9];\nU(pi/2, 0.9885288208520899, 0) q[27];\nU(3*pi/4, -pi/2, 0) q[27];\ncx q[1], q[27];\nU(pi, -pi, -pi/2) q[1];\nU(1.8441100328804716, 2.281013654112831, -2.2810136541128316) q[27];\ncx q[1], q[27];\nU(0, 2.902509029001413, 1.3317127022065165) q[1];\nU(pi/2, -1.4601391056210016, -pi) q[1];\ncx q[1], q[2];\nU(pi/2, 3.082925414657101, -1.681453547968792) q[1];\ncx q[1], q[6];\nU(0, -0.5080554737246215, 1.0627408530702755) q[1];\nU(0, 0.6747409422235524, -0.6747409422235524) q[1];\nU(pi/2, 2.6629513510236, -pi) q[2];\nU(pi, 3*pi/4, pi/4) q[2];\nU(2.7149651604629166, 1.8101821442183432, -pi/2) q[6];\nU(3*pi/4, 1.0926290776181364, pi/2) q[27];\nU(0.8176450458327025, -pi/2, -pi/2) q[27];\ncx q[9], q[27];\nU(pi, 0.8927856477636196, -0.89278564776362) q[9];\nU(pi/2, -pi, -3*pi/4) q[9];\nU(2.3239476077570913, -2.3046739902980766, pi/2) q[27];\nU(1.9995600834986684, pi/2, -pi/2) q[27];\nU(3*pi/4, 0.5658403639447926, pi/2) q[28];\nU(pi/2, -pi, -3*pi/4) q[28];\ncx q[19], q[28];\nU(pi/2, -pi, -pi/4) q[19];\nU(3*pi/4, -pi/2, 0) q[19];\ncx q[15], q[19];\nU(pi, -pi, -pi/2) q[15];\nU(1.8671706074726324, 2.308198481766701, -2.308198481766701) q[19];\ncx q[15], q[19];\nU(0, 2.9271314749194293, 1.3563351481245327) q[15];\nU(pi/2, pi/4, 0) q[15];\ncx q[15], q[22];\nU(pi/2, -1.281508553217489, -pi/4) q[15];\nU(0.3066821590539081, pi/2, -pi/2) q[15];\nU(3*pi/4, 1.1418739694541689, pi/2) q[19];\nU(pi/2, -pi, -3*pi/4) q[19];\ncx q[0], q[19];\nU(pi/2, -0.48315534521396275, -pi/4) q[0];\nU(pi, 3*pi/4, pi/4) q[0];\ncx q[0], q[23];\nU(pi, -pi, -pi/2) q[0];\nU(pi/2, 3*pi/4, 0) q[19];\nU(3*pi/4, -pi/2, 0) q[19];\ncx q[11], q[19];\nU(pi, -pi, -pi/2) q[11];\nU(1.5989764989977309, 1.8071017317750204, -1.8071017317750209) q[19];\ncx q[11], q[19];\nU(0, 1.739453168446989, 1.739453168446989) q[11];\nU(0, 0.6747409422235524, -0.6747409422235524) q[11];\ncx q[11], q[15];\nU(0, -0.9272952180016123, 0.9272952180016123) q[11];\nU(pi/2, pi/4, 0) q[11];\ncx q[11], q[25];\nU(pi/2, -pi, -pi/4) q[11];\nU(0.3066821590539085, 1.0078585076096536, pi/2) q[15];\ncx q[13], q[15];\nU(0, -1.1071487177940904, 1.1071487177940904) q[13];\nU(3*pi/4, -pi/2, 0) q[13];\nU(0, -0.0032080482063143734, 3.1383846053834787) q[15];\nU(3*pi/4, -pi/2, 0) q[15];\nU(3*pi/4, 0.33731368330418654, pi/2) q[19];\nU(pi/2, 0, 3*pi/4) q[19];\ncx q[12], q[19];\nU(pi/2, 0.6321461600544982, pi/2) q[12];\nU(pi/2, 2.4014481972718933, -pi) q[19];\nU(pi, 3*pi/4, pi/4) q[19];\nU(pi/2, 3*pi/4, 0) q[22];\nU(pi, 3*pi/4, pi/4) q[22];\nU(1.5868169160514018, 1.7493230596504068, -1.7493230596504068) q[23];\ncx q[0], q[23];\nU(0, 1.6977064849651287, 1.6977064849651287) q[0];\nU(pi/2, -pi/2, -pi) q[0];\ncx q[0], q[7];\nU(pi/2, 2.3742401617961635, pi/2) q[0];\ncx q[0], q[12];\nU(0, -pi, -pi) q[0];\nU(pi/2, 1.6152170973002615, 0) q[7];\nU(pi/2, 3*pi/4, 0) q[7];\nU(0, 0.13700028471515902, 0.13700028471515857) q[12];\ncx q[6], q[12];\nU(pi, pi/2, -pi/2) q[6];\nU(0, -pi, -pi) q[12];\nU(pi, 3*pi/4, pi/4) q[12];\nU(3*pi/4, 0.2538203163404651, pi/2) q[23];\nU(pi/2, -pi, -3*pi/4) q[23];\nU(pi/2, 3*pi/4, 0) q[25];\nU(pi/2, -pi, -3*pi/4) q[25];\nU(pi/2, -3.1276815861647327, 0) q[28];\nU(pi/2, -pi, -3*pi/4) q[28];\ncx q[8], q[28];\nU(pi/2, -pi, -pi/4) q[8];\nU(pi, 3*pi/4, pi/4) q[8];\ncx q[8], q[14];\nU(pi, -pi, -pi/2) q[8];\nU(1.9329192840879472, 2.3793818453238647, -2.3793818453238647) q[14];\ncx q[8], q[14];\nU(0, 2.993706145802829, 1.4229098190079323) q[8];\nU(3*pi/4, -pi/2, 0) q[8];\ncx q[3], q[8];\nU(pi, -pi, -pi/2) q[3];\nU(1.6289206825751092, 1.9085491149492881, -1.908549114949288) q[8];\ncx q[3], q[8];\nU(0, 1.8142151454864246, 1.8142151454864255) q[3];\ncx q[3], q[16];\nU(0, -0.9133003294217108, 2.2282923241680823) q[3];\nU(pi, 3*pi/4, pi/4) q[3];\nU(3*pi/4, 0.48683763738305785, pi/2) q[8];\nU(pi, pi/2, -pi/2) q[8];\nU(3*pi/4, 1.2750233112209681, pi/2) q[14];\nU(pi/2, pi/4, 0) q[14];\ncx q[14], q[23];\nU(pi/2, -pi, -pi/4) q[14];\nU(pi/2, -pi, -3*pi/4) q[14];\nU(pi/2, 0.623593195700193, pi/2) q[16];\nU(pi, 3*pi/4, pi/4) q[16];\nU(pi/2, 3*pi/4, 0) q[23];\nU(pi/2, -pi, -3*pi/4) q[23];\ncx q[7], q[23];\nU(pi/2, -0.7367364094912614, -3*pi/4) q[7];\nU(pi, 3*pi/4, pi/4) q[7];\nU(pi/2, 3*pi/4, 0) q[23];\nU(3*pi/4, -pi/2, 0) q[23];\ncx q[3], q[23];\nU(pi, -pi, -pi/2) q[3];\nU(1.9643026553794556, 2.4106188542391083, -2.4106188542391083) q[23];\ncx q[3], q[23];\nU(0, 3.023939024729974, 1.4531426979350774) q[3];\nU(pi/2, pi/4, 0) q[3];\ncx q[3], q[25];\nU(pi/2, -1.0930398422245595, -pi/4) q[3];\nU(pi/2, pi/2, -1.636455356898721) q[3];\nU(3*pi/4, 1.3354890690752583, pi/2) q[23];\nU(0.3066821590539081, pi/2, -pi/2) q[23];\ncx q[1], q[23];\nU(0, -0.9904681901525896, 1.2238292454355912) q[1];\nU(0.3066821590539085, -1.3693050141085015, pi/2) q[23];\nU(pi/2, 3*pi/4, 0) q[25];\nU(pi, 3*pi/4, pi/4) q[25];\nU(pi/2, 3*pi/4, 0) q[28];\nU(3*pi/4, -pi/2, 0) q[28];\ncx q[22], q[28];\nU(pi, -pi, -pi/2) q[22];\nU(1.6620232796080978, 1.9917619189429905, -1.9917619189429905) q[28];\ncx q[22], q[28];\nU(0, 1.8774063920331052, 1.8774063920331052) q[22];\nU(pi/2, -pi, -3*pi/4) q[22];\ncx q[5], q[22];\nU(pi/2, -pi, -pi/4) q[5];\nU(pi/2, -0.07574195951205276, 0) q[5];\ncx q[5], q[14];\nU(pi/2, -1.0330578758408766, 0.0757419595120532) q[5];\nU(pi, 3*pi/4, pi/4) q[5];\nU(pi/2, 3*pi/4, 0) q[14];\nU(pi, 3*pi/4, pi/4) q[14];\ncx q[14], q[15];\nU(pi, -pi, -pi/2) q[14];\nU(1.6493046462139804, 1.9620814754506393, -1.9620814754506393) q[15];\ncx q[14], q[15];\nU(0, 1.8546419494430886, 1.8546419494430877) q[14];\nU(pi/2, -pi, -3*pi/4) q[14];\nU(3*pi/4, 0.5676912452963832, pi/2) q[15];\nU(pi/2, 3*pi/4, 0) q[22];\nU(3*pi/4, -pi/2, 0) q[22];\ncx q[2], q[22];\nU(pi, -pi, -pi/2) q[2];\nU(1.716477718387325, 2.098460866177363, -2.098460866177363) q[22];\ncx q[2], q[22];\nU(0, 2.54968456531227, 1.3736793582171352) q[2];\nU(pi/2, pi/4, 0) q[2];\ncx q[2], q[9];\nU(pi/2, -pi, -pi/4) q[2];\nU(pi, 3*pi/4, pi/4) q[2];\ncx q[2], q[13];\nU(pi, -pi, -pi/2) q[2];\nU(pi/2, 3*pi/4, 0) q[9];\ncx q[9], q[15];\nU(0, -pi, -pi) q[9];\nU(pi/2, 1.6373644905707199, -pi) q[9];\nU(1.7261698187435415, 2.114966666500858, -2.114966666500858) q[13];\ncx q[2], q[13];\nU(0, 2.563105818447438, 1.3871006113523023) q[2];\nU(3*pi/4, 0.8086137762099477, pi/2) q[13];\nU(pi/2, pi/4, 0) q[13];\ncx q[13], q[14];\nU(pi/2, -pi, -pi/4) q[13];\nU(pi/2, 3*pi/4, 0) q[14];\nU(pi, pi/2, -pi/2) q[14];\nU(0, 1.173165426350236, 1.6631227526039645) q[15];\nU(pi/2, 1.2490457723982544, -pi) q[15];\nU(3*pi/4, 0.781771269939612, pi/2) q[22];\nU(3*pi/4, pi/2, pi/2) q[22];\ncx q[8], q[22];\nU(pi, -0.23033791390481628, -2.911254739684977) q[8];\nU(pi, 3*pi/4, pi/4) q[8];\nU(pi/4, 0.59874583245182, -pi/2) q[22];\nU(3*pi/4, 0.6132201304764187, pi/2) q[28];\nU(pi, 1.9945242330806492, 1.99452423308065) q[28];\ncx q[4], q[28];\nU(pi, -2.4901575928030244, 2.4901575928030244) q[4];\nU(pi, 3*pi/4, pi/4) q[4];\ncx q[4], q[18];\nU(pi, -pi, -pi/2) q[4];\nU(1.6341588565257124, 1.9231492347836712, -1.9231492347836712) q[18];\ncx q[4], q[18];\nU(0, 1.8251655038597283, 1.8251655038597283) q[4];\nU(pi/2, pi/2, -1.289444386938038) q[4];\ncx q[4], q[10];\nU(pi/2, 0.4720016004569145, -pi/2) q[4];\nU(pi, pi/2, -pi/2) q[4];\nU(pi/2, -2.637546430049203, 0) q[10];\nU(3*pi/4, 0.5087383541296644, pi/2) q[18];\ncx q[18], q[27];\nU(0, -0.5321484898522151, 1.9659430549442938) q[18];\nU(1.9995600834986669, 0.43848947845785213, pi/2) q[27];\nU(3*pi/4, -pi/2, 0) q[27];\ncx q[7], q[27];\nU(pi, -pi, -pi/2) q[7];\nU(1.719482934566771, 2.1036429591521992, -2.1036429591521992) q[27];\ncx q[7], q[27];\nU(0, 2.5538862279905725, 1.3778810208954377) q[7];\ncx q[7], q[20];\nU(pi/2, pi/4, 0) q[7];\nU(0, -pi, -pi) q[20];\nU(3*pi/4, -pi/2, 0) q[20];\nU(3*pi/4, 0.7901745952962171, pi/2) q[27];\nU(pi/2, -pi, -3*pi/4) q[27];\nU(0, 2.2069590983730007, 1.4894177578318564) q[28];\nU(3*pi/4, -pi/2, 0) q[28];\ncx q[19], q[28];\nU(pi, -pi, -pi/2) q[19];\nU(1.8774003516327649, 2.319855086737128, -2.319855086737128) q[28];\ncx q[19], q[28];\nU(0, 2.9378213311901016, 1.367025004395206) q[19];\nU(pi/2, pi/4, 0) q[19];\ncx q[19], q[26];\nU(pi/2, -pi, -pi/4) q[19];\nU(pi, 3*pi/4, pi/4) q[19];\ncx q[19], q[21];\nU(pi, -pi, -pi/2) q[19];\nU(1.7464904649643227, 2.1477821142668425, -2.1477821142668425) q[21];\ncx q[19], q[21];\nU(0, 2.5901306187001722, 1.4141254116050366) q[19];\ncx q[18], q[19];\nU(0, -1.1071487177940904, 1.1071487177940904) q[18];\ncx q[18], q[23];\nU(0, -1.1071487177940904, 1.1071487177940904) q[18];\nU(pi, 3*pi/4, pi/4) q[18];\nU(0, -1.7047349439285389, -1.7047349439285389) q[19];\nU(pi/2, 0, 3*pi/4) q[19];\ncx q[3], q[19];\nU(pi/2, -0.7131097859188551, pi/2) q[3];\nU(pi/2, 2.2905354600885204, -pi) q[19];\nU(3*pi/4, 0.8626633767154157, pi/2) q[21];\nU(pi/2, 1.8157749899217608, 0) q[21];\ncx q[21], q[27];\nU(pi/2, -2.139353510762971, -1.8157749899217608) q[21];\nU(3*pi/4, -pi/2, 0) q[21];\nU(0, -2.8846763385838283, -1.3138800117889318) q[23];\nU(pi/2, 3*pi/4, 0) q[26];\nU(3*pi/4, -pi/2, 0) q[26];\ncx q[5], q[26];\nU(pi, -pi, -pi/2) q[5];\nU(2.0861538570087976, 2.519351697384195, -2.519351697384195) q[26];\ncx q[5], q[26];\nU(0, 3.1344383829642677, 1.5636420561693711) q[5];\ncx q[5], q[10];\nU(0, 0.4206218721236237, 0.4206218721236237) q[5];\nU(pi, 3*pi/4, pi/4) q[5];\nU(0.3066821590539081, pi/2, -pi/2) q[10];\nU(3*pi/4, 1.5564877855438457, pi/2) q[26];\ncx q[11], q[26];\nU(0, -pi, -pi) q[26];\nU(3*pi/4, -pi/2, 0) q[26];\ncx q[12], q[26];\nU(pi, -pi, -pi/2) q[12];\nU(1.6162564762312575, 1.870097709807176, -1.8700977098071765) q[26];\ncx q[12], q[26];\nU(0, 1.7856220284144557, 1.7856220284144557) q[12];\nU(pi/2, -pi, -3*pi/4) q[12];\ncx q[7], q[12];\nU(pi/2, -pi, -pi/4) q[7];\nU(pi/2, 3*pi/4, 0) q[12];\nU(3*pi/4, -pi/2, 0) q[12];\nU(3*pi/4, 0.4296514032391179, pi/2) q[26];\ncx q[22], q[26];\nU(0, -2.8039589313797677, -2.8039589313797677) q[22];\nU(0, 3.078767827962011, -0.06282482562778169) q[26];\nU(3*pi/4, -pi/2, 0) q[26];\ncx q[18], q[26];\nU(pi, -pi, -pi/2) q[18];\nU(1.807290946053569, 2.2346442760826912, -2.2346442760826912) q[26];\ncx q[18], q[26];\nU(0, 2.861462059467774, 1.2906657326728777) q[18];\nU(3*pi/4, 1.0105351385508587, pi/2) q[26];\nU(pi/2, -2.707548113426691, 0) q[27];\nU(3*pi/4, -pi/2, 0) q[27];\ncx q[25], q[27];\nU(pi, -pi, -pi/2) q[25];\nU(2.0458372576337687, 2.4852936105547547, -2.4852936105547547) q[27];\ncx q[25], q[27];\nU(0, 3.098915699760976, 1.5281193729660796) q[25];\nU(2.3127435948008146, pi/2, pi/2) q[25];\ncx q[14], q[25];\nU(pi, -0.8347868634831981, -1.3795105721049832) q[14];\nU(pi, 3*pi/4, pi/4) q[14];\nU(0.828849058788979, 0.21834916912805102, -pi/2) q[25];\nU(3*pi/4, 1.4854424191372608, pi/2) q[27];\nU(pi/2, -pi, -3*pi/4) q[27];\nU(3*pi/4, 1.1632536819955144, pi/2) q[28];\ncx q[24], q[28];\nU(3*pi/4, -pi/2, 0) q[24];\ncx q[8], q[24];\nU(pi, -pi, -pi/2) q[8];\nU(1.5719286445957859, 1.6183755391885635, -1.6183755391885635) q[24];\ncx q[8], q[24];\nU(0, 1.6044526070145828, 1.6044526070145828) q[8];\nU(pi/2, pi/4, 0) q[8];\ncx q[8], q[17];\nU(pi/2, -1.1811138233074585, -pi/4) q[8];\nU(3*pi/4, -pi/2, 0) q[8];\ncx q[5], q[8];\nU(pi, -pi, -pi/2) q[5];\nU(1.9466861062369658, 2.3932780608505864, -2.3932780608505864) q[8];\ncx q[5], q[8];\nU(0, 3.0070761570890374, 1.4362798302941409) q[5];\nU(3*pi/4, 1.3017633337933852, pi/2) q[8];\nU(pi/2, pi/4, 0) q[8];\ncx q[8], q[27];\nU(pi/2, -pi, -pi/4) q[8];\nU(pi, 3*pi/4, pi/4) q[8];\ncx q[8], q[12];\nU(pi, -pi, -pi/2) q[8];\nU(1.9998713721967658, 2.4442493677020174, -2.4442493677020174) q[12];\ncx q[8], q[12];\nU(0, 3.0572227157938077, 1.486426388998911) q[8];\nU(3*pi/4, 1.4020564512029274, pi/2) q[12];\nU(pi/2, 3*pi/4, 0) q[17];\nU(pi, 3*pi/4, pi/4) q[17];\nU(3*pi/4, 0.06731256043937295, pi/2) q[24];\ncx q[2], q[24];\nU(pi, 3*pi/4, pi/4) q[2];\ncx q[2], q[21];\nU(pi, -pi, -pi/2) q[2];\nU(1.8595229004134695, 2.2993267417991126, -2.2993267417991126) q[21];\ncx q[2], q[21];\nU(0, 2.919049090937131, 1.3482527641422344) q[2];\ncx q[2], q[13];\nU(0, -pi, -pi) q[2];\nU(3*pi/4, -pi/2, 0) q[2];\nU(0, -2.4666420138093303, -1.976684687555602) q[13];\nU(3*pi/4, 1.1257092014895722, pi/2) q[21];\nU(pi/2, -pi, -3*pi/4) q[21];\ncx q[9], q[21];\nU(pi/2, 1.4805669965876387, -1.6373644905707212) q[9];\nU(pi/2, -0.3325283777323693, 0) q[21];\nU(0, -0.1636360722033019, 2.9779565813864917) q[24];\ncx q[5], q[24];\nU(0, -2.2382794298784745, -2.2382794298784745) q[5];\nU(0, -1.3805117138652492, -2.951308040660146) q[24];\nU(pi, 3*pi/4, pi/4) q[24];\nU(pi/2, -0.9797300003158949, 0) q[27];\nU(0, -pi, -pi) q[28];\nU(3*pi/4, -pi/2, 0) q[28];\ncx q[16], q[28];\nU(pi, -pi, -pi/2) q[16];\nU(2.082653858223346, 2.516460454239877, -2.516460454239877) q[28];\ncx q[16], q[28];\nU(0, 3.1313894995698757, 1.560593172774979) q[16];\nU(3*pi/4, pi/2, pi/2) q[16];\ncx q[4], q[16];\nU(pi, -0.21358340636641326, -1.3572129204284833) q[4];\nU(pi/4, 1.2766601825476238, -pi/2) q[16];\ncx q[11], q[16];\nU(0, 2.137085252162784, 0.5662889253678869) q[11];\nU(0, 2.4506097873399613, -0.6909828662498319) q[16];\nU(3*pi/4, 1.5503900187550625, pi/2) q[28];\ncx q[0], q[28];\nU(pi, 3*pi/4, pi/4) q[0];\ncx q[0], q[20];\nU(pi, -pi, -pi/2) q[0];\nU(2.0039107459639136, 2.447960143509057, -2.447960143509057) q[20];\ncx q[0], q[20];\nU(0, 3.0609430689984354, 1.4901467422035388) q[0];\nU(0, 0.6747409422235524, -0.6747409422235524) q[0];\ncx q[0], q[10];\nU(0, 1.87504407997059, 1.1575027394294457) q[0];\nU(0.3066821590539085, -pi/2, pi/2) q[10];\nU(pi, 3*pi/4, pi/4) q[10];\nU(3*pi/4, 1.4094971576121829, pi/2) q[20];\nU(3*pi/4, pi/2, pi/2) q[20];\ncx q[6], q[20];\nU(pi, 0.3825808566170217, -2.17469162575971) q[6];\nU(pi/4, 1.0351303137003356, -pi/2) q[20];\nU(3*pi/4, -pi/2, 0) q[20];\ncx q[10], q[20];\nU(pi, -pi, -pi/2) q[10];\nU(1.5841507072884555, 1.7338633889458457, -1.7338633889458457) q[20];\ncx q[10], q[20];\nU(0, 1.6866145185869872, 1.6866145185869872) q[10];\nU(3*pi/4, 0.23163638358418215, pi/2) q[20];\nU(0, -pi, -pi) q[28];\nU(3*pi/4, -pi/2, 0) q[28];\ncx q[17], q[28];\nU(pi, -pi, -pi/2) q[17];\nU(2.0697495544536295, 2.505695920078759, -2.505695920078759) q[28];\ncx q[17], q[28];\nU(0, 3.120092675597302, 1.5492963488024056) q[17];\nU(pi/2, -pi, -3*pi/4) q[17];\ncx q[15], q[17];\nU(pi/2, 2.1880391706346956, -1.2490457723982544) q[15];\nU(pi/2, 1.1045446600357085, 0) q[17];\nU(3*pi/4, -pi/2, 0) q[17];\ncx q[14], q[17];\nU(pi, -pi, -pi/2) q[14];\nU(1.6203254273717904, 1.8830026972859475, -1.8830026972859473) q[17];\ncx q[14], q[17];\nU(0, 1.7951803291524167, 1.7951803291524158) q[14];\nU(3*pi/4, 0.4487680047150393, pi/2) q[17];\nU(3*pi/4, 1.5277963708099147, pi/2) q[28];\ncx q[1], q[28];\nU(0, -1.6282475220269996, 2.440640349564406) q[1];\nU(pi, 3*pi/4, pi/4) q[1];\ncx q[1], q[2];\nU(pi, -pi, -pi/2) q[1];\nU(1.9534063485072422, 2.399949927932952, -2.399949927932952) q[2];\ncx q[1], q[2];\nU(0, 3.0135404629903757, 1.4427441361954791) q[1];\nU(3*pi/4, 1.31469194559606, pi/2) q[2];\nU(3*pi/4, -pi/2, 0) q[28];\ncx q[24], q[28];\nU(pi, -pi, -pi/2) q[24];\nU(2.0260112495602898, 2.467900049538308, -2.467900049538308) q[28];\ncx q[24], q[28];\nU(0, 3.081100549665414, 1.5103042228705172) q[24];\nU(3*pi/4, 1.449812118946138, pi/2) q[28];\nc[0] = measure q[0];\nc[1] = measure q[1];\nc[2] = measure q[2];\nc[3] = measure q[3];\nc[4] = measure q[4];\nc[5] = measure q[5];\nc[6] = measure q[6];\nc[7] = measure q[7];\nc[8] = measure q[8];\nc[9] = measure q[9];\nc[10] = measure q[10];\nc[11] = measure q[11];\nc[12] = measure q[12];\nc[13] = measure q[13];\nc[14] = measure q[14];\nc[15] = measure q[15];\nc[16] = measure q[16];\nc[17] = measure q[17];\nc[18] = measure q[18];\nc[19] = measure q[19];\nc[20] = measure q[20];\nc[21] = measure q[21];\nc[22] = measure q[22];\nc[23] = measure q[23];\nc[24] = measure q[24];\nc[25] = measure q[25];\nc[26] = measure q[26];\nc[27] = measure q[27];\nc[28] = measure q[28];\n","offset":"10011110001110011001100111001","cx_count":218,"protocol":"hcs","syndrome":"100011101111010","generator":["10000110111001","01110001001000","00110001001001","01001011011010","00010100000000","10110000001000","00001000000000","10101010111000","01001111011001","10001100000000","01010011110001","01101000001010","10101011111011","10110101000000","10100100001000","01101100001110","01001101010000","01100110000000","00001000001000","00001001000000","11111100000011","10101100000001","00000001010000","11111101001000","00101100000000","11000110001000","01101001010000","00101000001001","00101010110000"],"parity_check":["00001010011110000000000000000","11010011110101000000000000000","00001100000000100000000000000","00010010000100001100000000000","11001110001000000010000000000","01100101001000000001000000000","10000111000100000000100000000","11111111100100000000010000000","00100011011000001000001000000","01000000010000000000000100000","10111100101100000000000010000","01100010110000001000000001000","10111110101100001000000000100","00110001111100000000000000010","10110011101100000000000000001"],"on_device_graph":false},"analytics":null,"annotation":"IonQ cloud simulator, not QPU hardware"},{"definition_id":"ghz_scaled","definition_version":5,"device":"ionq.simulator","hardware_key":"ionq:simulator","state":"scored","created_at":"2026-08-14T09:25:00.939230Z","scored_at":"2026-08-14T10:25:00.315597Z","scores":{"n":29,"shots":400,"std_error":0.0,"metric_set":"ghz_population.v1","population_ones":0.5,"population_zeros":0.5,"success_probability":1.0,"measured_queue_seconds":605.048},"error":null,"instance":{"n":29,"seed":7853625806765052765,"qasm3":"OPENQASM 3.0;\ninclude \"stdgates.inc\";\nbit[29] c;\nqubit[29] q;\nh q[0];\ncx q[0], q[1];\ncx q[0], q[2];\ncx q[1], q[3];\ncx q[0], q[4];\ncx q[1], q[5];\ncx q[2], q[6];\ncx q[3], q[7];\ncx q[0], q[8];\ncx q[1], q[9];\ncx q[2], q[10];\ncx q[3], q[11];\ncx q[4], q[12];\ncx q[5], q[13];\ncx q[6], q[14];\ncx q[7], q[15];\ncx q[0], q[16];\ncx q[1], q[17];\ncx q[2], q[18];\ncx q[3], q[19];\ncx q[4], q[20];\ncx q[5], q[21];\ncx q[6], q[22];\ncx q[7], q[23];\ncx q[8], q[24];\ncx q[9], q[25];\ncx q[10], q[26];\ncx q[11], q[27];\ncx q[12], q[28];\nc[0] = measure q[0];\nc[1] = measure q[1];\nc[2] = measure q[2];\nc[3] = measure q[3];\nc[4] = measure q[4];\nc[5] = measure q[5];\nc[6] = measure q[6];\nc[7] = measure q[7];\nc[8] = measure q[8];\nc[9] = measure q[9];\nc[10] = measure q[10];\nc[11] = measure q[11];\nc[12] = measure q[12];\nc[13] = measure q[13];\nc[14] = measure q[14];\nc[15] = measure q[15];\nc[16] = measure q[16];\nc[17] = measure q[17];\nc[18] = measure q[18];\nc[19] = measure q[19];\nc[20] = measure q[20];\nc[21] = measure q[21];\nc[22] = measure q[22];\nc[23] = measure q[23];\nc[24] = measure q[24];\nc[25] = measure q[25];\nc[26] = measure q[26];\nc[27] = measure q[27];\nc[28] = measure q[28];\n","protocol":"ghz","on_device_graph":false},"analytics":{"n_50":29,"n_90":29,"shots":400,"bond_phi":{"mean":1.0,"bonds":[[0,1],[0,2],[1,3],[0,4],[1,5],[2,6],[3,7],[0,8],[1,9],[2,10],[3,11],[4,12],[5,13],[6,14],[7,15],[0,16],[1,17],[2,18],[3,19],[4,20],[5,21],[6,22],[7,23],[8,24],[9,25],[10,26],[11,27],[12,28]],"total":28,"broken":0,"per_bond":[1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0]},"protocol":"ghz","pole_balance":0.5,"prefix_curve":[[2,1.0],[4,1.0],[8,1.0],[16,1.0],[29,1.0]],"success_ci95":[0.99082,1.0],"healthy_cluster":29,"correlation_mass":29.0,"analytics_version":1},"annotation":"IonQ cloud simulator, not QPU hardware"},{"definition_id":"hcs","definition_version":4,"device":"ionq.simulator","hardware_key":"ionq:simulator","state":"scored","created_at":"2026-08-10T01:25:00.928528Z","scored_at":"2026-08-10T02:25:00.843984Z","scores":{"shots":256,"cx_count":188,"coset_dim":14,"pass_rate":1.0,"coset_rank":14,"metric_set":"hidden_coset.v1","rank_valid":true,"fidelity_estimate":1.0,"measured_queue_seconds":914.233},"error":null,"instance":{"k":14,"n":29,"seed":17427123477217656349,"depth":8,"qasm3":"OPENQASM 3.0;\ninclude \"stdgates.inc\";\nbit[29] c;\nqubit[29] q;\nU(pi/2, 0, -pi) q[1];\nU(pi/2, 0, -pi) q[2];\nU(pi/2, 1.5653605597750984, 0) q[3];\nU(pi/2, 0, -pi) q[4];\nU(0, -1.4415239656761245, -1.700068687913669) q[5];\ncx q[3], q[5];\nU(pi/2, -1.5669447175377336, -1.5653605597750988) q[3];\nU(pi, 3*pi/4, pi/4) q[3];\nU(pi/2, -0.5568093067940261, 0) q[5];\nU(pi, pi/2, -pi/2) q[6];\nU(pi/2, pi/2, 2.745416255301179) q[7];\nU(pi/2, 0, -pi) q[8];\nU(pi/2, pi/4, 0) q[9];\nU(3*pi/4, -pi/2, -2.745416255301179) q[10];\ncx q[7], q[10];\nU(pi/2, -pi, -pi/2) q[7];\nU(2*pi/3, 2.526112944919406, -2.526112944919406) q[10];\ncx q[7], q[10];\nU(pi/2, 1.3467503492951156, -pi/2) q[7];\nU(pi, 3*pi/4, pi/4) q[7];\nU(pi/4, 0.041840933406321223, pi/2) q[10];\nU(pi/2, -pi/2, -pi/2) q[11];\nU(pi, pi/2, -pi/2) q[12];\nU(pi/2, 0, -pi) q[13];\nU(pi/2, -3*pi/4, 0) q[14];\nU(pi, -pi, -pi) q[15];\ncx q[9], q[15];\nU(pi, -0.7144496360953663, -1.499847799492814) q[9];\nU(pi/2, -0.7527680491839828, -pi) q[9];\nU(0, -2.909790344457031, 0.23180230913276212) q[15];\nU(1.7526819897810453, -pi/2, -pi/2) q[15];\nU(3*pi/4, pi/2, pi/2) q[16];\ncx q[4], q[16];\nU(0, 0.5880026035475678, 2.553590050042226) q[4];\nU(3*pi/4, -pi/2, 0) q[4];\ncx q[3], q[4];\nU(pi, -pi, -pi/2) q[3];\nU(1.9397940760723078, 2.3863603693740583, -2.3863603693740583) q[4];\ncx q[3], q[4];\nU(0, 3.0004046450296586, 1.429608318234762) q[3];\nU(pi, 2.8725144907266422, -0.2690781628631509) q[3];\ncx q[3], q[15];\nU(pi, 0.25429749476476093, -1.8250938215596575) q[3];\nU(0, 0.6747409422235524, -0.6747409422235524) q[3];\nU(3*pi/4, 1.2884203096746276, pi/2) q[4];\nU(pi/2, pi/4, 0) q[4];\nU(1.3889106638087478, 1.778387332728581, pi/2) q[15];\nU(pi/2, -pi, -3*pi/4) q[15];\nU(pi/4, 1.133626319923005, -pi/2) q[16];\nU(pi/2, pi/4, 0) q[16];\nU(pi/4, -pi/2, -pi) q[17];\nU(pi/2, 0, 3*pi/4) q[18];\ncx q[0], q[18];\nU(pi/2, 2.9054722488240685, 0) q[0];\nU(pi/2, pi/4, 0) q[0];\nU(pi/2, -pi/4, 0) q[18];\nU(pi/2, -0.7527680491839828, -pi) q[18];\nU(pi/2, -pi/4, 0) q[19];\nU(3*pi/4, pi/2, pi/2) q[20];\ncx q[2], q[20];\nU(0, 3.0760308097703675, 3.0760308097703675) q[2];\nU(0, -pi/4, -pi/4) q[2];\ncx q[2], q[17];\nU(pi, -pi, -pi/2) q[2];\nU(1.9986931584173304, 2.4431630101877317, -2.4431630101877317) q[17];\ncx q[2], q[17];\nU(pi, 2.7343848203479793, 1.334503051243427) q[2];\nU(0, 0.6747409422235524, -0.6747409422235524) q[2];\nU(pi/4, -0.22585191556290463, -pi/2) q[17];\nU(pi/2, 0, 3*pi/4) q[17];\ncx q[9], q[17];\nU(pi/2, 0, -2.388824604405811) q[9];\nU(3*pi/4, -pi/2, 0) q[9];\nU(pi/2, 2.365210947210687, -pi) q[17];\nU(3*pi/4, -pi/2, 0) q[17];\nU(pi/4, -pi/2, -pi/2) q[20];\nU(pi/2, -pi, -3*pi/4) q[20];\ncx q[16], q[20];\nU(pi/2, -0.8404458930744982, -pi/4) q[16];\nU(3*pi/4, -pi/2, 0) q[16];\nU(pi/2, 3*pi/4, 0) q[20];\nU(3*pi/4, -pi/2, 0) q[20];\nU(pi/2, -pi, -3*pi/4) q[21];\ncx q[6], q[21];\nU(pi/2, -pi, -pi) q[6];\nU(pi, 3*pi/4, pi/4) q[6];\nU(pi/2, -1.4424927613390106, -pi) q[21];\nU(0.3066821590539081, pi/2, -pi/2) q[21];\ncx q[2], q[21];\nU(0, -0.5880026035475678, 0.5880026035475674) q[2];\nU(pi, 3*pi/4, pi/4) q[2];\nU(0.30668215905390833, 1.3498999960882605, pi/2) q[21];\nU(pi/2, -pi, -3*pi/4) q[21];\nU(3*pi/4, pi/2, pi/2) q[22];\ncx q[13], q[22];\nU(0, 1.580396207906575, -3.1319927724781147) q[13];\nU(pi/2, -pi, -3*pi/4) q[13];\ncx q[0], q[13];\nU(pi/2, -0.7763114810422675, -pi/4) q[0];\nU(pi/2, -1.6142472221864272, 0) q[0];\nU(pi/2, 3*pi/4, 0) q[13];\nU(3*pi/4, -pi/2, 0) q[13];\ncx q[7], q[13];\nU(pi, -pi, -pi/2) q[7];\nU(1.57777560131237, 1.6888057270530288, -1.688805727053029) q[13];\ncx q[7], q[13];\nU(0, 1.6544355225106235, 1.6544355225106235) q[7];\nU(2.1587989303424644, pi/2, pi/2) q[7];\nU(3*pi/4, 0.1672783914314544, pi/2) q[13];\ncx q[10], q[13];\nU(0, -2.0344439357957027, 2.0344439357957027) q[10];\nU(pi/2, 1.5042281630190732, 0) q[10];\nU(0, 2.428835511937951, -0.7127571416518421) q[13];\nU(pi, 3*pi/4, pi/4) q[13];\nU(pi/4, -0.5770258443642629, -pi/2) q[22];\nU(pi, pi/2, -pi/2) q[22];\nU(pi/2, 0, 3*pi/4) q[23];\ncx q[14], q[23];\nU(pi/2, -pi, -pi/4) q[14];\nU(pi/2, pi/4, 0) q[14];\nU(pi/2, -1.1068927018495316, -pi) q[23];\nU(pi/2, -pi, -3*pi/4) q[23];\ncx q[4], q[23];\nU(pi/2, -pi, -pi/4) q[4];\nU(pi/2, pi/4, 0) q[4];\ncx q[4], q[15];\nU(pi/2, -0.4766229928325876, -pi/4) q[4];\nU(pi, 3*pi/4, pi/4) q[4];\nU(pi/2, 3*pi/4, 0) q[15];\nU(pi/2, pi/4, 0) q[15];\ncx q[15], q[21];\nU(pi/2, -2.610204510768332, -pi/4) q[15];\nU(pi, 3*pi/4, pi/4) q[15];\nU(pi/2, 3*pi/4, 0) q[21];\nU(pi/2, -pi, -3*pi/4) q[21];\nU(pi/2, -2.3139954333365393, 0) q[23];\nU(3*pi/4, -pi/2, 0) q[23];\nU(pi, -pi, -pi) q[24];\ncx q[19], q[24];\nU(pi, 7*pi/8, -7*pi/8) q[19];\nU(pi/2, -pi, -3*pi/4) q[19];\ncx q[14], q[19];\nU(pi/2, -0.7831809580183386, -pi/4) q[14];\nU(pi/2, 3*pi/4, 0) q[19];\nU(pi/2, pi/4, 0) q[19];\nU(0, 2.5928176405340952, 1.665522422532483) q[24];\nU(3*pi/4, -pi/2, 0) q[24];\ncx q[6], q[24];\nU(pi, -pi, -pi/2) q[6];\nU(1.7347501196234745, 2.1291022037456173, -2.1291022037456178) q[24];\ncx q[6], q[24];\nU(0, 2.5746900535831827, 1.3986848464880488) q[6];\nU(pi/2, 1.5232132235179137, -pi) q[6];\nU(3*pi/4, 0.8317822464814402, pi/2) q[24];\nU(pi/2, -pi, -3*pi/4) q[24];\nU(3*pi/4, pi/2, pi/2) q[25];\ncx q[8], q[25];\nU(0, -1.81742443931183, 2.251463432279575) q[8];\ncx q[8], q[14];\nU(0, -pi, -pi) q[8];\nU(0, -2.8070484900989707, -1.8797532720973584) q[14];\nU(pi/4, -pi/2, -pi/2) q[25];\nU(3*pi/4, -pi/2, 0) q[25];\nU(3*pi/4, -pi/2, 0) q[26];\ncx q[11], q[26];\nU(pi/2, -pi, -pi/2) q[11];\nU(2*pi/3, 2.526112944919406, -2.526112944919406) q[26];\ncx q[11], q[26];\nU(pi/2, -1.210729562042954, 0) q[11];\nU(pi, 3*pi/4, pi/4) q[11];\ncx q[11], q[16];\nU(pi, -pi, -pi/2) q[11];\nU(1.7318247328241545, 2.1243307201816704, -2.1243307201816704) q[16];\ncx q[11], q[16];\nU(0, 2.5707702864264137, 1.394765079331279) q[11];\nU(0.3066821590539081, pi/2, -pi/2) q[11];\ncx q[3], q[11];\nU(0, 2.1351613188086356, -0.07913611677954524) q[3];\nU(pi/2, pi/4, 0) q[3];\nU(0.3066821590539086, -pi/2, pi/2) q[11];\nU(pi/2, 0, 3*pi/4) q[11];\ncx q[10], q[11];\nU(pi/2, -0.5330407895139571, 1.6373644905707216) q[10];\nU(pi, 3*pi/4, pi/4) q[10];\nU(pi/2, -0.11007354551241955, -pi) q[11];\nU(3*pi/4, -pi/2, 0) q[11];\nU(3*pi/4, 0.8239427121679008, pi/2) q[16];\nU(pi, pi/2, -pi/2) q[16];\nU(3*pi/4, 2.400644416427996, pi/2) q[26];\nU(pi/2, -pi, -3*pi/4) q[26];\nU(3*pi/4, pi/2, pi/2) q[27];\ncx q[1], q[27];\nU(pi/2, 1.4931147440064736, -pi) q[1];\nU(pi/2, pi/4, 0) q[1];\ncx q[1], q[24];\nU(pi/2, -0.9926238081334811, -pi/4) q[1];\nU(pi, 3*pi/4, pi/4) q[1];\ncx q[1], q[17];\nU(pi, -pi, -pi/2) q[1];\nU(1.8877289508240869, 2.331391287175423, -2.331391287175423) q[17];\ncx q[1], q[17];\nU(0, 2.9484807093301333, 1.3776843825352367) q[1];\nU(pi, pi/2, -pi/2) q[1];\nU(3*pi/4, 1.184572438275577, pi/2) q[17];\nU(pi/2, -1.392844346738066, 0) q[24];\nU(3*pi/4, pi/2, 1.9243605110606445) q[24];\nU(pi/2, -3*pi/4, 0) q[27];\nU(pi/2, 0, 3*pi/4) q[27];\ncx q[18], q[27];\nU(pi/2, 1.5499716160706036, -2.3888246044058103) q[18];\nU(pi, 3*pi/4, pi/4) q[18];\ncx q[18], q[23];\nU(pi, -pi, -pi/2) q[18];\nU(1.914974915114767, 2.3607819788568998, -2.3607819788568998) q[23];\ncx q[18], q[23];\nU(0, 2.976005951944874, 1.4052096251499773) q[18];\nU(pi/2, pi/4, 0) q[18];\nU(3*pi/4, 1.239622923505058, pi/2) q[23];\nU(3*pi/4, pi/2, pi/2) q[23];\ncx q[16], q[23];\nU(pi, -2.6140703930298788, 2.6140703930298788) q[16];\nU(pi/2, 0, 3*pi/4) q[16];\nU(pi/4, -0.036172986542531316, -pi/2) q[23];\nU(pi/2, -0.07574195951205276, 0) q[23];\nU(pi/2, pi/4, -pi) q[27];\nU(pi/2, -pi, -3*pi/4) q[27];\nU(pi/2, -pi, -3*pi/4) q[28];\ncx q[12], q[28];\nU(pi, 0.8724812585280164, -1.7997764765296287) q[12];\nU(pi, 3*pi/4, pi/4) q[12];\ncx q[12], q[25];\nU(pi, -pi, -pi/2) q[12];\nU(1.9163097832668363, 2.362185424383025, -2.362185424383025) q[25];\ncx q[12], q[25];\nU(0, 2.977333815318028, 1.4065374885231314) q[12];\nU(pi/2, 0, 3*pi/4) q[12];\ncx q[6], q[12];\nU(pi/2, 0.7629047510404465, 1.6183794300718795) q[6];\nU(pi, 3*pi/4, pi/4) q[6];\ncx q[6], q[9];\nU(pi, -pi, -pi/2) q[6];\nU(1.5720788653202942, 1.6214320981188735, -1.6214320981188735) q[9];\ncx q[6], q[9];\nU(0, 1.6066165285047704, 1.6066165285047704) q[6];\ncx q[6], q[17];\nU(3*pi/4, -pi/2, 0) q[6];\nU(3*pi/4, 0.07164040341974776, pi/2) q[9];\nU(pi/2, pi/4, 0) q[9];\ncx q[9], q[26];\nU(pi/2, -2.554098296101792, -pi/4) q[9];\nU(pi/2, pi/4, 0) q[9];\nU(pi/2, 2.5757622121769925, -pi) q[12];\nU(pi, 3*pi/4, pi/4) q[12];\nU(0, -pi, -pi) q[17];\nU(3*pi/4, 1.2422786502513663, pi/2) q[25];\ncx q[5], q[25];\nU(pi, 3*pi/4, pi/4) q[5];\ncx q[5], q[20];\nU(pi, -pi, -pi/2) q[5];\nU(1.8669995543716877, 2.3080015489121593, -2.3080015489121593) q[20];\ncx q[5], q[20];\nU(0, 2.9269515644194763, 1.3561552376245798) q[5];\nU(pi, pi/2, -pi/2) q[5];\ncx q[5], q[7];\nU(pi, -0.5749325407657779, 2.955512440130841) q[5];\nU(pi, 3*pi/4, pi/4) q[5];\ncx q[5], q[6];\nU(pi, -pi, -pi/2) q[5];\nU(1.6666392209622232, 2.0019765113207404, -2.0019765113207404) q[6];\ncx q[5], q[6];\nU(0, 1.8853037251817408, 1.8853037251817408) q[5];\nU(3*pi/4, 0.6290147967736894, pi/2) q[6];\nU(0.982793723247329, 0.6668863242633138, -pi/2) q[7];\nU(3*pi/4, -pi/2, 0) q[7];\ncx q[4], q[7];\nU(pi, -pi, -pi/2) q[4];\nU(1.6829810130395024, 2.036138282489077, -2.036138282489077) q[7];\ncx q[4], q[7];\nU(0, 1.9119649426375833, 1.9119649426375833) q[4];\ncx q[4], q[14];\nU(0, -1.1071487177940904, 1.1071487177940904) q[4];\nU(pi, pi/2, -pi/2) q[4];\nU(3*pi/4, 0.6823372316853726, pi/2) q[7];\nU(pi/2, -pi, -3*pi/4) q[7];\ncx q[3], q[7];\nU(pi/2, -0.2503759291660881, -pi/4) q[3];\nU(pi/2, 3*pi/4, 0) q[7];\nU(pi/2, pi/4, 0) q[7];\nU(0, -0.03322517600952857, 3.1083674775802645) q[14];\nU(pi, 3*pi/4, pi/4) q[14];\nU(3*pi/4, 1.141514148454263, pi/2) q[20];\nU(pi/2, -pi, -3*pi/4) q[20];\ncx q[18], q[20];\nU(pi/2, -1.2827954549409808, -pi/4) q[18];\nU(pi/2, 3*pi/4, 0) q[20];\ncx q[8], q[20];\nU(pi, 3*pi/4, pi/4) q[8];\ncx q[8], q[11];\nU(pi, -pi, -pi/2) q[8];\nU(1.9264939119046958, 2.372786926581293, -2.3727869265812935) q[11];\ncx q[8], q[11];\nU(0, 2.9874048544685525, 1.416608527673656) q[8];\nU(1.3449934857769044, pi/2, pi/2) q[8];\nU(3*pi/4, 1.2624207285524154, pi/2) q[11];\nU(pi/2, pi/4, 0) q[11];\nU(0, -pi, -pi) q[20];\nU(0, -pi, -pi) q[25];\nU(3*pi/4, -pi/2, 0) q[25];\ncx q[12], q[25];\nU(pi, -pi, -pi/2) q[12];\nU(1.9836153456260783, 2.42909753418453, -2.42909753418453) q[25];\ncx q[12], q[25];\nU(0, 3.042131116478261, 1.4713347896833646) q[12];\nU(pi/2, pi/4, 0) q[12];\ncx q[12], q[27];\nU(pi/2, -0.6202665310358624, -pi/4) q[12];\nU(3*pi/4, -pi/2, 0) q[12];\nU(3*pi/4, 1.3718732525718327, pi/2) q[25];\nU(pi/2, -pi, -3*pi/4) q[25];\ncx q[19], q[25];\nU(pi/2, -pi, -pi/4) q[19];\nU(pi/2, -pi, -3*pi/4) q[19];\ncx q[9], q[19];\nU(pi/2, -pi, -pi/4) q[9];\nU(pi/2, -2.083533116555798, 0) q[19];\nU(3*pi/4, -pi/2, 0) q[19];\nU(pi/2, 3*pi/4, 0) q[25];\nU(3*pi/4, pi/2, -pi/2) q[25];\nU(pi/2, 3*pi/4, 0) q[26];\nU(3*pi/4, -pi/2, 0) q[26];\ncx q[13], q[26];\nU(pi, -pi, -pi/2) q[13];\nU(1.5799183998351563, 1.7056628915095544, -1.7056628915095546) q[26];\ncx q[13], q[26];\nU(0, 1.6664510125237797, 1.6664510125237797) q[13];\nU(pi/2, pi/2, -pi) q[13];\ncx q[13], q[16];\nU(pi/2, 0.6584678739017802, pi/2) q[13];\nU(pi, 3*pi/4, pi/4) q[13];\nU(pi/2, 0.8970874224307961, -pi) q[16];\nU(3*pi/4, 0.19130937145776583, pi/2) q[26];\ncx q[6], q[26];\nU(pi, pi/2, -pi/2) q[6];\ncx q[6], q[8];\nU(pi, -1.06938083826528, -1.3111990610997832) q[6];\nU(pi, 3*pi/4, pi/4) q[6];\nU(1.7965991678128888, -0.9743603557094525, -pi/2) q[8];\nU(0, 0.6503676663918796, 0.6503676663918796) q[26];\ncx q[16], q[26];\nU(pi/2, -pi, -3*pi/4) q[16];\nU(0, -pi, -pi) q[26];\nU(3*pi/4, -pi/2, 0) q[26];\nU(pi/2, 3*pi/4, 0) q[27];\nU(2.3884413726275993, pi/2, -pi/2) q[27];\ncx q[5], q[27];\nU(0, -2.6607099707853954, 1.4081779008060096) q[5];\nU(pi, 3*pi/4, pi/4) q[5];\nU(2.388441372627599, -0.7380243887540257, pi/2) q[27];\ncx q[20], q[27];\nU(0, -0.43770766844500786, 2.703884985144785) q[20];\nU(3*pi/4, -pi/2, 0) q[20];\ncx q[6], q[20];\nU(pi, -pi, -pi/2) q[6];\nU(1.5788616147060681, 1.6976325618154817, -1.6976325618154817) q[20];\ncx q[6], q[20];\nU(0, 1.6607239460800818, 1.6607239460800818) q[6];\nU(pi/2, pi/4, 0) q[6];\nU(3*pi/4, 0.17985523857037133, pi/2) q[20];\nU(0, 0.6747409422235524, -0.6747409422235524) q[20];\nU(2.323947607757091, pi/2, pi/2) q[27];\nU(3*pi/4, -0.8943220306719168, -pi/2) q[28];\nU(3*pi/4, pi/2, pi/2) q[28];\ncx q[22], q[28];\nU(pi, -0.8385859886794997, -2.3030066649102934) q[22];\nU(pi, pi/2, -pi/2) q[22];\ncx q[22], q[24];\nU(pi, -1.2271144560061475, -2.404435523837374) q[22];\ncx q[17], q[22];\nU(0, 0.1448880641252126, 0.1448880641252126) q[17];\nU(3*pi/4, -pi/2, 0) q[17];\ncx q[10], q[17];\nU(pi, -pi, -pi/2) q[10];\nU(1.9907552632646308, 2.435796232288528, -2.435796232288528) q[17];\ncx q[10], q[17];\nU(0, 3.0487835869889413, 1.4779872601940447) q[10];\nU(pi/2, 1.5042281630190732, 0) q[10];\nU(3*pi/4, 1.3851781935931928, pi/2) q[17];\nU(0, -pi, -pi) q[22];\nU(pi/2, -pi, -3*pi/4) q[22];\ncx q[11], q[22];\nU(pi/2, -2.279116190765028, -pi/4) q[11];\nU(pi/2, -1.661456213995642, 0) q[11];\nU(pi/2, 3*pi/4, 0) q[22];\nU(pi/4, -1.9243605110606443, -pi/2) q[24];\ncx q[24], q[25];\nU(0, 2.982190762663956, -0.15940189092583656) q[24];\nU(3*pi/4, -pi/2, 0) q[24];\ncx q[14], q[24];\nU(pi, -pi, -pi/2) q[14];\nU(1.641885807728206, 1.9435646386667553, -1.9435646386667553) q[24];\ncx q[14], q[24];\nU(0, 1.8405705409290167, 1.8405705409290176) q[14];\nU(2.466851711366241, pi/2, pi/2) q[14];\ncx q[4], q[14];\nU(pi, -0.8239215843262548, -2.317671069263538) q[4];\nU(pi, 3*pi/4, pi/4) q[4];\nU(0.6747409422235523, -0.3037141901513287, -pi/2) q[14];\nU(pi, pi/2, -pi/2) q[14];\nU(3*pi/4, 0.5395484282682412, pi/2) q[24];\nU(pi/2, -pi, -3*pi/4) q[24];\ncx q[7], q[24];\nU(pi/2, -2.5408708393656663, -pi/4) q[7];\nU(pi/2, -pi, -3*pi/4) q[7];\nU(pi/2, 3*pi/4, 0) q[24];\nU(pi/2, -pi, -3*pi/4) q[24];\ncx q[6], q[24];\nU(pi/2, -pi, -pi/4) q[6];\nU(pi/2, 3*pi/4, 0) q[24];\nU(3*pi/4, -1.468043460736021, pi/2) q[25];\nU(3*pi/4, pi/2, -pi/2) q[25];\nU(pi/4, 0.8009425574730433, -pi/2) q[28];\nU(3*pi/4, -pi/2, 0) q[28];\ncx q[2], q[28];\nU(pi, -pi, -pi/2) q[2];\nU(1.6766913104332508, 2.023333556878147, -2.023333556878147) q[28];\ncx q[2], q[28];\nU(0, 1.9019254597631923, 1.9019254597631923) q[2];\nU(pi/2, -pi, -3*pi/4) q[2];\ncx q[0], q[2];\nU(pi/2, -1.679091113434482, 1.6142472221864272) q[0];\ncx q[0], q[18];\nU(0, 1.494316038309833, -0.7199813972783478) q[0];\nU(pi, 3*pi/4, pi/4) q[0];\nU(pi/2, -1.084113365199741, 0) q[2];\nU(0, -pi, -pi) q[18];\nU(3*pi/4, -pi/2, 0) q[18];\ncx q[13], q[18];\nU(pi, -pi, -pi/2) q[13];\nU(1.8709681328607273, 2.3125532539847704, -2.3125532539847704) q[18];\ncx q[13], q[18];\nU(0, 2.931115666752632, 1.3603193399577354) q[13];\nU(pi/2, 1.6373644905707199, -pi) q[13];\ncx q[13], q[21];\nU(pi/2, 0.16936284631515441, -1.6373644905707212) q[13];\nU(pi/2, -pi, -3*pi/4) q[13];\nU(3*pi/4, 1.149842353120576, pi/2) q[18];\ncx q[17], q[18];\nU(0, -pi, -pi) q[17];\nU(3*pi/4, -pi/2, 0) q[17];\ncx q[5], q[17];\nU(pi, -pi, -pi/2) q[5];\nU(1.7754480346744042, 2.1910080120738833, -2.1910080120738833) q[17];\ncx q[5], q[17];\nU(0, 2.6264671442129712, 1.4504619371178364) q[5];\nU(pi/2, pi/4, 0) q[5];\ncx q[5], q[7];\nU(pi/2, -pi, -pi/4) q[5];\nU(pi/2, -1.9397861478410183, 0) q[7];\nU(pi/2, 0, 3*pi/4) q[7];\nU(3*pi/4, 0.9353364277410146, pi/2) q[17];\nU(0, -0.40712943216838404, 2.734463221421409) q[18];\nU(3*pi/4, -pi/2, 0) q[18];\nU(pi/2, 2.0893752556956473, 0) q[21];\nU(0.3066821590539081, pi/2, -pi/2) q[21];\ncx q[20], q[21];\nU(0, -0.851966327173272, 0.851966327173272) q[20];\ncx q[5], q[20];\nU(0, -3.1124776125999, -1.5416812858050044) q[5];\nU(pi/2, pi/4, 0) q[5];\nU(pi, 3*pi/4, pi/4) q[20];\nU(0.3066821590539086, -1.1252328185713552, pi/2) q[21];\nU(3*pi/4, 0.6622582659365919, pi/2) q[28];\nU(2.924693415994229, pi/2, pi/2) q[28];\ncx q[1], q[28];\nU(pi, -1.4088180966853037, 2.9796144234802) q[1];\nU(pi, 3*pi/4, pi/4) q[1];\ncx q[1], q[12];\nU(pi, -pi, -pi/2) q[1];\nU(1.6287331536015017, 1.9080138060187135, -1.9080138060187135) q[12];\ncx q[1], q[12];\nU(0, 2.868430231919885, 1.2976339051249894) q[1];\ncx q[1], q[9];\nU(pi, 3*pi/4, pi/4) q[1];\nU(0, -pi, -pi) q[9];\nU(pi, pi/2, -pi/2) q[9];\ncx q[9], q[27];\nU(pi, 0.18639561168495344, -1.75719193847985) q[9];\nU(3*pi/4, 0.4860366893607937, pi/2) q[12];\ncx q[2], q[12];\nU(0, -3.0282141022665225, -3.028214102266523) q[2];\nU(pi, 3*pi/4, pi/4) q[2];\ncx q[2], q[19];\nU(pi, -pi, -pi/2) q[2];\nU(0, -pi, -pi) q[12];\nU(3*pi/4, -pi/2, 0) q[12];\ncx q[0], q[12];\nU(pi, -pi, -pi/2) q[0];\nU(1.7151282046675849, 2.0961143503972544, -2.0961143503972544) q[12];\ncx q[0], q[12];\nU(0, 2.5477855709605617, 1.3717803638654278) q[0];\nU(pi, pi/2, -pi/2) q[0];\nU(3*pi/4, 0.7779732812361972, pi/2) q[12];\nU(1.776626651591981, 2.192690589403142, -2.192690589403143) q[19];\ncx q[2], q[19];\nU(0, 2.627899382838941, 1.4518941757438064) q[2];\nU(3*pi/4, pi/2, pi/2) q[2];\ncx q[0], q[2];\nU(pi, 0.6998679066410265, -0.6998679066410265) q[0];\nU(pi/4, 1.1028110560635733, -pi/2) q[2];\nU(pi/2, pi/4, 0) q[2];\nU(3*pi/4, 0.9382009049929554, pi/2) q[19];\ncx q[12], q[19];\nU(pi, 3*pi/4, pi/4) q[12];\ncx q[12], q[18];\nU(pi, -pi, -pi/2) q[12];\nU(2.034195417374533, 2.4751347517917575, -2.4751347517917575) q[18];\ncx q[12], q[18];\nU(0, 3.0884841477980824, 1.5176878210031859) q[12];\ncx q[8], q[12];\nU(0, 0.1717619513326425, 1.7425582781275395) q[8];\nU(0, 2.544580233905105, -0.5970124196846882) q[12];\nU(pi/2, pi/4, 0) q[12];\nU(3*pi/4, 1.4645793152114752, pi/2) q[18];\nU(pi/2, -pi, -3*pi/4) q[18];\ncx q[2], q[18];\nU(pi/2, -2.882662999149365, -pi/4) q[2];\ncx q[2], q[8];\nU(0, 0.19201743447731712, 0.19201743447731712) q[2];\nU(pi, pi/2, -pi/2) q[2];\nU(0, 0.39418635897415255, 0.394186358974153) q[8];\nU(pi/2, -pi, -3*pi/4) q[8];\nU(pi/2, 3*pi/4, 0) q[18];\nU(2.684224332120459, pi/2, -pi/2) q[18];\ncx q[9], q[18];\nU(0, 2.3956327759276306, -1.967411806440579) q[9];\nU(pi/2, pi/4, 0) q[9];\nU(2.684224332120458, -0.4104596773356124, pi/2) q[18];\nU(pi/2, pi/4, 0) q[18];\nU(0, -pi, -pi) q[19];\nU(1.3449934857769044, pi/2, pi/2) q[19];\nU(0.8176450458327028, -0.4772822174854481, -pi/2) q[27];\nU(0.21689923759556468, -pi/2, -pi/2) q[28];\nU(pi/2, -pi, -3*pi/4) q[28];\ncx q[23], q[28];\nU(pi/2, -2.0681318229852934, 0.0757419595120532) q[23];\ncx q[23], q[25];\nU(0, 1.4445349289742877, -0.1262613978206093) q[23];\nU(3*pi/4, -pi/2, 0) q[23];\ncx q[1], q[23];\nU(pi, -pi, -pi/2) q[1];\nU(1.9704432433244938, 2.416552679633245, -2.416552679633245) q[23];\ncx q[1], q[23];\nU(0, 3.0297555523896573, 1.4589592255947608) q[1];\nU(pi, pi/2, -pi/2) q[1];\nU(3*pi/4, 1.347122124394625, pi/2) q[23];\nU(pi/2, 0, 3*pi/4) q[23];\ncx q[11], q[23];\nU(pi/2, -2.9180598883604265, -1.4801364395941512) q[11];\nU(3*pi/4, -pi/2, 0) q[11];\nU(pi/2, -1.5683857066424967, -pi) q[23];\nU(pi/2, 0, 3*pi/4) q[23];\nU(3*pi/4, 1.138557803957669, pi/2) q[25];\nU(pi, 3*pi/4, pi/4) q[25];\ncx q[25], q[26];\nU(pi, -pi, -pi/2) q[25];\nU(1.5781705467095193, 1.6920908269175348, -1.6920908269175345) q[26];\ncx q[25], q[26];\nU(0, 1.6567751076232922, 1.656775107623293) q[25];\nU(2.323947607757091, pi/2, pi/2) q[25];\ncx q[1], q[25];\nU(pi, 0.9544358319845863, -0.310934723191302) q[1];\nU(pi/2, pi/2, 0) q[1];\ncx q[1], q[7];\nU(pi/2, -0.8480536365860969, pi/2) q[1];\nU(pi, 3*pi/4, pi/4) q[1];\ncx q[1], q[11];\nU(pi, -pi, -pi/2) q[1];\nU(pi/2, -0.3392732663913334, -pi) q[7];\nU(pi/2, pi/4, 0) q[7];\nU(1.5798170795713846, 1.7049140539776912, -1.7049140539776912) q[11];\ncx q[1], q[11];\nU(0, 1.6659167011314793, 1.6659167011314793) q[1];\nU(3*pi/4, 0.19024074867316543, pi/2) q[11];\nU(pi/2, -pi, -3*pi/4) q[11];\ncx q[9], q[11];\nU(pi/2, -pi, -pi/4) q[9];\nU(pi/2, 3*pi/4, 0) q[11];\nU(0.8176450458327027, -0.896178872515101, -pi/2) q[25];\ncx q[24], q[25];\nU(0, 0.04975565652776348, 1.6205519833226596) q[24];\nU(3*pi/4, -pi/2, 0) q[24];\nU(0, -0.966494635208178, 2.1750980183816147) q[25];\nU(pi/2, -pi, -3*pi/4) q[25];\ncx q[18], q[25];\nU(pi/2, -pi, -pi/4) q[18];\nU(3*pi/4, -pi/2, 0) q[18];\nU(pi/2, 3*pi/4, 0) q[25];\nU(3*pi/4, 0.17195756165679166, pi/2) q[26];\nU(2.3884413726275993, pi/2, -pi/2) q[26];\ncx q[0], q[26];\nU(0, 0.9389744115637813, 1.5824755203570655) q[0];\ncx q[0], q[27];\nU(0, -pi, -pi) q[0];\nU(pi/2, pi/4, 0) q[0];\ncx q[0], q[8];\nU(pi/2, -0.2605458289360505, -pi/4) q[0];\nU(pi/2, 3*pi/4, 0) q[8];\nU(2.3884413726275993, -1.29593005015817, pi/2) q[26];\ncx q[6], q[26];\nU(0, -pi, -pi) q[26];\nU(2.323947607757091, pi/2, pi/2) q[26];\ncx q[2], q[26];\nU(pi, 0.5056013499025487, -0.5056013499025482) q[2];\nU(pi, 3*pi/4, pi/4) q[2];\ncx q[2], q[18];\nU(pi, -pi, -pi/2) q[2];\nU(1.8033022750033256, 2.229373535191151, -2.229373535191151) q[18];\ncx q[2], q[18];\nU(0, 2.8568691063553624, 1.2860727795604667) q[2];\nU(3*pi/4, 1.0013492323260351, pi/2) q[18];\nU(0.8176450458327026, 1.0391899775642335, -pi/2) q[26];\nU(0, -3.0538853097461844, -3.0538853097461844) q[27];\nU(pi/2, 0, 3*pi/4) q[27];\nU(pi/2, 3*pi/4, 0) q[28];\nU(3*pi/4, -pi/2, 0) q[28];\ncx q[15], q[28];\nU(pi, -pi, -pi/2) q[15];\nU(1.5740028893842346, 1.6508355945377318, -1.6508355945377322) q[28];\ncx q[15], q[28];\nU(0, 1.6274531031229476, 1.6274531031229467) q[15];\nU(pi/2, 0, 3*pi/4) q[15];\ncx q[10], q[15];\nU(pi/2, -2.8314836342317844, 1.6373644905707216) q[10];\nU(pi/2, pi/4, 0) q[10];\ncx q[10], q[13];\nU(pi/2, -0.5735235389660787, -pi/4) q[10];\nU(3*pi/4, -pi/2, 0) q[10];\nU(pi/2, -3.078770103727429, 0) q[13];\nU(pi/2, pi/2, -pi/2) q[13];\nU(pi/2, -1.066672428165047, -pi) q[15];\nU(pi/2, pi/4, 0) q[15];\ncx q[15], q[16];\nU(pi/2, -0.8509661824649459, -pi/4) q[15];\nU(pi/2, -pi, -3*pi/4) q[15];\nU(pi/2, 3*pi/4, 0) q[16];\nU(pi/2, pi/2, -pi) q[16];\ncx q[16], q[23];\nU(pi/2, 2.617509954634788, pi/2) q[16];\nU(pi/2, 2.923306584343149, -pi) q[23];\nU(pi/2, -pi, -3*pi/4) q[23];\nU(3*pi/4, 0.1133135526561011, pi/2) q[28];\ncx q[3], q[28];\nU(0, -0.588002603547567, 0.5880026035475674) q[3];\ncx q[3], q[22];\nU(0, -pi, -pi) q[3];\nU(pi/2, pi/4, 0) q[3];\ncx q[3], q[15];\nU(pi/2, -0.8270435322032688, -pi/4) q[3];\nU(pi, 3*pi/4, pi/4) q[3];\ncx q[3], q[24];\nU(pi, -pi, -pi/2) q[3];\nU(pi/2, 3*pi/4, 0) q[15];\nU(pi/2, -pi, -3*pi/4) q[15];\ncx q[5], q[15];\nU(pi/2, -1.4923501177147065, -pi/4) q[5];\nU(pi/2, 3*pi/4, 0) q[15];\nU(0, -2.759155020077543, -2.759155020077543) q[22];\nU(pi/2, -pi, -3*pi/4) q[22];\ncx q[12], q[22];\nU(pi/2, -pi, -pi/4) q[12];\nU(2.3884413726275993, pi/2, -pi/2) q[12];\nU(pi/2, 3*pi/4, 0) q[22];\nU(pi/2, pi/4, 0) q[22];\ncx q[22], q[23];\nU(pi/2, -pi, -pi/4) q[22];\nU(pi/2, 3*pi/4, 0) q[23];\nU(3*pi/4, -pi/2, 0) q[23];\nU(1.822465097423256, 2.2542345851814494, -2.2542345851814494) q[24];\ncx q[3], q[24];\nU(0, 2.8786615037605676, 1.307865176965671) q[3];\ncx q[3], q[16];\nU(0, -pi, -pi) q[3];\nU(pi, 3*pi/4, pi/4) q[3];\nU(0, 2.153794102002492, -1.4777558778410287) q[16];\nU(3*pi/4, 1.0449340271364456, pi/2) q[24];\nU(pi/2, 1.3258176636680323, -pi) q[24];\ncx q[24], q[27];\nU(pi/2, 0.8357718074545213, 1.81577498992176) q[24];\nU(pi/2, -2.5720207717339076, -pi) q[27];\nU(0, 2.0771553644643674, -1.0644372891254252) q[28];\nU(3*pi/4, -pi/2, 0) q[28];\ncx q[4], q[28];\nU(pi, -pi, -pi/2) q[4];\nU(1.8866163605319077, 2.3301595128332666, -2.3301595128332666) q[28];\ncx q[4], q[28];\nU(0, 2.9473387250742666, 1.37654239827937) q[4];\nU(pi, pi/2, -pi/2) q[4];\ncx q[4], q[19];\nU(pi, -0.7822586120056498, -1.4320388235825305) q[4];\nU(pi, 3*pi/4, pi/4) q[4];\ncx q[4], q[10];\nU(pi, -pi, -pi/2) q[4];\nU(1.8917098616070285, 2.3357775874048086, -2.3357775874048086) q[10];\ncx q[4], q[10];\nU(0, 2.9525547670496737, 1.3817584402547771) q[4];\ncx q[4], q[13];\nU(0, -0.015691849934519553, 1.555104476860377) q[4];\ncx q[4], q[12];\nU(0, 0.688803632993551, 1.1787609592472794) q[4];\nU(3*pi/4, 1.1927205537146577, pi/2) q[10];\nU(2.3884413726275993, -0.7118838568618191, pi/2) q[12];\nU(pi/2, -1.390750252961487, pi/2) q[13];\nU(pi/2, pi/2, -pi) q[13];\nU(1.796599167812888, 1.2694718827124722, -pi/2) q[19];\ncx q[19], q[21];\nU(3*pi/4, -pi/2, 0) q[19];\nU(0, -pi, -pi) q[21];\nU(3*pi/4, -pi/2, 0) q[21];\ncx q[20], q[21];\nU(pi, -pi, -pi/2) q[20];\nU(1.5968226415577715, 1.7979711407832628, -1.7979711407832626) q[21];\ncx q[20], q[21];\nU(0, 1.7328219475998319, 1.7328219475998319) q[20];\nU(3*pi/4, 0.32405124160987064, pi/2) q[21];\nU(pi/2, -pi, -3*pi/4) q[21];\ncx q[7], q[21];\nU(pi/2, -2.3151491430834215, -pi/4) q[7];\nU(pi, 3*pi/4, pi/4) q[7];\nU(pi/2, 3*pi/4, 0) q[21];\nU(3*pi/4, 1.1822884697638436, pi/2) q[28];\ncx q[17], q[28];\nU(0, 0.11833252198617839, 0.11833252198617794) q[17];\nU(3*pi/4, pi/2, pi/2) q[17];\ncx q[14], q[17];\nU(pi, 0.9968664441344952, -0.9968664441344952) q[14];\ncx q[1], q[14];\nU(0, -0.8142713563962145, 1.4000260791919663) q[1];\nU(0, -pi, -pi) q[14];\nU(pi, 3*pi/4, pi/4) q[14];\ncx q[14], q[23];\nU(pi, -pi, -pi/2) q[14];\nU(pi/4, -3.048043627690916, -pi/2) q[17];\nU(1.5950928031468603, 1.7903535823652765, -1.7903535823652765) q[23];\ncx q[14], q[23];\nU(0, 1.7273000320172303, 1.7273000320172303) q[14];\nU(3*pi/4, 0.3130074104446674, pi/2) q[23];\nU(0, -pi, -pi) q[28];\ncx q[10], q[28];\nU(0, -2.0344439357957027, 2.0344439357957027) q[10];\nU(pi, 3*pi/4, pi/4) q[10];\ncx q[10], q[19];\nU(pi, -pi, -pi/2) q[10];\nU(1.7796569108443612, 2.1969911992362032, -2.1969911992362032) q[19];\ncx q[10], q[19];\nU(0, 2.631566393861064, 1.4555611867659293) q[10];\ncx q[6], q[10];\nU(0, -1.1071487177940904, 1.1071487177940904) q[6];\nU(0, 1.0760308243178063, 1.5659881505715347) q[10];\nU(3*pi/4, -pi/2, 0) q[10];\ncx q[7], q[10];\nU(pi, -pi, -pi/2) q[7];\nU(1.6256842225820807, 1.8991791175574253, -1.899179117557425) q[10];\ncx q[7], q[10];\nU(0, 1.807215423584445, 1.807215423584445) q[7];\nU(3*pi/4, 0.47283819357909707, pi/2) q[10];\nU(3*pi/4, 0.9455349270372011, pi/2) q[19];\nU(pi/2, 0, 3*pi/4) q[19];\ncx q[13], q[19];\nU(pi/2, 0.3722864435622508, pi/2) q[13];\nU(pi/2, -2.9141968411508836, -pi) q[19];\nU(0, 0.6384034408845611, 1.1283607671382896) q[28];\nU(pi/2, pi/2, -pi/2) q[28];\ncx q[20], q[28];\nU(0, 0.3156481214863973, 0.9591492302796816) q[20];\nU(3*pi/4, -pi/2, 0) q[20];\ncx q[3], q[20];\nU(pi, -pi, -pi/2) q[3];\nU(1.9527207028634328, 2.3992724789427697, -2.3992724789427697) q[20];\ncx q[3], q[20];\nU(0, 3.01288274454655, 1.4420864177516526) q[3];\nU(3*pi/4, 1.3133765087084086, pi/2) q[20];\nU(pi/2, 1.4344708715643293, pi/2) q[28];\nc[0] = measure q[0];\nc[1] = measure q[1];\nc[2] = measure q[2];\nc[3] = measure q[3];\nc[4] = measure q[4];\nc[5] = measure q[5];\nc[6] = measure q[6];\nc[7] = measure q[7];\nc[8] = measure q[8];\nc[9] = measure q[9];\nc[10] = measure q[10];\nc[11] = measure q[11];\nc[12] = measure q[12];\nc[13] = measure q[13];\nc[14] = measure q[14];\nc[15] = measure q[15];\nc[16] = measure q[16];\nc[17] = measure q[17];\nc[18] = measure q[18];\nc[19] = measure q[19];\nc[20] = measure q[20];\nc[21] = measure q[21];\nc[22] = measure q[22];\nc[23] = measure q[23];\nc[24] = measure q[24];\nc[25] = measure q[25];\nc[26] = measure q[26];\nc[27] = measure q[27];\nc[28] = measure q[28];\n","offset":"10110000000011011101010010101","cx_count":188,"protocol":"hcs","syndrome":"101100001011010","generator":["10100001100110","10000100000100","10101000000000","01000100001000","01000100001000","01000100011100","00001000010100","11000100101100","10100001000000","01011011111000","01001000111001","10101110111001","11100101101100","10000101111100","10000101010100","01000100001000","11000110011100","00101001010000","01011010101011","11000001111000","00000001110100","11000000111000","10101010111000","10000010111100","01110000010011","00000111101100","10111000011011","01110000000111","11101011001101"],"parity_check":["00011000000000000000000000000","00010000000000010000000000000","01010001101101001000000000000","01100001100010100100000000000","11110001111010000010000000000","00000000100010100001000000000","01010000100010100000100000000","00110110000010100000010000000","00000010101110000000001000000","01000001101100100000000100000","11110010110110000000000010000","00100011001100100000000001000","11010110010110100000000000100","11100110110110000000000000010","00110010100101100000000000001"],"on_device_graph":false},"analytics":{"shots":256,"protocol":"hcs","pass_ci95":[0.985694,1.0],"check_bias":{"mean":1.0,"mean_ci95":[1.0,1.0],"per_check":[1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0],"total_checks":15,"check_weights":[2,2,8,7,10,4,6,7,6,7,10,7,10,10,8],"significant_checks":15},"frozen_bits":[],"rank_evaluable":true,"joint_structure":{"p":0.0033,"delta":0.9906,"verdict":true,"checks_tested":15},"analytics_version":1},"annotation":"IonQ cloud simulator, not QPU hardware"},{"definition_id":"ghz_scaled","definition_version":5,"device":"ionq.simulator","hardware_key":"ionq:simulator","state":"scored","created_at":"2026-08-07T08:25:00.600046Z","scored_at":"2026-08-07T09:25:00.571153Z","scores":{"n":29,"shots":400,"std_error":0.0,"metric_set":"ghz_population.v1","population_ones":0.5,"population_zeros":0.5,"success_probability":1.0,"measured_queue_seconds":21.432},"error":null,"instance":{"n":29,"seed":6570461331529749195,"qasm3":"OPENQASM 3.0;\ninclude \"stdgates.inc\";\nbit[29] c;\nqubit[29] q;\nh q[0];\ncx q[0], q[1];\ncx q[0], q[2];\ncx q[1], q[3];\ncx q[0], q[4];\ncx q[1], q[5];\ncx q[2], q[6];\ncx q[3], q[7];\ncx q[0], q[8];\ncx q[1], q[9];\ncx q[2], q[10];\ncx q[3], q[11];\ncx q[4], q[12];\ncx q[5], q[13];\ncx q[6], q[14];\ncx q[7], q[15];\ncx q[0], q[16];\ncx q[1], q[17];\ncx q[2], q[18];\ncx q[3], q[19];\ncx q[4], q[20];\ncx q[5], q[21];\ncx q[6], q[22];\ncx q[7], q[23];\ncx q[8], q[24];\ncx q[9], q[25];\ncx q[10], q[26];\ncx q[11], q[27];\ncx q[12], q[28];\nc[0] = measure q[0];\nc[1] = measure q[1];\nc[2] = measure q[2];\nc[3] = measure q[3];\nc[4] = measure q[4];\nc[5] = measure q[5];\nc[6] = measure q[6];\nc[7] = measure q[7];\nc[8] = measure q[8];\nc[9] = measure q[9];\nc[10] = measure q[10];\nc[11] = measure q[11];\nc[12] = measure q[12];\nc[13] = measure q[13];\nc[14] = measure q[14];\nc[15] = measure q[15];\nc[16] = measure q[16];\nc[17] = measure q[17];\nc[18] = measure q[18];\nc[19] = measure q[19];\nc[20] = measure q[20];\nc[21] = measure q[21];\nc[22] = measure q[22];\nc[23] = measure q[23];\nc[24] = measure q[24];\nc[25] = measure q[25];\nc[26] = measure q[26];\nc[27] = measure q[27];\nc[28] = measure q[28];\n","protocol":"ghz","on_device_graph":false},"analytics":{"n_50":29,"n_90":29,"shots":400,"bond_phi":{"mean":1.0,"bonds":[[0,1],[0,2],[1,3],[0,4],[1,5],[2,6],[3,7],[0,8],[1,9],[2,10],[3,11],[4,12],[5,13],[6,14],[7,15],[0,16],[1,17],[2,18],[3,19],[4,20],[5,21],[6,22],[7,23],[8,24],[9,25],[10,26],[11,27],[12,28]],"total":28,"broken":0,"per_bond":[1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0]},"protocol":"ghz","pole_balance":0.5,"prefix_curve":[[2,1.0],[4,1.0],[8,1.0],[16,1.0],[29,1.0]],"success_ci95":[0.99082,1.0],"healthy_cluster":29,"correlation_mass":29.0,"analytics_version":1},"annotation":"IonQ cloud simulator, not QPU hardware"},{"definition_id":"hcs","definition_version":4,"device":"ionq.simulator","hardware_key":"ionq:simulator","state":"scored","created_at":"2026-08-03T00:26:05.414459Z","scored_at":"2026-08-03T01:25:00.914447Z","scores":{"shots":256,"cx_count":196,"coset_dim":14,"pass_rate":1.0,"coset_rank":14,"metric_set":"hidden_coset.v1","rank_valid":true,"fidelity_estimate":1.0,"measured_queue_seconds":44.975},"error":null,"instance":{"k":14,"n":29,"seed":9981940102599671401,"depth":8,"qasm3":"OPENQASM 3.0;\ninclude \"stdgates.inc\";\nbit[29] c;\nqubit[29] q;\nU(pi/2, 0, -pi) q[0];\nU(pi/2, -3*pi/4, 0) q[2];\nU(pi/2, pi/2, -pi) q[3];\nU(pi/2, -2.819842099193151, 0) q[4];\nU(pi, pi/2, -pi/2) q[6];\nU(pi/2, 3*pi/4, 0) q[7];\nU(pi/2, 0, 3*pi/4) q[8];\ncx q[7], q[8];\nU(pi, -0.3981175752130661, -1.8161798603751151) q[7];\nU(pi, 3*pi/4, pi/4) q[7];\nU(3*pi/4, pi/2, -pi/2) q[8];\nU(pi, 3*pi/4, pi/4) q[8];\nU(pi/2, -pi, -3*pi/4) q[9];\ncx q[3], q[9];\nU(0, -1.7468554433976173, 1.064439855362922) q[3];\nU(pi/4, 2.8763159640120985, pi/2) q[9];\nU(pi/2, pi/2, -pi) q[9];\nU(pi/2, 0, 3*pi/4) q[10];\ncx q[5], q[10];\nU(0, 1.7188272428877074, 0.14803091609281127) q[5];\nU(pi/2, -3*pi/4, 0) q[5];\nU(pi/4, 0.8371385611927922, pi/2) q[10];\nU(pi/2, -pi, -3*pi/4) q[10];\nU(pi/4, pi/2, -pi/2) q[11];\ncx q[0], q[11];\nU(0, -1.4296779829389987, 1.7119146706507946) q[0];\nU(pi, 3*pi/4, pi/4) q[0];\nU(pi/4, -pi/2, pi/2) q[11];\nU(pi/2, -pi, -3*pi/4) q[11];\ncx q[9], q[11];\nU(pi/2, 0.6479222504165878, -pi/2) q[9];\ncx q[3], q[9];\nU(0, -2.0344439357957027, 2.0344439357957027) q[3];\nU(0, -2.7354778015225842, -1.808182583520972) q[9];\nU(pi/2, 2.921893775958127, 0) q[9];\nU(pi/2, 0.5916860737906475, 0) q[11];\nU(pi/2, pi/4, 0) q[11];\nU(pi/2, -pi/2, 0) q[12];\nU(pi/2, 3*pi/4, 0) q[13];\nU(pi/2, -pi, -3*pi/4) q[14];\ncx q[4], q[14];\nU(pi/2, -0.5424103277466514, 2.819842099193151) q[4];\nU(pi/2, -0.34109826818356925, -pi) q[14];\nU(pi, 3*pi/4, pi/4) q[14];\nU(pi/2, 0, 3*pi/4) q[15];\ncx q[13], q[15];\nU(pi, -0.25463224257253625, -1.1626203016828036) q[13];\nU(pi, 3*pi/4, pi/4) q[13];\nU(3*pi/4, pi/2, -pi/2) q[15];\nU(pi, pi/2, -pi/2) q[16];\nU(pi/2, pi/2, -0.2933084409884157) q[17];\nU(pi/2, 0, 3*pi/4) q[18];\ncx q[1], q[18];\nU(pi, 2.127190734364792, -2.1271907343647922) q[1];\nU(pi, 3*pi/4, pi/4) q[1];\nU(3*pi/4, -2.553891686706759, -pi/2) q[18];\nU(3*pi/4, -pi/2, 0) q[18];\ncx q[8], q[18];\nU(pi, -pi, -pi/2) q[8];\nU(1.8357905603441191, 2.270874037591706, -2.270874037591706) q[18];\ncx q[8], q[18];\nU(0, 2.893432768310163, 1.3226364415152663) q[8];\nU(pi/2, -0.07574195951205276, 0) q[8];\ncx q[8], q[10];\nU(pi/2, -pi, 0.0757419595120532) q[8];\nU(pi, 3*pi/4, pi/4) q[8];\nU(pi/2, -2.8572107001529927, 0) q[10];\nU(pi/2, -3*pi/4, 0) q[10];\nU(3*pi/4, 1.074476556235636, pi/2) q[18];\nU(pi/2, 0, 3*pi/4) q[18];\ncx q[5], q[18];\nU(pi/2, -pi, -pi/4) q[5];\nU(3*pi/4, pi/2, -pi/2) q[5];\nU(pi/2, 0.5907240641503462, -pi) q[18];\nU(pi, 3*pi/4, pi/4) q[18];\nU(pi, pi/2, -pi/2) q[19];\nU(pi/2, pi/4, 0) q[20];\nU(pi/2, -pi, -3*pi/4) q[21];\ncx q[6], q[21];\nU(pi/2, -pi, -pi) q[6];\nU(pi/2, 0.6924039899470129, -pi) q[21];\nU(3*pi/4, -pi/2, 0) q[21];\ncx q[1], q[21];\nU(pi, -pi, -pi/2) q[1];\nU(1.5764775912377398, 1.6772908723915565, -1.6772908723915565) q[21];\ncx q[1], q[21];\nU(0, 1.6462418396205125, 1.6462418396205125) q[1];\ncx q[1], q[6];\nU(pi, 0.2690781628631509, -2.8725144907266422) q[1];\nU(0, -pi, -pi) q[6];\nU(pi/2, -0.07574195951205276, 0) q[6];\nU(3*pi/4, 0.15089102565123236, pi/2) q[21];\nU(pi/2, -pi, -3*pi/4) q[21];\nU(pi/2, pi/2, -pi/2) q[22];\ncx q[19], q[22];\nU(pi/2, -2.961584171069691, -pi) q[19];\nU(3*pi/4, -pi/2, 0) q[19];\ncx q[0], q[19];\nU(pi, -pi, -pi/2) q[0];\nU(1.606066723067489, 1.8348600631674072, -1.8348600631674072) q[19];\ncx q[0], q[19];\nU(0, 1.759702535510855, 1.759702535510855) q[0];\nU(pi/2, -0.07574195951205276, 0) q[0];\nU(3*pi/4, 0.3778124174319175, pi/2) q[19];\nU(0, 1.1902966765106626, 1.1902966765106626) q[19];\nU(pi/2, -pi/2, -pi) q[22];\nU(3*pi/4, -pi/2, 0) q[22];\ncx q[14], q[22];\nU(pi, -pi, -pi/2) q[14];\nU(2.027317694657738, 2.46906019610324, -2.46906019610324) q[22];\ncx q[14], q[22];\nU(0, 3.0822820484037274, 1.5114857216088309) q[14];\nU(3*pi/4, 1.4521751164227652, pi/2) q[22];\nU(pi, -pi, -pi) q[23];\ncx q[20], q[23];\nU(pi, -1.4230759082230364, -2.2084740716204845) q[20];\ncx q[14], q[20];\nU(0, -0.47242200102865084, 2.6691706525611423) q[14];\nU(pi/2, pi/4, 0) q[14];\nU(0, -2.7078224866805027, -2.7078224866805027) q[20];\nU(pi/2, 0, 3*pi/4) q[20];\ncx q[10], q[20];\nU(pi/2, -pi, -pi/4) q[10];\nU(pi, pi/2, -pi/2) q[10];\nU(pi/2, 0.23089043662371544, -pi) q[20];\nU(pi/2, 0, 3*pi/4) q[20];\nU(0, -pi/2, -pi/2) q[23];\nU(pi, pi/2, -pi/2) q[23];\nU(1.4664841824257142, pi/2, pi/2) q[24];\ncx q[16], q[24];\nU(0, -1.4347789528409738, 0.5308084936536841) q[16];\nU(3*pi/4, -pi/2, 0) q[16];\ncx q[13], q[16];\nU(pi, -pi, -pi/2) q[13];\nU(1.7045868779211568, 2.077348209452923, -2.0773482094529236) q[16];\ncx q[13], q[16];\nU(0, 2.532677047602389, 1.3566718405072535) q[13];\nU(3*pi/4, 0.7477562345198492, pi/2) q[16];\nU(pi/2, -pi, -3*pi/4) q[16];\ncx q[0], q[16];\nU(pi/2, -pi, 0.0757419595120532) q[0];\nU(pi/2, pi/4, 0) q[0];\nU(pi/2, 2.5042006143552813, 0) q[16];\nU(3*pi/4, -pi/2, 0) q[16];\nU(1.6751084711640791, -pi/2, -pi/2) q[24];\nU(pi/4, pi/2, pi/2) q[25];\ncx q[12], q[25];\nU(pi, -pi, -pi/2) q[12];\nU(pi/2, pi/4, 0) q[12];\ncx q[12], q[21];\nU(pi/2, -2.1300107380610735, -pi/4) q[12];\nU(3*pi/4, -pi/2, 0) q[12];\ncx q[8], q[12];\nU(pi, -pi, -pi/2) q[8];\nU(1.7304683139797021, 2.122101718332405, -2.122101718332405) q[12];\ncx q[8], q[12];\nU(0, 2.568942491899321, 1.3929372848041872) q[8];\nU(pi/2, -pi, -3*pi/4) q[8];\ncx q[6], q[8];\nU(pi/2, -pi, 0.0757419595120532) q[6];\nU(pi, 3*pi/4, pi/4) q[6];\nU(pi/2, -1.2591208776991003, 0) q[8];\ncx q[3], q[8];\nU(0, -0.7913362444385168, 2.3502564091512763) q[3];\nU(pi, 3*pi/4, pi/4) q[3];\nU(0, 1.3160656449332215, -1.316065644933222) q[8];\nU(pi, 3*pi/4, pi/4) q[8];\nU(3*pi/4, 0.8202871231137157, pi/2) q[12];\nU(pi/2, pi/4, 0) q[12];\nU(pi/2, 3*pi/4, 0) q[21];\nU(pi/2, pi/4, 0) q[21];\nU(3*pi/4, 0.7218420495767219, -pi/2) q[25];\ncx q[15], q[25];\nU(pi, 3*pi/4, pi/4) q[15];\ncx q[15], q[16];\nU(pi, -pi, -pi/2) q[15];\nU(1.6561607985400637, 1.9783777384391605, -1.9783777384391605) q[16];\ncx q[15], q[16];\nU(0, 1.8671079641180466, 1.8671079641180466) q[15];\nU(pi/2, pi/4, 0) q[15];\nU(3*pi/4, 0.5926232746463009, pi/2) q[16];\nU(pi/2, -pi, -3*pi/4) q[16];\ncx q[0], q[16];\nU(pi/2, -pi, -pi/4) q[0];\nU(pi/2, -1.7770693577311114, 0) q[16];\nU(pi, 2.9244579572718674, -0.21713469631792615) q[16];\nU(0, -pi, -pi) q[25];\nU(pi/2, -pi, -3*pi/4) q[25];\ncx q[14], q[25];\nU(pi/2, -2.107359404272639, -pi/4) q[14];\nU(pi/2, -pi, -3*pi/4) q[14];\nU(pi/2, -1.675123084387086, 0) q[25];\nU(3*pi/4, -pi/2, 0) q[25];\nU(2.939900710939811, pi/2, pi/2) q[26];\ncx q[23], q[26];\nU(pi, -2.783589253006575, 2.783589253006575) q[23];\nU(1.1071487177940904, -pi/2, -pi/2) q[23];\ncx q[1], q[23];\nU(pi, -1.6398753232185355, -3.072513657166154) q[1];\nU(pi/2, 1.3607329253298737, 0) q[1];\ncx q[1], q[14];\nU(pi/2, -2.1760511507767237, -1.360732925329875) q[1];\nU(pi/2, -1.5120405040791738, 0) q[1];\nU(pi/2, -1.8947720518456368, 0) q[14];\nU(3*pi/4, -pi/2, 0) q[14];\nU(2.0344439357957027, 2.682408103880088, pi/2) q[23];\nU(pi/2, -pi, -3*pi/4) q[23];\nU(2.93990071093981, pi/2, pi/2) q[26];\nU(pi/2, -pi, -3*pi/4) q[26];\ncx q[21], q[26];\nU(pi/2, -0.2105846822084403, -pi/4) q[21];\ncx q[19], q[21];\nU(pi/2, -pi, -3*pi/4) q[19];\nU(0, -pi, -pi) q[21];\nU(pi/2, pi/2, -pi/2) q[21];\nU(pi/2, 3*pi/4, 0) q[26];\nU(pi/2, -pi, -3*pi/4) q[26];\nU(pi/2, -pi, -3*pi/4) q[27];\ncx q[17], q[27];\nU(pi/2, -2.848284212601377, -pi/2) q[17];\ncx q[17], q[22];\nU(0, 3.0803423545045714, -1.6320466258801183) q[17];\nU(0, -2.2049856808394797, -2.2049856808394797) q[22];\nU(pi/2, -pi, -3*pi/4) q[22];\ncx q[15], q[22];\nU(pi/2, -1.3057304890006245, -pi/4) q[15];\nU(pi, pi/2, -pi/2) q[15];\nU(pi/2, 3*pi/4, 0) q[22];\nU(pi/2, pi/4, 0) q[22];\ncx q[22], q[26];\nU(pi/2, -pi, -pi/4) q[22];\nU(pi/2, -pi, -3*pi/4) q[22];\nU(pi/2, 3*pi/4, 0) q[26];\nU(pi/2, -pi, -3*pi/4) q[26];\nU(pi/2, -2.6913901795570885, 0) q[27];\nU(1.080839000541168, -pi/2, -pi/2) q[27];\ncx q[4], q[27];\nU(0, -1.9572156166695391, 1.184377036920254) q[4];\nU(pi, 3*pi/4, pi/4) q[4];\nU(1.080839000541169, -1.1593380293836058, -pi/2) q[27];\nU(pi/2, -pi, -3*pi/4) q[27];\ncx q[12], q[27];\nU(pi/2, -pi, -pi/4) q[12];\nU(pi/2, 3*pi/4, -pi) q[12];\ncx q[12], q[20];\nU(pi/2, 2.4498491687487736, pi/4) q[12];\nU(pi/2, -pi, -3*pi/4) q[12];\nU(pi/2, 2.2534128178926203, -pi) q[20];\nU(pi/2, -3.0258591222139657, 0) q[27];\nU(pi/2, -pi, -3*pi/4) q[27];\nU(pi/2, 0, 3*pi/4) q[28];\ncx q[2], q[28];\nU(pi/2, -pi, 3*pi/4) q[2];\nU(0, 1.5389403421208385, 1.5389403421208385) q[2];\nU(pi/2, pi/4, 0) q[2];\nU(pi/2, 2.946113285678738, 0) q[28];\nU(3*pi/4, -pi/2, 0) q[28];\ncx q[7], q[28];\nU(pi, -pi, -pi/2) q[7];\nU(1.5753434745577377, 1.666088250703332, -1.666088250703332) q[28];\ncx q[7], q[28];\nU(0, 1.638279961797152, 1.638279961797152) q[7];\ncx q[7], q[13];\nU(3*pi/4, -pi/2, 0) q[7];\ncx q[4], q[7];\nU(pi, -pi, -pi/2) q[4];\nU(1.5766628270604282, 1.6790097346495534, -1.6790097346495536) q[7];\ncx q[4], q[7];\nU(0, 1.6474642761246088, 1.6474642761246088) q[4];\ncx q[4], q[5];\nU(0, 2.641826112946717, 0.26124621358165356) q[4];\nU(3*pi/4, -0.5085756210573376, pi/2) q[5];\nU(pi/2, pi/4, 0) q[5];\nU(3*pi/4, 0.15333589865942354, pi/2) q[7];\nU(0, -pi, -pi) q[13];\ncx q[7], q[13];\nU(0, 0.9361068787211604, 0.9361068787211604) q[7];\nU(pi, 3*pi/4, pi/4) q[7];\ncx q[7], q[25];\nU(pi, -pi, -pi/2) q[7];\nU(pi/2, -pi, -3*pi/4) q[13];\ncx q[2], q[13];\nU(pi/2, -0.8185732704256674, -pi/4) q[2];\nU(pi/2, -3*pi/4, 0) q[2];\nU(pi/2, 3*pi/4, 0) q[13];\nU(pi, 3*pi/4, pi/4) q[13];\nU(1.5932159840848301, 1.7817677105357852, -1.7817677105357854) q[25];\ncx q[7], q[25];\nU(0, 1.7210871459376929, 1.7210871459376929) q[7];\nU(pi/2, -pi, -3*pi/4) q[7];\ncx q[5], q[7];\nU(pi/2, -pi, -pi/4) q[5];\nU(pi, pi/2, -pi/2) q[5];\nU(pi/2, 3*pi/4, 0) q[7];\nU(pi, 3*pi/4, pi/4) q[7];\ncx q[7], q[14];\nU(pi, -pi, -pi/2) q[7];\nU(1.6435520910746897, 1.9478101189340213, -1.9478101189340213) q[14];\ncx q[7], q[14];\nU(0, 1.8437882698409496, 1.8437882698409496) q[7];\nU(pi/2, pi/4, 0) q[7];\ncx q[7], q[12];\nU(pi/2, -pi, -pi/4) q[7];\nU(pi/2, -pi, -3*pi/4) q[7];\nU(pi/2, -2.8056467709769457, 0) q[12];\nU(pi, pi/2, -pi/2) q[12];\nU(3*pi/4, 0.545983886092106, pi/2) q[14];\nU(pi/2, -pi, -3*pi/4) q[14];\nU(3*pi/4, 0.30058163828559215, pi/2) q[25];\nU(pi/2, 0, 3*pi/4) q[25];\ncx q[9], q[25];\nU(pi/2, -pi, 0.21969887763166618) q[9];\nU(pi, 3*pi/4, pi/4) q[9];\nU(pi/2, 0.4824195537618854, -pi) q[25];\ncx q[20], q[25];\nU(0, -1.1071487177940904, 1.1071487177940904) q[20];\nU(3*pi/4, -pi/2, 0) q[20];\nU(0, -1.6935160560974465, -1.6935160560974465) q[25];\nU(3*pi/4, -pi/2, 0) q[25];\nU(3*pi/4, 0.1349672700045108, pi/2) q[28];\ncx q[24], q[28];\ncx q[17], q[24];\nU(2.5535529731273234, pi/2, pi/2) q[17];\ncx q[16], q[17];\nU(pi, -2.0629718859031323, -2.4680973200800667) q[16];\nU(3*pi/4, -pi/2, 0) q[16];\nU(0.5880396804624689, -0.8853898316687356, -pi/2) q[17];\nU(3*pi/4, -pi/2, 0) q[17];\ncx q[13], q[17];\nU(pi, -pi, -pi/2) q[13];\nU(1.7677427054186985, 2.179867943711951, -2.179867943711951) q[17];\ncx q[13], q[17];\nU(0, 2.617018909765937, 1.4410137026708032) q[13];\nU(pi/2, -pi, -3*pi/4) q[13];\ncx q[1], q[13];\nU(pi/2, -0.7415272622204574, 1.5120405040791738) q[1];\nU(pi/2, pi/4, 0) q[1];\nU(pi/2, 2.4951247396405245, 0) q[13];\nU(pi/2, -pi, -3*pi/4) q[13];\nU(3*pi/4, 0.9164399588469472, pi/2) q[17];\nU(3*pi/4, pi/2, pi/2) q[17];\ncx q[5], q[17];\nU(pi, 1.9553531555194823, -0.3845568287245862) q[5];\nU(pi, 3*pi/4, pi/4) q[5];\nU(pi/4, 0.17515612772062017, -pi/2) q[17];\nU(pi, 3*pi/4, pi/4) q[17];\nU(0, 2.698794101361191, -0.44279855222860176) q[24];\nU(3*pi/4, -pi/2, 0) q[24];\ncx q[6], q[24];\nU(pi, -pi, -pi/2) q[6];\nU(1.8767752887343843, 2.319149547714904, -2.319149547714904) q[24];\ncx q[6], q[24];\nU(0, 2.937172011652235, 1.3663756848573385) q[6];\ncx q[0], q[6];\nU(0, -1.2337464266990166, 1.417888900637049) q[0];\nU(pi/2, pi/4, 0) q[0];\nU(0, -pi, -pi) q[6];\nU(3*pi/4, -pi/2, 0) q[6];\ncx q[3], q[6];\nU(pi, -pi, -pi/2) q[3];\nU(1.7056948420450242, 2.0793585059306565, -2.0793585059306565) q[6];\ncx q[3], q[6];\nU(0, 2.53428893731855, 1.3582837302234143) q[3];\nU(pi/2, pi/4, 0) q[3];\ncx q[3], q[22];\nU(pi/2, -2.7778616022089793, -pi/4) q[3];\nU(pi/2, -1.97568811307998, 0) q[3];\ncx q[3], q[13];\nU(pi/2, -2.242824484807829, 1.97568811307998) q[3];\nU(pi, 3*pi/4, pi/4) q[3];\nU(3*pi/4, 0.7509800139521721, pi/2) q[6];\nU(pi/2, pi/4, 0) q[6];\ncx q[6], q[26];\nU(pi/2, -2.796750427674228, -pi/4) q[6];\nU(pi, 3*pi/4, pi/4) q[6];\nU(pi/2, -1.7123785300830154, 0) q[13];\nU(pi/2, -pi, -3*pi/4) q[13];\nU(pi/2, 3*pi/4, 0) q[22];\nU(pi/2, -pi, -3*pi/4) q[22];\nU(3*pi/4, 1.1619550429197805, pi/2) q[24];\nU(pi/2, pi/2, -pi/2) q[24];\ncx q[15], q[24];\nU(pi, pi/2, -pi/2) q[15];\nU(pi/2, -pi, -3*pi/4) q[15];\ncx q[0], q[15];\nU(pi/2, -3.019935466668731, -pi/4) q[0];\nU(pi/2, -pi/2, -pi) q[0];\nU(pi/2, 3*pi/4, 0) q[15];\nU(pi, pi/2, -pi/2) q[15];\nU(pi/2, 1.701827584349739, -pi/2) q[24];\nU(3*pi/4, -pi/2, 0) q[24];\nU(pi/2, 3*pi/4, 0) q[26];\nU(0, -pi, -pi) q[28];\nU(3*pi/4, -pi/2, 0) q[28];\ncx q[18], q[28];\nU(pi, -pi, -pi/2) q[18];\nU(1.615190476170718, 1.8666181134875721, -1.8666181134875721) q[28];\ncx q[18], q[28];\nU(0, 1.7830510813174776, 1.7830510813174776) q[18];\nU(pi/2, 1.5042281630190732, 0) q[18];\ncx q[18], q[27];\nU(pi/2, -0.4680649907605847, -1.5042281630190732) q[18];\ncx q[18], q[21];\nU(0, 0.11852598157875294, 2.0841134280734117) q[18];\nU(pi/2, -1.3605035221892903, pi/2) q[21];\nU(pi/2, -pi, -3*pi/4) q[21];\nU(pi/2, -2.638590738181814, 0) q[27];\nU(3*pi/4, -pi/2, 0) q[27];\ncx q[8], q[27];\nU(pi, -pi, -pi/2) q[8];\nU(1.5808935330095328, 1.7126655475745807, -1.7126655475745807) q[27];\ncx q[8], q[27];\nU(0, 1.6714502000956717, 1.6714502000956708) q[8];\nU(pi/2, pi/4, 0) q[8];\ncx q[8], q[23];\nU(pi/2, -0.529324800266731, -pi/4) q[8];\nU(pi, 3*pi/4, pi/4) q[8];\nU(pi/2, 3*pi/4, 0) q[23];\nU(pi, 3*pi/4, pi/4) q[23];\ncx q[23], q[25];\nU(pi, -pi, -pi/2) q[23];\nU(1.7631762718401818, 2.1731474324131153, -2.1731474324131157) q[25];\ncx q[23], q[25];\nU(0, 2.611347584085493, 1.4353423769903584) q[23];\nU(1.6951513213416576, pi/2, pi/2) q[23];\ncx q[12], q[23];\nU(pi, 1.0545678577387303, -1.9818630757403422) q[12];\nU(3*pi/4, -pi/2, 0) q[12];\nU(1.446441332248136, 0.5979906431173032, -pi/2) q[23];\nU(3*pi/4, -pi/2, 0) q[23];\ncx q[17], q[23];\nU(pi, -pi, -pi/2) q[17];\nU(1.6125841135351258, 1.8579227702968506, -1.8579227702968506) q[23];\ncx q[17], q[23];\nU(0, 1.7766377228685641, 1.7766377228685633) q[17];\nU(pi/2, 0, 3*pi/4) q[17];\nU(3*pi/4, 0.4116827921473347, pi/2) q[23];\nU(pi/2, -pi, -3*pi/4) q[23];\nU(3*pi/4, 0.9050973074860584, pi/2) q[25];\nU(1.4464413322481349, -pi/2, -pi/2) q[25];\ncx q[15], q[25];\nU(pi, -1.0378660391707073, -2.103726614419086) q[15];\nU(1.6951513213416585, -1.8460128091253005, pi/2) q[25];\nU(pi/2, -pi, -3*pi/4) q[25];\nU(3*pi/4, 1.4426383536001346, pi/2) q[27];\nU(3*pi/4, -pi/2, 0) q[27];\ncx q[8], q[27];\nU(pi, -pi, -pi/2) q[8];\nU(1.8277270148733709, 2.260865618825763, -2.260865618825763) q[27];\ncx q[8], q[27];\nU(0, 2.8845298900843694, 1.3137335632894729) q[8];\nU(3*pi/4, 1.0566707997840492, pi/2) q[27];\ncx q[18], q[27];\nU(0, -1.1071487177940904, 1.1071487177940904) q[18];\nU(pi/2, -pi, -3*pi/4) q[18];\nU(0, -2.5175382561624557, -2.5175382561624557) q[27];\nU(3*pi/4, -pi/2, 0) q[27];\nU(3*pi/4, 0.4245095090451625, pi/2) q[28];\nU(pi/2, -pi, -3*pi/4) q[28];\ncx q[11], q[28];\nU(pi/2, -1.3524655890930162, -pi/4) q[11];\nU(1.4664841824257142, pi/2, pi/2) q[11];\ncx q[10], q[11];\nU(pi, -2.699036148092766, 0.5561369378632324) q[10];\nU(pi, 3*pi/4, pi/4) q[10];\ncx q[10], q[24];\nU(pi, -pi, -pi/2) q[10];\nU(1.6751084711640791, -pi/2, -pi/2) q[11];\nU(pi/2, -2.676915112831262, 0) q[11];\nU(1.7330717108352565, 2.126370551778538, -2.126370551778538) q[24];\ncx q[10], q[24];\nU(0, 2.5724448136291267, 1.396439606533992) q[10];\nU(pi/2, 0, 3*pi/4) q[10];\ncx q[2], q[10];\nU(pi/2, -pi, -pi/4) q[2];\nU(0, 0.6747409422235524, -0.6747409422235524) q[2];\nU(pi/2, -2.1233669283022123, -pi) q[10];\nU(pi/2, pi/4, 0) q[10];\ncx q[10], q[21];\nU(pi/2, -1.6190789362379654, -pi/4) q[10];\nU(3*pi/4, -pi/2, 0) q[10];\nU(pi/2, 3*pi/4, 0) q[21];\nU(3*pi/4, -pi/2, 0) q[21];\nU(3*pi/4, 0.827291766573325, pi/2) q[24];\nU(pi/2, -pi, -3*pi/4) q[24];\ncx q[11], q[24];\nU(pi/2, -1.2806593024498913, 2.676915112831262) q[11];\nU(3*pi/4, -pi/2, 0) q[11];\ncx q[5], q[11];\nU(pi, -pi, -pi/2) q[5];\nU(1.9257316338388202, 2.3719997854408, -2.3719997854408) q[11];\ncx q[5], q[11];\nU(0, 2.9866546302304613, 1.4158583034355647) q[5];\nU(pi/2, 0.4646775407585313, -pi) q[5];\ncx q[5], q[7];\nU(pi/2, 2.6145189997849165, -0.46467754075853085) q[5];\nU(pi, 3*pi/4, pi/4) q[5];\ncx q[5], q[10];\nU(pi, -pi, -pi/2) q[5];\nU(pi/2, 1.405688333380855, 0) q[7];\nU(3*pi/4, -pi/2, 0) q[7];\ncx q[3], q[7];\nU(pi, -pi, -pi/2) q[3];\nU(1.571958834458755, 1.619005403131947, -1.619005403131947) q[7];\ncx q[3], q[7];\nU(0, 1.6048984991012087, 1.6048984991012087) q[3];\nU(pi/2, pi/4, 0) q[3];\nU(3*pi/4, 0.06820434461262481, pi/2) q[7];\nU(pi/2, -1.8370483759458214, 0) q[7];\ncx q[7], q[23];\nU(pi/2, -1.550246113312581, 1.8370483759458214) q[7];\nU(1.919064151896111, 2.3650710237773342, -2.365071023777334) q[10];\ncx q[5], q[10];\nU(0, 2.9800679346569794, 1.4092716078620828) q[5];\nU(pi, pi/2, -pi/2) q[5];\nU(3*pi/4, 1.24774688892927, pi/2) q[10];\nU(3*pi/4, 1.260920280076233, pi/2) q[11];\ncx q[8], q[11];\nU(pi/2, pi/4, 0) q[8];\ncx q[8], q[13];\nU(pi/2, -0.0885428353670723, -pi/4) q[8];\nU(pi/2, pi/4, 0) q[8];\nU(0, 1.7632880246270348, -0.451009410961146) q[11];\nU(pi/2, 3*pi/4, 0) q[13];\nU(pi/2, pi/4, 0) q[13];\nU(pi/2, -1.0071097202771124, 0) q[23];\nU(pi/2, -pi, -3*pi/4) q[23];\nU(pi/2, 2.841661507919804, 0) q[24];\nU(pi/2, 0, 3*pi/4) q[24];\nU(pi/2, 2.531425820276443, 0) q[28];\nU(0.8007815651780438, -pi/2, pi/2) q[28];\ncx q[4], q[28];\nU(0, -0.07507455386921924, 2.139222881718961) q[4];\nU(pi, 3*pi/4, pi/4) q[4];\ncx q[4], q[16];\nU(pi, -pi, -pi/2) q[4];\nU(2.01491064635001, 2.457959950772743, -2.457959950772743) q[16];\ncx q[4], q[16];\nU(0, 3.07101681749032, 1.5002204906954235) q[4];\nU(pi/2, pi/4, 0) q[4];\ncx q[4], q[19];\nU(pi/2, -2.3294512812052974, -pi/4) q[4];\nU(pi/2, 0, 3*pi/4) q[4];\ncx q[0], q[4];\nU(pi/2, 1.8183195759396957, -pi/2) q[0];\nU(pi/2, pi/4, 0) q[0];\ncx q[0], q[25];\nU(pi/2, -pi, -pi/4) q[0];\nU(pi, 3*pi/4, pi/4) q[0];\nU(pi/2, 1.7935064751171375, -pi) q[4];\nU(pi, 3*pi/4, pi/4) q[4];\ncx q[4], q[21];\nU(pi, -pi, -pi/2) q[4];\nU(3*pi/4, 1.4296446545959505, pi/2) q[16];\nU(pi/2, pi/2, 2.568266437540932) q[16];\nU(pi/2, -2.365429655332722, 0) q[19];\nU(pi, 3*pi/4, pi/4) q[19];\ncx q[19], q[20];\nU(pi, -pi, -pi/2) q[19];\nU(2.085251613149929, 2.5186075207400114, -2.5186075207400114) q[20];\ncx q[19], q[20];\nU(0, 3.1336530355992416, 1.562856708804345) q[19];\nU(pi/2, -1.8718999919865693, -pi) q[19];\ncx q[19], q[24];\nU(pi/2, 0.2881713048229142, -1.2696926616032251) q[19];\nU(3*pi/4, 1.5549170908137935, pi/2) q[20];\nU(pi/2, -1.4716369922282624, -pi) q[20];\ncx q[20], q[22];\nU(pi/2, 0.20533084497987586, 1.4716369922282624) q[20];\ncx q[19], q[20];\nU(0, -pi/2, pi/2) q[19];\nU(3*pi/4, -pi/2, 0) q[19];\nU(0, -2.164392262548919, -2.164392262548919) q[20];\nU(1.5771157193163319, 1.683100681587164, -1.683100681587164) q[21];\ncx q[4], q[21];\nU(0, 1.6503746335404346, 1.6503746335404346) q[4];\nU(pi/2, pi/2, 0) q[4];\nU(3*pi/4, 0.15915661349107602, pi/2) q[21];\nU(pi/2, -pi, -3*pi/4) q[21];\ncx q[3], q[21];\nU(pi/2, -pi, -pi/4) q[3];\ncx q[3], q[7];\nU(0, -pi, -pi) q[7];\nU(pi/2, -2.4759665764166527, 0) q[21];\nU(pi, 3*pi/4, pi/4) q[21];\nU(pi/2, 1.1361604558381408, 0) q[22];\nU(pi, 3*pi/4, pi/4) q[22];\nU(pi/2, -2.986390328287836, -pi) q[24];\nU(pi/2, 1.6738779353175968, -pi) q[24];\nU(pi/2, 3*pi/4, 0) q[25];\nU(pi/2, -pi, -3*pi/4) q[25];\nU(0.8007815651780443, -2.3722785703455953, -pi/2) q[28];\nU(3*pi/4, -pi/2, 0) q[28];\ncx q[9], q[28];\nU(pi, -pi, -pi/2) q[9];\nU(1.6836661405104658, 2.0375090933357782, -2.0375090933357782) q[28];\ncx q[9], q[28];\nU(0, 1.9130430958029088, 1.9130430958029088) q[9];\nU(pi/2, pi/4, 0) q[9];\ncx q[9], q[14];\nU(pi/2, -pi, -pi/4) q[9];\nU(3*pi/4, -pi/2, 0) q[9];\ncx q[6], q[9];\nU(pi, -pi, -pi/2) q[6];\nU(2.002083575531039, 2.44628422360776, -2.44628422360776) q[9];\ncx q[6], q[9];\nU(0, 3.059261631130342, 1.4884653043354454) q[6];\nU(0.3066821590539081, pi/2, -pi/2) q[6];\ncx q[2], q[6];\nU(0, -0.21192426405385056, 0.6528912870872254) q[2];\nU(pi, 3*pi/4, pi/4) q[2];\ncx q[2], q[12];\nU(pi, -pi, -pi/2) q[2];\nU(0.3066821590539085, -1.3830163424536133, pi/2) q[6];\nU(pi, 3*pi/4, pi/4) q[6];\nU(3*pi/4, 1.4061342818759943, pi/2) q[9];\ncx q[9], q[26];\nU(3*pi/4, -pi/2, 0) q[9];\ncx q[6], q[9];\nU(pi, -pi, -pi/2) q[6];\nU(1.6876782035442763, 2.0454463421933413, -2.0454463421933413) q[9];\ncx q[6], q[9];\nU(0, 1.919298863679268, 1.919298863679268) q[6];\nU(pi/2, 0, 3*pi/4) q[6];\ncx q[4], q[6];\nU(pi/2, -2.819670098686085, pi/2) q[4];\nU(pi, 3*pi/4, pi/4) q[4];\ncx q[4], q[19];\nU(pi, -pi, -pi/2) q[4];\nU(pi/2, -0.7296835442747369, -pi) q[6];\nU(pi, 3*pi/4, pi/4) q[6];\nU(3*pi/4, 0.6970050737687425, pi/2) q[9];\nU(pi/2, -pi, -3*pi/4) q[9];\nU(1.8219622897963785, 2.2535967046483947, -2.2535967046483947) q[12];\ncx q[2], q[12];\nU(0, 2.8780982433472353, 1.3073019165523396) q[2];\nU(pi/2, pi/4, 0) q[2];\ncx q[2], q[18];\nU(pi/2, -pi, -pi/4) q[2];\nU(pi/2, pi/4, 0) q[2];\ncx q[2], q[23];\nU(pi/2, -pi, -pi/4) q[2];\nU(3*pi/4, 1.0438075063097836, pi/2) q[12];\nU(pi/2, -pi/2, -pi) q[12];\nU(pi/2, 3*pi/4, 0) q[14];\nU(pi/2, -pi, -3*pi/4) q[14];\ncx q[1], q[14];\nU(pi/2, -pi, -pi/4) q[1];\nU(pi, 3*pi/4, pi/4) q[1];\nU(pi/2, -2.3620414428231022, 0) q[14];\nU(pi, 3*pi/4, pi/4) q[14];\ncx q[14], q[27];\nU(pi, -pi, -pi/2) q[14];\nU(pi/2, -2.7562502109214977, 0) q[18];\nU(pi/2, -pi, -3*pi/4) q[18];\nU(1.5740829402624674, 1.6518274361342824, -1.6518274361342824) q[19];\ncx q[4], q[19];\nU(0, 1.6281567179351528, 1.628156717935152) q[4];\nU(pi/2, 2.1364956125606778, -pi) q[4];\nU(3*pi/4, 0.11472078228051252, pi/2) q[19];\nU(pi/2, -2.9624919957894598, 0) q[23];\nU(3*pi/4, -pi/2, 0) q[23];\nU(0, -pi, -pi) q[26];\nU(3*pi/4, -pi/2, 0) q[26];\ncx q[22], q[26];\nU(pi, -pi, -pi/2) q[22];\nU(1.8972164469138333, 2.3417915768995874, -2.3417915768995874) q[26];\ncx q[22], q[26];\nU(0, 2.9581597765381886, 1.387363449743293) q[22];\nU(2.323947607757091, pi/2, pi/2) q[22];\ncx q[5], q[22];\nU(pi, 0.94016243559245, -1.8674576535940621) q[5];\nU(0.8176450458327028, -0.2728416947822132, -pi/2) q[22];\nU(3*pi/4, 1.2039305726916893, pi/2) q[26];\nU(pi/2, -pi, -3*pi/4) q[26];\ncx q[24], q[26];\nU(pi/2, 1.801458736482843, -1.6738779353175972) q[24];\nU(pi/2, pi/4, 0) q[24];\nU(pi/2, 1.03115135752864, 0) q[26];\nU(3*pi/4, -pi/2, 0) q[26];\nU(1.9079269385229205, 2.353317133519562, -2.353317133519562) q[27];\ncx q[14], q[27];\nU(0, 2.968963999541728, 1.3981676727468315) q[14];\nU(pi/2, -3*pi/4, 0) q[14];\ncx q[14], q[17];\nU(pi/2, -pi, -pi/4) q[14];\ncx q[5], q[14];\nU(0, 1.3183591573846645, -0.25243716941023164) q[5];\nU(pi, 3*pi/4, pi/4) q[14];\nU(pi/2, -0.9462937604343189, -pi) q[17];\nU(3*pi/4, -pi/2, 0) q[17];\ncx q[0], q[17];\nU(pi, -pi, -pi/2) q[0];\nU(1.8605990295085493, 2.3005834814025707, -2.300583481402571) q[17];\ncx q[0], q[17];\nU(0, 2.9201912247776853, 1.3493948979827888) q[0];\nU(3*pi/4, 1.1279934691706819, pi/2) q[17];\nU(pi/2, -1.6814535479687924, 0) q[17];\ncx q[17], q[18];\nU(pi/2, -0.3439485200374399, 1.6814535479687924) q[17];\nU(pi/2, -1.9687484334216787, 0) q[18];\nU(3*pi/4, 1.2255390186987665, pi/2) q[27];\ncx q[15], q[27];\nU(0, -1.6270040169184732, 2.4418838546729322) q[15];\nU(pi/2, 2.0344439357957027, 0) q[15];\ncx q[15], q[25];\nU(pi/2, -1.5525285198922931, -2.0344439357957027) q[15];\nU(3*pi/4, -pi/2, 0) q[15];\ncx q[14], q[15];\nU(pi, -pi, -pi/2) q[14];\nU(2.044138722281329, 2.483820926563997, -2.483820926563997) q[15];\ncx q[14], q[15];\nU(0, 3.097398856960501, 1.5266025301656043) q[14];\nU(3*pi/4, 1.4824087335363103, pi/2) q[15];\nU(pi/2, -1.4077335812948881, 0) q[25];\nU(3*pi/4, -pi/2, 0) q[27];\ncx q[21], q[27];\nU(pi, -pi, -pi/2) q[21];\nU(2.0530650224059013, 2.4915248495264573, -2.4915248495264573) q[27];\ncx q[21], q[27];\nU(0, 3.105351234881855, 1.5345549080869585) q[21];\ncx q[21], q[22];\nU(pi, 3*pi/4, pi/4) q[21];\ncx q[21], q[23];\nU(pi, -pi, -pi/2) q[21];\nU(0, -pi, -pi) q[22];\nU(1.8104761877940996, 2.2388161935313917, -2.238816193531391) q[23];\ncx q[21], q[23];\nU(0, 2.865107782807362, 1.2943114560124656) q[21];\nU(3*pi/4, 1.0178265852300346, pi/2) q[23];\nU(3*pi/4, 1.4983134893790204, pi/2) q[27];\nU(3*pi/4, 0.6844935380160244, pi/2) q[28];\nU(3*pi/4, -pi/2, -2.568266437540931) q[28];\ncx q[16], q[28];\nU(pi/2, -pi, -pi/2) q[16];\nU(2*pi/3, 2.526112944919406, -2.526112944919406) q[28];\ncx q[16], q[28];\nU(pi/2, -1.4532990875345486, -pi/2) q[16];\ncx q[10], q[16];\ncx q[10], q[20];\nU(0, -0.24179722055755493, 1.328999106237342) q[10];\nU(0, -pi, -pi) q[16];\nU(pi/2, -pi, -3*pi/4) q[16];\ncx q[8], q[16];\nU(pi/2, -2.9556097337704146, -pi/4) q[8];\nU(3*pi/4, -pi/2, 0) q[8];\nU(pi/2, 3*pi/4, 0) q[16];\nU(3*pi/4, -pi/2, 0) q[16];\nU(0, -pi, -pi) q[20];\nU(3*pi/4, 0.19345012540768414, -pi/2) q[28];\nU(3*pi/4, -pi/2, 0) q[28];\ncx q[1], q[28];\nU(pi, -pi, -pi/2) q[1];\nU(1.6329183000411647, 1.919750917268905, -1.919750917268905) q[28];\ncx q[1], q[28];\nU(0, 1.8226118640427211, 1.8226118640427211) q[1];\nU(pi/2, pi/4, 0) q[1];\ncx q[1], q[9];\nU(pi/2, -pi, -pi/4) q[1];\nU(pi, 3*pi/4, pi/4) q[1];\ncx q[1], q[26];\nU(pi, -pi, -pi/2) q[1];\nU(pi/2, -1.8982602247626037, 0) q[9];\nU(pi/2, 0, 3*pi/4) q[9];\ncx q[4], q[9];\nU(pi/2, 0.9277564630865882, 1.0050970410291145) q[4];\nU(pi/2, -2.4613254525038717, -pi) q[9];\nU(pi, 3*pi/4, pi/4) q[9];\ncx q[9], q[16];\nU(pi, -pi, -pi/2) q[9];\nU(1.572788018781178, 1.6338894543687372, -1.633889454368737) q[16];\ncx q[9], q[16];\nU(0, 1.6154395161198796, 1.6154395161198796) q[9];\nU(3*pi/4, 0.08928637864996603, pi/2) q[16];\nU(1.6811749719204416, 2.032502601062755, -2.032502601062755) q[26];\ncx q[1], q[26];\nU(0, 1.9091086366237402, 1.909108636623741) q[1];\ncx q[0], q[1];\nU(0, -pi, -pi) q[1];\nU(pi, 3*pi/4, pi/4) q[1];\nU(3*pi/4, 0.676624619657689, pi/2) q[26];\nU(pi/2, -pi, -3*pi/4) q[26];\ncx q[13], q[26];\nU(pi/2, -pi, -pi/4) q[13];\nU(pi/2, 3*pi/4, 0) q[26];\nU(3*pi/4, 0.50363107449565, pi/2) q[28];\nU(pi/2, 0, 3*pi/4) q[28];\ncx q[12], q[28];\nU(pi/2, 1.0303343171499124, -pi/2) q[12];\nU(pi/4, -pi/2, 2.170326699518707) q[12];\ncx q[11], q[12];\nU(0, -0.6723045955979692, -2.8866020311861496) q[11];\nU(3*pi/4, -pi/2, 0) q[11];\ncx q[1], q[11];\nU(pi, -pi, -pi/2) q[1];\nU(1.5929170566863684, 1.7803667474177693, -1.7803667474177698) q[11];\ncx q[1], q[11];\nU(0, 1.7200744558760803, 1.7200744558760803) q[1];\nU(3*pi/4, 0.2985562581623684, pi/2) q[11];\nU(pi/4, 2.6486648759954985, -pi/2) q[12];\nU(pi/2, -3.0130172474726304, -pi) q[28];\nU(3*pi/4, -pi/2, 0) q[28];\ncx q[6], q[28];\nU(pi, -pi, -pi/2) q[6];\nU(1.576355038151215, 1.6761381300522356, -1.6761381300522356) q[28];\ncx q[6], q[28];\nU(0, 1.6454221468916526, 1.6454221468916526) q[6];\ncx q[6], q[19];\nU(0, 0.06107765757397221, 1.6318739843688688) q[6];\nU(pi, 3*pi/4, pi/4) q[6];\ncx q[6], q[8];\nU(pi, -pi, -pi/2) q[6];\nU(2.0559849967792396, 2.4940261632984733, -2.4940261632984733) q[8];\ncx q[6], q[8];\nU(0, 3.1079425200301536, 1.537146193235257) q[6];\nU(3*pi/4, 1.5034960596756184, pi/2) q[8];\nU(0, 1.9131198444369524, -1.9131198444369526) q[19];\nU(3*pi/4, 0.14925164019351111, pi/2) q[28];\nU(pi/2, -pi, -3*pi/4) q[28];\ncx q[24], q[28];\nU(pi/2, -0.8255383168441073, -pi/4) q[24];\nU(pi/2, 3*pi/4, 0) q[28];\nc[0] = measure q[0];\nc[1] = measure q[1];\nc[2] = measure q[2];\nc[3] = measure q[3];\nc[4] = measure q[4];\nc[5] = measure q[5];\nc[6] = measure q[6];\nc[7] = measure q[7];\nc[8] = measure q[8];\nc[9] = measure q[9];\nc[10] = measure q[10];\nc[11] = measure q[11];\nc[12] = measure q[12];\nc[13] = measure q[13];\nc[14] = measure q[14];\nc[15] = measure q[15];\nc[16] = measure q[16];\nc[17] = measure q[17];\nc[18] = measure q[18];\nc[19] = measure q[19];\nc[20] = measure q[20];\nc[21] = measure q[21];\nc[22] = measure q[22];\nc[23] = measure q[23];\nc[24] = measure q[24];\nc[25] = measure q[25];\nc[26] = measure q[26];\nc[27] = measure q[27];\nc[28] = measure q[28];\n","offset":"11000111110100010111011111011","cx_count":196,"protocol":"hcs","syndrome":"010010111001111","generator":["11100100010101","11100000010110","01001010000101","00001001010001","10010000111011","01001000000100","00010100101001","01001001011001","11001001111001","00000100000010","10001010010000","10100101101001","11100101101101","01000100000011","01100000001001","01100000000101","10001010010000","00000000001000","00001000000000","00110100111000","00101010000001","11001000010000","01000000010100","00000000000100","11100100000011","11000000000100","01000100000010","10101000000001","00000000000000"],"parity_check":["11101010001110000000000000000","11111011001000110000000000000","00000000001000001000000000000","11010001000001000100000000000","11101110001000000010000000000","10011101100101100001000000000","00011011011000100000100000000","00100100011001000000010000000","01100100101101000000001000000","00101010001001000000000100000","01010101100100100000000010000","01101110111101000000000001000","11000000010001000000000000100","01111011111101100000000000010","00000000000000000000000000001"],"on_device_graph":false},"analytics":{"shots":256,"protocol":"hcs","pass_ci95":[0.985694,1.0],"check_bias":{"mean":1.0,"mean_ci95":[1.0,1.0],"per_check":[1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0],"total_checks":15,"check_weights":[8,10,2,6,8,10,8,6,8,6,8,11,5,13,1],"significant_checks":15},"frozen_bits":[{"qubit":28,"correct":1.0}],"rank_evaluable":true,"joint_structure":{"p":0.0033,"delta":0.9798,"verdict":true,"checks_tested":14},"analytics_version":1},"annotation":"IonQ cloud simulator, not QPU hardware"},{"definition_id":"ghz_scaled","definition_version":5,"device":"ionq.simulator","hardware_key":"ionq:simulator","state":"scored","created_at":"2026-07-31T07:25:01.051015Z","scored_at":"2026-07-31T08:25:00.501975Z","scores":{"n":29,"shots":400,"std_error":0.0,"metric_set":"ghz_population.v1","population_ones":0.5,"population_zeros":0.5,"success_probability":1.0,"measured_queue_seconds":35.801},"error":null,"instance":{"n":29,"seed":16353426557973572536,"qasm3":"OPENQASM 3.0;\ninclude \"stdgates.inc\";\nbit[29] c;\nqubit[29] q;\nh q[0];\ncx q[0], q[1];\ncx q[0], q[2];\ncx q[1], q[3];\ncx q[0], q[4];\ncx q[1], q[5];\ncx q[2], q[6];\ncx q[3], q[7];\ncx q[0], q[8];\ncx q[1], q[9];\ncx q[2], q[10];\ncx q[3], q[11];\ncx q[4], q[12];\ncx q[5], q[13];\ncx q[6], q[14];\ncx q[7], q[15];\ncx q[0], q[16];\ncx q[1], q[17];\ncx q[2], q[18];\ncx q[3], q[19];\ncx q[4], q[20];\ncx q[5], q[21];\ncx q[6], q[22];\ncx q[7], q[23];\ncx q[8], q[24];\ncx q[9], q[25];\ncx q[10], q[26];\ncx q[11], q[27];\ncx q[12], q[28];\nc[0] = measure q[0];\nc[1] = measure q[1];\nc[2] = measure q[2];\nc[3] = measure q[3];\nc[4] = measure q[4];\nc[5] = measure q[5];\nc[6] = measure q[6];\nc[7] = measure q[7];\nc[8] = measure q[8];\nc[9] = measure q[9];\nc[10] = measure q[10];\nc[11] = measure q[11];\nc[12] = measure q[12];\nc[13] = measure q[13];\nc[14] = measure q[14];\nc[15] = measure q[15];\nc[16] = measure q[16];\nc[17] = measure q[17];\nc[18] = measure q[18];\nc[19] = measure q[19];\nc[20] = measure q[20];\nc[21] = measure q[21];\nc[22] = measure q[22];\nc[23] = measure q[23];\nc[24] = measure q[24];\nc[25] = measure q[25];\nc[26] = measure q[26];\nc[27] = measure q[27];\nc[28] = measure q[28];\n","protocol":"ghz","on_device_graph":false},"analytics":{"n_50":29,"n_90":29,"shots":400,"bond_phi":{"mean":1.0,"bonds":[[0,1],[0,2],[1,3],[0,4],[1,5],[2,6],[3,7],[0,8],[1,9],[2,10],[3,11],[4,12],[5,13],[6,14],[7,15],[0,16],[1,17],[2,18],[3,19],[4,20],[5,21],[6,22],[7,23],[8,24],[9,25],[10,26],[11,27],[12,28]],"total":28,"broken":0,"per_bond":[1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0]},"protocol":"ghz","pole_balance":0.5,"prefix_curve":[[2,1.0],[4,1.0],[8,1.0],[16,1.0],[29,1.0]],"success_ci95":[0.99082,1.0],"healthy_cluster":29,"correlation_mass":29.0,"analytics_version":1},"annotation":"IonQ cloud simulator, not QPU hardware"},{"definition_id":"hcs","definition_version":4,"device":"ionq.simulator","hardware_key":"ionq:simulator","state":"failed","created_at":"2026-07-27T23:25:00.907577Z","scored_at":"2026-07-28T00:25:00.317458Z","scores":null,"error":"provider.error","instance":{"k":14,"n":29,"seed":12679421151267970904,"depth":8,"qasm3":"OPENQASM 3.0;\ninclude \"stdgates.inc\";\nbit[29] c;\nqubit[29] q;\nU(pi/2, pi/4, 0) q[0];\nU(pi/2, pi/4, 0) q[1];\nU(pi, pi/2, -pi/2) q[2];\nU(pi/2, -1.4972740839658834, -pi) q[3];\nU(pi, pi/2, -pi/2) q[4];\nU(pi/2, 0, 3*pi/4) q[5];\ncx q[0], q[5];\nU(pi, -2.1009068299386024, -1.5306431499049185) q[0];\nU(pi/2, pi/4, 0) q[0];\nU(3*pi/4, -2.331862186170927, -pi/2) q[5];\nU(pi/2, -3*pi/4, 0) q[5];\nU(pi/2, pi/2, -pi/2) q[6];\ncx q[4], q[6];\nU(pi/2, -1.4974846917691125, -pi) q[4];\nU(pi, 3*pi/4, pi/4) q[4];\nU(pi/2, -pi/2, -pi) q[6];\nU(pi, 3*pi/4, pi/4) q[6];\nU(pi/2, -3*pi/4, 0) q[8];\nU(pi, -pi, -pi) q[9];\ncx q[1], q[9];\nU(pi/2, -1.3288177585748542, -pi/4) q[1];\nU(pi, pi/2, -pi/2) q[1];\nU(pi/2, 0.8775738447784205, 0) q[9];\nU(3*pi/4, -pi/2, 0) q[9];\ncx q[6], q[9];\nU(pi, -pi, -pi/2) q[6];\nU(1.6873274303540633, 2.044758420264304, -2.044758420264304) q[9];\ncx q[6], q[9];\nU(0, 1.9187557881907278, 1.9187557881907278) q[6];\nU(3*pi/4, 0.6959189227916625, pi/2) q[9];\nU(pi/2, -0.7527680491839828, -pi) q[9];\nU(pi/2, -1.5120405040791738, 0) q[10];\nU(pi, pi/2, -pi/2) q[11];\nU(pi, pi/2, -pi/2) q[12];\nU(pi/2, 3*pi/4, 0) q[13];\nU(pi/2, -pi, -3*pi/4) q[14];\ncx q[10], q[14];\nU(pi/2, -0.6822281034328306, 1.5120405040791738) q[10];\nU(pi/2, 2.7817920515614967, 0) q[10];\nU(pi/2, -0.18236094107790013, -pi) q[14];\nU(pi/2, -pi, -3*pi/4) q[14];\nU(pi/2, -pi, 0) q[15];\nU(0.8589204062264617, -pi/2, pi/2) q[16];\ncx q[3], q[16];\nU(pi/2, 2.0343056774452375, -1.6443185696239104) q[3];\nU(pi/2, pi/4, 0) q[3];\ncx q[3], q[14];\nU(pi/2, -1.4111679967651793, -pi/4) q[3];\nU(pi, 3*pi/4, pi/4) q[3];\nU(pi/2, 3*pi/4, 0) q[14];\nU(pi, 3*pi/4, pi/4) q[14];\nU(pi/2, -0.40557268203547236, -pi) q[16];\nU(pi/2, -3*pi/4, 0) q[17];\nU(pi/2, -pi, -3*pi/4) q[18];\ncx q[2], q[18];\nU(pi/2, -0.27598492048448664, -pi) q[2];\nU(pi, -1.8925468811915387, 2.819842099193151) q[2];\nU(pi/2, 0.3946120176305761, -pi) q[18];\nU(pi/2, 0, 3*pi/4) q[19];\ncx q[17], q[19];\nU(pi, 2.1985640789811587, -1.2712688609795468) q[17];\nU(pi, 3*pi/4, pi/4) q[17];\nU(3*pi/4, pi/2, -pi/2) q[19];\nU(pi/2, pi/2, pi/2) q[19];\ncx q[7], q[20];\nU(pi, -0.5880026035475674, 2.553590050042226) q[7];\nU(pi/2, pi/4, 0) q[7];\nU(0, -0.18466891908632777, 1.1648129653607775) q[20];\nU(pi/2, -pi, -3*pi/4) q[20];\ncx q[0], q[20];\nU(pi/2, -pi, -pi/4) q[0];\nU(pi/2, pi/4, 0) q[0];\nU(pi/2, -1.1910678712613159, 0) q[20];\nU(3*pi/4, -pi/2, 0) q[20];\ncx q[3], q[20];\nU(pi, -pi, -pi/2) q[3];\nU(1.6659748796693692, 2.000523056338518, -2.000523056338518) q[20];\ncx q[3], q[20];\nU(0, 1.8841779657540698, 1.8841779657540698) q[3];\nU(pi/2, -pi, -3*pi/4) q[3];\ncx q[0], q[3];\nU(pi/2, -pi, -pi/4) q[0];\nU(pi, 3*pi/4, pi/4) q[0];\nU(pi/2, -2.409901084238445, 0) q[3];\nU(pi, 3*pi/4, pi/4) q[3];\nU(3*pi/4, 0.6267632779183465, pi/2) q[20];\nU(pi/2, pi/4, 0) q[20];\nU(0.7858568790581275, -1.5279675765394538, -0.03027986900632129) q[21];\ncx q[2], q[21];\nU(pi, -pi, -pi/2) q[2];\nU(1.9880408419909472, 2.4332577488453815, -2.4332577488453815) q[21];\ncx q[2], q[21];\nU(0, -3.008337480134657, 1.4827370579022414) q[2];\nU(pi/2, pi/4, 0) q[2];\nU(3*pi/4, -1.731169912305747, pi/2) q[21];\nU(pi/2, 1.4288992721907325, 0) q[21];\nU(pi/2, 0, 3*pi/4) q[22];\ncx q[8], q[22];\nU(pi/2, -2.8657755334221306, 3*pi/4) q[8];\nU(pi/2, -pi, -3*pi/4) q[8];\ncx q[7], q[8];\nU(pi/2, -1.894867993458428, -pi/4) q[7];\nU(pi/2, pi/4, 0) q[7];\nU(pi/2, 3*pi/4, 0) q[8];\nU(pi/2, -0.07574195951205276, 0) q[8];\nU(pi/2, 3*pi/4, 0) q[22];\nU(pi/2, 0, 3*pi/4) q[22];\ncx q[9], q[22];\nU(pi/2, 3.0530526866041363, -2.3888246044058103) q[9];\nU(pi, 3*pi/4, pi/4) q[9];\nU(pi/2, pi/4, -pi) q[22];\nU(pi/2, 0, 3*pi/4) q[22];\nU(3*pi/4, pi/2, -pi/2) q[23];\ncx q[15], q[23];\nU(pi/2, -pi, -pi) q[15];\nU(3*pi/4, -pi/2, 0) q[15];\ncx q[4], q[15];\nU(pi, -pi, -pi/2) q[4];\nU(1.5735894218426556, 1.6455024066188066, -1.6455024066188066) q[15];\ncx q[4], q[15];\nU(0, 1.6236706660346911, 1.6236706660346911) q[4];\nU(pi, pi/2, -pi/2) q[4];\ncx q[4], q[19];\nU(pi, -1.5367134683515655, 3.107509795146462) q[4];\nU(pi, 3*pi/4, pi/4) q[4];\nU(3*pi/4, 0.10574867847958958, pi/2) q[15];\ncx q[15], q[18];\nU(0, -2.897536222961609, -1.3267398961667123) q[15];\nU(pi/2, -pi, -3*pi/4) q[15];\nU(0, -pi, -pi) q[18];\nU(pi/2, 0.764021509505298, -pi/2) q[19];\nU(pi/2, -pi, -3*pi/4) q[19];\ncx q[2], q[19];\nU(pi/2, -pi, -pi/4) q[2];\nU(pi, 3*pi/4, pi/4) q[2];\nU(pi/2, 3*pi/4, 0) q[19];\nU(pi/2, 2.2758368633037076, -pi) q[23];\nU(pi/2, 0, 3*pi/4) q[23];\ncx q[21], q[23];\nU(pi/2, -2.8936298598164356, 1.7126933813990606) q[21];\nU(pi/2, -1.791133760728536, -pi) q[23];\nU(3*pi/4, -pi/2, 0) q[23];\ncx q[14], q[23];\nU(pi, -pi, -pi/2) q[14];\nU(1.888834701305072, 2.3326129298648812, -2.3326129298648812) q[23];\ncx q[14], q[23];\nU(0, 2.949614210899882, 1.3788178841049854) q[14];\nU(pi/2, pi/4, 0) q[14];\nU(3*pi/4, 1.1868394414150742, pi/2) q[23];\nU(pi/2, -pi, -3*pi/4) q[23];\ncx q[20], q[23];\nU(pi/2, -pi, -pi/4) q[20];\nU(3*pi/4, -pi/2, 0) q[20];\ncx q[3], q[20];\nU(pi, -pi, -pi/2) q[3];\nU(2.0341141863000978, 2.4750633271931246, -2.4750633271931246) q[20];\ncx q[3], q[20];\nU(0, 3.0884110696007774, 1.5176147428058808) q[3];\nU(3*pi/4, 1.464433158816866, pi/2) q[20];\nU(0.3066821590539081, pi/2, -pi/2) q[20];\nU(pi/2, -3.036351771033128, 0) q[23];\nU(3*pi/4, -pi/2, 0) q[23];\ncx q[2], q[23];\nU(pi, -pi, -pi/2) q[2];\nU(1.5758235222248087, 1.6709841299617967, -1.6709841299617965) q[23];\ncx q[2], q[23];\nU(0, 1.6417584369306137, 1.6417584369306137) q[2];\ncx q[2], q[19];\nU(0, -1.4151601913837435, -2.3424554093853556) q[2];\nU(pi/2, pi/2, -pi) q[2];\nU(0, 2.8704477351539115, -0.2711449184358812) q[19];\nU(pi/2, -pi, -3*pi/4) q[19];\nU(3*pi/4, 0.14192422027143392, pi/2) q[23];\nU(pi/2, -pi, -3*pi/4) q[23];\nU(pi, pi/2, -pi/2) q[24];\nU(pi/2, pi/2, -pi/2) q[25];\ncx q[12], q[25];\nU(pi/2, -0.6353231906049657, -pi) q[12];\nU(pi/2, pi/4, 0) q[12];\nU(pi/2, 0.9432051318941932, -pi) q[25];\nU(pi/2, 0, 3*pi/4) q[25];\ncx q[5], q[25];\nU(pi/2, -pi, -pi/4) q[5];\nU(pi, 3*pi/4, pi/4) q[5];\nU(pi/2, -2.050339542346423, -pi) q[25];\nU(3*pi/4, -pi/2, 0) q[25];\ncx q[4], q[25];\nU(pi, -pi, -pi/2) q[4];\nU(1.887294499105553, 2.3309106038056866, -2.3309106038056866) q[25];\ncx q[4], q[25];\nU(0, 2.9480349557540606, 1.377238628959164) q[4];\nU(pi, pi/2, -pi/2) q[4];\nU(3*pi/4, 1.1836809311234306, pi/2) q[25];\nU(pi/2, -pi, -3*pi/4) q[26];\ncx q[24], q[26];\nU(0, 0.9827937232473296, 2.1587989303424644) q[24];\nU(pi/2, -pi, -3*pi/4) q[24];\ncx q[12], q[24];\nU(pi/2, -1.2717394999797476, -pi/4) q[12];\nU(pi, 3*pi/4, pi/4) q[12];\nU(pi/2, 3*pi/4, 0) q[24];\nU(pi/2, -pi/2, -pi) q[24];\nU(pi/4, 1.945720445807841, pi/2) q[26];\nU(pi, 3*pi/4, pi/4) q[26];\nU(pi/2, pi/2, -pi/2) q[27];\ncx q[11], q[27];\nU(0, -1.318867698407816, 1.822724955181977) q[11];\nU(0.9272952180016112, -pi/2, -pi/2) q[11];\ncx q[1], q[11];\nU(pi, 2.161752432549772, -0.19616498605511445) q[1];\nU(pi, 3*pi/4, pi/4) q[1];\nU(2.2142974355881813, -2.712812207224025, pi/2) q[11];\nU(pi/2, -pi, -3*pi/4) q[11];\nU(pi/2, -pi/2, pi/2) q[27];\nU(3*pi/4, -pi/2, 0) q[27];\ncx q[26], q[27];\nU(pi, -pi, -pi/2) q[26];\nU(2.051666280246886, 2.4903234018847726, -2.4903234018847726) q[27];\ncx q[26], q[27];\nU(0, 3.1041081958978225, 1.533311869102926) q[26];\nU(1.2112340498225913, -pi/2, -pi/2) q[26];\nU(3*pi/4, 1.4958274114109562, pi/2) q[27];\ncx q[16], q[27];\nU(pi/2, -pi, -3*pi/4) q[16];\ncx q[8], q[16];\nU(pi/2, -0.9051561277873752, 0.0757419595120532) q[8];\nU(pi, 3*pi/4, pi/4) q[8];\nU(pi/2, 3*pi/4, 0) q[16];\nU(pi/2, -pi, -3*pi/4) q[16];\nU(0, -pi, -pi) q[27];\nU(3*pi/4, -pi/2, 0) q[27];\ncx q[12], q[27];\nU(pi, -pi, -pi/2) q[12];\nU(1.8004889240119772, 2.2256241168034325, -2.2256241168034325) q[27];\ncx q[12], q[27];\nU(0, 2.8536106114181194, 1.282814284623223) q[12];\nU(pi/2, pi/4, 0) q[12];\ncx q[12], q[15];\nU(pi/2, -0.46966635315974115, -pi/4) q[12];\nU(pi/2, -pi, -3*pi/4) q[12];\nU(pi/2, 3*pi/4, 0) q[15];\nU(pi/2, -pi, -3*pi/4) q[15];\nU(3*pi/4, 0.9948322424515501, pi/2) q[27];\nU(pi/2, -pi, -3*pi/4) q[27];\ncx q[14], q[27];\nU(pi/2, -pi, -pi/4) q[14];\nU(pi/2, -1.0678648181766714, 0) q[27];\nU(3*pi/4, -pi/2, 0) q[27];\ncx q[8], q[27];\nU(pi, -pi, -pi/2) q[8];\nU(1.5929555552828587, 1.780547716454123, -1.780547716454123) q[27];\ncx q[8], q[27];\nU(0, 1.7202052532069327, 1.7202052532069336) q[8];\nU(pi, 2.9244579572718674, -0.21713469631792615) q[8];\nU(3*pi/4, 0.29881785282407414, pi/2) q[27];\ncx q[3], q[27];\nU(0, -0.03138804897013614, 1.5394082778247604) q[3];\nU(pi, 3*pi/4, pi/4) q[3];\nU(0, 1.2749445140166378, -1.2749445140166376) q[27];\nU(pi/2, pi/4, 0) q[27];\nU(pi/2, -pi, -3*pi/4) q[28];\ncx q[13], q[28];\nU(pi/2, -2.215388577423015, pi/4) q[13];\nU(pi/2, 0, 3*pi/4) q[13];\ncx q[10], q[13];\nU(pi/2, -pi, 0.35980060202829645) q[10];\ncx q[10], q[25];\nU(0, -pi, -pi) q[10];\nU(3*pi/4, -pi/2, 0) q[10];\ncx q[1], q[10];\nU(pi, -pi, -pi/2) q[1];\nU(1.5714581394393017, 1.6071739767167976, -1.6071739767167976) q[10];\ncx q[1], q[10];\nU(0, 1.5965248838139905, 1.5965248838139905) q[1];\nU(pi/2, pi/4, 0) q[1];\ncx q[1], q[12];\nU(pi/2, -2.376889781476077, -pi/4) q[1];\nU(pi/2, pi/4, 0) q[1];\nU(3*pi/4, 0.051457114038187424, pi/2) q[10];\nU(pi/2, pi/4, 0) q[10];\ncx q[10], q[16];\nU(pi/2, -pi, -pi/4) q[10];\nU(pi, 3*pi/4, pi/4) q[10];\nU(pi/2, 3*pi/4, 0) q[12];\nU(3*pi/4, -pi/2, 0) q[12];\ncx q[10], q[12];\nU(pi, -pi, -pi/2) q[10];\nU(1.6755669467687135, 2.021001146028424, -2.021001146028424) q[12];\ncx q[10], q[12];\nU(0, 1.9001027966524289, 1.9001027966524289) q[10];\nU(pi/2, -pi, -3*pi/4) q[10];\nU(3*pi/4, 0.6586129397150651, pi/2) q[12];\nU(pi/2, 0, 3*pi/4) q[12];\ncx q[2], q[12];\nU(pi/2, -1.365955076901463, pi/2) q[2];\nU(pi/2, pi/4, 0) q[2];\nU(pi/2, 2.393816818525818, -pi) q[12];\nU(pi, 3*pi/4, pi/4) q[12];\nU(pi/2, 0.7427270643868438, -pi) q[13];\nU(pi/2, -pi, -3*pi/4) q[13];\ncx q[7], q[13];\nU(pi/2, -pi, -pi/4) q[7];\nU(3*pi/4, -pi/2, 0) q[7];\nU(pi/2, 3*pi/4, 0) q[13];\nU(3.024781576411004, pi/2, pi/2) q[13];\ncx q[8], q[13];\nU(pi, -0.4588503895582665, -2.6827422640315266) q[8];\nU(pi/2, pi/4, 0) q[8];\ncx q[8], q[10];\nU(pi/2, -pi, -pi/4) q[8];\nU(pi/2, pi/4, 0) q[8];\nU(pi/2, 3*pi/4, 0) q[10];\nU(pi/2, pi/2, -pi) q[10];\nU(0.11681107717878819, -1.231105207375664, -pi/2) q[13];\nU(pi/2, pi/4, 0) q[13];\ncx q[13], q[19];\nU(pi/2, -pi, -pi/4) q[13];\nU(pi/2, -pi, -3*pi/4) q[13];\ncx q[8], q[13];\nU(pi/2, -0.34810146608816117, -pi/4) q[8];\nU(pi/2, 3*pi/4, 0) q[13];\nU(pi, 3*pi/4, pi/4) q[13];\nU(pi/2, -2.623381293439344, 0) q[16];\nU(pi/2, 0, 3*pi/4) q[16];\nU(pi/2, 2.675906446140414, 0) q[19];\nU(pi/2, pi/4, 0) q[19];\nU(0, -1.3625964715966568, 1.7789961819931364) q[25];\nU(0.8176450458327025, -pi/2, -pi/2) q[25];\nU(pi/2, 3*pi/4, 0) q[28];\nU(3*pi/4, -pi/2, 0) q[28];\ncx q[17], q[28];\nU(pi, -pi, -pi/2) q[17];\nU(1.5735735270083882, 1.6452897329741525, -1.6452897329741525) q[28];\ncx q[17], q[28];\nU(0, 1.6235198642206976, 1.6235198642206976) q[17];\ncx q[17], q[26];\nU(0, -1.6659412990854472, 1.6419338182812284) q[17];\nU(3*pi/4, -pi/2, 0) q[17];\ncx q[5], q[17];\nU(pi, -pi, -pi/2) q[5];\nU(1.8001196434437634, 2.2251299860932026, -2.2251299860932026) q[17];\ncx q[5], q[17];\nU(0, 2.85318171958534, 1.2823853927904434) q[5];\nU(pi/2, pi/4, 0) q[5];\ncx q[5], q[11];\nU(pi/2, -pi, -pi/4) q[5];\nU(pi/2, pi/4, 0) q[5];\nU(pi/2, 2.513187470729581, 0) q[11];\nU(pi/2, -pi, -3*pi/4) q[11];\nU(3*pi/4, 0.9939744587859902, pi/2) q[17];\nU(3*pi/4, pi/2, pi/2) q[17];\ncx q[4], q[17];\nU(pi, 1.5110213087693047, -0.5837260907676924) q[4];\nU(pi, 3*pi/4, pi/4) q[4];\ncx q[4], q[7];\nU(pi, -pi, -pi/2) q[4];\nU(1.8464203165327255, 2.2837969496466304, -2.2837969496466304) q[7];\ncx q[4], q[7];\nU(0, 2.905010536099649, 1.3342142093047524) q[4];\nU(pi/2, pi/4, 0) q[4];\ncx q[4], q[23];\nU(pi/2, -pi, -pi/4) q[4];\nU(3*pi/4, -pi/2, 0) q[4];\ncx q[3], q[4];\nU(pi, -pi, -pi/2) q[3];\nU(1.5795965763774198, 1.7032695544254555, -1.7032695544254555) q[4];\ncx q[3], q[4];\nU(0, 1.6647435032917333, 1.6647435032917333) q[3];\nU(pi/2, -pi, -3*pi/4) q[3];\ncx q[1], q[3];\nU(pi/2, -pi, -pi/4) q[1];\nU(pi, pi/2, -pi/2) q[1];\nU(pi/2, 3*pi/4, 0) q[3];\nU(pi/2, pi/4, 0) q[3];\nU(3*pi/4, 0.1878943529936734, pi/2) q[4];\nU(3*pi/4, 1.0976320918146092, pi/2) q[7];\nU(pi/2, -pi, -3*pi/4) q[7];\ncx q[5], q[7];\nU(pi/2, -pi, -pi/4) q[5];\nU(pi/2, -1.6475682180646753, -pi) q[5];\nU(pi/2, -0.7882406617470537, 0) q[7];\nU(pi/4, 0.2634103140183752, -pi/2) q[17];\nU(pi, 0.2690781628631509, -2.8725144907266422) q[17];\ncx q[17], q[25];\nU(pi, -0.40221039452248464, -2.7393822590673085) q[17];\ncx q[7], q[17];\nU(pi, 3*pi/4, pi/4) q[7];\nU(0, -pi, -pi) q[17];\nU(pi/2, -pi, -3*pi/4) q[17];\nU(pi/2, -2.858544799594836, 0) q[23];\nU(2.1667731124580887, pi/2, -pi/2) q[23];\nU(2.323947607757091, 2.5304845942112397, pi/2) q[25];\nU(1.2112340498225913, -0.17998160439561062, -pi/2) q[26];\nU(3*pi/4, -pi/2, 0) q[26];\ncx q[9], q[26];\nU(pi, -pi, -pi/2) q[9];\nU(1.5834191093710268, 1.7293528965461826, -1.7293528965461824) q[26];\ncx q[9], q[26];\nU(0, 1.6833836997582683, 1.6833836997582683) q[9];\nU(pi/2, -3*pi/4, 0) q[9];\ncx q[9], q[22];\nU(pi/2, -pi, -pi/4) q[9];\nU(3*pi/4, -pi/2, 0) q[9];\ncx q[0], q[9];\nU(pi, -pi, -pi/2) q[0];\nU(1.8836102599125673, 2.3268183630705987, -2.3268183630705987) q[9];\ncx q[0], q[9];\nU(0, 2.944245756548262, 1.3734494297533653) q[0];\nU(pi/2, pi/4, 0) q[0];\nU(3*pi/4, 1.176102532711834, pi/2) q[9];\nU(pi/2, pi/4, 0) q[9];\ncx q[9], q[11];\nU(pi/2, -pi, -pi/4) q[9];\nU(pi/2, -2.565217247888781, 0) q[11];\nU(pi, 3*pi/4, pi/4) q[11];\nU(pi/2, 0.28311624235518007, -pi) q[22];\nU(pi, 3*pi/4, pi/4) q[22];\nU(3*pi/4, 0.22517474592674303, pi/2) q[26];\nU(pi/2, -pi, -3*pi/4) q[26];\ncx q[24], q[26];\nU(pi/2, 1.2173456689655522, pi/2) q[24];\nU(3*pi/4, -pi/2, 0) q[24];\ncx q[22], q[24];\nU(pi, -pi, -pi/2) q[22];\nU(1.7392979893385445, 2.1364254605937836, -2.1364254605937836) q[24];\ncx q[22], q[24];\nU(0, 2.580725169930737, 1.4047199628356024) q[22];\nU(3*pi/4, 0.8438524791765478, pi/2) q[24];\ncx q[14], q[24];\nU(0, -2.9929745288948393, -2.9929745288948397) q[14];\nU(3*pi/4, -pi/2, 0) q[14];\ncx q[11], q[14];\nU(pi, -pi, -pi/2) q[11];\nU(1.605595043712313, 1.8331083839463034, -1.833108383946303) q[14];\ncx q[11], q[14];\nU(0, 1.758420525819151, 1.758420525819151) q[11];\nU(pi/2, -pi, -3*pi/4) q[11];\ncx q[0], q[11];\nU(pi/2, -pi, -pi/4) q[0];\nU(pi/2, 1.7126933813990606, -pi) q[0];\ncx q[0], q[17];\nU(pi/2, 3.0874863684655276, -1.7126933813990608) q[0];\nU(pi, 3*pi/4, pi/4) q[0];\nU(pi/2, 2.5336516434481684, 0) q[11];\nU(pi/2, 1.6373644905707199, -pi) q[11];\nU(3*pi/4, 0.3752483980485084, pi/2) q[14];\ncx q[9], q[14];\nU(3*pi/4, -pi/2, 0) q[9];\ncx q[7], q[9];\nU(pi, -pi, -pi/2) q[7];\nU(1.722085258651497, 2.1080831049916524, -2.1080831049916524) q[9];\ncx q[7], q[9];\nU(0, 2.5574950250866326, 1.3814898179914978) q[7];\nU(3*pi/4, 0.7973921894883382, pi/2) q[9];\nU(3*pi/4, pi/2, pi/2) q[9];\ncx q[1], q[9];\nU(pi, 0.8006774271090205, -0.8006774271090205) q[1];\nU(pi/4, 0.32839138286643665, -pi/2) q[9];\nU(pi, pi/2, -pi/2) q[9];\nU(0, -pi, -pi) q[14];\nU(pi/2, -pi, -3*pi/4) q[14];\ncx q[10], q[14];\nU(pi/2, 0.8977134469894086, -pi/2) q[10];\nU(pi/2, -pi, -3*pi/4) q[10];\ncx q[2], q[10];\nU(pi/2, -pi, -pi/4) q[2];\nU(pi, pi/2, -pi/2) q[2];\nU(pi/2, 3*pi/4, 0) q[10];\nU(pi, 3*pi/4, pi/4) q[10];\nU(pi/2, 0.7437153983177729, 0) q[14];\nU(pi/2, 1.1424027959653689, 0) q[17];\nU(pi/2, -pi, -3*pi/4) q[17];\nU(0, -pi, -pi) q[24];\nU(pi/2, 1.4040571272124414, 0) q[26];\nU(3*pi/4, -pi/2, 0) q[26];\nU(3*pi/4, 0.10544707485160254, pi/2) q[28];\ncx q[6], q[28];\nU(0, 0.1641613608139214, 0.1641613608139214) q[6];\ncx q[6], q[21];\nU(pi/2, pi/2, -pi) q[6];\ncx q[6], q[15];\nU(pi/2, 3.083423527522414, -pi/2) q[6];\nU(pi/2, 0, 3*pi/4) q[6];\ncx q[5], q[6];\nU(pi/2, 2.8602987674579623, -1.4940244355251182) q[5];\nU(pi, 3*pi/4, pi/4) q[5];\nU(pi/2, 2.565691070440675, -pi) q[6];\nU(pi/2, -pi, -3*pi/4) q[6];\ncx q[3], q[6];\nU(pi/2, -2.900390272282533, -pi/4) q[3];\nU(pi, pi/2, -pi/2) q[3];\nU(pi/2, 3*pi/4, 0) q[6];\nU(pi/2, 1.3673342280872092, 0) q[15];\nU(pi, 3*pi/4, pi/4) q[15];\nU(0, -pi, -pi) q[21];\nU(pi, 3*pi/4, pi/4) q[21];\ncx q[21], q[26];\nU(pi, -pi, -pi/2) q[21];\nU(1.9898124228057115, 2.4349156337961766, -2.4349156337961766) q[26];\ncx q[21], q[26];\nU(0, 3.0479072981816113, 1.4771109713867148) q[21];\nU(pi/2, -0.7527680491839828, -pi) q[21];\nU(3*pi/4, 1.3834256159785339, pi/2) q[26];\ncx q[22], q[26];\nU(0, -3.049489351030828, -1.4786930242359313) q[22];\nU(pi/2, -pi, -3*pi/4) q[22];\nU(0, 1.9598022651255258, -1.9598022651255256) q[26];\nU(2.930078449535404, pi/2, -pi/2) q[26];\ncx q[25], q[26];\nU(0, 0.14789807563384683, 2.4246751780825644) q[25];\nU(2.9300784495354026, 1.1409445745430578, pi/2) q[26];\nU(pi/2, -pi, -3*pi/4) q[26];\ncx q[19], q[26];\nU(pi/2, -pi, -pi/4) q[19];\nU(pi/2, -pi, -3*pi/4) q[19];\nU(pi/2, -0.8879787825833869, 0) q[26];\nU(3*pi/4, -pi/2, 0) q[26];\nU(0, -pi, -pi) q[28];\ncx q[18], q[28];\nU(0, 0.6747409422235524, -0.6747409422235524) q[18];\ncx q[18], q[20];\nU(0, 1.5861125563424388, 0.2991103387558698) q[18];\nU(3*pi/4, -pi/2, 0) q[18];\ncx q[15], q[18];\nU(pi, -pi, -pi/2) q[15];\nU(1.578677883546964, 1.6961833547036962, -1.6961833547036962) q[18];\ncx q[15], q[18];\nU(0, 1.659691031454681, 1.659691031454681) q[15];\ncx q[15], q[23];\nU(0, 0.9980395185078024, 1.6415406273010866) q[15];\nU(pi/2, pi/4, 0) q[15];\nU(3*pi/4, 0.1777894093195691, pi/2) q[18];\ncx q[4], q[18];\nU(pi/2, pi/4, 0) q[4];\nU(0, -pi, -pi) q[18];\ncx q[18], q[25];\ncx q[8], q[18];\nU(0, 1.7476943754084386, 0.17689804861354208) q[8];\nU(3*pi/4, -pi/2, 0) q[8];\nU(0, 2.076749835385301, -2.076749835385301) q[18];\nU(2.3884413726275993, pi/2, -pi/2) q[18];\nU(0.3066821590539087, -pi/2, pi/2) q[20];\nU(pi/2, pi/2, -pi) q[20];\ncx q[20], q[22];\nU(pi/2, 2.071995996209421, -pi/2) q[20];\nU(pi/2, -pi, -3*pi/4) q[20];\ncx q[15], q[20];\nU(pi/2, -2.568340155947146, -pi/4) q[15];\ncx q[6], q[15];\nU(0, -2.8874696155788846, -2.8874696155788846) q[6];\nU(pi, 3*pi/4, pi/4) q[6];\nU(0, -2.892171307194456, -2.892171307194456) q[15];\nU(pi/2, -3*pi/4, 0) q[15];\nU(pi/2, 3*pi/4, 0) q[20];\nU(pi, 3*pi/4, pi/4) q[20];\ncx q[20], q[26];\nU(pi, -pi, -pi/2) q[20];\nU(pi/2, 0.1260304079218746, 0) q[22];\nU(3*pi/4, -pi/2, 0) q[22];\ncx q[12], q[22];\nU(pi, -pi, -pi/2) q[12];\nU(1.587234226600617, 1.7516208908699653, -1.7516208908699653) q[22];\ncx q[12], q[22];\nU(0, 1.699357664578696, 1.699357664578697) q[12];\nU(pi/2, -pi/2, -pi) q[12];\ncx q[12], q[16];\nU(pi/2, 2.5011346853226684, -pi/2) q[12];\nU(3*pi/4, -pi/2, 0) q[12];\ncx q[0], q[12];\nU(pi, -pi, -pi/2) q[0];\nU(1.9351380500906623, 2.381642757655719, -2.381642757655719) q[12];\ncx q[0], q[12];\nU(0, 2.9958728675514177, 1.4250765407565211) q[0];\nU(3*pi/4, 1.2793567547181466, pi/2) q[12];\nU(pi/2, 1.6295521495106193, 0) q[12];\ncx q[12], q[17];\nU(pi/2, -2.046246710514754, -1.6295521495106193) q[12];\nU(3*pi/4, -pi/2, 0) q[12];\ncx q[10], q[12];\nU(pi, -pi, -pi/2) q[10];\nU(2.029133677084187, 2.47066947844481, -2.47066947844481) q[12];\ncx q[10], q[12];\nU(0, 3.083922543449023, 1.5131262166541264) q[10];\nU(pi/2, pi/4, 0) q[10];\nU(3*pi/4, 1.4554561065133562, pi/2) q[12];\nU(pi/2, -pi, -3*pi/4) q[12];\nU(pi/2, -2.4584112263056452, -pi) q[16];\nU(pi/2, 0.540419500270584, 0) q[16];\ncx q[16], q[19];\nU(pi/2, -2.165899602613245, -0.540419500270584) q[16];\nU(pi/2, pi/4, 0) q[16];\nU(pi/2, -3.0716934664929676, 0) q[17];\nU(pi, 1.9945242330806492, 1.99452423308065) q[17];\nU(pi/2, -1.5540975744798669, 0) q[19];\nU(pi/2, -pi, -3*pi/4) q[19];\ncx q[10], q[19];\nU(pi/2, -2.208187174786978, -pi/4) q[10];\nU(pi, 3*pi/4, pi/4) q[10];\nU(pi/2, 3*pi/4, 0) q[19];\nU(3*pi/4, 0.2571226755676004, pi/2) q[22];\nU(pi/2, -pi, -3*pi/4) q[22];\ncx q[4], q[22];\nU(pi/2, -pi, -pi/4) q[4];\ncx q[0], q[4];\nU(pi/2, pi/4, 0) q[0];\ncx q[0], q[12];\nU(pi/2, -1.6036470496477717, -pi/4) q[0];\nU(pi, 3*pi/4, pi/4) q[0];\nU(0, -pi, -pi) q[4];\nU(pi, 3*pi/4, pi/4) q[4];\nU(pi/2, 3*pi/4, 0) q[12];\nU(pi/2, -0.7230719860742987, 0) q[22];\nU(3*pi/4, -pi/2, 0) q[22];\ncx q[4], q[22];\nU(pi, -pi, -pi/2) q[4];\nU(1.780723710227643, 2.1984966468053537, -2.1984966468053537) q[22];\ncx q[4], q[22];\nU(0, 2.632852182886661, 1.4568469757915263) q[4];\nU(pi, pi/2, -pi/2) q[4];\ncx q[4], q[17];\nU(pi, -1.911638592225265, -2.800750388159425) q[4];\nU(0, -1.613203474447805, 1.0384318528882606) q[17];\nU(3*pi/4, -pi/2, 0) q[17];\nU(3*pi/4, 0.9481065050883934, pi/2) q[22];\nU(2.166773112458087, 1.2229901463143342, pi/2) q[23];\nU(3*pi/4, -pi/2, 0) q[23];\ncx q[5], q[23];\nU(pi, -pi, -pi/2) q[5];\nU(1.7935653618363006, 2.2162815999968455, -2.2162815999968455) q[23];\ncx q[5], q[23];\nU(0, 2.8455227229423663, 1.2747263961474697) q[5];\nU(0, 0.6747409422235524, -0.6747409422235524) q[5];\nU(3*pi/4, 0.9786564655000429, pi/2) q[23];\nU(2.498091544796508, pi/2, pi/2) q[23];\ncx q[7], q[23];\nU(0, 2.909392765420426, 2.265891656627142) q[7];\nU(pi/2, 0, 3*pi/4) q[7];\nU(2.498091544796508, 1.7942527523650202, pi/2) q[23];\nU(3*pi/4, -pi/2, 0) q[23];\nU(0, -2.2706486340217955, -1.1534500033346706) q[25];\nU(1.7861936048794085, 2.206147059214663, -2.206147059214662) q[26];\ncx q[20], q[26];\nU(0, 2.639403582855194, 1.4633983757600593) q[20];\nU(pi/2, pi/2, -pi/2) q[20];\nU(3*pi/4, 0.9612093050254602, pi/2) q[26];\ncx q[14], q[26];\nU(0, -2.8012732851585658, -2.8012732851585658) q[14];\nU(3*pi/4, -pi/2, 0) q[14];\ncx q[6], q[14];\nU(pi, -pi, -pi/2) q[6];\nU(1.866762757976404, 2.3077288143299803, -2.3077288143299803) q[14];\ncx q[6], q[14];\nU(0, 2.9267024419083754, 1.3559061151134788) q[6];\nU(pi/2, pi/2, -pi) q[6];\nU(3*pi/4, 1.141015903432061, pi/2) q[14];\nU(pi/2, 1.316643867931802, -pi) q[14];\nU(0, -1.7503541482786422, -2.6776493662802547) q[26];\nU(3*pi/4, -pi/2, 0) q[26];\nU(0, -pi, -pi) q[28];\nU(pi/2, 0, 3*pi/4) q[28];\ncx q[21], q[28];\nU(pi/2, 2.977409283993337, -2.388824604405811) q[21];\ncx q[21], q[24];\nU(0, 1.6404147778173428, -1.5011778757724503) q[21];\nU(0, -pi, -pi) q[24];\nU(pi/2, -pi, -3*pi/4) q[24];\ncx q[11], q[24];\nU(pi/2, 0.9090079887980806, -1.6373644905707212) q[11];\ncx q[11], q[20];\nU(0, -1.8915679951402486, 2.1773198764511568) q[11];\nU(pi/2, 0.5013472895086055, pi/2) q[20];\nU(pi/2, -pi, -3*pi/4) q[20];\ncx q[14], q[20];\nU(pi/2, 0.6979668301803361, -1.316643867931802) q[14];\nU(pi/2, 0.3191227565200512, 0) q[20];\nU(pi/2, -0.5605656755028701, 0) q[24];\nU(3*pi/4, pi/2, pi/2) q[24];\ncx q[3], q[24];\nU(pi, -1.6028308312351154, -3.109558149149574) q[3];\nU(pi/2, 1.3607329253298737, 0) q[3];\nU(pi/4, 1.0983504287760386, -pi/2) q[24];\nU(pi/2, pi/4, -pi) q[28];\nU(pi/2, -pi, -3*pi/4) q[28];\ncx q[27], q[28];\nU(pi/2, -pi, -pi/4) q[27];\nU(0.3066821590539081, pi/2, -pi/2) q[27];\ncx q[5], q[27];\nU(0, -0.6747409422235524, 0.6747409422235529) q[5];\nU(pi/2, 1.3258176636680323, -pi) q[5];\ncx q[5], q[7];\nU(pi/2, 1.7758691636709294, 1.81577498992176) q[5];\nU(pi, 3*pi/4, pi/4) q[5];\ncx q[5], q[8];\nU(pi, -pi, -pi/2) q[5];\nU(pi/2, 3.0004132081137334, -pi) q[7];\nU(1.6573978791805362, 1.9812422920389947, -1.981242292038995) q[8];\ncx q[5], q[8];\nU(0, 1.8693074557351643, 1.8693074557351643) q[5];\ncx q[5], q[11];\nU(0, -pi, -pi) q[5];\nU(3*pi/4, 0.5970222578805351, pi/2) q[8];\ncx q[8], q[18];\nU(0, 0.22920942518025322, 2.194796871674911) q[8];\nU(pi, 3*pi/4, pi/4) q[8];\ncx q[8], q[17];\nU(pi, -pi, -pi/2) q[8];\nU(0, 2.9332904868422034, -1.7790984935424858) q[11];\nU(1.5718643048343288, 1.617004510141232, -1.617004510141232) q[17];\ncx q[8], q[17];\nU(0, 1.6034820766766869, 1.6034820766766869) q[8];\nU(3*pi/4, 0.06537149976358059, pi/2) q[17];\nU(2.3884413726275993, -0.6797361378207798, pi/2) q[18];\nU(3*pi/4, -pi/2, 0) q[18];\nU(0.3066821590539084, -0.8260222126791903, pi/2) q[27];\nU(3*pi/4, -pi/2, 0) q[27];\ncx q[13], q[27];\nU(pi, -pi, -pi/2) q[13];\nU(1.6377676186659336, 1.9328393170159641, -1.932839317015964) q[27];\ncx q[13], q[27];\nU(0, 1.8324635688068343, 1.8324635688068343) q[13];\ncx q[13], q[25];\nU(0, -2.761086276477428, 2.761086276477428) q[13];\ncx q[13], q[24];\nU(0, -pi, -pi) q[24];\nU(3*pi/4, -pi/2, 0) q[24];\ncx q[10], q[24];\nU(pi, -pi, -pi/2) q[10];\nU(1.8045667938915904, 2.2310501762132535, -2.2310501762132535) q[24];\ncx q[10], q[24];\nU(0, 2.8583285734221553, 1.2875322466272587) q[10];\nU(3*pi/4, 1.004268166459621, pi/2) q[24];\nU(0, -2.571926268216021, -2.571926268216021) q[25];\nU(pi, 3*pi/4, pi/4) q[25];\ncx q[25], q[26];\nU(pi, -pi, -pi/2) q[25];\nU(1.7287279724960118, 2.119226125735178, -2.119226125735178) q[26];\ncx q[25], q[26];\nU(0, 2.566587598315061, 1.390582391219926) q[25];\nU(pi/2, 0, 3*pi/4) q[25];\ncx q[6], q[25];\nU(pi/2, 2.176980984170462, pi/2) q[6];\nU(pi/2, 1.1561874165532693, -pi) q[25];\nU(3*pi/4, 0.8155773359451937, pi/2) q[26];\nU(pi/2, -pi, -3*pi/4) q[26];\ncx q[3], q[26];\nU(pi/2, -1.4300745045743386, -1.360732925329875) q[3];\nU(pi/2, -1.6913920065523236, 0) q[26];\nU(3*pi/4, -pi/2, 0) q[26];\ncx q[0], q[26];\nU(pi, -pi, -pi/2) q[0];\nU(1.692659331416039, 2.055095065730108, -2.055095065730108) q[26];\ncx q[0], q[26];\nU(0, 1.9269339828934404, 1.9269339828934404) q[0];\nU(3*pi/4, 0.7122753121970877, pi/2) q[26];\nU(3*pi/4, 0.5233344840238754, pi/2) q[27];\nU(2.323947607757091, pi/2, pi/2) q[27];\nU(pi/2, 3*pi/4, 0) q[28];\ncx q[21], q[28];\nU(0, -0.4828250413329154, 1.0879712854619807) q[21];\nU(pi, 3*pi/4, pi/4) q[21];\ncx q[21], q[23];\nU(pi, -pi, -pi/2) q[21];\nU(1.5716504968064968, 1.612122515609558, -1.612122515609558) q[23];\ncx q[21], q[23];\nU(0, 1.6000266743922573, 1.6000266743922573) q[21];\nU(1.3449934857769044, pi/2, pi/2) q[21];\ncx q[9], q[21];\nU(pi, -1.4393099101445506, -1.7022827434452426) q[9];\ncx q[7], q[9];\nU(0, -2.0344439357957027, 2.0344439357957027) q[7];\nU(0, -1.7383946831488624, -2.6656899011504747) q[9];\nU(1.7965991678128879, 0.8896147975257742, -pi/2) q[21];\nU(3*pi/4, -pi/2, 0) q[21];\nU(3*pi/4, 0.05846069519472241, pi/2) q[23];\nU(pi, pi/2, -pi/2) q[23];\ncx q[23], q[27];\nU(pi, -3.035320651174814, 1.4645243243799175) q[23];\nU(pi/2, -pi, -3*pi/4) q[23];\ncx q[16], q[23];\nU(pi/2, -pi, -pi/4) q[16];\nU(pi/2, 3*pi/4, 0) q[23];\nU(0.8176450458327028, -0.7664531696013919, -pi/2) q[27];\nU(pi, 3*pi/4, pi/4) q[27];\nU(0, -pi, -pi) q[28];\ncx q[1], q[28];\nU(pi, 3*pi/4, pi/4) q[1];\ncx q[1], q[21];\nU(pi, -pi, -pi/2) q[1];\nU(1.6590395970011513, 1.9850099975984454, -1.9850099975984454) q[21];\ncx q[1], q[21];\nU(0, 1.8722042338042195, 1.8722042338042195) q[1];\nU(pi, 3*pi/4, pi/4) q[1];\ncx q[1], q[18];\nU(pi, -pi, -pi/2) q[1];\nU(1.6793010989575035, 2.028695782815916, -2.028695782815916) q[18];\ncx q[1], q[18];\nU(0, 1.9061228031762472, 1.9061228031762472) q[1];\nU(3*pi/4, 0.6706529527627012, pi/2) q[18];\nU(3*pi/4, 0.6028158140186464, pi/2) q[21];\nU(1.4664841824257142, pi/2, pi/2) q[21];\ncx q[2], q[21];\nU(pi, 1.354602041782325, 0.4999883942208996) q[2];\nU(1.6751084711640793, -pi/2, -pi/2) q[21];\nU(0, -pi, -pi) q[28];\nU(3*pi/4, -pi/2, 0) q[28];\ncx q[27], q[28];\nU(pi, -pi, -pi/2) q[27];\nU(2.077153498498861, 2.5118924895401022, -2.5118924895401022) q[28];\ncx q[27], q[28];\nU(0, 3.1265851567420526, 1.555788829947156) q[27];\nU(pi/2, 0, 3*pi/4) q[27];\ncx q[15], q[27];\nU(pi/2, -1.971223380540283, -pi/4) q[15];\nU(pi/2, -0.4058891898471737, -pi) q[27];\nU(3*pi/4, 1.5407813330994165, pi/2) q[28];\ncx q[22], q[28];\nU(0, -2.677945044588987, 2.677945044588987) q[22];\nU(0, -2.9054554030870725, -2.9054554030870725) q[28];\nc[0] = measure q[0];\nc[1] = measure q[1];\nc[2] = measure q[2];\nc[3] = measure q[3];\nc[4] = measure q[4];\nc[5] = measure q[5];\nc[6] = measure q[6];\nc[7] = measure q[7];\nc[8] = measure q[8];\nc[9] = measure q[9];\nc[10] = measure q[10];\nc[11] = measure q[11];\nc[12] = measure q[12];\nc[13] = measure q[13];\nc[14] = measure q[14];\nc[15] = measure q[15];\nc[16] = measure q[16];\nc[17] = measure q[17];\nc[18] = measure q[18];\nc[19] = measure q[19];\nc[20] = measure q[20];\nc[21] = measure q[21];\nc[22] = measure q[22];\nc[23] = measure q[23];\nc[24] = measure q[24];\nc[25] = measure q[25];\nc[26] = measure q[26];\nc[27] = measure q[27];\nc[28] = measure q[28];\n","offset":"01100011110111100100011010010","cx_count":194,"protocol":"hcs","syndrome":"100010101010101","generator":["10001000110001","10001000011001","11011001010110","11100000010000","00010000111001","10000100110011","10010000011110","00000000000000","00000000001100","10001000011001","11100000000110","10110110111010","11011000011010","00000000001100","00110010000001","10000100100011","11100000001110","01000000111011","01000000000010","11100000000110","00110010001001","01010011001111","00000000000000","00000000000000","00110010011110","10010000001100","11100000001010","10000100100001","10001010001011"],"parity_check":["00000001000000000000000000000","01000000010000000000000000000","00000000100001000000000000000","00000100001100101000000000000","10001100000010010010000000000","00000000001000000001000000000","00000100000100000000100000000","10110110100000110100010000000","00000000000000000000001000000","00000000000000000000000100000","01011100001110000100000010000","00010110101100100000000001000","00000000101000000000000000100","00010000101100100000000000010","10000010001100010100000000001"],"on_device_graph":false},"analytics":null,"annotation":"IonQ cloud simulator, not QPU hardware"},{"definition_id":"hcs","definition_version":4,"device":"ionq.simulator","hardware_key":"ionq:simulator","state":"failed","created_at":"2026-07-27T22:25:00.730070Z","scored_at":"2026-07-27T23:25:00.717645Z","scores":null,"error":"provider.error","instance":{"k":14,"n":29,"seed":12679421151267970904,"depth":8,"qasm3":"OPENQASM 3.0;\ninclude \"stdgates.inc\";\nbit[29] c;\nqubit[29] q;\nU(pi/2, pi/4, 0) q[0];\nU(pi/2, pi/4, 0) q[1];\nU(pi, pi/2, -pi/2) q[2];\nU(pi/2, -1.4972740839658834, -pi) q[3];\nU(pi, pi/2, -pi/2) q[4];\nU(pi/2, 0, 3*pi/4) q[5];\ncx q[0], q[5];\nU(pi, -2.1009068299386024, -1.5306431499049185) q[0];\nU(pi/2, pi/4, 0) q[0];\nU(3*pi/4, -2.331862186170927, -pi/2) q[5];\nU(pi/2, -3*pi/4, 0) q[5];\nU(pi/2, pi/2, -pi/2) q[6];\ncx q[4], q[6];\nU(pi/2, -1.4974846917691125, -pi) q[4];\nU(pi, 3*pi/4, pi/4) q[4];\nU(pi/2, -pi/2, -pi) q[6];\nU(pi, 3*pi/4, pi/4) q[6];\nU(pi/2, -3*pi/4, 0) q[8];\nU(pi, -pi, -pi) q[9];\ncx q[1], q[9];\nU(pi/2, -1.3288177585748542, -pi/4) q[1];\nU(pi, pi/2, -pi/2) q[1];\nU(pi/2, 0.8775738447784205, 0) q[9];\nU(3*pi/4, -pi/2, 0) q[9];\ncx q[6], q[9];\nU(pi, -pi, -pi/2) q[6];\nU(1.6873274303540633, 2.044758420264304, -2.044758420264304) q[9];\ncx q[6], q[9];\nU(0, 1.9187557881907278, 1.9187557881907278) q[6];\nU(3*pi/4, 0.6959189227916625, pi/2) q[9];\nU(pi/2, -0.7527680491839828, -pi) q[9];\nU(pi/2, -1.5120405040791738, 0) q[10];\nU(pi, pi/2, -pi/2) q[11];\nU(pi, pi/2, -pi/2) q[12];\nU(pi/2, 3*pi/4, 0) q[13];\nU(pi/2, -pi, -3*pi/4) q[14];\ncx q[10], q[14];\nU(pi/2, -0.6822281034328306, 1.5120405040791738) q[10];\nU(pi/2, 2.7817920515614967, 0) q[10];\nU(pi/2, -0.18236094107790013, -pi) q[14];\nU(pi/2, -pi, -3*pi/4) q[14];\nU(pi/2, -pi, 0) q[15];\nU(0.8589204062264617, -pi/2, pi/2) q[16];\ncx q[3], q[16];\nU(pi/2, 2.0343056774452375, -1.6443185696239104) q[3];\nU(pi/2, pi/4, 0) q[3];\ncx q[3], q[14];\nU(pi/2, -1.4111679967651793, -pi/4) q[3];\nU(pi, 3*pi/4, pi/4) q[3];\nU(pi/2, 3*pi/4, 0) q[14];\nU(pi, 3*pi/4, pi/4) q[14];\nU(pi/2, -0.40557268203547236, -pi) q[16];\nU(pi/2, -3*pi/4, 0) q[17];\nU(pi/2, -pi, -3*pi/4) q[18];\ncx q[2], q[18];\nU(pi/2, -0.27598492048448664, -pi) q[2];\nU(pi, -1.8925468811915387, 2.819842099193151) q[2];\nU(pi/2, 0.3946120176305761, -pi) q[18];\nU(pi/2, 0, 3*pi/4) q[19];\ncx q[17], q[19];\nU(pi, 2.1985640789811587, -1.2712688609795468) q[17];\nU(pi, 3*pi/4, pi/4) q[17];\nU(3*pi/4, pi/2, -pi/2) q[19];\nU(pi/2, pi/2, pi/2) q[19];\ncx q[7], q[20];\nU(pi, -0.5880026035475674, 2.553590050042226) q[7];\nU(pi/2, pi/4, 0) q[7];\nU(0, -0.18466891908632777, 1.1648129653607775) q[20];\nU(pi/2, -pi, -3*pi/4) q[20];\ncx q[0], q[20];\nU(pi/2, -pi, -pi/4) q[0];\nU(pi/2, pi/4, 0) q[0];\nU(pi/2, -1.1910678712613159, 0) q[20];\nU(3*pi/4, -pi/2, 0) q[20];\ncx q[3], q[20];\nU(pi, -pi, -pi/2) q[3];\nU(1.6659748796693692, 2.000523056338518, -2.000523056338518) q[20];\ncx q[3], q[20];\nU(0, 1.8841779657540698, 1.8841779657540698) q[3];\nU(pi/2, -pi, -3*pi/4) q[3];\ncx q[0], q[3];\nU(pi/2, -pi, -pi/4) q[0];\nU(pi, 3*pi/4, pi/4) q[0];\nU(pi/2, -2.409901084238445, 0) q[3];\nU(pi, 3*pi/4, pi/4) q[3];\nU(3*pi/4, 0.6267632779183465, pi/2) q[20];\nU(pi/2, pi/4, 0) q[20];\nU(0.7858568790581275, -1.5279675765394538, -0.03027986900632129) q[21];\ncx q[2], q[21];\nU(pi, -pi, -pi/2) q[2];\nU(1.9880408419909472, 2.4332577488453815, -2.4332577488453815) q[21];\ncx q[2], q[21];\nU(0, -3.008337480134657, 1.4827370579022414) q[2];\nU(pi/2, pi/4, 0) q[2];\nU(3*pi/4, -1.731169912305747, pi/2) q[21];\nU(pi/2, 1.4288992721907325, 0) q[21];\nU(pi/2, 0, 3*pi/4) q[22];\ncx q[8], q[22];\nU(pi/2, -2.8657755334221306, 3*pi/4) q[8];\nU(pi/2, -pi, -3*pi/4) q[8];\ncx q[7], q[8];\nU(pi/2, -1.894867993458428, -pi/4) q[7];\nU(pi/2, pi/4, 0) q[7];\nU(pi/2, 3*pi/4, 0) q[8];\nU(pi/2, -0.07574195951205276, 0) q[8];\nU(pi/2, 3*pi/4, 0) q[22];\nU(pi/2, 0, 3*pi/4) q[22];\ncx q[9], q[22];\nU(pi/2, 3.0530526866041363, -2.3888246044058103) q[9];\nU(pi, 3*pi/4, pi/4) q[9];\nU(pi/2, pi/4, -pi) q[22];\nU(pi/2, 0, 3*pi/4) q[22];\nU(3*pi/4, pi/2, -pi/2) q[23];\ncx q[15], q[23];\nU(pi/2, -pi, -pi) q[15];\nU(3*pi/4, -pi/2, 0) q[15];\ncx q[4], q[15];\nU(pi, -pi, -pi/2) q[4];\nU(1.5735894218426556, 1.6455024066188066, -1.6455024066188066) q[15];\ncx q[4], q[15];\nU(0, 1.6236706660346911, 1.6236706660346911) q[4];\nU(pi, pi/2, -pi/2) q[4];\ncx q[4], q[19];\nU(pi, -1.5367134683515655, 3.107509795146462) q[4];\nU(pi, 3*pi/4, pi/4) q[4];\nU(3*pi/4, 0.10574867847958958, pi/2) q[15];\ncx q[15], q[18];\nU(0, -2.897536222961609, -1.3267398961667123) q[15];\nU(pi/2, -pi, -3*pi/4) q[15];\nU(0, -pi, -pi) q[18];\nU(pi/2, 0.764021509505298, -pi/2) q[19];\nU(pi/2, -pi, -3*pi/4) q[19];\ncx q[2], q[19];\nU(pi/2, -pi, -pi/4) q[2];\nU(pi, 3*pi/4, pi/4) q[2];\nU(pi/2, 3*pi/4, 0) q[19];\nU(pi/2, 2.2758368633037076, -pi) q[23];\nU(pi/2, 0, 3*pi/4) q[23];\ncx q[21], q[23];\nU(pi/2, -2.8936298598164356, 1.7126933813990606) q[21];\nU(pi/2, -1.791133760728536, -pi) q[23];\nU(3*pi/4, -pi/2, 0) q[23];\ncx q[14], q[23];\nU(pi, -pi, -pi/2) q[14];\nU(1.888834701305072, 2.3326129298648812, -2.3326129298648812) q[23];\ncx q[14], q[23];\nU(0, 2.949614210899882, 1.3788178841049854) q[14];\nU(pi/2, pi/4, 0) q[14];\nU(3*pi/4, 1.1868394414150742, pi/2) q[23];\nU(pi/2, -pi, -3*pi/4) q[23];\ncx q[20], q[23];\nU(pi/2, -pi, -pi/4) q[20];\nU(3*pi/4, -pi/2, 0) q[20];\ncx q[3], q[20];\nU(pi, -pi, -pi/2) q[3];\nU(2.0341141863000978, 2.4750633271931246, -2.4750633271931246) q[20];\ncx q[3], q[20];\nU(0, 3.0884110696007774, 1.5176147428058808) q[3];\nU(3*pi/4, 1.464433158816866, pi/2) q[20];\nU(0.3066821590539081, pi/2, -pi/2) q[20];\nU(pi/2, -3.036351771033128, 0) q[23];\nU(3*pi/4, -pi/2, 0) q[23];\ncx q[2], q[23];\nU(pi, -pi, -pi/2) q[2];\nU(1.5758235222248087, 1.6709841299617967, -1.6709841299617965) q[23];\ncx q[2], q[23];\nU(0, 1.6417584369306137, 1.6417584369306137) q[2];\ncx q[2], q[19];\nU(0, -1.4151601913837435, -2.3424554093853556) q[2];\nU(pi/2, pi/2, -pi) q[2];\nU(0, 2.8704477351539115, -0.2711449184358812) q[19];\nU(pi/2, -pi, -3*pi/4) q[19];\nU(3*pi/4, 0.14192422027143392, pi/2) q[23];\nU(pi/2, -pi, -3*pi/4) q[23];\nU(pi, pi/2, -pi/2) q[24];\nU(pi/2, pi/2, -pi/2) q[25];\ncx q[12], q[25];\nU(pi/2, -0.6353231906049657, -pi) q[12];\nU(pi/2, pi/4, 0) q[12];\nU(pi/2, 0.9432051318941932, -pi) q[25];\nU(pi/2, 0, 3*pi/4) q[25];\ncx q[5], q[25];\nU(pi/2, -pi, -pi/4) q[5];\nU(pi, 3*pi/4, pi/4) q[5];\nU(pi/2, -2.050339542346423, -pi) q[25];\nU(3*pi/4, -pi/2, 0) q[25];\ncx q[4], q[25];\nU(pi, -pi, -pi/2) q[4];\nU(1.887294499105553, 2.3309106038056866, -2.3309106038056866) q[25];\ncx q[4], q[25];\nU(0, 2.9480349557540606, 1.377238628959164) q[4];\nU(pi, pi/2, -pi/2) q[4];\nU(3*pi/4, 1.1836809311234306, pi/2) q[25];\nU(pi/2, -pi, -3*pi/4) q[26];\ncx q[24], q[26];\nU(0, 0.9827937232473296, 2.1587989303424644) q[24];\nU(pi/2, -pi, -3*pi/4) q[24];\ncx q[12], q[24];\nU(pi/2, -1.2717394999797476, -pi/4) q[12];\nU(pi, 3*pi/4, pi/4) q[12];\nU(pi/2, 3*pi/4, 0) q[24];\nU(pi/2, -pi/2, -pi) q[24];\nU(pi/4, 1.945720445807841, pi/2) q[26];\nU(pi, 3*pi/4, pi/4) q[26];\nU(pi/2, pi/2, -pi/2) q[27];\ncx q[11], q[27];\nU(0, -1.318867698407816, 1.822724955181977) q[11];\nU(0.9272952180016112, -pi/2, -pi/2) q[11];\ncx q[1], q[11];\nU(pi, 2.161752432549772, -0.19616498605511445) q[1];\nU(pi, 3*pi/4, pi/4) q[1];\nU(2.2142974355881813, -2.712812207224025, pi/2) q[11];\nU(pi/2, -pi, -3*pi/4) q[11];\nU(pi/2, -pi/2, pi/2) q[27];\nU(3*pi/4, -pi/2, 0) q[27];\ncx q[26], q[27];\nU(pi, -pi, -pi/2) q[26];\nU(2.051666280246886, 2.4903234018847726, -2.4903234018847726) q[27];\ncx q[26], q[27];\nU(0, 3.1041081958978225, 1.533311869102926) q[26];\nU(1.2112340498225913, -pi/2, -pi/2) q[26];\nU(3*pi/4, 1.4958274114109562, pi/2) q[27];\ncx q[16], q[27];\nU(pi/2, -pi, -3*pi/4) q[16];\ncx q[8], q[16];\nU(pi/2, -0.9051561277873752, 0.0757419595120532) q[8];\nU(pi, 3*pi/4, pi/4) q[8];\nU(pi/2, 3*pi/4, 0) q[16];\nU(pi/2, -pi, -3*pi/4) q[16];\nU(0, -pi, -pi) q[27];\nU(3*pi/4, -pi/2, 0) q[27];\ncx q[12], q[27];\nU(pi, -pi, -pi/2) q[12];\nU(1.8004889240119772, 2.2256241168034325, -2.2256241168034325) q[27];\ncx q[12], q[27];\nU(0, 2.8536106114181194, 1.282814284623223) q[12];\nU(pi/2, pi/4, 0) q[12];\ncx q[12], q[15];\nU(pi/2, -0.46966635315974115, -pi/4) q[12];\nU(pi/2, -pi, -3*pi/4) q[12];\nU(pi/2, 3*pi/4, 0) q[15];\nU(pi/2, -pi, -3*pi/4) q[15];\nU(3*pi/4, 0.9948322424515501, pi/2) q[27];\nU(pi/2, -pi, -3*pi/4) q[27];\ncx q[14], q[27];\nU(pi/2, -pi, -pi/4) q[14];\nU(pi/2, -1.0678648181766714, 0) q[27];\nU(3*pi/4, -pi/2, 0) q[27];\ncx q[8], q[27];\nU(pi, -pi, -pi/2) q[8];\nU(1.5929555552828587, 1.780547716454123, -1.780547716454123) q[27];\ncx q[8], q[27];\nU(0, 1.7202052532069327, 1.7202052532069336) q[8];\nU(pi, 2.9244579572718674, -0.21713469631792615) q[8];\nU(3*pi/4, 0.29881785282407414, pi/2) q[27];\ncx q[3], q[27];\nU(0, -0.03138804897013614, 1.5394082778247604) q[3];\nU(pi, 3*pi/4, pi/4) q[3];\nU(0, 1.2749445140166378, -1.2749445140166376) q[27];\nU(pi/2, pi/4, 0) q[27];\nU(pi/2, -pi, -3*pi/4) q[28];\ncx q[13], q[28];\nU(pi/2, -2.215388577423015, pi/4) q[13];\nU(pi/2, 0, 3*pi/4) q[13];\ncx q[10], q[13];\nU(pi/2, -pi, 0.35980060202829645) q[10];\ncx q[10], q[25];\nU(0, -pi, -pi) q[10];\nU(3*pi/4, -pi/2, 0) q[10];\ncx q[1], q[10];\nU(pi, -pi, -pi/2) q[1];\nU(1.5714581394393017, 1.6071739767167976, -1.6071739767167976) q[10];\ncx q[1], q[10];\nU(0, 1.5965248838139905, 1.5965248838139905) q[1];\nU(pi/2, pi/4, 0) q[1];\ncx q[1], q[12];\nU(pi/2, -2.376889781476077, -pi/4) q[1];\nU(pi/2, pi/4, 0) q[1];\nU(3*pi/4, 0.051457114038187424, pi/2) q[10];\nU(pi/2, pi/4, 0) q[10];\ncx q[10], q[16];\nU(pi/2, -pi, -pi/4) q[10];\nU(pi, 3*pi/4, pi/4) q[10];\nU(pi/2, 3*pi/4, 0) q[12];\nU(3*pi/4, -pi/2, 0) q[12];\ncx q[10], q[12];\nU(pi, -pi, -pi/2) q[10];\nU(1.6755669467687135, 2.021001146028424, -2.021001146028424) q[12];\ncx q[10], q[12];\nU(0, 1.9001027966524289, 1.9001027966524289) q[10];\nU(pi/2, -pi, -3*pi/4) q[10];\nU(3*pi/4, 0.6586129397150651, pi/2) q[12];\nU(pi/2, 0, 3*pi/4) q[12];\ncx q[2], q[12];\nU(pi/2, -1.365955076901463, pi/2) q[2];\nU(pi/2, pi/4, 0) q[2];\nU(pi/2, 2.393816818525818, -pi) q[12];\nU(pi, 3*pi/4, pi/4) q[12];\nU(pi/2, 0.7427270643868438, -pi) q[13];\nU(pi/2, -pi, -3*pi/4) q[13];\ncx q[7], q[13];\nU(pi/2, -pi, -pi/4) q[7];\nU(3*pi/4, -pi/2, 0) q[7];\nU(pi/2, 3*pi/4, 0) q[13];\nU(3.024781576411004, pi/2, pi/2) q[13];\ncx q[8], q[13];\nU(pi, -0.4588503895582665, -2.6827422640315266) q[8];\nU(pi/2, pi/4, 0) q[8];\ncx q[8], q[10];\nU(pi/2, -pi, -pi/4) q[8];\nU(pi/2, pi/4, 0) q[8];\nU(pi/2, 3*pi/4, 0) q[10];\nU(pi/2, pi/2, -pi) q[10];\nU(0.11681107717878819, -1.231105207375664, -pi/2) q[13];\nU(pi/2, pi/4, 0) q[13];\ncx q[13], q[19];\nU(pi/2, -pi, -pi/4) q[13];\nU(pi/2, -pi, -3*pi/4) q[13];\ncx q[8], q[13];\nU(pi/2, -0.34810146608816117, -pi/4) q[8];\nU(pi/2, 3*pi/4, 0) q[13];\nU(pi, 3*pi/4, pi/4) q[13];\nU(pi/2, -2.623381293439344, 0) q[16];\nU(pi/2, 0, 3*pi/4) q[16];\nU(pi/2, 2.675906446140414, 0) q[19];\nU(pi/2, pi/4, 0) q[19];\nU(0, -1.3625964715966568, 1.7789961819931364) q[25];\nU(0.8176450458327025, -pi/2, -pi/2) q[25];\nU(pi/2, 3*pi/4, 0) q[28];\nU(3*pi/4, -pi/2, 0) q[28];\ncx q[17], q[28];\nU(pi, -pi, -pi/2) q[17];\nU(1.5735735270083882, 1.6452897329741525, -1.6452897329741525) q[28];\ncx q[17], q[28];\nU(0, 1.6235198642206976, 1.6235198642206976) q[17];\ncx q[17], q[26];\nU(0, -1.6659412990854472, 1.6419338182812284) q[17];\nU(3*pi/4, -pi/2, 0) q[17];\ncx q[5], q[17];\nU(pi, -pi, -pi/2) q[5];\nU(1.8001196434437634, 2.2251299860932026, -2.2251299860932026) q[17];\ncx q[5], q[17];\nU(0, 2.85318171958534, 1.2823853927904434) q[5];\nU(pi/2, pi/4, 0) q[5];\ncx q[5], q[11];\nU(pi/2, -pi, -pi/4) q[5];\nU(pi/2, pi/4, 0) q[5];\nU(pi/2, 2.513187470729581, 0) q[11];\nU(pi/2, -pi, -3*pi/4) q[11];\nU(3*pi/4, 0.9939744587859902, pi/2) q[17];\nU(3*pi/4, pi/2, pi/2) q[17];\ncx q[4], q[17];\nU(pi, 1.5110213087693047, -0.5837260907676924) q[4];\nU(pi, 3*pi/4, pi/4) q[4];\ncx q[4], q[7];\nU(pi, -pi, -pi/2) q[4];\nU(1.8464203165327255, 2.2837969496466304, -2.2837969496466304) q[7];\ncx q[4], q[7];\nU(0, 2.905010536099649, 1.3342142093047524) q[4];\nU(pi/2, pi/4, 0) q[4];\ncx q[4], q[23];\nU(pi/2, -pi, -pi/4) q[4];\nU(3*pi/4, -pi/2, 0) q[4];\ncx q[3], q[4];\nU(pi, -pi, -pi/2) q[3];\nU(1.5795965763774198, 1.7032695544254555, -1.7032695544254555) q[4];\ncx q[3], q[4];\nU(0, 1.6647435032917333, 1.6647435032917333) q[3];\nU(pi/2, -pi, -3*pi/4) q[3];\ncx q[1], q[3];\nU(pi/2, -pi, -pi/4) q[1];\nU(pi, pi/2, -pi/2) q[1];\nU(pi/2, 3*pi/4, 0) q[3];\nU(pi/2, pi/4, 0) q[3];\nU(3*pi/4, 0.1878943529936734, pi/2) q[4];\nU(3*pi/4, 1.0976320918146092, pi/2) q[7];\nU(pi/2, -pi, -3*pi/4) q[7];\ncx q[5], q[7];\nU(pi/2, -pi, -pi/4) q[5];\nU(pi/2, -1.6475682180646753, -pi) q[5];\nU(pi/2, -0.7882406617470537, 0) q[7];\nU(pi/4, 0.2634103140183752, -pi/2) q[17];\nU(pi, 0.2690781628631509, -2.8725144907266422) q[17];\ncx q[17], q[25];\nU(pi, -0.40221039452248464, -2.7393822590673085) q[17];\ncx q[7], q[17];\nU(pi, 3*pi/4, pi/4) q[7];\nU(0, -pi, -pi) q[17];\nU(pi/2, -pi, -3*pi/4) q[17];\nU(pi/2, -2.858544799594836, 0) q[23];\nU(2.1667731124580887, pi/2, -pi/2) q[23];\nU(2.323947607757091, 2.5304845942112397, pi/2) q[25];\nU(1.2112340498225913, -0.17998160439561062, -pi/2) q[26];\nU(3*pi/4, -pi/2, 0) q[26];\ncx q[9], q[26];\nU(pi, -pi, -pi/2) q[9];\nU(1.5834191093710268, 1.7293528965461826, -1.7293528965461824) q[26];\ncx q[9], q[26];\nU(0, 1.6833836997582683, 1.6833836997582683) q[9];\nU(pi/2, -3*pi/4, 0) q[9];\ncx q[9], q[22];\nU(pi/2, -pi, -pi/4) q[9];\nU(3*pi/4, -pi/2, 0) q[9];\ncx q[0], q[9];\nU(pi, -pi, -pi/2) q[0];\nU(1.8836102599125673, 2.3268183630705987, -2.3268183630705987) q[9];\ncx q[0], q[9];\nU(0, 2.944245756548262, 1.3734494297533653) q[0];\nU(pi/2, pi/4, 0) q[0];\nU(3*pi/4, 1.176102532711834, pi/2) q[9];\nU(pi/2, pi/4, 0) q[9];\ncx q[9], q[11];\nU(pi/2, -pi, -pi/4) q[9];\nU(pi/2, -2.565217247888781, 0) q[11];\nU(pi, 3*pi/4, pi/4) q[11];\nU(pi/2, 0.28311624235518007, -pi) q[22];\nU(pi, 3*pi/4, pi/4) q[22];\nU(3*pi/4, 0.22517474592674303, pi/2) q[26];\nU(pi/2, -pi, -3*pi/4) q[26];\ncx q[24], q[26];\nU(pi/2, 1.2173456689655522, pi/2) q[24];\nU(3*pi/4, -pi/2, 0) q[24];\ncx q[22], q[24];\nU(pi, -pi, -pi/2) q[22];\nU(1.7392979893385445, 2.1364254605937836, -2.1364254605937836) q[24];\ncx q[22], q[24];\nU(0, 2.580725169930737, 1.4047199628356024) q[22];\nU(3*pi/4, 0.8438524791765478, pi/2) q[24];\ncx q[14], q[24];\nU(0, -2.9929745288948393, -2.9929745288948397) q[14];\nU(3*pi/4, -pi/2, 0) q[14];\ncx q[11], q[14];\nU(pi, -pi, -pi/2) q[11];\nU(1.605595043712313, 1.8331083839463034, -1.833108383946303) q[14];\ncx q[11], q[14];\nU(0, 1.758420525819151, 1.758420525819151) q[11];\nU(pi/2, -pi, -3*pi/4) q[11];\ncx q[0], q[11];\nU(pi/2, -pi, -pi/4) q[0];\nU(pi/2, 1.7126933813990606, -pi) q[0];\ncx q[0], q[17];\nU(pi/2, 3.0874863684655276, -1.7126933813990608) q[0];\nU(pi, 3*pi/4, pi/4) q[0];\nU(pi/2, 2.5336516434481684, 0) q[11];\nU(pi/2, 1.6373644905707199, -pi) q[11];\nU(3*pi/4, 0.3752483980485084, pi/2) q[14];\ncx q[9], q[14];\nU(3*pi/4, -pi/2, 0) q[9];\ncx q[7], q[9];\nU(pi, -pi, -pi/2) q[7];\nU(1.722085258651497, 2.1080831049916524, -2.1080831049916524) q[9];\ncx q[7], q[9];\nU(0, 2.5574950250866326, 1.3814898179914978) q[7];\nU(3*pi/4, 0.7973921894883382, pi/2) q[9];\nU(3*pi/4, pi/2, pi/2) q[9];\ncx q[1], q[9];\nU(pi, 0.8006774271090205, -0.8006774271090205) q[1];\nU(pi/4, 0.32839138286643665, -pi/2) q[9];\nU(pi, pi/2, -pi/2) q[9];\nU(0, -pi, -pi) q[14];\nU(pi/2, -pi, -3*pi/4) q[14];\ncx q[10], q[14];\nU(pi/2, 0.8977134469894086, -pi/2) q[10];\nU(pi/2, -pi, -3*pi/4) q[10];\ncx q[2], q[10];\nU(pi/2, -pi, -pi/4) q[2];\nU(pi, pi/2, -pi/2) q[2];\nU(pi/2, 3*pi/4, 0) q[10];\nU(pi, 3*pi/4, pi/4) q[10];\nU(pi/2, 0.7437153983177729, 0) q[14];\nU(pi/2, 1.1424027959653689, 0) q[17];\nU(pi/2, -pi, -3*pi/4) q[17];\nU(0, -pi, -pi) q[24];\nU(pi/2, 1.4040571272124414, 0) q[26];\nU(3*pi/4, -pi/2, 0) q[26];\nU(3*pi/4, 0.10544707485160254, pi/2) q[28];\ncx q[6], q[28];\nU(0, 0.1641613608139214, 0.1641613608139214) q[6];\ncx q[6], q[21];\nU(pi/2, pi/2, -pi) q[6];\ncx q[6], q[15];\nU(pi/2, 3.083423527522414, -pi/2) q[6];\nU(pi/2, 0, 3*pi/4) q[6];\ncx q[5], q[6];\nU(pi/2, 2.8602987674579623, -1.4940244355251182) q[5];\nU(pi, 3*pi/4, pi/4) q[5];\nU(pi/2, 2.565691070440675, -pi) q[6];\nU(pi/2, -pi, -3*pi/4) q[6];\ncx q[3], q[6];\nU(pi/2, -2.900390272282533, -pi/4) q[3];\nU(pi, pi/2, -pi/2) q[3];\nU(pi/2, 3*pi/4, 0) q[6];\nU(pi/2, 1.3673342280872092, 0) q[15];\nU(pi, 3*pi/4, pi/4) q[15];\nU(0, -pi, -pi) q[21];\nU(pi, 3*pi/4, pi/4) q[21];\ncx q[21], q[26];\nU(pi, -pi, -pi/2) q[21];\nU(1.9898124228057115, 2.4349156337961766, -2.4349156337961766) q[26];\ncx q[21], q[26];\nU(0, 3.0479072981816113, 1.4771109713867148) q[21];\nU(pi/2, -0.7527680491839828, -pi) q[21];\nU(3*pi/4, 1.3834256159785339, pi/2) q[26];\ncx q[22], q[26];\nU(0, -3.049489351030828, -1.4786930242359313) q[22];\nU(pi/2, -pi, -3*pi/4) q[22];\nU(0, 1.9598022651255258, -1.9598022651255256) q[26];\nU(2.930078449535404, pi/2, -pi/2) q[26];\ncx q[25], q[26];\nU(0, 0.14789807563384683, 2.4246751780825644) q[25];\nU(2.9300784495354026, 1.1409445745430578, pi/2) q[26];\nU(pi/2, -pi, -3*pi/4) q[26];\ncx q[19], q[26];\nU(pi/2, -pi, -pi/4) q[19];\nU(pi/2, -pi, -3*pi/4) q[19];\nU(pi/2, -0.8879787825833869, 0) q[26];\nU(3*pi/4, -pi/2, 0) q[26];\nU(0, -pi, -pi) q[28];\ncx q[18], q[28];\nU(0, 0.6747409422235524, -0.6747409422235524) q[18];\ncx q[18], q[20];\nU(0, 1.5861125563424388, 0.2991103387558698) q[18];\nU(3*pi/4, -pi/2, 0) q[18];\ncx q[15], q[18];\nU(pi, -pi, -pi/2) q[15];\nU(1.578677883546964, 1.6961833547036962, -1.6961833547036962) q[18];\ncx q[15], q[18];\nU(0, 1.659691031454681, 1.659691031454681) q[15];\ncx q[15], q[23];\nU(0, 0.9980395185078024, 1.6415406273010866) q[15];\nU(pi/2, pi/4, 0) q[15];\nU(3*pi/4, 0.1777894093195691, pi/2) q[18];\ncx q[4], q[18];\nU(pi/2, pi/4, 0) q[4];\nU(0, -pi, -pi) q[18];\ncx q[18], q[25];\ncx q[8], q[18];\nU(0, 1.7476943754084386, 0.17689804861354208) q[8];\nU(3*pi/4, -pi/2, 0) q[8];\nU(0, 2.076749835385301, -2.076749835385301) q[18];\nU(2.3884413726275993, pi/2, -pi/2) q[18];\nU(0.3066821590539087, -pi/2, pi/2) q[20];\nU(pi/2, pi/2, -pi) q[20];\ncx q[20], q[22];\nU(pi/2, 2.071995996209421, -pi/2) q[20];\nU(pi/2, -pi, -3*pi/4) q[20];\ncx q[15], q[20];\nU(pi/2, -2.568340155947146, -pi/4) q[15];\ncx q[6], q[15];\nU(0, -2.8874696155788846, -2.8874696155788846) q[6];\nU(pi, 3*pi/4, pi/4) q[6];\nU(0, -2.892171307194456, -2.892171307194456) q[15];\nU(pi/2, -3*pi/4, 0) q[15];\nU(pi/2, 3*pi/4, 0) q[20];\nU(pi, 3*pi/4, pi/4) q[20];\ncx q[20], q[26];\nU(pi, -pi, -pi/2) q[20];\nU(pi/2, 0.1260304079218746, 0) q[22];\nU(3*pi/4, -pi/2, 0) q[22];\ncx q[12], q[22];\nU(pi, -pi, -pi/2) q[12];\nU(1.587234226600617, 1.7516208908699653, -1.7516208908699653) q[22];\ncx q[12], q[22];\nU(0, 1.699357664578696, 1.699357664578697) q[12];\nU(pi/2, -pi/2, -pi) q[12];\ncx q[12], q[16];\nU(pi/2, 2.5011346853226684, -pi/2) q[12];\nU(3*pi/4, -pi/2, 0) q[12];\ncx q[0], q[12];\nU(pi, -pi, -pi/2) q[0];\nU(1.9351380500906623, 2.381642757655719, -2.381642757655719) q[12];\ncx q[0], q[12];\nU(0, 2.9958728675514177, 1.4250765407565211) q[0];\nU(3*pi/4, 1.2793567547181466, pi/2) q[12];\nU(pi/2, 1.6295521495106193, 0) q[12];\ncx q[12], q[17];\nU(pi/2, -2.046246710514754, -1.6295521495106193) q[12];\nU(3*pi/4, -pi/2, 0) q[12];\ncx q[10], q[12];\nU(pi, -pi, -pi/2) q[10];\nU(2.029133677084187, 2.47066947844481, -2.47066947844481) q[12];\ncx q[10], q[12];\nU(0, 3.083922543449023, 1.5131262166541264) q[10];\nU(pi/2, pi/4, 0) q[10];\nU(3*pi/4, 1.4554561065133562, pi/2) q[12];\nU(pi/2, -pi, -3*pi/4) q[12];\nU(pi/2, -2.4584112263056452, -pi) q[16];\nU(pi/2, 0.540419500270584, 0) q[16];\ncx q[16], q[19];\nU(pi/2, -2.165899602613245, -0.540419500270584) q[16];\nU(pi/2, pi/4, 0) q[16];\nU(pi/2, -3.0716934664929676, 0) q[17];\nU(pi, 1.9945242330806492, 1.99452423308065) q[17];\nU(pi/2, -1.5540975744798669, 0) q[19];\nU(pi/2, -pi, -3*pi/4) q[19];\ncx q[10], q[19];\nU(pi/2, -2.208187174786978, -pi/4) q[10];\nU(pi, 3*pi/4, pi/4) q[10];\nU(pi/2, 3*pi/4, 0) q[19];\nU(3*pi/4, 0.2571226755676004, pi/2) q[22];\nU(pi/2, -pi, -3*pi/4) q[22];\ncx q[4], q[22];\nU(pi/2, -pi, -pi/4) q[4];\ncx q[0], q[4];\nU(pi/2, pi/4, 0) q[0];\ncx q[0], q[12];\nU(pi/2, -1.6036470496477717, -pi/4) q[0];\nU(pi, 3*pi/4, pi/4) q[0];\nU(0, -pi, -pi) q[4];\nU(pi, 3*pi/4, pi/4) q[4];\nU(pi/2, 3*pi/4, 0) q[12];\nU(pi/2, -0.7230719860742987, 0) q[22];\nU(3*pi/4, -pi/2, 0) q[22];\ncx q[4], q[22];\nU(pi, -pi, -pi/2) q[4];\nU(1.780723710227643, 2.1984966468053537, -2.1984966468053537) q[22];\ncx q[4], q[22];\nU(0, 2.632852182886661, 1.4568469757915263) q[4];\nU(pi, pi/2, -pi/2) q[4];\ncx q[4], q[17];\nU(pi, -1.911638592225265, -2.800750388159425) q[4];\nU(0, -1.613203474447805, 1.0384318528882606) q[17];\nU(3*pi/4, -pi/2, 0) q[17];\nU(3*pi/4, 0.9481065050883934, pi/2) q[22];\nU(2.166773112458087, 1.2229901463143342, pi/2) q[23];\nU(3*pi/4, -pi/2, 0) q[23];\ncx q[5], q[23];\nU(pi, -pi, -pi/2) q[5];\nU(1.7935653618363006, 2.2162815999968455, -2.2162815999968455) q[23];\ncx q[5], q[23];\nU(0, 2.8455227229423663, 1.2747263961474697) q[5];\nU(0, 0.6747409422235524, -0.6747409422235524) q[5];\nU(3*pi/4, 0.9786564655000429, pi/2) q[23];\nU(2.498091544796508, pi/2, pi/2) q[23];\ncx q[7], q[23];\nU(0, 2.909392765420426, 2.265891656627142) q[7];\nU(pi/2, 0, 3*pi/4) q[7];\nU(2.498091544796508, 1.7942527523650202, pi/2) q[23];\nU(3*pi/4, -pi/2, 0) q[23];\nU(0, -2.2706486340217955, -1.1534500033346706) q[25];\nU(1.7861936048794085, 2.206147059214663, -2.206147059214662) q[26];\ncx q[20], q[26];\nU(0, 2.639403582855194, 1.4633983757600593) q[20];\nU(pi/2, pi/2, -pi/2) q[20];\nU(3*pi/4, 0.9612093050254602, pi/2) q[26];\ncx q[14], q[26];\nU(0, -2.8012732851585658, -2.8012732851585658) q[14];\nU(3*pi/4, -pi/2, 0) q[14];\ncx q[6], q[14];\nU(pi, -pi, -pi/2) q[6];\nU(1.866762757976404, 2.3077288143299803, -2.3077288143299803) q[14];\ncx q[6], q[14];\nU(0, 2.9267024419083754, 1.3559061151134788) q[6];\nU(pi/2, pi/2, -pi) q[6];\nU(3*pi/4, 1.141015903432061, pi/2) q[14];\nU(pi/2, 1.316643867931802, -pi) q[14];\nU(0, -1.7503541482786422, -2.6776493662802547) q[26];\nU(3*pi/4, -pi/2, 0) q[26];\nU(0, -pi, -pi) q[28];\nU(pi/2, 0, 3*pi/4) q[28];\ncx q[21], q[28];\nU(pi/2, 2.977409283993337, -2.388824604405811) q[21];\ncx q[21], q[24];\nU(0, 1.6404147778173428, -1.5011778757724503) q[21];\nU(0, -pi, -pi) q[24];\nU(pi/2, -pi, -3*pi/4) q[24];\ncx q[11], q[24];\nU(pi/2, 0.9090079887980806, -1.6373644905707212) q[11];\ncx q[11], q[20];\nU(0, -1.8915679951402486, 2.1773198764511568) q[11];\nU(pi/2, 0.5013472895086055, pi/2) q[20];\nU(pi/2, -pi, -3*pi/4) q[20];\ncx q[14], q[20];\nU(pi/2, 0.6979668301803361, -1.316643867931802) q[14];\nU(pi/2, 0.3191227565200512, 0) q[20];\nU(pi/2, -0.5605656755028701, 0) q[24];\nU(3*pi/4, pi/2, pi/2) q[24];\ncx q[3], q[24];\nU(pi, -1.6028308312351154, -3.109558149149574) q[3];\nU(pi/2, 1.3607329253298737, 0) q[3];\nU(pi/4, 1.0983504287760386, -pi/2) q[24];\nU(pi/2, pi/4, -pi) q[28];\nU(pi/2, -pi, -3*pi/4) q[28];\ncx q[27], q[28];\nU(pi/2, -pi, -pi/4) q[27];\nU(0.3066821590539081, pi/2, -pi/2) q[27];\ncx q[5], q[27];\nU(0, -0.6747409422235524, 0.6747409422235529) q[5];\nU(pi/2, 1.3258176636680323, -pi) q[5];\ncx q[5], q[7];\nU(pi/2, 1.7758691636709294, 1.81577498992176) q[5];\nU(pi, 3*pi/4, pi/4) q[5];\ncx q[5], q[8];\nU(pi, -pi, -pi/2) q[5];\nU(pi/2, 3.0004132081137334, -pi) q[7];\nU(1.6573978791805362, 1.9812422920389947, -1.981242292038995) q[8];\ncx q[5], q[8];\nU(0, 1.8693074557351643, 1.8693074557351643) q[5];\ncx q[5], q[11];\nU(0, -pi, -pi) q[5];\nU(3*pi/4, 0.5970222578805351, pi/2) q[8];\ncx q[8], q[18];\nU(0, 0.22920942518025322, 2.194796871674911) q[8];\nU(pi, 3*pi/4, pi/4) q[8];\ncx q[8], q[17];\nU(pi, -pi, -pi/2) q[8];\nU(0, 2.9332904868422034, -1.7790984935424858) q[11];\nU(1.5718643048343288, 1.617004510141232, -1.617004510141232) q[17];\ncx q[8], q[17];\nU(0, 1.6034820766766869, 1.6034820766766869) q[8];\nU(3*pi/4, 0.06537149976358059, pi/2) q[17];\nU(2.3884413726275993, -0.6797361378207798, pi/2) q[18];\nU(3*pi/4, -pi/2, 0) q[18];\nU(0.3066821590539084, -0.8260222126791903, pi/2) q[27];\nU(3*pi/4, -pi/2, 0) q[27];\ncx q[13], q[27];\nU(pi, -pi, -pi/2) q[13];\nU(1.6377676186659336, 1.9328393170159641, -1.932839317015964) q[27];\ncx q[13], q[27];\nU(0, 1.8324635688068343, 1.8324635688068343) q[13];\ncx q[13], q[25];\nU(0, -2.761086276477428, 2.761086276477428) q[13];\ncx q[13], q[24];\nU(0, -pi, -pi) q[24];\nU(3*pi/4, -pi/2, 0) q[24];\ncx q[10], q[24];\nU(pi, -pi, -pi/2) q[10];\nU(1.8045667938915904, 2.2310501762132535, -2.2310501762132535) q[24];\ncx q[10], q[24];\nU(0, 2.8583285734221553, 1.2875322466272587) q[10];\nU(3*pi/4, 1.004268166459621, pi/2) q[24];\nU(0, -2.571926268216021, -2.571926268216021) q[25];\nU(pi, 3*pi/4, pi/4) q[25];\ncx q[25], q[26];\nU(pi, -pi, -pi/2) q[25];\nU(1.7287279724960118, 2.119226125735178, -2.119226125735178) q[26];\ncx q[25], q[26];\nU(0, 2.566587598315061, 1.390582391219926) q[25];\nU(pi/2, 0, 3*pi/4) q[25];\ncx q[6], q[25];\nU(pi/2, 2.176980984170462, pi/2) q[6];\nU(pi/2, 1.1561874165532693, -pi) q[25];\nU(3*pi/4, 0.8155773359451937, pi/2) q[26];\nU(pi/2, -pi, -3*pi/4) q[26];\ncx q[3], q[26];\nU(pi/2, -1.4300745045743386, -1.360732925329875) q[3];\nU(pi/2, -1.6913920065523236, 0) q[26];\nU(3*pi/4, -pi/2, 0) q[26];\ncx q[0], q[26];\nU(pi, -pi, -pi/2) q[0];\nU(1.692659331416039, 2.055095065730108, -2.055095065730108) q[26];\ncx q[0], q[26];\nU(0, 1.9269339828934404, 1.9269339828934404) q[0];\nU(3*pi/4, 0.7122753121970877, pi/2) q[26];\nU(3*pi/4, 0.5233344840238754, pi/2) q[27];\nU(2.323947607757091, pi/2, pi/2) q[27];\nU(pi/2, 3*pi/4, 0) q[28];\ncx q[21], q[28];\nU(0, -0.4828250413329154, 1.0879712854619807) q[21];\nU(pi, 3*pi/4, pi/4) q[21];\ncx q[21], q[23];\nU(pi, -pi, -pi/2) q[21];\nU(1.5716504968064968, 1.612122515609558, -1.612122515609558) q[23];\ncx q[21], q[23];\nU(0, 1.6000266743922573, 1.6000266743922573) q[21];\nU(1.3449934857769044, pi/2, pi/2) q[21];\ncx q[9], q[21];\nU(pi, -1.4393099101445506, -1.7022827434452426) q[9];\ncx q[7], q[9];\nU(0, -2.0344439357957027, 2.0344439357957027) q[7];\nU(0, -1.7383946831488624, -2.6656899011504747) q[9];\nU(1.7965991678128879, 0.8896147975257742, -pi/2) q[21];\nU(3*pi/4, -pi/2, 0) q[21];\nU(3*pi/4, 0.05846069519472241, pi/2) q[23];\nU(pi, pi/2, -pi/2) q[23];\ncx q[23], q[27];\nU(pi, -3.035320651174814, 1.4645243243799175) q[23];\nU(pi/2, -pi, -3*pi/4) q[23];\ncx q[16], q[23];\nU(pi/2, -pi, -pi/4) q[16];\nU(pi/2, 3*pi/4, 0) q[23];\nU(0.8176450458327028, -0.7664531696013919, -pi/2) q[27];\nU(pi, 3*pi/4, pi/4) q[27];\nU(0, -pi, -pi) q[28];\ncx q[1], q[28];\nU(pi, 3*pi/4, pi/4) q[1];\ncx q[1], q[21];\nU(pi, -pi, -pi/2) q[1];\nU(1.6590395970011513, 1.9850099975984454, -1.9850099975984454) q[21];\ncx q[1], q[21];\nU(0, 1.8722042338042195, 1.8722042338042195) q[1];\nU(pi, 3*pi/4, pi/4) q[1];\ncx q[1], q[18];\nU(pi, -pi, -pi/2) q[1];\nU(1.6793010989575035, 2.028695782815916, -2.028695782815916) q[18];\ncx q[1], q[18];\nU(0, 1.9061228031762472, 1.9061228031762472) q[1];\nU(3*pi/4, 0.6706529527627012, pi/2) q[18];\nU(3*pi/4, 0.6028158140186464, pi/2) q[21];\nU(1.4664841824257142, pi/2, pi/2) q[21];\ncx q[2], q[21];\nU(pi, 1.354602041782325, 0.4999883942208996) q[2];\nU(1.6751084711640793, -pi/2, -pi/2) q[21];\nU(0, -pi, -pi) q[28];\nU(3*pi/4, -pi/2, 0) q[28];\ncx q[27], q[28];\nU(pi, -pi, -pi/2) q[27];\nU(2.077153498498861, 2.5118924895401022, -2.5118924895401022) q[28];\ncx q[27], q[28];\nU(0, 3.1265851567420526, 1.555788829947156) q[27];\nU(pi/2, 0, 3*pi/4) q[27];\ncx q[15], q[27];\nU(pi/2, -1.971223380540283, -pi/4) q[15];\nU(pi/2, -0.4058891898471737, -pi) q[27];\nU(3*pi/4, 1.5407813330994165, pi/2) q[28];\ncx q[22], q[28];\nU(0, -2.677945044588987, 2.677945044588987) q[22];\nU(0, -2.9054554030870725, -2.9054554030870725) q[28];\nc[0] = measure q[0];\nc[1] = measure q[1];\nc[2] = measure q[2];\nc[3] = measure q[3];\nc[4] = measure q[4];\nc[5] = measure q[5];\nc[6] = measure q[6];\nc[7] = measure q[7];\nc[8] = measure q[8];\nc[9] = measure q[9];\nc[10] = measure q[10];\nc[11] = measure q[11];\nc[12] = measure q[12];\nc[13] = measure q[13];\nc[14] = measure q[14];\nc[15] = measure q[15];\nc[16] = measure q[16];\nc[17] = measure q[17];\nc[18] = measure q[18];\nc[19] = measure q[19];\nc[20] = measure q[20];\nc[21] = measure q[21];\nc[22] = measure q[22];\nc[23] = measure q[23];\nc[24] = measure q[24];\nc[25] = measure q[25];\nc[26] = measure q[26];\nc[27] = measure q[27];\nc[28] = measure q[28];\n","offset":"01100011110111100100011010010","cx_count":194,"protocol":"hcs","syndrome":"100010101010101","generator":["10001000110001","10001000011001","11011001010110","11100000010000","00010000111001","10000100110011","10010000011110","00000000000000","00000000001100","10001000011001","11100000000110","10110110111010","11011000011010","00000000001100","00110010000001","10000100100011","11100000001110","01000000111011","01000000000010","11100000000110","00110010001001","01010011001111","00000000000000","00000000000000","00110010011110","10010000001100","11100000001010","10000100100001","10001010001011"],"parity_check":["00000001000000000000000000000","01000000010000000000000000000","00000000100001000000000000000","00000100001100101000000000000","10001100000010010010000000000","00000000001000000001000000000","00000100000100000000100000000","10110110100000110100010000000","00000000000000000000001000000","00000000000000000000000100000","01011100001110000100000010000","00010110101100100000000001000","00000000101000000000000000100","00010000101100100000000000010","10000010001100010100000000001"],"on_device_graph":false},"analytics":null,"annotation":"IonQ cloud simulator, not QPU hardware"},{"definition_id":"hcs","definition_version":4,"device":"ionq.simulator","hardware_key":"ionq:simulator","state":"failed","created_at":"2026-07-27T21:25:01.815479Z","scored_at":"2026-07-27T22:25:00.410435Z","scores":null,"error":"provider.error","instance":{"k":14,"n":29,"seed":12679421151267970904,"depth":8,"qasm3":"OPENQASM 3.0;\ninclude \"stdgates.inc\";\nbit[29] c;\nqubit[29] q;\nU(pi/2, pi/4, 0) q[0];\nU(pi/2, pi/4, 0) q[1];\nU(pi, pi/2, -pi/2) q[2];\nU(pi/2, -1.4972740839658834, -pi) q[3];\nU(pi, pi/2, -pi/2) q[4];\nU(pi/2, 0, 3*pi/4) q[5];\ncx q[0], q[5];\nU(pi, -2.1009068299386024, -1.5306431499049185) q[0];\nU(pi/2, pi/4, 0) q[0];\nU(3*pi/4, -2.331862186170927, -pi/2) q[5];\nU(pi/2, -3*pi/4, 0) q[5];\nU(pi/2, pi/2, -pi/2) q[6];\ncx q[4], q[6];\nU(pi/2, -1.4974846917691125, -pi) q[4];\nU(pi, 3*pi/4, pi/4) q[4];\nU(pi/2, -pi/2, -pi) q[6];\nU(pi, 3*pi/4, pi/4) q[6];\nU(pi/2, -3*pi/4, 0) q[8];\nU(pi, -pi, -pi) q[9];\ncx q[1], q[9];\nU(pi/2, -1.3288177585748542, -pi/4) q[1];\nU(pi, pi/2, -pi/2) q[1];\nU(pi/2, 0.8775738447784205, 0) q[9];\nU(3*pi/4, -pi/2, 0) q[9];\ncx q[6], q[9];\nU(pi, -pi, -pi/2) q[6];\nU(1.6873274303540633, 2.044758420264304, -2.044758420264304) q[9];\ncx q[6], q[9];\nU(0, 1.9187557881907278, 1.9187557881907278) q[6];\nU(3*pi/4, 0.6959189227916625, pi/2) q[9];\nU(pi/2, -0.7527680491839828, -pi) q[9];\nU(pi/2, -1.5120405040791738, 0) q[10];\nU(pi, pi/2, -pi/2) q[11];\nU(pi, pi/2, -pi/2) q[12];\nU(pi/2, 3*pi/4, 0) q[13];\nU(pi/2, -pi, -3*pi/4) q[14];\ncx q[10], q[14];\nU(pi/2, -0.6822281034328306, 1.5120405040791738) q[10];\nU(pi/2, 2.7817920515614967, 0) q[10];\nU(pi/2, -0.18236094107790013, -pi) q[14];\nU(pi/2, -pi, -3*pi/4) q[14];\nU(pi/2, -pi, 0) q[15];\nU(0.8589204062264617, -pi/2, pi/2) q[16];\ncx q[3], q[16];\nU(pi/2, 2.0343056774452375, -1.6443185696239104) q[3];\nU(pi/2, pi/4, 0) q[3];\ncx q[3], q[14];\nU(pi/2, -1.4111679967651793, -pi/4) q[3];\nU(pi, 3*pi/4, pi/4) q[3];\nU(pi/2, 3*pi/4, 0) q[14];\nU(pi, 3*pi/4, pi/4) q[14];\nU(pi/2, -0.40557268203547236, -pi) q[16];\nU(pi/2, -3*pi/4, 0) q[17];\nU(pi/2, -pi, -3*pi/4) q[18];\ncx q[2], q[18];\nU(pi/2, -0.27598492048448664, -pi) q[2];\nU(pi, -1.8925468811915387, 2.819842099193151) q[2];\nU(pi/2, 0.3946120176305761, -pi) q[18];\nU(pi/2, 0, 3*pi/4) q[19];\ncx q[17], q[19];\nU(pi, 2.1985640789811587, -1.2712688609795468) q[17];\nU(pi, 3*pi/4, pi/4) q[17];\nU(3*pi/4, pi/2, -pi/2) q[19];\nU(pi/2, pi/2, pi/2) q[19];\ncx q[7], q[20];\nU(pi, -0.5880026035475674, 2.553590050042226) q[7];\nU(pi/2, pi/4, 0) q[7];\nU(0, -0.18466891908632777, 1.1648129653607775) q[20];\nU(pi/2, -pi, -3*pi/4) q[20];\ncx q[0], q[20];\nU(pi/2, -pi, -pi/4) q[0];\nU(pi/2, pi/4, 0) q[0];\nU(pi/2, -1.1910678712613159, 0) q[20];\nU(3*pi/4, -pi/2, 0) q[20];\ncx q[3], q[20];\nU(pi, -pi, -pi/2) q[3];\nU(1.6659748796693692, 2.000523056338518, -2.000523056338518) q[20];\ncx q[3], q[20];\nU(0, 1.8841779657540698, 1.8841779657540698) q[3];\nU(pi/2, -pi, -3*pi/4) q[3];\ncx q[0], q[3];\nU(pi/2, -pi, -pi/4) q[0];\nU(pi, 3*pi/4, pi/4) q[0];\nU(pi/2, -2.409901084238445, 0) q[3];\nU(pi, 3*pi/4, pi/4) q[3];\nU(3*pi/4, 0.6267632779183465, pi/2) q[20];\nU(pi/2, pi/4, 0) q[20];\nU(0.7858568790581275, -1.5279675765394538, -0.03027986900632129) q[21];\ncx q[2], q[21];\nU(pi, -pi, -pi/2) q[2];\nU(1.9880408419909472, 2.4332577488453815, -2.4332577488453815) q[21];\ncx q[2], q[21];\nU(0, -3.008337480134657, 1.4827370579022414) q[2];\nU(pi/2, pi/4, 0) q[2];\nU(3*pi/4, -1.731169912305747, pi/2) q[21];\nU(pi/2, 1.4288992721907325, 0) q[21];\nU(pi/2, 0, 3*pi/4) q[22];\ncx q[8], q[22];\nU(pi/2, -2.8657755334221306, 3*pi/4) q[8];\nU(pi/2, -pi, -3*pi/4) q[8];\ncx q[7], q[8];\nU(pi/2, -1.894867993458428, -pi/4) q[7];\nU(pi/2, pi/4, 0) q[7];\nU(pi/2, 3*pi/4, 0) q[8];\nU(pi/2, -0.07574195951205276, 0) q[8];\nU(pi/2, 3*pi/4, 0) q[22];\nU(pi/2, 0, 3*pi/4) q[22];\ncx q[9], q[22];\nU(pi/2, 3.0530526866041363, -2.3888246044058103) q[9];\nU(pi, 3*pi/4, pi/4) q[9];\nU(pi/2, pi/4, -pi) q[22];\nU(pi/2, 0, 3*pi/4) q[22];\nU(3*pi/4, pi/2, -pi/2) q[23];\ncx q[15], q[23];\nU(pi/2, -pi, -pi) q[15];\nU(3*pi/4, -pi/2, 0) q[15];\ncx q[4], q[15];\nU(pi, -pi, -pi/2) q[4];\nU(1.5735894218426556, 1.6455024066188066, -1.6455024066188066) q[15];\ncx q[4], q[15];\nU(0, 1.6236706660346911, 1.6236706660346911) q[4];\nU(pi, pi/2, -pi/2) q[4];\ncx q[4], q[19];\nU(pi, -1.5367134683515655, 3.107509795146462) q[4];\nU(pi, 3*pi/4, pi/4) q[4];\nU(3*pi/4, 0.10574867847958958, pi/2) q[15];\ncx q[15], q[18];\nU(0, -2.897536222961609, -1.3267398961667123) q[15];\nU(pi/2, -pi, -3*pi/4) q[15];\nU(0, -pi, -pi) q[18];\nU(pi/2, 0.764021509505298, -pi/2) q[19];\nU(pi/2, -pi, -3*pi/4) q[19];\ncx q[2], q[19];\nU(pi/2, -pi, -pi/4) q[2];\nU(pi, 3*pi/4, pi/4) q[2];\nU(pi/2, 3*pi/4, 0) q[19];\nU(pi/2, 2.2758368633037076, -pi) q[23];\nU(pi/2, 0, 3*pi/4) q[23];\ncx q[21], q[23];\nU(pi/2, -2.8936298598164356, 1.7126933813990606) q[21];\nU(pi/2, -1.791133760728536, -pi) q[23];\nU(3*pi/4, -pi/2, 0) q[23];\ncx q[14], q[23];\nU(pi, -pi, -pi/2) q[14];\nU(1.888834701305072, 2.3326129298648812, -2.3326129298648812) q[23];\ncx q[14], q[23];\nU(0, 2.949614210899882, 1.3788178841049854) q[14];\nU(pi/2, pi/4, 0) q[14];\nU(3*pi/4, 1.1868394414150742, pi/2) q[23];\nU(pi/2, -pi, -3*pi/4) q[23];\ncx q[20], q[23];\nU(pi/2, -pi, -pi/4) q[20];\nU(3*pi/4, -pi/2, 0) q[20];\ncx q[3], q[20];\nU(pi, -pi, -pi/2) q[3];\nU(2.0341141863000978, 2.4750633271931246, -2.4750633271931246) q[20];\ncx q[3], q[20];\nU(0, 3.0884110696007774, 1.5176147428058808) q[3];\nU(3*pi/4, 1.464433158816866, pi/2) q[20];\nU(0.3066821590539081, pi/2, -pi/2) q[20];\nU(pi/2, -3.036351771033128, 0) q[23];\nU(3*pi/4, -pi/2, 0) q[23];\ncx q[2], q[23];\nU(pi, -pi, -pi/2) q[2];\nU(1.5758235222248087, 1.6709841299617967, -1.6709841299617965) q[23];\ncx q[2], q[23];\nU(0, 1.6417584369306137, 1.6417584369306137) q[2];\ncx q[2], q[19];\nU(0, -1.4151601913837435, -2.3424554093853556) q[2];\nU(pi/2, pi/2, -pi) q[2];\nU(0, 2.8704477351539115, -0.2711449184358812) q[19];\nU(pi/2, -pi, -3*pi/4) q[19];\nU(3*pi/4, 0.14192422027143392, pi/2) q[23];\nU(pi/2, -pi, -3*pi/4) q[23];\nU(pi, pi/2, -pi/2) q[24];\nU(pi/2, pi/2, -pi/2) q[25];\ncx q[12], q[25];\nU(pi/2, -0.6353231906049657, -pi) q[12];\nU(pi/2, pi/4, 0) q[12];\nU(pi/2, 0.9432051318941932, -pi) q[25];\nU(pi/2, 0, 3*pi/4) q[25];\ncx q[5], q[25];\nU(pi/2, -pi, -pi/4) q[5];\nU(pi, 3*pi/4, pi/4) q[5];\nU(pi/2, -2.050339542346423, -pi) q[25];\nU(3*pi/4, -pi/2, 0) q[25];\ncx q[4], q[25];\nU(pi, -pi, -pi/2) q[4];\nU(1.887294499105553, 2.3309106038056866, -2.3309106038056866) q[25];\ncx q[4], q[25];\nU(0, 2.9480349557540606, 1.377238628959164) q[4];\nU(pi, pi/2, -pi/2) q[4];\nU(3*pi/4, 1.1836809311234306, pi/2) q[25];\nU(pi/2, -pi, -3*pi/4) q[26];\ncx q[24], q[26];\nU(0, 0.9827937232473296, 2.1587989303424644) q[24];\nU(pi/2, -pi, -3*pi/4) q[24];\ncx q[12], q[24];\nU(pi/2, -1.2717394999797476, -pi/4) q[12];\nU(pi, 3*pi/4, pi/4) q[12];\nU(pi/2, 3*pi/4, 0) q[24];\nU(pi/2, -pi/2, -pi) q[24];\nU(pi/4, 1.945720445807841, pi/2) q[26];\nU(pi, 3*pi/4, pi/4) q[26];\nU(pi/2, pi/2, -pi/2) q[27];\ncx q[11], q[27];\nU(0, -1.318867698407816, 1.822724955181977) q[11];\nU(0.9272952180016112, -pi/2, -pi/2) q[11];\ncx q[1], q[11];\nU(pi, 2.161752432549772, -0.19616498605511445) q[1];\nU(pi, 3*pi/4, pi/4) q[1];\nU(2.2142974355881813, -2.712812207224025, pi/2) q[11];\nU(pi/2, -pi, -3*pi/4) q[11];\nU(pi/2, -pi/2, pi/2) q[27];\nU(3*pi/4, -pi/2, 0) q[27];\ncx q[26], q[27];\nU(pi, -pi, -pi/2) q[26];\nU(2.051666280246886, 2.4903234018847726, -2.4903234018847726) q[27];\ncx q[26], q[27];\nU(0, 3.1041081958978225, 1.533311869102926) q[26];\nU(1.2112340498225913, -pi/2, -pi/2) q[26];\nU(3*pi/4, 1.4958274114109562, pi/2) q[27];\ncx q[16], q[27];\nU(pi/2, -pi, -3*pi/4) q[16];\ncx q[8], q[16];\nU(pi/2, -0.9051561277873752, 0.0757419595120532) q[8];\nU(pi, 3*pi/4, pi/4) q[8];\nU(pi/2, 3*pi/4, 0) q[16];\nU(pi/2, -pi, -3*pi/4) q[16];\nU(0, -pi, -pi) q[27];\nU(3*pi/4, -pi/2, 0) q[27];\ncx q[12], q[27];\nU(pi, -pi, -pi/2) q[12];\nU(1.8004889240119772, 2.2256241168034325, -2.2256241168034325) q[27];\ncx q[12], q[27];\nU(0, 2.8536106114181194, 1.282814284623223) q[12];\nU(pi/2, pi/4, 0) q[12];\ncx q[12], q[15];\nU(pi/2, -0.46966635315974115, -pi/4) q[12];\nU(pi/2, -pi, -3*pi/4) q[12];\nU(pi/2, 3*pi/4, 0) q[15];\nU(pi/2, -pi, -3*pi/4) q[15];\nU(3*pi/4, 0.9948322424515501, pi/2) q[27];\nU(pi/2, -pi, -3*pi/4) q[27];\ncx q[14], q[27];\nU(pi/2, -pi, -pi/4) q[14];\nU(pi/2, -1.0678648181766714, 0) q[27];\nU(3*pi/4, -pi/2, 0) q[27];\ncx q[8], q[27];\nU(pi, -pi, -pi/2) q[8];\nU(1.5929555552828587, 1.780547716454123, -1.780547716454123) q[27];\ncx q[8], q[27];\nU(0, 1.7202052532069327, 1.7202052532069336) q[8];\nU(pi, 2.9244579572718674, -0.21713469631792615) q[8];\nU(3*pi/4, 0.29881785282407414, pi/2) q[27];\ncx q[3], q[27];\nU(0, -0.03138804897013614, 1.5394082778247604) q[3];\nU(pi, 3*pi/4, pi/4) q[3];\nU(0, 1.2749445140166378, -1.2749445140166376) q[27];\nU(pi/2, pi/4, 0) q[27];\nU(pi/2, -pi, -3*pi/4) q[28];\ncx q[13], q[28];\nU(pi/2, -2.215388577423015, pi/4) q[13];\nU(pi/2, 0, 3*pi/4) q[13];\ncx q[10], q[13];\nU(pi/2, -pi, 0.35980060202829645) q[10];\ncx q[10], q[25];\nU(0, -pi, -pi) q[10];\nU(3*pi/4, -pi/2, 0) q[10];\ncx q[1], q[10];\nU(pi, -pi, -pi/2) q[1];\nU(1.5714581394393017, 1.6071739767167976, -1.6071739767167976) q[10];\ncx q[1], q[10];\nU(0, 1.5965248838139905, 1.5965248838139905) q[1];\nU(pi/2, pi/4, 0) q[1];\ncx q[1], q[12];\nU(pi/2, -2.376889781476077, -pi/4) q[1];\nU(pi/2, pi/4, 0) q[1];\nU(3*pi/4, 0.051457114038187424, pi/2) q[10];\nU(pi/2, pi/4, 0) q[10];\ncx q[10], q[16];\nU(pi/2, -pi, -pi/4) q[10];\nU(pi, 3*pi/4, pi/4) q[10];\nU(pi/2, 3*pi/4, 0) q[12];\nU(3*pi/4, -pi/2, 0) q[12];\ncx q[10], q[12];\nU(pi, -pi, -pi/2) q[10];\nU(1.6755669467687135, 2.021001146028424, -2.021001146028424) q[12];\ncx q[10], q[12];\nU(0, 1.9001027966524289, 1.9001027966524289) q[10];\nU(pi/2, -pi, -3*pi/4) q[10];\nU(3*pi/4, 0.6586129397150651, pi/2) q[12];\nU(pi/2, 0, 3*pi/4) q[12];\ncx q[2], q[12];\nU(pi/2, -1.365955076901463, pi/2) q[2];\nU(pi/2, pi/4, 0) q[2];\nU(pi/2, 2.393816818525818, -pi) q[12];\nU(pi, 3*pi/4, pi/4) q[12];\nU(pi/2, 0.7427270643868438, -pi) q[13];\nU(pi/2, -pi, -3*pi/4) q[13];\ncx q[7], q[13];\nU(pi/2, -pi, -pi/4) q[7];\nU(3*pi/4, -pi/2, 0) q[7];\nU(pi/2, 3*pi/4, 0) q[13];\nU(3.024781576411004, pi/2, pi/2) q[13];\ncx q[8], q[13];\nU(pi, -0.4588503895582665, -2.6827422640315266) q[8];\nU(pi/2, pi/4, 0) q[8];\ncx q[8], q[10];\nU(pi/2, -pi, -pi/4) q[8];\nU(pi/2, pi/4, 0) q[8];\nU(pi/2, 3*pi/4, 0) q[10];\nU(pi/2, pi/2, -pi) q[10];\nU(0.11681107717878819, -1.231105207375664, -pi/2) q[13];\nU(pi/2, pi/4, 0) q[13];\ncx q[13], q[19];\nU(pi/2, -pi, -pi/4) q[13];\nU(pi/2, -pi, -3*pi/4) q[13];\ncx q[8], q[13];\nU(pi/2, -0.34810146608816117, -pi/4) q[8];\nU(pi/2, 3*pi/4, 0) q[13];\nU(pi, 3*pi/4, pi/4) q[13];\nU(pi/2, -2.623381293439344, 0) q[16];\nU(pi/2, 0, 3*pi/4) q[16];\nU(pi/2, 2.675906446140414, 0) q[19];\nU(pi/2, pi/4, 0) q[19];\nU(0, -1.3625964715966568, 1.7789961819931364) q[25];\nU(0.8176450458327025, -pi/2, -pi/2) q[25];\nU(pi/2, 3*pi/4, 0) q[28];\nU(3*pi/4, -pi/2, 0) q[28];\ncx q[17], q[28];\nU(pi, -pi, -pi/2) q[17];\nU(1.5735735270083882, 1.6452897329741525, -1.6452897329741525) q[28];\ncx q[17], q[28];\nU(0, 1.6235198642206976, 1.6235198642206976) q[17];\ncx q[17], q[26];\nU(0, -1.6659412990854472, 1.6419338182812284) q[17];\nU(3*pi/4, -pi/2, 0) q[17];\ncx q[5], q[17];\nU(pi, -pi, -pi/2) q[5];\nU(1.8001196434437634, 2.2251299860932026, -2.2251299860932026) q[17];\ncx q[5], q[17];\nU(0, 2.85318171958534, 1.2823853927904434) q[5];\nU(pi/2, pi/4, 0) q[5];\ncx q[5], q[11];\nU(pi/2, -pi, -pi/4) q[5];\nU(pi/2, pi/4, 0) q[5];\nU(pi/2, 2.513187470729581, 0) q[11];\nU(pi/2, -pi, -3*pi/4) q[11];\nU(3*pi/4, 0.9939744587859902, pi/2) q[17];\nU(3*pi/4, pi/2, pi/2) q[17];\ncx q[4], q[17];\nU(pi, 1.5110213087693047, -0.5837260907676924) q[4];\nU(pi, 3*pi/4, pi/4) q[4];\ncx q[4], q[7];\nU(pi, -pi, -pi/2) q[4];\nU(1.8464203165327255, 2.2837969496466304, -2.2837969496466304) q[7];\ncx q[4], q[7];\nU(0, 2.905010536099649, 1.3342142093047524) q[4];\nU(pi/2, pi/4, 0) q[4];\ncx q[4], q[23];\nU(pi/2, -pi, -pi/4) q[4];\nU(3*pi/4, -pi/2, 0) q[4];\ncx q[3], q[4];\nU(pi, -pi, -pi/2) q[3];\nU(1.5795965763774198, 1.7032695544254555, -1.7032695544254555) q[4];\ncx q[3], q[4];\nU(0, 1.6647435032917333, 1.6647435032917333) q[3];\nU(pi/2, -pi, -3*pi/4) q[3];\ncx q[1], q[3];\nU(pi/2, -pi, -pi/4) q[1];\nU(pi, pi/2, -pi/2) q[1];\nU(pi/2, 3*pi/4, 0) q[3];\nU(pi/2, pi/4, 0) q[3];\nU(3*pi/4, 0.1878943529936734, pi/2) q[4];\nU(3*pi/4, 1.0976320918146092, pi/2) q[7];\nU(pi/2, -pi, -3*pi/4) q[7];\ncx q[5], q[7];\nU(pi/2, -pi, -pi/4) q[5];\nU(pi/2, -1.6475682180646753, -pi) q[5];\nU(pi/2, -0.7882406617470537, 0) q[7];\nU(pi/4, 0.2634103140183752, -pi/2) q[17];\nU(pi, 0.2690781628631509, -2.8725144907266422) q[17];\ncx q[17], q[25];\nU(pi, -0.40221039452248464, -2.7393822590673085) q[17];\ncx q[7], q[17];\nU(pi, 3*pi/4, pi/4) q[7];\nU(0, -pi, -pi) q[17];\nU(pi/2, -pi, -3*pi/4) q[17];\nU(pi/2, -2.858544799594836, 0) q[23];\nU(2.1667731124580887, pi/2, -pi/2) q[23];\nU(2.323947607757091, 2.5304845942112397, pi/2) q[25];\nU(1.2112340498225913, -0.17998160439561062, -pi/2) q[26];\nU(3*pi/4, -pi/2, 0) q[26];\ncx q[9], q[26];\nU(pi, -pi, -pi/2) q[9];\nU(1.5834191093710268, 1.7293528965461826, -1.7293528965461824) q[26];\ncx q[9], q[26];\nU(0, 1.6833836997582683, 1.6833836997582683) q[9];\nU(pi/2, -3*pi/4, 0) q[9];\ncx q[9], q[22];\nU(pi/2, -pi, -pi/4) q[9];\nU(3*pi/4, -pi/2, 0) q[9];\ncx q[0], q[9];\nU(pi, -pi, -pi/2) q[0];\nU(1.8836102599125673, 2.3268183630705987, -2.3268183630705987) q[9];\ncx q[0], q[9];\nU(0, 2.944245756548262, 1.3734494297533653) q[0];\nU(pi/2, pi/4, 0) q[0];\nU(3*pi/4, 1.176102532711834, pi/2) q[9];\nU(pi/2, pi/4, 0) q[9];\ncx q[9], q[11];\nU(pi/2, -pi, -pi/4) q[9];\nU(pi/2, -2.565217247888781, 0) q[11];\nU(pi, 3*pi/4, pi/4) q[11];\nU(pi/2, 0.28311624235518007, -pi) q[22];\nU(pi, 3*pi/4, pi/4) q[22];\nU(3*pi/4, 0.22517474592674303, pi/2) q[26];\nU(pi/2, -pi, -3*pi/4) q[26];\ncx q[24], q[26];\nU(pi/2, 1.2173456689655522, pi/2) q[24];\nU(3*pi/4, -pi/2, 0) q[24];\ncx q[22], q[24];\nU(pi, -pi, -pi/2) q[22];\nU(1.7392979893385445, 2.1364254605937836, -2.1364254605937836) q[24];\ncx q[22], q[24];\nU(0, 2.580725169930737, 1.4047199628356024) q[22];\nU(3*pi/4, 0.8438524791765478, pi/2) q[24];\ncx q[14], q[24];\nU(0, -2.9929745288948393, -2.9929745288948397) q[14];\nU(3*pi/4, -pi/2, 0) q[14];\ncx q[11], q[14];\nU(pi, -pi, -pi/2) q[11];\nU(1.605595043712313, 1.8331083839463034, -1.833108383946303) q[14];\ncx q[11], q[14];\nU(0, 1.758420525819151, 1.758420525819151) q[11];\nU(pi/2, -pi, -3*pi/4) q[11];\ncx q[0], q[11];\nU(pi/2, -pi, -pi/4) q[0];\nU(pi/2, 1.7126933813990606, -pi) q[0];\ncx q[0], q[17];\nU(pi/2, 3.0874863684655276, -1.7126933813990608) q[0];\nU(pi, 3*pi/4, pi/4) q[0];\nU(pi/2, 2.5336516434481684, 0) q[11];\nU(pi/2, 1.6373644905707199, -pi) q[11];\nU(3*pi/4, 0.3752483980485084, pi/2) q[14];\ncx q[9], q[14];\nU(3*pi/4, -pi/2, 0) q[9];\ncx q[7], q[9];\nU(pi, -pi, -pi/2) q[7];\nU(1.722085258651497, 2.1080831049916524, -2.1080831049916524) q[9];\ncx q[7], q[9];\nU(0, 2.5574950250866326, 1.3814898179914978) q[7];\nU(3*pi/4, 0.7973921894883382, pi/2) q[9];\nU(3*pi/4, pi/2, pi/2) q[9];\ncx q[1], q[9];\nU(pi, 0.8006774271090205, -0.8006774271090205) q[1];\nU(pi/4, 0.32839138286643665, -pi/2) q[9];\nU(pi, pi/2, -pi/2) q[9];\nU(0, -pi, -pi) q[14];\nU(pi/2, -pi, -3*pi/4) q[14];\ncx q[10], q[14];\nU(pi/2, 0.8977134469894086, -pi/2) q[10];\nU(pi/2, -pi, -3*pi/4) q[10];\ncx q[2], q[10];\nU(pi/2, -pi, -pi/4) q[2];\nU(pi, pi/2, -pi/2) q[2];\nU(pi/2, 3*pi/4, 0) q[10];\nU(pi, 3*pi/4, pi/4) q[10];\nU(pi/2, 0.7437153983177729, 0) q[14];\nU(pi/2, 1.1424027959653689, 0) q[17];\nU(pi/2, -pi, -3*pi/4) q[17];\nU(0, -pi, -pi) q[24];\nU(pi/2, 1.4040571272124414, 0) q[26];\nU(3*pi/4, -pi/2, 0) q[26];\nU(3*pi/4, 0.10544707485160254, pi/2) q[28];\ncx q[6], q[28];\nU(0, 0.1641613608139214, 0.1641613608139214) q[6];\ncx q[6], q[21];\nU(pi/2, pi/2, -pi) q[6];\ncx q[6], q[15];\nU(pi/2, 3.083423527522414, -pi/2) q[6];\nU(pi/2, 0, 3*pi/4) q[6];\ncx q[5], q[6];\nU(pi/2, 2.8602987674579623, -1.4940244355251182) q[5];\nU(pi, 3*pi/4, pi/4) q[5];\nU(pi/2, 2.565691070440675, -pi) q[6];\nU(pi/2, -pi, -3*pi/4) q[6];\ncx q[3], q[6];\nU(pi/2, -2.900390272282533, -pi/4) q[3];\nU(pi, pi/2, -pi/2) q[3];\nU(pi/2, 3*pi/4, 0) q[6];\nU(pi/2, 1.3673342280872092, 0) q[15];\nU(pi, 3*pi/4, pi/4) q[15];\nU(0, -pi, -pi) q[21];\nU(pi, 3*pi/4, pi/4) q[21];\ncx q[21], q[26];\nU(pi, -pi, -pi/2) q[21];\nU(1.9898124228057115, 2.4349156337961766, -2.4349156337961766) q[26];\ncx q[21], q[26];\nU(0, 3.0479072981816113, 1.4771109713867148) q[21];\nU(pi/2, -0.7527680491839828, -pi) q[21];\nU(3*pi/4, 1.3834256159785339, pi/2) q[26];\ncx q[22], q[26];\nU(0, -3.049489351030828, -1.4786930242359313) q[22];\nU(pi/2, -pi, -3*pi/4) q[22];\nU(0, 1.9598022651255258, -1.9598022651255256) q[26];\nU(2.930078449535404, pi/2, -pi/2) q[26];\ncx q[25], q[26];\nU(0, 0.14789807563384683, 2.4246751780825644) q[25];\nU(2.9300784495354026, 1.1409445745430578, pi/2) q[26];\nU(pi/2, -pi, -3*pi/4) q[26];\ncx q[19], q[26];\nU(pi/2, -pi, -pi/4) q[19];\nU(pi/2, -pi, -3*pi/4) q[19];\nU(pi/2, -0.8879787825833869, 0) q[26];\nU(3*pi/4, -pi/2, 0) q[26];\nU(0, -pi, -pi) q[28];\ncx q[18], q[28];\nU(0, 0.6747409422235524, -0.6747409422235524) q[18];\ncx q[18], q[20];\nU(0, 1.5861125563424388, 0.2991103387558698) q[18];\nU(3*pi/4, -pi/2, 0) q[18];\ncx q[15], q[18];\nU(pi, -pi, -pi/2) q[15];\nU(1.578677883546964, 1.6961833547036962, -1.6961833547036962) q[18];\ncx q[15], q[18];\nU(0, 1.659691031454681, 1.659691031454681) q[15];\ncx q[15], q[23];\nU(0, 0.9980395185078024, 1.6415406273010866) q[15];\nU(pi/2, pi/4, 0) q[15];\nU(3*pi/4, 0.1777894093195691, pi/2) q[18];\ncx q[4], q[18];\nU(pi/2, pi/4, 0) q[4];\nU(0, -pi, -pi) q[18];\ncx q[18], q[25];\ncx q[8], q[18];\nU(0, 1.7476943754084386, 0.17689804861354208) q[8];\nU(3*pi/4, -pi/2, 0) q[8];\nU(0, 2.076749835385301, -2.076749835385301) q[18];\nU(2.3884413726275993, pi/2, -pi/2) q[18];\nU(0.3066821590539087, -pi/2, pi/2) q[20];\nU(pi/2, pi/2, -pi) q[20];\ncx q[20], q[22];\nU(pi/2, 2.071995996209421, -pi/2) q[20];\nU(pi/2, -pi, -3*pi/4) q[20];\ncx q[15], q[20];\nU(pi/2, -2.568340155947146, -pi/4) q[15];\ncx q[6], q[15];\nU(0, -2.8874696155788846, -2.8874696155788846) q[6];\nU(pi, 3*pi/4, pi/4) q[6];\nU(0, -2.892171307194456, -2.892171307194456) q[15];\nU(pi/2, -3*pi/4, 0) q[15];\nU(pi/2, 3*pi/4, 0) q[20];\nU(pi, 3*pi/4, pi/4) q[20];\ncx q[20], q[26];\nU(pi, -pi, -pi/2) q[20];\nU(pi/2, 0.1260304079218746, 0) q[22];\nU(3*pi/4, -pi/2, 0) q[22];\ncx q[12], q[22];\nU(pi, -pi, -pi/2) q[12];\nU(1.587234226600617, 1.7516208908699653, -1.7516208908699653) q[22];\ncx q[12], q[22];\nU(0, 1.699357664578696, 1.699357664578697) q[12];\nU(pi/2, -pi/2, -pi) q[12];\ncx q[12], q[16];\nU(pi/2, 2.5011346853226684, -pi/2) q[12];\nU(3*pi/4, -pi/2, 0) q[12];\ncx q[0], q[12];\nU(pi, -pi, -pi/2) q[0];\nU(1.9351380500906623, 2.381642757655719, -2.381642757655719) q[12];\ncx q[0], q[12];\nU(0, 2.9958728675514177, 1.4250765407565211) q[0];\nU(3*pi/4, 1.2793567547181466, pi/2) q[12];\nU(pi/2, 1.6295521495106193, 0) q[12];\ncx q[12], q[17];\nU(pi/2, -2.046246710514754, -1.6295521495106193) q[12];\nU(3*pi/4, -pi/2, 0) q[12];\ncx q[10], q[12];\nU(pi, -pi, -pi/2) q[10];\nU(2.029133677084187, 2.47066947844481, -2.47066947844481) q[12];\ncx q[10], q[12];\nU(0, 3.083922543449023, 1.5131262166541264) q[10];\nU(pi/2, pi/4, 0) q[10];\nU(3*pi/4, 1.4554561065133562, pi/2) q[12];\nU(pi/2, -pi, -3*pi/4) q[12];\nU(pi/2, -2.4584112263056452, -pi) q[16];\nU(pi/2, 0.540419500270584, 0) q[16];\ncx q[16], q[19];\nU(pi/2, -2.165899602613245, -0.540419500270584) q[16];\nU(pi/2, pi/4, 0) q[16];\nU(pi/2, -3.0716934664929676, 0) q[17];\nU(pi, 1.9945242330806492, 1.99452423308065) q[17];\nU(pi/2, -1.5540975744798669, 0) q[19];\nU(pi/2, -pi, -3*pi/4) q[19];\ncx q[10], q[19];\nU(pi/2, -2.208187174786978, -pi/4) q[10];\nU(pi, 3*pi/4, pi/4) q[10];\nU(pi/2, 3*pi/4, 0) q[19];\nU(3*pi/4, 0.2571226755676004, pi/2) q[22];\nU(pi/2, -pi, -3*pi/4) q[22];\ncx q[4], q[22];\nU(pi/2, -pi, -pi/4) q[4];\ncx q[0], q[4];\nU(pi/2, pi/4, 0) q[0];\ncx q[0], q[12];\nU(pi/2, -1.6036470496477717, -pi/4) q[0];\nU(pi, 3*pi/4, pi/4) q[0];\nU(0, -pi, -pi) q[4];\nU(pi, 3*pi/4, pi/4) q[4];\nU(pi/2, 3*pi/4, 0) q[12];\nU(pi/2, -0.7230719860742987, 0) q[22];\nU(3*pi/4, -pi/2, 0) q[22];\ncx q[4], q[22];\nU(pi, -pi, -pi/2) q[4];\nU(1.780723710227643, 2.1984966468053537, -2.1984966468053537) q[22];\ncx q[4], q[22];\nU(0, 2.632852182886661, 1.4568469757915263) q[4];\nU(pi, pi/2, -pi/2) q[4];\ncx q[4], q[17];\nU(pi, -1.911638592225265, -2.800750388159425) q[4];\nU(0, -1.613203474447805, 1.0384318528882606) q[17];\nU(3*pi/4, -pi/2, 0) q[17];\nU(3*pi/4, 0.9481065050883934, pi/2) q[22];\nU(2.166773112458087, 1.2229901463143342, pi/2) q[23];\nU(3*pi/4, -pi/2, 0) q[23];\ncx q[5], q[23];\nU(pi, -pi, -pi/2) q[5];\nU(1.7935653618363006, 2.2162815999968455, -2.2162815999968455) q[23];\ncx q[5], q[23];\nU(0, 2.8455227229423663, 1.2747263961474697) q[5];\nU(0, 0.6747409422235524, -0.6747409422235524) q[5];\nU(3*pi/4, 0.9786564655000429, pi/2) q[23];\nU(2.498091544796508, pi/2, pi/2) q[23];\ncx q[7], q[23];\nU(0, 2.909392765420426, 2.265891656627142) q[7];\nU(pi/2, 0, 3*pi/4) q[7];\nU(2.498091544796508, 1.7942527523650202, pi/2) q[23];\nU(3*pi/4, -pi/2, 0) q[23];\nU(0, -2.2706486340217955, -1.1534500033346706) q[25];\nU(1.7861936048794085, 2.206147059214663, -2.206147059214662) q[26];\ncx q[20], q[26];\nU(0, 2.639403582855194, 1.4633983757600593) q[20];\nU(pi/2, pi/2, -pi/2) q[20];\nU(3*pi/4, 0.9612093050254602, pi/2) q[26];\ncx q[14], q[26];\nU(0, -2.8012732851585658, -2.8012732851585658) q[14];\nU(3*pi/4, -pi/2, 0) q[14];\ncx q[6], q[14];\nU(pi, -pi, -pi/2) q[6];\nU(1.866762757976404, 2.3077288143299803, -2.3077288143299803) q[14];\ncx q[6], q[14];\nU(0, 2.9267024419083754, 1.3559061151134788) q[6];\nU(pi/2, pi/2, -pi) q[6];\nU(3*pi/4, 1.141015903432061, pi/2) q[14];\nU(pi/2, 1.316643867931802, -pi) q[14];\nU(0, -1.7503541482786422, -2.6776493662802547) q[26];\nU(3*pi/4, -pi/2, 0) q[26];\nU(0, -pi, -pi) q[28];\nU(pi/2, 0, 3*pi/4) q[28];\ncx q[21], q[28];\nU(pi/2, 2.977409283993337, -2.388824604405811) q[21];\ncx q[21], q[24];\nU(0, 1.6404147778173428, -1.5011778757724503) q[21];\nU(0, -pi, -pi) q[24];\nU(pi/2, -pi, -3*pi/4) q[24];\ncx q[11], q[24];\nU(pi/2, 0.9090079887980806, -1.6373644905707212) q[11];\ncx q[11], q[20];\nU(0, -1.8915679951402486, 2.1773198764511568) q[11];\nU(pi/2, 0.5013472895086055, pi/2) q[20];\nU(pi/2, -pi, -3*pi/4) q[20];\ncx q[14], q[20];\nU(pi/2, 0.6979668301803361, -1.316643867931802) q[14];\nU(pi/2, 0.3191227565200512, 0) q[20];\nU(pi/2, -0.5605656755028701, 0) q[24];\nU(3*pi/4, pi/2, pi/2) q[24];\ncx q[3], q[24];\nU(pi, -1.6028308312351154, -3.109558149149574) q[3];\nU(pi/2, 1.3607329253298737, 0) q[3];\nU(pi/4, 1.0983504287760386, -pi/2) q[24];\nU(pi/2, pi/4, -pi) q[28];\nU(pi/2, -pi, -3*pi/4) q[28];\ncx q[27], q[28];\nU(pi/2, -pi, -pi/4) q[27];\nU(0.3066821590539081, pi/2, -pi/2) q[27];\ncx q[5], q[27];\nU(0, -0.6747409422235524, 0.6747409422235529) q[5];\nU(pi/2, 1.3258176636680323, -pi) q[5];\ncx q[5], q[7];\nU(pi/2, 1.7758691636709294, 1.81577498992176) q[5];\nU(pi, 3*pi/4, pi/4) q[5];\ncx q[5], q[8];\nU(pi, -pi, -pi/2) q[5];\nU(pi/2, 3.0004132081137334, -pi) q[7];\nU(1.6573978791805362, 1.9812422920389947, -1.981242292038995) q[8];\ncx q[5], q[8];\nU(0, 1.8693074557351643, 1.8693074557351643) q[5];\ncx q[5], q[11];\nU(0, -pi, -pi) q[5];\nU(3*pi/4, 0.5970222578805351, pi/2) q[8];\ncx q[8], q[18];\nU(0, 0.22920942518025322, 2.194796871674911) q[8];\nU(pi, 3*pi/4, pi/4) q[8];\ncx q[8], q[17];\nU(pi, -pi, -pi/2) q[8];\nU(0, 2.9332904868422034, -1.7790984935424858) q[11];\nU(1.5718643048343288, 1.617004510141232, -1.617004510141232) q[17];\ncx q[8], q[17];\nU(0, 1.6034820766766869, 1.6034820766766869) q[8];\nU(3*pi/4, 0.06537149976358059, pi/2) q[17];\nU(2.3884413726275993, -0.6797361378207798, pi/2) q[18];\nU(3*pi/4, -pi/2, 0) q[18];\nU(0.3066821590539084, -0.8260222126791903, pi/2) q[27];\nU(3*pi/4, -pi/2, 0) q[27];\ncx q[13], q[27];\nU(pi, -pi, -pi/2) q[13];\nU(1.6377676186659336, 1.9328393170159641, -1.932839317015964) q[27];\ncx q[13], q[27];\nU(0, 1.8324635688068343, 1.8324635688068343) q[13];\ncx q[13], q[25];\nU(0, -2.761086276477428, 2.761086276477428) q[13];\ncx q[13], q[24];\nU(0, -pi, -pi) q[24];\nU(3*pi/4, -pi/2, 0) q[24];\ncx q[10], q[24];\nU(pi, -pi, -pi/2) q[10];\nU(1.8045667938915904, 2.2310501762132535, -2.2310501762132535) q[24];\ncx q[10], q[24];\nU(0, 2.8583285734221553, 1.2875322466272587) q[10];\nU(3*pi/4, 1.004268166459621, pi/2) q[24];\nU(0, -2.571926268216021, -2.571926268216021) q[25];\nU(pi, 3*pi/4, pi/4) q[25];\ncx q[25], q[26];\nU(pi, -pi, -pi/2) q[25];\nU(1.7287279724960118, 2.119226125735178, -2.119226125735178) q[26];\ncx q[25], q[26];\nU(0, 2.566587598315061, 1.390582391219926) q[25];\nU(pi/2, 0, 3*pi/4) q[25];\ncx q[6], q[25];\nU(pi/2, 2.176980984170462, pi/2) q[6];\nU(pi/2, 1.1561874165532693, -pi) q[25];\nU(3*pi/4, 0.8155773359451937, pi/2) q[26];\nU(pi/2, -pi, -3*pi/4) q[26];\ncx q[3], q[26];\nU(pi/2, -1.4300745045743386, -1.360732925329875) q[3];\nU(pi/2, -1.6913920065523236, 0) q[26];\nU(3*pi/4, -pi/2, 0) q[26];\ncx q[0], q[26];\nU(pi, -pi, -pi/2) q[0];\nU(1.692659331416039, 2.055095065730108, -2.055095065730108) q[26];\ncx q[0], q[26];\nU(0, 1.9269339828934404, 1.9269339828934404) q[0];\nU(3*pi/4, 0.7122753121970877, pi/2) q[26];\nU(3*pi/4, 0.5233344840238754, pi/2) q[27];\nU(2.323947607757091, pi/2, pi/2) q[27];\nU(pi/2, 3*pi/4, 0) q[28];\ncx q[21], q[28];\nU(0, -0.4828250413329154, 1.0879712854619807) q[21];\nU(pi, 3*pi/4, pi/4) q[21];\ncx q[21], q[23];\nU(pi, -pi, -pi/2) q[21];\nU(1.5716504968064968, 1.612122515609558, -1.612122515609558) q[23];\ncx q[21], q[23];\nU(0, 1.6000266743922573, 1.6000266743922573) q[21];\nU(1.3449934857769044, pi/2, pi/2) q[21];\ncx q[9], q[21];\nU(pi, -1.4393099101445506, -1.7022827434452426) q[9];\ncx q[7], q[9];\nU(0, -2.0344439357957027, 2.0344439357957027) q[7];\nU(0, -1.7383946831488624, -2.6656899011504747) q[9];\nU(1.7965991678128879, 0.8896147975257742, -pi/2) q[21];\nU(3*pi/4, -pi/2, 0) q[21];\nU(3*pi/4, 0.05846069519472241, pi/2) q[23];\nU(pi, pi/2, -pi/2) q[23];\ncx q[23], q[27];\nU(pi, -3.035320651174814, 1.4645243243799175) q[23];\nU(pi/2, -pi, -3*pi/4) q[23];\ncx q[16], q[23];\nU(pi/2, -pi, -pi/4) q[16];\nU(pi/2, 3*pi/4, 0) q[23];\nU(0.8176450458327028, -0.7664531696013919, -pi/2) q[27];\nU(pi, 3*pi/4, pi/4) q[27];\nU(0, -pi, -pi) q[28];\ncx q[1], q[28];\nU(pi, 3*pi/4, pi/4) q[1];\ncx q[1], q[21];\nU(pi, -pi, -pi/2) q[1];\nU(1.6590395970011513, 1.9850099975984454, -1.9850099975984454) q[21];\ncx q[1], q[21];\nU(0, 1.8722042338042195, 1.8722042338042195) q[1];\nU(pi, 3*pi/4, pi/4) q[1];\ncx q[1], q[18];\nU(pi, -pi, -pi/2) q[1];\nU(1.6793010989575035, 2.028695782815916, -2.028695782815916) q[18];\ncx q[1], q[18];\nU(0, 1.9061228031762472, 1.9061228031762472) q[1];\nU(3*pi/4, 0.6706529527627012, pi/2) q[18];\nU(3*pi/4, 0.6028158140186464, pi/2) q[21];\nU(1.4664841824257142, pi/2, pi/2) q[21];\ncx q[2], q[21];\nU(pi, 1.354602041782325, 0.4999883942208996) q[2];\nU(1.6751084711640793, -pi/2, -pi/2) q[21];\nU(0, -pi, -pi) q[28];\nU(3*pi/4, -pi/2, 0) q[28];\ncx q[27], q[28];\nU(pi, -pi, -pi/2) q[27];\nU(2.077153498498861, 2.5118924895401022, -2.5118924895401022) q[28];\ncx q[27], q[28];\nU(0, 3.1265851567420526, 1.555788829947156) q[27];\nU(pi/2, 0, 3*pi/4) q[27];\ncx q[15], q[27];\nU(pi/2, -1.971223380540283, -pi/4) q[15];\nU(pi/2, -0.4058891898471737, -pi) q[27];\nU(3*pi/4, 1.5407813330994165, pi/2) q[28];\ncx q[22], q[28];\nU(0, -2.677945044588987, 2.677945044588987) q[22];\nU(0, -2.9054554030870725, -2.9054554030870725) q[28];\nc[0] = measure q[0];\nc[1] = measure q[1];\nc[2] = measure q[2];\nc[3] = measure q[3];\nc[4] = measure q[4];\nc[5] = measure q[5];\nc[6] = measure q[6];\nc[7] = measure q[7];\nc[8] = measure q[8];\nc[9] = measure q[9];\nc[10] = measure q[10];\nc[11] = measure q[11];\nc[12] = measure q[12];\nc[13] = measure q[13];\nc[14] = measure q[14];\nc[15] = measure q[15];\nc[16] = measure q[16];\nc[17] = measure q[17];\nc[18] = measure q[18];\nc[19] = measure q[19];\nc[20] = measure q[20];\nc[21] = measure q[21];\nc[22] = measure q[22];\nc[23] = measure q[23];\nc[24] = measure q[24];\nc[25] = measure q[25];\nc[26] = measure q[26];\nc[27] = measure q[27];\nc[28] = measure q[28];\n","offset":"01100011110111100100011010010","cx_count":194,"protocol":"hcs","syndrome":"100010101010101","generator":["10001000110001","10001000011001","11011001010110","11100000010000","00010000111001","10000100110011","10010000011110","00000000000000","00000000001100","10001000011001","11100000000110","10110110111010","11011000011010","00000000001100","00110010000001","10000100100011","11100000001110","01000000111011","01000000000010","11100000000110","00110010001001","01010011001111","00000000000000","00000000000000","00110010011110","10010000001100","11100000001010","10000100100001","10001010001011"],"parity_check":["00000001000000000000000000000","01000000010000000000000000000","00000000100001000000000000000","00000100001100101000000000000","10001100000010010010000000000","00000000001000000001000000000","00000100000100000000100000000","10110110100000110100010000000","00000000000000000000001000000","00000000000000000000000100000","01011100001110000100000010000","00010110101100100000000001000","00000000101000000000000000100","00010000101100100000000000010","10000010001100010100000000001"],"on_device_graph":false},"analytics":null,"annotation":"IonQ cloud simulator, not QPU hardware"},{"definition_id":"ghz_scaled","definition_version":5,"device":"ionq.simulator","hardware_key":"ionq:simulator","state":"scored","created_at":"2026-07-24T07:25:00.624221Z","scored_at":"2026-07-24T08:25:00.709541Z","scores":{"n":29,"shots":400,"std_error":0.0,"metric_set":"ghz_population.v1","population_ones":0.5,"population_zeros":0.5,"success_probability":1.0,"measured_queue_seconds":32.951},"error":null,"instance":{"n":29,"seed":17203392859543704705,"qasm3":"OPENQASM 3.0;\ninclude \"stdgates.inc\";\nbit[29] c;\nqubit[29] q;\nh q[0];\ncx q[0], q[1];\ncx q[0], q[2];\ncx q[1], q[3];\ncx q[0], q[4];\ncx q[1], q[5];\ncx q[2], q[6];\ncx q[3], q[7];\ncx q[0], q[8];\ncx q[1], q[9];\ncx q[2], q[10];\ncx q[3], q[11];\ncx q[4], q[12];\ncx q[5], q[13];\ncx q[6], q[14];\ncx q[7], q[15];\ncx q[0], q[16];\ncx q[1], q[17];\ncx q[2], q[18];\ncx q[3], q[19];\ncx q[4], q[20];\ncx q[5], q[21];\ncx q[6], q[22];\ncx q[7], q[23];\ncx q[8], q[24];\ncx q[9], q[25];\ncx q[10], q[26];\ncx q[11], q[27];\ncx q[12], q[28];\nc[0] = measure q[0];\nc[1] = measure q[1];\nc[2] = measure q[2];\nc[3] = measure q[3];\nc[4] = measure q[4];\nc[5] = measure q[5];\nc[6] = measure q[6];\nc[7] = measure q[7];\nc[8] = measure q[8];\nc[9] = measure q[9];\nc[10] = measure q[10];\nc[11] = measure q[11];\nc[12] = measure q[12];\nc[13] = measure q[13];\nc[14] = measure q[14];\nc[15] = measure q[15];\nc[16] = measure q[16];\nc[17] = measure q[17];\nc[18] = measure q[18];\nc[19] = measure q[19];\nc[20] = measure q[20];\nc[21] = measure q[21];\nc[22] = measure q[22];\nc[23] = measure q[23];\nc[24] = measure q[24];\nc[25] = measure q[25];\nc[26] = measure q[26];\nc[27] = measure q[27];\nc[28] = measure q[28];\n","protocol":"ghz","on_device_graph":false},"analytics":{"n_50":29,"n_90":29,"shots":400,"bond_phi":{"mean":1.0,"bonds":[[0,1],[0,2],[1,3],[0,4],[1,5],[2,6],[3,7],[0,8],[1,9],[2,10],[3,11],[4,12],[5,13],[6,14],[7,15],[0,16],[1,17],[2,18],[3,19],[4,20],[5,21],[6,22],[7,23],[8,24],[9,25],[10,26],[11,27],[12,28]],"total":28,"broken":0,"per_bond":[1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0]},"protocol":"ghz","pole_balance":0.5,"prefix_curve":[[2,1.0],[4,1.0],[8,1.0],[16,1.0],[29,1.0]],"success_ci95":[0.99082,1.0],"healthy_cluster":29,"correlation_mass":29.0,"analytics_version":1},"annotation":"IonQ cloud simulator, not QPU hardware"},{"definition_id":"hcs","definition_version":4,"device":"ionq.simulator","hardware_key":"ionq:simulator","state":"scored","created_at":"2026-07-20T20:25:05.735539Z","scored_at":"2026-07-20T21:25:01.063161Z","scores":{"shots":256,"cx_count":212,"coset_dim":14,"pass_rate":1.0,"coset_rank":14,"metric_set":"hidden_coset.v1","rank_valid":true,"fidelity_estimate":1.0,"measured_queue_seconds":53.443},"error":null,"instance":{"k":14,"n":29,"seed":7349248692312942542,"depth":8,"qasm3":"OPENQASM 3.0;\ninclude \"stdgates.inc\";\nbit[29] c;\nqubit[29] q;\nU(pi/2, 3*pi/4, 0) q[0];\nU(pi, pi/2, -pi/2) q[1];\nU(pi/2, -0.7527680491839828, -pi) q[2];\nU(pi/2, pi/4, 0) q[4];\nU(pi/2, pi/2, -pi) q[5];\nU(pi, pi/2, -pi/2) q[6];\nU(pi/2, 0.210063401465022, -pi) q[7];\nU(pi/2, -pi, -3*pi/4) q[8];\ncx q[6], q[8];\nU(0, 2.0344439357957027, 1.1071487177940904) q[6];\nU(pi, 3*pi/4, pi/4) q[6];\nU(pi/4, pi/2, pi/2) q[8];\nU(pi/2, -pi, -3*pi/4) q[8];\nU(pi/2, -3*pi/4, 0) q[10];\nU(pi, -pi, -pi) q[11];\ncx q[4], q[11];\nU(pi, -0.9331185819693082, -1.718516745366756) q[4];\nU(3*pi/4, -pi/2, 0) q[4];\nU(0, 3.063182233520344, 1.4923859067254472) q[11];\nU(pi/2, 0, 3*pi/4) q[12];\ncx q[0], q[12];\nU(pi, -1.3126536094896315, -1.3389817178464334) q[0];\nU(pi/2, 1.5042281630190732, 0) q[0];\nU(3*pi/4, pi/2, -pi/2) q[12];\nU(pi/2, -1.5120405040791738, 0) q[12];\nU(pi/2, -3*pi/4, 0) q[13];\nU(pi/2, 0, 3*pi/4) q[14];\ncx q[9], q[14];\nU(pi/2, 2.152837584286777, 0) q[9];\nU(0, -pi/4, -pi/4) q[9];\nU(pi/2, 0.38373869795904536, 0) q[14];\ncx q[11], q[14];\nU(0, -3.044483218438004, -3.044483218438004) q[11];\nU(pi/2, -3*pi/4, 0) q[11];\nU(0, -pi, -pi) q[14];\nU(3*pi/4, -pi/2, 0) q[14];\nU(pi/2, 1.7126933813990597, 0) q[15];\nU(pi/2, 0, 3*pi/4) q[16];\ncx q[7], q[16];\nU(pi/2, 0, -0.2100634014650229) q[7];\nU(pi/2, pi/4, -pi) q[16];\nU(3*pi/4, -pi/2, 0) q[17];\ncx q[9], q[17];\nU(pi, -pi, -pi/2) q[9];\nU(1.7984157799564486, 2.222844043054354, -2.222844043054354) q[17];\ncx q[9], q[17];\nU(pi, -0.29039343678567864, -1.280402890009217) q[9];\nU(pi/4, 0.9900094532235393, -pi/2) q[17];\nU(pi/2, 0, 3*pi/4) q[18];\ncx q[15], q[18];\nU(pi, -2.5167393690571807, -1.2683543933258963) q[15];\nU(3*pi/4, -pi/2, 0) q[15];\ncx q[6], q[15];\nU(pi, -pi, -pi/2) q[6];\nU(1.7190593509454184, 2.102916119495129, -2.102916119495129) q[15];\ncx q[6], q[15];\nU(0, 2.5532962457158312, 1.3772910386206965) q[6];\nU(3*pi/4, 0.788994630746735, pi/2) q[15];\nU(3*pi/4, -2.9642571502353388, -pi/2) q[18];\nU(3*pi/4, pi/2, pi/2) q[19];\ncx q[5], q[19];\nU(0, 0.7982544921601349, 1.7255497101617472) q[5];\nU(pi/4, 1.2009329661468122, -pi/2) q[19];\nU(pi/2, 0, 3*pi/4) q[19];\ncx q[0], q[19];\nU(pi/2, -0.9042169671728941, 1.6373644905707208) q[0];\nU(pi, 3*pi/4, pi/4) q[0];\nU(pi/2, 0.2963831823823151, -pi) q[19];\nU(pi/2, -pi, -3*pi/4) q[19];\nU(pi/2, pi/2, -pi/2) q[20];\ncx q[1], q[20];\nU(pi/2, -1.0111253564394609, -pi) q[1];\nU(pi, 3*pi/4, pi/4) q[1];\nU(pi/2, -pi/2, -pi) q[20];\nU(pi, 3*pi/4, pi/4) q[20];\nU(pi, pi/2, -pi/2) q[21];\nU(1.1454894344996793, -pi/2, pi/2) q[22];\ncx q[21], q[22];\nU(0, 2.214297435588181, -2.214297435588181) q[21];\nU(pi/4, -pi/2, 2.8168199342572144) q[21];\ncx q[5], q[21];\nU(0, -0.48413691406293147, 1.7301605215252494) q[5];\nU(pi/2, pi/4, 0) q[5];\nU(pi/4, 0.32477271933257823, -pi/2) q[21];\nU(3*pi/4, -pi/2, 0) q[21];\nU(1.1454894344996787, pi/2, -pi/2) q[22];\ncx q[7], q[22];\nU(pi/2, -pi, -3*pi/4) q[7];\nU(0, -pi, -pi) q[22];\nU(3*pi/4, -pi/2, 0) q[22];\nU(0.7702435818286301, -pi/2, -pi/2) q[23];\ncx q[10], q[23];\nU(pi, -1.1934700694745755, -1.4581652578614896) q[10];\nU(pi/2, -pi, -3*pi/4) q[10];\nU(2.3713490717611627, -1.725477468041917, pi/2) q[23];\nU(pi, 3*pi/4, pi/4) q[23];\nU(pi/2, 3*pi/4, 0) q[24];\nU(pi/2, 0, 3*pi/4) q[25];\ncx q[24], q[25];\nU(pi, -1.3199942997003364, -0.5345961363028882) q[24];\nU(3*pi/4, -pi/2, 0) q[24];\ncx q[20], q[24];\nU(pi, -pi, -pi/2) q[20];\nU(1.82720797880568, 2.260215101758174, -2.260215101758174) q[24];\ncx q[20], q[24];\nU(0, 2.8839531322738097, 1.3131568054789131) q[20];\nU(pi/2, 2.921893775958127, 0) q[20];\nU(3*pi/4, 1.0555172841629297, pi/2) q[24];\ncx q[15], q[24];\nU(0, 0.1747304644324834, 1.1020256824340953) q[15];\nU(pi, 3*pi/4, pi/4) q[15];\ncx q[15], q[22];\nU(pi, -pi, -pi/2) q[15];\nU(1.7917460883228336, 2.2137987999702533, -2.2137987999702533) q[22];\ncx q[15], q[22];\nU(0, 2.8433808095120314, 1.2725844827171349) q[15];\nU(pi/2, -3*pi/4, 0) q[15];\nU(3*pi/4, 0.9743726386393741, pi/2) q[22];\nU(pi/2, -pi, -3*pi/4) q[22];\nU(0, -pi, -pi) q[24];\nU(3*pi/4, -2.777914185939226, -pi/2) q[25];\nU(pi/2, 0, 3*pi/4) q[26];\ncx q[13], q[26];\nU(pi/2, -pi, 3*pi/4) q[13];\nU(3*pi/4, -pi/2, 0) q[13];\nU(pi/2, -1.0690183343203983, 0) q[26];\nU(3*pi/4, -pi/2, 0) q[26];\ncx q[23], q[26];\nU(pi, -pi, -pi/2) q[23];\nU(1.9420282181364508, 2.3886113116248247, -2.388611311624824) q[26];\ncx q[23], q[26];\nU(0, 3.0025720383795154, 1.4317757115846188) q[23];\nU(pi/2, 0, 3*pi/4) q[23];\ncx q[20], q[23];\nU(pi/2, -pi, 0.21969887763166618) q[20];\nU(pi/2, 0, 3*pi/4) q[20];\nU(pi/2, -2.2092193174459975, -pi) q[23];\nU(3*pi/4, -pi/2, 0) q[23];\nU(3*pi/4, 1.292755096374341, pi/2) q[26];\nU(pi/2, pi/2, -pi/2) q[26];\ncx q[6], q[26];\nU(0, 1.205546560472735, 1.4542565495662574) q[6];\nU(3*pi/4, -pi/2, 0) q[6];\nU(pi/2, -0.5011804982521597, pi/2) q[26];\nU(pi, 3*pi/4, pi/4) q[26];\nU(pi/2, 0, 3*pi/4) q[27];\ncx q[3], q[27];\nU(pi/2, 1.2636586083735626, -pi) q[3];\nU(pi, 3*pi/4, pi/4) q[3];\ncx q[3], q[4];\nU(pi, -pi, -pi/2) q[3];\nU(1.6555985311815427, 1.9770683838076764, -1.9770683838076764) q[4];\ncx q[3], q[4];\nU(0, 1.8661034310337516, 1.8661034310337516) q[3];\nU(pi/2, 1.6373644905707199, -pi) q[3];\ncx q[3], q[8];\nU(pi/2, 0.7442889228282388, -1.6373644905707212) q[3];\nU(pi/2, -3*pi/4, 0) q[3];\ncx q[3], q[20];\nU(pi/2, -2.7936425379372416, -pi/4) q[3];\nU(3*pi/4, 0.5906142084777106, pi/2) q[4];\ncx q[4], q[9];\nU(0, -2.0344439357957027, 2.0344439357957027) q[4];\nU(pi/2, 1.9739541579115194, 0) q[8];\nU(3*pi/4, -pi/2, 0) q[8];\ncx q[0], q[8];\nU(pi, -pi, -pi/2) q[0];\nU(1.9020425707045603, 2.347012615755525, -2.347012615755525) q[8];\ncx q[0], q[8];\nU(0, 2.963043831336491, 1.3922475045415945) q[0];\nU(pi/2, 0.9283251497593383, 0) q[0];\ncx q[0], q[19];\nU(pi/2, -0.17555806253668438, -0.9283251497593379) q[0];\nU(pi/2, -pi/2, -pi) q[0];\nU(3*pi/4, 1.2136986822882925, pi/2) q[8];\nU(pi/2, -1.601090086713672, -pi) q[8];\nU(0, -2.215966207141187, -2.215966207141187) q[9];\nU(pi, 3*pi/4, pi/4) q[9];\ncx q[9], q[21];\nU(pi, -pi, -pi/2) q[9];\nU(pi/2, 2.7400323213616264, 0) q[19];\nU(pi, pi/2, -pi/2) q[19];\nU(pi/2, -3*pi/4, -pi) q[20];\nU(pi/2, 1.2490457723982544, -pi) q[20];\nU(1.6375223890744854, 1.932189737781549, -1.932189737781549) q[21];\ncx q[9], q[21];\nU(0, 1.8319735647471722, 1.8319735647471722) q[9];\nU(pi/2, pi/4, 0) q[9];\ncx q[9], q[22];\nU(pi/2, -0.11746932140923594, -pi/4) q[9];\nU(pi/2, 0, 3*pi/4) q[9];\ncx q[0], q[9];\nU(pi/2, 2.321988200843893, -pi/2) q[0];\nU(pi/2, pi/4, 0) q[0];\nU(pi/2, 1.285477756858934, -pi) q[9];\nU(pi/2, pi/4, 0) q[9];\nU(3*pi/4, 0.5223544759045513, pi/2) q[21];\nU(pi/2, 0, 3*pi/4) q[21];\ncx q[15], q[21];\nU(pi/2, -pi, -pi/4) q[15];\nU(3*pi/4, pi/2, -pi/2) q[15];\nU(pi/2, -1.426845371216765, -pi) q[21];\nU(pi/2, -3*pi/4, 0) q[21];\nU(pi/2, 3*pi/4, 0) q[22];\nU(1.4664841824257142, pi/2, pi/2) q[22];\nU(pi/2, -2.6470430789542965, -pi) q[27];\nU(pi/2, -pi, -3*pi/4) q[27];\ncx q[12], q[27];\nU(pi/2, -0.5253840536626337, 1.5120405040791738) q[12];\nU(pi, 3*pi/4, pi/4) q[12];\ncx q[12], q[23];\nU(pi, -pi, -pi/2) q[12];\nU(1.6207443417847973, 1.8842993328070223, -1.8842993328070223) q[23];\ncx q[12], q[23];\nU(0, 1.7961427732626625, 1.7961427732626625) q[12];\nU(pi/2, pi/4, 0) q[12];\nU(3*pi/4, 0.45069289293553316, pi/2) q[23];\nU(pi/2, 0, 3*pi/4) q[23];\ncx q[8], q[23];\nU(pi/2, 0.20530303958381468, -1.5405025668761212) q[8];\nU(pi, 3*pi/4, pi/4) q[8];\nU(pi/2, -3.09821640116053, -pi) q[23];\nU(3*pi/4, -pi/2, 0) q[23];\nU(pi/2, 2.842241943435104, 0) q[27];\nU(pi/2, 0, 3*pi/4) q[28];\ncx q[2], q[28];\nU(pi/2, 2.793359325544789, -2.3888246044058103) q[2];\nU(pi, 3*pi/4, pi/4) q[2];\ncx q[2], q[13];\nU(pi, -pi, -pi/2) q[2];\nU(1.6520336617607685, 1.96865608400108, -1.96865608400108) q[13];\ncx q[2], q[13];\nU(0, 1.859661810430575, 1.859661810430575) q[2];\nU(pi/2, pi/4, 0) q[2];\ncx q[2], q[10];\nU(pi/2, -pi, -pi/4) q[2];\nU(pi/2, 1.5718262585526217, 0) q[2];\ncx q[2], q[7];\nU(pi/2, -1.238427694106095, -1.5718262585526208) q[2];\nU(pi, 3*pi/4, pi/4) q[2];\nU(pi/2, 2.978793655686106, 0) q[7];\nU(pi/2, 1.2490457723982544, 0) q[7];\nU(pi/2, 3*pi/4, 0) q[10];\nU(pi, 3*pi/4, pi/4) q[10];\ncx q[10], q[14];\nU(pi, -pi, -pi/2) q[10];\nU(3*pi/4, 0.5777309672713575, pi/2) q[13];\ncx q[13], q[17];\nU(0, -pi, -pi) q[13];\ncx q[13], q[25];\nU(0, -pi, -pi) q[13];\nU(1.8738021465101107, 2.315781795047844, -2.3157817950478434) q[14];\ncx q[10], q[14];\nU(0, -1.3879974862693158, 1.7535951673204773) q[10];\nU(pi, pi/2, -pi/2) q[10];\ncx q[10], q[22];\nU(pi, 0.6747409422235529, 0.6747409422235524) q[10];\nU(3*pi/4, -pi/2, 0) q[10];\nU(3*pi/4, 1.155764421947417, pi/2) q[14];\ncx q[14], q[27];\nU(0, -1.1071487177940904, 1.1071487177940904) q[14];\nU(3*pi/4, -pi/2, 0) q[14];\nU(0, -2.868561523682332, -2.868561523682332) q[17];\nU(pi/2, -pi, -3*pi/4) q[17];\ncx q[12], q[17];\nU(pi/2, -pi, -pi/4) q[12];\nU(pi/2, 3*pi/4, 0) q[17];\nU(3*pi/4, -pi/2, 0) q[17];\nU(1.6751084711640787, -1.3946297045956975, -pi/2) q[22];\nU(3*pi/4, -pi/2, 0) q[22];\nU(0, -1.9239473223817387, -1.9239473223817387) q[25];\nU(3*pi/4, pi/2, -pi/2) q[25];\nU(0, 0.1956977574394938, 0.19569775743949336) q[27];\nU(3*pi/4, -pi/2, 0) q[27];\ncx q[2], q[27];\nU(pi, -pi, -pi/2) q[2];\nU(1.5738714285277073, 1.6491794343947603, -1.6491794343947603) q[27];\ncx q[2], q[27];\nU(0, 1.6262783431583028, 1.6262783431583028) q[2];\nU(3*pi/4, 0.11096403272681377, pi/2) q[27];\nU(pi/2, 0, 3*pi/4) q[27];\ncx q[21], q[27];\nU(pi/2, -pi, -pi/4) q[21];\nU(pi/2, -pi, -3*pi/4) q[21];\nU(pi/2, 0.5532552421232086, -pi) q[27];\nU(3*pi/4, -pi/2, 0) q[27];\nU(pi/2, -pi/4, 0) q[28];\nU(3*pi/4, -pi/2, 0) q[28];\ncx q[1], q[28];\nU(pi, -pi, -pi/2) q[1];\nU(1.6796501463838502, 2.029407590590724, -2.029407590590724) q[28];\ncx q[1], q[28];\nU(0, 1.906680720547259, 1.906680720547259) q[1];\ncx q[1], q[18];\nU(0, -pi, -pi) q[1];\nU(pi, 3*pi/4, pi/4) q[1];\ncx q[1], q[6];\nU(pi, -pi, -pi/2) q[1];\nU(1.6048916192472404, 1.8304731281126427, -1.8304731281126427) q[6];\ncx q[1], q[6];\nU(0, 1.7564929435962675, 1.7564929435962675) q[1];\nU(pi/2, -1.5120405040791738, 0) q[1];\nU(3*pi/4, 0.3713932336027428, pi/2) q[6];\nU(pi/2, -pi, -3*pi/4) q[6];\ncx q[5], q[6];\nU(pi/2, -pi, -pi/4) q[5];\nU(pi, 3*pi/4, pi/4) q[5];\ncx q[5], q[23];\nU(pi, -pi, -pi/2) q[5];\nU(pi/2, -2.545089858837862, 0) q[6];\nU(pi, 3*pi/4, pi/4) q[6];\ncx q[6], q[17];\nU(pi, -pi, -pi/2) q[6];\nU(1.571453209612064, 1.6070382650793196, -1.6070382650793196) q[17];\ncx q[6], q[17];\nU(0, 1.5964288579222607, 1.5964288579222607) q[6];\nU(pi, pi/2, -pi/2) q[6];\nU(3*pi/4, 0.051265062254729266, pi/2) q[17];\nU(pi/2, 2.921893775958127, 0) q[17];\nU(0, -2.172892210751251, -2.172892210751251) q[18];\ncx q[18], q[24];\ncx q[12], q[18];\nU(0, 0.08955282133984044, 0.08955282133984044) q[12];\nU(0, -pi, -pi) q[18];\nU(pi, 3*pi/4, pi/4) q[18];\nU(1.7391874968613703, 2.136248873816542, -2.136248873816542) q[23];\ncx q[5], q[23];\nU(0, 2.5805793703681186, 1.404574163272983) q[5];\ncx q[5], q[15];\nU(0, 2.875680235800491, -0.26591241778930197) q[5];\nU(pi/2, 0.35980060202829733, -pi) q[5];\nU(3*pi/4, -1.036541086229509, pi/2) q[15];\nU(3*pi/4, 0.8435608800513084, pi/2) q[23];\nU(1.4664841824257142, pi/2, pi/2) q[23];\ncx q[6], q[23];\nU(pi, 0.3487710035839071, 0.34877100358390667) q[6];\nU(pi/2, 1.6295521495106193, 0) q[6];\nU(1.6751084711640791, 1.3618829069799299, -pi/2) q[23];\nU(pi, 3*pi/4, pi/4) q[23];\nU(0, -pi, -pi) q[24];\nU(1.1454894344996793, -pi/2, pi/2) q[24];\ncx q[19], q[24];\nU(pi, 2.9181385715925874, -2.9181385715925874) q[19];\nU(3*pi/4, -pi/2, 0) q[19];\ncx q[18], q[19];\nU(pi, -pi, -pi/2) q[18];\nU(1.5817416717291921, 1.718483067506238, -1.718483067506238) q[19];\ncx q[18], q[19];\nU(0, 1.675607075646118, 1.675607075646118) q[18];\nU(pi/2, 0, 3*pi/4) q[18];\nU(3*pi/4, 0.20962149770244354, pi/2) q[19];\ncx q[15], q[19];\nU(pi, 3*pi/4, pi/4) q[15];\nU(0, -pi, -pi) q[19];\nU(pi/2, pi/4, 0) q[19];\nU(1.996103219090114, -pi/2, pi/2) q[24];\nU(3*pi/4, -pi/2, 0) q[24];\ncx q[23], q[24];\nU(pi, -pi, -pi/2) q[23];\nU(1.5751489971093378, 1.6640312176747694, -1.6640312176747694) q[24];\ncx q[23], q[24];\nU(0, 1.636818947752742, 1.636818947752741) q[23];\nU(3*pi/4, 0.13204524191568945, pi/2) q[24];\nU(3*pi/4, 0.6717687875047247, pi/2) q[28];\ncx q[16], q[28];\nU(0, -pi, -pi) q[16];\nU(pi/2, 0, 3*pi/4) q[16];\ncx q[11], q[16];\nU(pi/2, -2.059660051068569, -pi/4) q[11];\nU(pi, 3*pi/4, pi/4) q[11];\ncx q[11], q[14];\nU(pi, -pi, -pi/2) q[11];\nU(1.639675520243721, 1.9378505405358197, -1.9378505405358197) q[14];\ncx q[11], q[14];\nU(0, 1.8362475365464803, 1.8362475365464803) q[11];\nU(pi/2, 0, 3*pi/4) q[11];\ncx q[7], q[11];\nU(pi/2, -2.8173445182600845, 1.8925468811915387) q[7];\nU(0, 0.6747409422235524, -0.6747409422235524) q[7];\nU(pi/2, 0.1970712288885772, -pi) q[11];\nU(pi, 3*pi/4, pi/4) q[11];\ncx q[11], q[27];\nU(pi, -pi, -pi/2) q[11];\nU(3*pi/4, 0.5309024195031671, pi/2) q[14];\ncx q[13], q[14];\nU(0, -pi, -pi) q[13];\nU(pi/2, -pi, -3*pi/4) q[13];\nU(0, -1.4318012581426651, 1.5849537754552134) q[14];\nU(pi, 3*pi/4, pi/4) q[14];\ncx q[14], q[22];\nU(pi, -pi, -pi/2) q[14];\nU(pi/2, -1.2850612022707644, -pi) q[16];\nU(pi, pi/2, -pi/2) q[16];\nU(1.5718245618888242, 1.616136880405108, -1.616136880405108) q[22];\ncx q[14], q[22];\nU(0, 1.6028679268248203, 1.6028679268248203) q[14];\nU(pi/2, -pi, -3*pi/4) q[14];\ncx q[9], q[14];\nU(pi/2, -0.18329850598258934, -pi/4) q[9];\nU(pi/2, -pi, -3*pi/4) q[9];\nU(pi/2, 3*pi/4, 0) q[14];\nU(pi/2, pi/2, -2.310280134093159) q[14];\nU(3*pi/4, 0.06414320005984786, pi/2) q[22];\nU(pi/2, -pi, -3*pi/4) q[22];\ncx q[6], q[22];\nU(pi/2, -2.1211630346728336, -1.6295521495106193) q[6];\nU(pi/2, pi/4, 0) q[6];\nU(pi/2, -2.471888594934189, 0) q[22];\nU(3*pi/4, -pi/2, 0) q[22];\nU(1.7279510790462427, 2.1179366904911525, -2.1179366904911525) q[27];\ncx q[11], q[27];\nU(0, 2.5655327806268673, 1.3895275735317316) q[11];\nU(0.3066821590539081, pi/2, -pi/2) q[11];\ncx q[7], q[11];\nU(0, -0.8939732280896608, 1.1304207948130074) q[7];\nU(pi, pi/2, -pi/2) q[7];\nU(0.3066821590539087, -pi/2, pi/2) q[11];\nU(3*pi/4, -pi/2, 0) q[11];\nU(3*pi/4, 0.8134677005688058, pi/2) q[27];\nU(pi/2, -pi, -3*pi/4) q[27];\ncx q[5], q[27];\nU(pi/2, 2.6694495517762427, -0.35980060202829645) q[5];\nU(pi, 3*pi/4, pi/4) q[5];\ncx q[5], q[11];\nU(pi, -pi, -pi/2) q[5];\nU(1.603568269025509, 1.825438234107989, -1.825438234107989) q[11];\ncx q[5], q[11];\nU(0, 1.7528137354791262, 1.7528137354791262) q[5];\nU(pi/2, pi/4, 0) q[5];\nU(3*pi/4, 0.36403481736845933, pi/2) q[11];\nU(pi/2, pi/4, 0) q[11];\nU(pi/2, 0.7034219803570441, 0) q[27];\nU(0, 1.9866417486620325, -1.1549509049277602) q[28];\nU(3*pi/4, -pi/2, 0) q[28];\ncx q[26], q[28];\nU(pi, -pi, -pi/2) q[26];\nU(1.7173046763378441, 2.0998927656464694, -2.0998927656464694) q[28];\ncx q[26], q[28];\nU(0, 2.550844467182266, 1.374839260087132) q[26];\nU(pi/2, -pi, -3*pi/4) q[26];\ncx q[1], q[26];\nU(pi/2, -0.7781101467968625, 1.5120405040791738) q[1];\ncx q[1], q[2];\nU(0, 2.399903874014222, -1.6689839975771834) q[1];\nU(pi/2, -3*pi/4, 0) q[1];\ncx q[1], q[18];\nU(pi/2, -0.9413462677226629, -pi/4) q[1];\nU(pi/2, pi/4, 0) q[1];\ncx q[1], q[9];\nU(pi/2, -pi, -pi/4) q[1];\nU(pi/2, pi/4, 0) q[1];\ncx q[2], q[24];\nU(0, -2.08412513599973, 2.3444697351766317) q[2];\nU(pi, pi/2, -pi/2) q[2];\nU(pi/2, -2.934569461715977, 0) q[9];\nU(pi/2, -pi, -3*pi/4) q[9];\nU(pi/2, 0.543492450023086, -pi) q[18];\nU(pi/2, -pi, -3*pi/4) q[18];\ncx q[5], q[18];\nU(pi/2, -pi, -pi/4) q[5];\nU(pi/2, -3.022356292329036, 0) q[18];\nU(pi/2, 0, 3*pi/4) q[18];\nU(0, 2.6860250231712692, -0.4555676304185239) q[24];\ncx q[24], q[27];\nU(0, 1.63056622023932, 0.059769893444424405) q[24];\nU(3*pi/4, -pi/2, 0) q[24];\nU(pi/2, -2.4246026061419146, 0) q[26];\nU(3*pi/4, -pi/2, 0) q[26];\ncx q[8], q[26];\nU(pi, -pi, -pi/2) q[8];\nU(1.9246485427350342, 2.3708796142305895, -2.3708796142305895) q[26];\ncx q[8], q[26];\nU(0, 2.9855876804018218, 1.4147913536069252) q[8];\ncx q[3], q[8];\nU(0, -2.5535900500422257, 2.553590050042226) q[3];\nU(pi, 3*pi/4, pi/4) q[3];\nU(0, -2.1769085969685777, -2.1769085969685777) q[8];\nU(pi, 3*pi/4, pi/4) q[8];\ncx q[8], q[10];\nU(pi, -pi, -pi/2) q[8];\nU(1.819087814793719, 2.249935572927595, -2.249935572927595) q[10];\ncx q[8], q[10];\nU(0, 2.8748696349201737, 1.304073308125277) q[8];\nU(3*pi/4, 1.0373502894556577, pi/2) q[10];\nU(pi/2, pi/4, 0) q[10];\ncx q[10], q[13];\nU(pi/2, -1.507515130085305, -pi/4) q[10];\nU(pi/2, -pi, -3*pi/4) q[10];\nU(pi/2, 3*pi/4, 0) q[13];\nU(pi/4, -pi/2, -pi/2) q[13];\ncx q[2], q[13];\nU(pi, -0.6133200219977937, 2.993899921362857) q[2];\nU(pi, 3*pi/4, pi/4) q[2];\ncx q[2], q[24];\nU(pi, -pi, -pi/2) q[2];\nU(3*pi/4, -2.7570768401480104, pi/2) q[13];\nU(3*pi/4, -pi/2, 0) q[13];\nU(1.7328240055187596, 2.125966056449509, -2.125966056449509) q[24];\ncx q[2], q[24];\nU(0, -3.003470955254607, 1.7089180251300826) q[2];\nU(pi, 3*pi/4, pi/4) q[2];\nU(3*pi/4, 0.8266273721376631, pi/2) q[24];\nU(2.3884413726275997, pi/2, pi/2) q[24];\nU(3*pi/4, 1.2587863804189539, pi/2) q[26];\nU(pi/2, -pi, -3*pi/4) q[26];\ncx q[20], q[26];\nU(pi/2, 2.2244044873821833, -1.2490457723982547) q[20];\nU(3*pi/4, -pi/2, 0) q[20];\ncx q[3], q[20];\nU(pi, -pi, -pi/2) q[3];\nU(2.0804389931781624, 2.51462463424643, -2.51462463424643) q[20];\ncx q[3], q[20];\nU(0, 3.1294568168305172, 1.5586604900356207) q[3];\nU(3*pi/4, 1.546524653276344, pi/2) q[20];\nU(pi/2, -pi, -3*pi/4) q[20];\ncx q[0], q[20];\nU(pi/2, -pi, -pi/4) q[0];\nU(pi/2, pi/4, 0) q[0];\ncx q[0], q[10];\nU(pi/2, -0.5091490601189648, -pi/4) q[0];\nU(pi/2, -1.6941213895839322, 0) q[0];\nU(pi/2, 3*pi/4, 0) q[10];\nU(pi, 3*pi/4, pi/4) q[10];\nU(pi/2, 3*pi/4, 0) q[20];\nU(pi/2, 0, 3*pi/4) q[20];\ncx q[14], q[20];\nU(pi/2, 1.6416605560654611, pi/2) q[14];\nU(pi/2, -pi, -3*pi/4) q[14];\nU(pi/2, 1.616710682894083, -pi) q[20];\nU(pi, pi/2, -pi/2) q[20];\nU(pi/2, 1.1485625629964744, 0) q[26];\ncx q[23], q[26];\nU(0, -pi, -pi) q[23];\nU(3*pi/4, -pi/2, 0) q[23];\nU(0, -0.2736741723849434, 2.8679184812048497) q[26];\nU(pi/2, -pi, -3*pi/4) q[26];\ncx q[11], q[26];\nU(pi/2, -2.4263577877505607, -pi/4) q[11];\ncx q[11], q[24];\nU(0, -2.1018874768504463, 1.5296625029930748) q[11];\nU(2.3884413726275993, -2.058676758055019, pi/2) q[24];\nU(pi/2, -pi, -3*pi/4) q[24];\nU(pi/2, 3*pi/4, 0) q[26];\nU(pi/2, -pi, -3*pi/4) q[26];\nU(3*pi/4, -pi/2, 0) q[27];\nU(3*pi/4, 0.7840910736796047, pi/2) q[28];\nU(1.080839000541168, -pi/2, -pi/2) q[28];\ncx q[4], q[28];\nU(0, -1.9544096371532176, 1.5174803712658296) q[4];\ncx q[4], q[25];\nU(0, 0.8723743695855717, 0.8723743695855717) q[4];\nU(pi/2, -pi/2, 0.18680982289130732) q[4];\ncx q[4], q[21];\nU(pi/2, 2.954782830698486, pi/2) q[4];\nU(pi/2, pi/4, 0) q[4];\nU(pi/2, 2.543004313083652, 0) q[21];\nU(pi, 3*pi/4, pi/4) q[21];\ncx q[21], q[22];\nU(pi, -pi, -pi/2) q[21];\nU(1.5780043381714275, 1.6907193993914973, -1.6907193993914973) q[22];\ncx q[21], q[22];\nU(0, 1.6557982916085079, 1.6557982916085079) q[21];\nU(pi/2, 0, 3*pi/4) q[21];\nU(3*pi/4, 0.1700039296272231, pi/2) q[22];\nU(pi/2, -pi, -3*pi/4) q[22];\ncx q[4], q[22];\nU(pi/2, -pi, -pi/4) q[4];\nU(pi/2, -0.07574195951205276, 0) q[4];\ncx q[4], q[9];\nU(pi/2, -pi, 0.0757419595120532) q[4];\nU(3*pi/4, -pi/2, 0) q[4];\nU(pi/2, -1.8105440031827817, 0) q[9];\nU(pi/2, -pi, -3*pi/4) q[9];\nU(pi/2, 3*pi/4, 0) q[22];\nU(pi, 3*pi/4, pi/4) q[22];\ncx q[22], q[27];\nU(pi, -pi, -pi/2) q[22];\nU(3*pi/4, -0.34964698834750685, pi/2) q[25];\nU(pi, 3*pi/4, pi/4) q[25];\nU(1.8762048736721932, 2.3185049418257417, -2.3185049418257417) q[27];\ncx q[22], q[27];\nU(0, 2.936579029702729, 1.3657827029078327) q[22];\nU(pi/2, 0, 3*pi/4) q[22];\nU(3*pi/4, 1.1607690790207688, pi/2) q[27];\nU(pi/2, -pi, -3*pi/4) q[27];\ncx q[1], q[27];\nU(pi/2, -pi, -pi/4) q[1];\nU(pi, 3*pi/4, pi/4) q[1];\ncx q[1], q[4];\nU(pi, -pi, -pi/2) q[1];\nU(1.6972562220189067, 2.0638083410754664, -2.0638083410754664) q[4];\ncx q[1], q[4];\nU(0, 2.521860775488838, 1.3458555683937021) q[1];\nU(3*pi/4, 0.7261236902927477, pi/2) q[4];\nU(pi/2, pi/4, 0) q[4];\nU(pi/2, 3*pi/4, 0) q[27];\nU(3*pi/4, -pi/2, 0) q[27];\nU(1.0808390005411692, -0.8118731277722118, -pi/2) q[28];\nU(3*pi/4, pi/2, pi/2) q[28];\ncx q[16], q[28];\nU(pi, 2.8662318705328946, 0.2753607830568985) q[16];\ncx q[8], q[16];\nU(pi, 3*pi/4, pi/4) q[8];\ncx q[8], q[23];\nU(pi, -pi, -pi/2) q[8];\nU(0, -pi, -pi) q[16];\nU(pi/2, -pi, -3*pi/4) q[16];\ncx q[6], q[16];\nU(pi/2, -pi, -pi/4) q[6];\nU(pi/2, -1.804147246167732, 0) q[16];\nU(1.8267863750103435, 2.259686128224766, -2.2596861282247653) q[23];\ncx q[8], q[23];\nU(0, 2.8834843068725586, 1.312687980077662) q[8];\nU(2.3884413726275997, pi/2, pi/2) q[8];\ncx q[7], q[8];\nU(pi, -0.40498008483248515, -2.736612568757309) q[7];\nU(pi, 3*pi/4, pi/4) q[7];\nU(0.753151280962194, 1.0644048983993954, -pi/2) q[8];\nU(pi, 3*pi/4, pi/4) q[8];\nU(3*pi/4, 1.0545796333604294, pi/2) q[23];\nU(pi, pi/2, -pi/2) q[23];\nU(pi/4, 0.06297824584063028, -pi/2) q[28];\nU(3*pi/4, -pi/2, 0) q[28];\ncx q[25], q[28];\nU(pi, -pi, -pi/2) q[25];\nU(1.7119140534560164, 2.0904757923864565, -2.0904757923864565) q[28];\ncx q[25], q[28];\nU(0, 2.543231399173356, 1.3672261920782214) q[25];\ncx q[12], q[25];\nU(0, 1.1071487177940904, -1.1071487177940895) q[12];\nU(pi, 3*pi/4, pi/4) q[12];\nU(0, 2.474128012760074, -0.6674646408297189) q[25];\nU(2.3349211041682834, pi/2, pi/2) q[25];\ncx q[23], q[25];\nU(pi, 0.14915153389227687, -1.719947860687173) q[23];\nU(pi/2, -pi, -3*pi/4) q[23];\nU(0.8066715494215096, -0.24976181023302235, -pi/2) q[25];\nU(3*pi/4, -pi/2, 0) q[25];\ncx q[10], q[25];\nU(pi, -pi, -pi/2) q[10];\nU(1.9196824864817736, 2.365716929989837, -2.365716929989837) q[25];\ncx q[10], q[25];\nU(0, 2.9806806585012895, 1.409884331706393) q[10];\nU(pi/2, 1.6373644905707199, -pi) q[10];\ncx q[10], q[14];\nU(pi/2, 2.890630216421062, -1.6373644905707212) q[10];\nU(3*pi/4, -pi/2, 0) q[10];\nU(pi/2, 1.3469802138664368, 0) q[14];\nU(pi, 3*pi/4, pi/4) q[14];\nU(3*pi/4, 1.2489723366178893, pi/2) q[25];\nU(pi/2, -pi, -3*pi/4) q[25];\nU(3*pi/4, 0.7688649376617844, pi/2) q[28];\nU(pi/2, 0, 3*pi/4) q[28];\ncx q[17], q[28];\nU(pi/2, -pi, 0.21969887763166662) q[17];\nU(3*pi/4, -pi/2, 0) q[17];\ncx q[15], q[17];\nU(pi, -pi, -pi/2) q[15];\nU(1.773217914838723, 2.1878089796182394, -2.187808979618239) q[17];\ncx q[15], q[17];\nU(0, 2.6237478501002727, 1.447742643005137) q[15];\nU(3*pi/4, pi/2, -pi/2) q[15];\ncx q[3], q[15];\nU(0, 3.1104310581304677, -0.031161595459325397) q[3];\nU(pi, 3*pi/4, pi/4) q[3];\ncx q[3], q[13];\nU(pi, -pi, -pi/2) q[3];\nU(1.5839855652915542, 1.7328564038038436, -1.732856403803844) q[13];\ncx q[3], q[13];\nU(0, 1.6858930227645512, 1.6858930227645512) q[3];\nU(pi/2, -0.7527680491839828, -pi) q[3];\ncx q[3], q[18];\nU(pi/2, 3.11555019345494, -2.3888246044058103) q[3];\ncx q[1], q[3];\nU(0, -0.27198514382356587, 2.8696075097662277) q[1];\nU(3*pi/4, 0.23019339193930977, pi/2) q[13];\nU(pi/2, -pi, -3*pi/4) q[13];\ncx q[0], q[13];\nU(pi/2, -2.9986282496739833, 1.6941213895839322) q[0];\nU(pi/2, -1.7595573286942745, 0) q[13];\nU(3*pi/4, 0.6408267836588695, pi/2) q[15];\nU(3*pi/4, -pi/2, 0) q[15];\ncx q[7], q[15];\nU(pi, -pi, -pi/2) q[7];\nU(1.7815074613024517, 2.1995998484029586, -2.199599848402959) q[15];\ncx q[7], q[15];\nU(0, 2.6337951233502928, 1.457789916255157) q[7];\nU(pi/2, pi/2, 0) q[7];\ncx q[7], q[26];\nU(pi/2, -0.034833373194718575, -pi/2) q[7];\nU(pi, 3*pi/4, pi/4) q[7];\nU(3*pi/4, 0.9499923860156567, pi/2) q[15];\nU(pi/2, -pi/2, -pi) q[15];\ncx q[15], q[22];\nU(pi/2, 2.550339867857655, -pi/2) q[15];\ncx q[0], q[15];\nU(0, pi/2, -pi/2) q[0];\nU(0, 1.5100572954441507, -1.1415780318919144) q[15];\nU(3*pi/4, 1.3400966332441069, pi/2) q[17];\nU(pi/2, -1.7126933813990608, -pi) q[17];\ncx q[17], q[23];\nU(pi/2, 0.3203165553281284, 1.7126933813990606) q[17];\nU(pi, 3*pi/4, pi/4) q[17];\ncx q[17], q[27];\nU(pi, -pi, -pi/2) q[17];\nU(pi/2, pi/4, -pi) q[18];\nU(pi, 3*pi/4, pi/4) q[18];\nU(pi/2, 2.3085060739494043, -pi) q[22];\nU(pi/2, 0, 3*pi/4) q[22];\nU(pi/2, 1.9020391071017801, 0) q[23];\nU(3*pi/4, -pi/2, 0) q[23];\nU(pi/2, 2.642533662100208, 0) q[26];\nU(pi/2, -pi, -3*pi/4) q[26];\nU(1.6292165275934742, 1.9093917695386002, -1.9093917695386002) q[27];\ncx q[17], q[27];\nU(0, 1.8148456939234467, 1.8148456939234467) q[17];\nU(pi/2, -pi, -3*pi/4) q[17];\nU(3*pi/4, 0.48809873425710215, pi/2) q[27];\nU(pi/2, -0.46214336817469803, -pi) q[28];\nU(3*pi/4, -pi/2, 0) q[28];\ncx q[12], q[28];\nU(pi, -pi, -pi/2) q[12];\nU(1.8638991014232797, 2.3044202192074623, -2.3044202192074623) q[28];\ncx q[12], q[28];\nU(0, 2.9236837624166263, 1.3528874356217298) q[12];\nU(pi/2, pi/2, -pi) q[12];\ncx q[12], q[21];\nU(pi/2, 1.2341914355265562, pi/2) q[12];\nU(pi/2, pi/4, 0) q[12];\ncx q[12], q[25];\nU(pi/2, -2.851067172489997, -pi/4) q[12];\nU(3*pi/4, -pi/2, 0) q[12];\ncx q[7], q[12];\nU(pi, -pi, -pi/2) q[7];\nU(1.652570878469463, 1.9699363040838698, -1.9699363040838698) q[12];\ncx q[7], q[12];\nU(0, 1.860640764365507, 1.860640764365507) q[7];\nU(pi/2, 2.1364956125606778, -pi) q[7];\ncx q[7], q[22];\nU(pi/2, 1.2115779561784317, 1.0050970410291145) q[7];\nU(pi, 3*pi/4, pi/4) q[7];\nU(3*pi/4, 0.5796888751412212, pi/2) q[12];\nU(pi/2, 0, 3*pi/4) q[12];\nU(pi/2, -2.9731121264305926, -pi) q[21];\ncx q[16], q[21];\nU(3*pi/4, -pi/2, 0) q[16];\ncx q[14], q[16];\nU(pi, -pi, -pi/2) q[14];\nU(1.5810429875040637, 1.7137081081792536, -1.7137081081792536) q[16];\ncx q[14], q[16];\nU(0, 1.6721949003379564, 1.6721949003379564) q[14];\ncx q[13], q[14];\nU(0, -pi, -pi) q[14];\nU(3*pi/4, 0.20279714708611918, pi/2) q[16];\nU(pi/2, pi/4, 0) q[16];\ncx q[16], q[26];\nU(pi/2, -pi, -pi/4) q[16];\nU(0, -pi, -pi) q[21];\nU(pi/2, 3.0436981662500866, -pi) q[22];\nU(pi/2, 3*pi/4, 0) q[25];\nU(pi/2, -pi, -3*pi/4) q[25];\ncx q[4], q[25];\nU(pi/2, -0.3010559590365163, -pi/4) q[4];\nU(pi, 3*pi/4, pi/4) q[4];\nU(pi/2, 3*pi/4, 0) q[25];\nU(pi/2, 3*pi/4, 0) q[26];\nU(3*pi/4, 1.1349785444485638, pi/2) q[28];\nU(pi/2, -pi, -3*pi/4) q[28];\ncx q[19], q[28];\nU(pi/2, -pi, -pi/4) q[19];\nU(3*pi/4, -pi/2, 0) q[19];\ncx q[8], q[19];\nU(pi, -pi, -pi/2) q[8];\nU(2.0687142486743184, 2.5048250141088477, -2.5048250141088477) q[19];\ncx q[8], q[19];\nU(0, 3.1191824564633457, 1.5483861296684491) q[8];\nU(3.022642196043092, pi/2, -pi/2) q[8];\ncx q[6], q[8];\nU(0, -2.5749475468790477, 2.87178910114208) q[6];\nU(pi/2, pi/4, 0) q[6];\ncx q[6], q[17];\nU(pi/2, -pi, -pi/4) q[6];\nU(3.0226421960430905, 0.282500358567201, pi/2) q[8];\nU(pi, 3*pi/4, pi/4) q[8];\ncx q[8], q[10];\nU(pi, -pi, -pi/2) q[8];\nU(1.7010034498368385, 2.0707823588128225, -2.070782358812822) q[10];\ncx q[8], q[10];\nU(0, 2.5274232506317897, 1.351418043536654) q[8];\nU(3*pi/4, 0.7372486405786511, pi/2) q[10];\ncx q[10], q[27];\nU(pi/2, -2.914665511813255, 0) q[17];\nU(3*pi/4, 1.5259759325420017, pi/2) q[19];\ncx q[5], q[19];\nU(0, -0.5005168249745173, 2.641075828615276) q[5];\nU(3*pi/4, -pi/2, 0) q[5];\ncx q[2], q[5];\nU(pi, -pi, -pi/2) q[2];\nU(2.033180214047821, 2.474241560436999, -2.474241560436999) q[5];\ncx q[2], q[5];\nU(0, 3.0875705415190637, 1.5167742147241672) q[2];\nU(pi/2, pi/4, 0) q[2];\ncx q[2], q[9];\nU(pi/2, -pi, -pi/4) q[2];\nU(pi, 3*pi/4, pi/4) q[2];\nU(3*pi/4, 1.4627521026534396, pi/2) q[5];\nU(pi/2, -0.7527680491839828, -pi) q[5];\ncx q[5], q[12];\nU(pi/2, 0.9090900448941053, -2.388824604405811) q[5];\nU(pi/2, 3*pi/4, 0) q[9];\nU(pi, 3*pi/4, pi/4) q[9];\nU(pi/2, pi/4, -pi) q[12];\nU(pi, 3*pi/4, pi/4) q[12];\nU(pi, 3*pi/4, pi/4) q[19];\ncx q[19], q[23];\nU(pi, -pi, -pi/2) q[19];\nU(1.7081361444519123, 2.0837558559631493, -2.0837558559631493) q[23];\ncx q[19], q[23];\nU(0, 2.53782026957256, 1.361815062477426) q[19];\ncx q[8], q[19];\nU(3*pi/4, -pi/2, 0) q[8];\ncx q[4], q[8];\nU(pi, -pi, -pi/2) q[4];\nU(1.8082308681109802, 2.235878748362852, -2.235878748362852) q[8];\ncx q[4], q[8];\nU(0, 2.8625398798964152, 1.2917435531015196) q[4];\nU(3*pi/4, 1.0126907794081426, pi/2) q[8];\nU(0, -pi, -pi) q[19];\nU(3*pi/4, -pi/2, 0) q[19];\ncx q[12], q[19];\nU(pi, -pi, -pi/2) q[12];\nU(1.6553913943418563, 1.976584846889228, -1.976584846889228) q[19];\ncx q[12], q[19];\nU(0, 1.8657325939205185, 1.8657325939205185) q[12];\nU(3*pi/4, 0.5898725342512443, pi/2) q[19];\nU(3*pi/4, 0.7580426784601926, pi/2) q[23];\nU(pi/2, pi/4, 0) q[23];\ncx q[23], q[24];\nU(pi/2, -2.808636154514805, -pi/4) q[23];\nU(pi/2, 3*pi/4, 0) q[24];\nU(3*pi/4, -pi/2, 0) q[24];\ncx q[9], q[24];\nU(pi, -pi, -pi/2) q[9];\nU(1.678546064687521, 2.0271517570901274, -2.0271517570901274) q[24];\ncx q[9], q[24];\nU(0, 1.9049131899086795, 1.9049131899086795) q[9];\nU(3*pi/4, 0.6682337262275668, pi/2) q[24];\nU(0, 2.4612238049216018, -0.6803688486681909) q[27];\nU(pi/2, -1.6018139042061215, 0) q[28];\nU(3*pi/4, pi/2, pi/2) q[28];\ncx q[20], q[28];\nU(pi, 0.5157839204806844, -0.5157839204806844) q[20];\nU(3*pi/4, -pi/2, 0) q[20];\ncx q[18], q[20];\nU(pi, -pi, -pi/2) q[18];\nU(1.773994124384178, 2.1889247187823253, -2.1889247187823258) q[20];\ncx q[18], q[20];\nU(0, 2.624695708123805, 1.4486905010286701) q[18];\ncx q[18], q[21];\nU(3*pi/4, -pi/2, 0) q[18];\ncx q[2], q[18];\nU(pi, -pi, -pi/2) q[2];\nU(1.800606861535187, 2.225781830384914, -2.225781830384914) q[18];\ncx q[2], q[18];\nU(0, 2.853747528915699, 1.2829512021208025) q[2];\nU(3*pi/4, 0.9951060774467084, pi/2) q[18];\nU(3*pi/4, 0.931793555562682, pi/2) q[20];\nU(pi/2, -0.7527680491839828, -pi) q[20];\nU(0, -pi, -pi) q[21];\nU(pi/4, 0.20843913432092576, -pi/2) q[28];\nU(pi/2, 0, 3*pi/4) q[28];\ncx q[20], q[28];\nU(pi/2, 0, -2.388824604405811) q[20];\nU(3*pi/4, -pi/2, 0) q[20];\ncx q[7], q[20];\nU(pi, -pi, -pi/2) q[7];\nU(1.911784990305442, 2.3574148683751286, -2.3574148683751286) q[20];\ncx q[7], q[20];\nU(0, 2.972825250750434, 1.4020289239555375) q[7];\nU(3*pi/4, 1.2332615211161775, pi/2) q[20];\nU(pi/2, 1.6742735850460555, -pi) q[28];\nc[0] = measure q[0];\nc[1] = measure q[1];\nc[2] = measure q[2];\nc[3] = measure q[3];\nc[4] = measure q[4];\nc[5] = measure q[5];\nc[6] = measure q[6];\nc[7] = measure q[7];\nc[8] = measure q[8];\nc[9] = measure q[9];\nc[10] = measure q[10];\nc[11] = measure q[11];\nc[12] = measure q[12];\nc[13] = measure q[13];\nc[14] = measure q[14];\nc[15] = measure q[15];\nc[16] = measure q[16];\nc[17] = measure q[17];\nc[18] = measure q[18];\nc[19] = measure q[19];\nc[20] = measure q[20];\nc[21] = measure q[21];\nc[22] = measure q[22];\nc[23] = measure q[23];\nc[24] = measure q[24];\nc[25] = measure q[25];\nc[26] = measure q[26];\nc[27] = measure q[27];\nc[28] = measure q[28];\n","offset":"00011010011000011000100100101","cx_count":212,"protocol":"hcs","syndrome":"010000110100110","generator":["00010110001100","11010111001010","00100010001100","01001101101101","01010101011010","10110111110110","00101100000000","00000100000000","00000110000000","00000000001000","00100100000000","00000010000000","01000011010000","00100010000100","00000100000100","10111110001101","00101010000000","00000110000000","10110000100110","00110110100110","00000100000000","11011100100110","00000010000000","01000011100000","01000001100000","00010111010010","00000010000000","01100011100000","00100110000000"],"parity_check":["00000001100100000000000000000","00100000010001000000000000000","00100001111000100000000000000","00000010100000001000000000000","00000000100000000100000000000","11010001000000010001000000000","00000001000000000000100000000","00000111000010000000010000000","00000001100000000000001000000","01100000100000000010000100000","01100001000000000010000010000","00001100110010000010000001000","00000001100000000000000000100","01100001101000000010000000010","00000001101000000000000000001"],"on_device_graph":false},"analytics":{"shots":256,"protocol":"hcs","pass_ci95":[0.985694,1.0],"check_bias":{"mean":1.0,"mean_ci95":[1.0,1.0],"per_check":[1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0],"total_checks":15,"check_weights":[3,3,6,3,2,6,2,5,3,5,5,7,3,7,4],"significant_checks":15},"frozen_bits":[],"rank_evaluable":true,"joint_structure":{"p":0.0033,"delta":0.7555,"verdict":true,"checks_tested":15},"analytics_version":1},"annotation":"IonQ cloud simulator, not QPU hardware"},{"definition_id":"ghz_scaled","definition_version":5,"device":"ionq.simulator","hardware_key":"ionq:simulator","state":"scored","created_at":"2026-07-17T06:25:00.768458Z","scored_at":"2026-07-17T07:25:00.588814Z","scores":{"n":29,"shots":400,"std_error":0.0,"metric_set":"ghz_population.v1","population_ones":0.5,"population_zeros":0.5,"success_probability":1.0,"measured_queue_seconds":37.307},"error":null,"instance":{"n":29,"seed":1415218907311141555,"qasm3":"OPENQASM 3.0;\ninclude \"stdgates.inc\";\nbit[29] c;\nqubit[29] q;\nh q[0];\ncx q[0], q[1];\ncx q[0], q[2];\ncx q[1], q[3];\ncx q[0], q[4];\ncx q[1], q[5];\ncx q[2], q[6];\ncx q[3], q[7];\ncx q[0], q[8];\ncx q[1], q[9];\ncx q[2], q[10];\ncx q[3], q[11];\ncx q[4], q[12];\ncx q[5], q[13];\ncx q[6], q[14];\ncx q[7], q[15];\ncx q[0], q[16];\ncx q[1], q[17];\ncx q[2], q[18];\ncx q[3], q[19];\ncx q[4], q[20];\ncx q[5], q[21];\ncx q[6], q[22];\ncx q[7], q[23];\ncx q[8], q[24];\ncx q[9], q[25];\ncx q[10], q[26];\ncx q[11], q[27];\ncx q[12], q[28];\nc[0] = measure q[0];\nc[1] = measure q[1];\nc[2] = measure q[2];\nc[3] = measure q[3];\nc[4] = measure q[4];\nc[5] = measure q[5];\nc[6] = measure q[6];\nc[7] = measure q[7];\nc[8] = measure q[8];\nc[9] = measure q[9];\nc[10] = measure q[10];\nc[11] = measure q[11];\nc[12] = measure q[12];\nc[13] = measure q[13];\nc[14] = measure q[14];\nc[15] = measure q[15];\nc[16] = measure q[16];\nc[17] = measure q[17];\nc[18] = measure q[18];\nc[19] = measure q[19];\nc[20] = measure q[20];\nc[21] = measure q[21];\nc[22] = measure q[22];\nc[23] = measure q[23];\nc[24] = measure q[24];\nc[25] = measure q[25];\nc[26] = measure q[26];\nc[27] = measure q[27];\nc[28] = measure q[28];\n","protocol":"ghz","on_device_graph":false},"analytics":{"n_50":29,"n_90":29,"shots":400,"bond_phi":{"mean":1.0,"bonds":[[0,1],[0,2],[1,3],[0,4],[1,5],[2,6],[3,7],[0,8],[1,9],[2,10],[3,11],[4,12],[5,13],[6,14],[7,15],[0,16],[1,17],[2,18],[3,19],[4,20],[5,21],[6,22],[7,23],[8,24],[9,25],[10,26],[11,27],[12,28]],"total":28,"broken":0,"per_bond":[1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0]},"protocol":"ghz","pole_balance":0.5,"prefix_curve":[[2,1.0],[4,1.0],[8,1.0],[16,1.0],[29,1.0]],"success_ci95":[0.99082,1.0],"healthy_cluster":29,"correlation_mass":29.0,"analytics_version":1},"annotation":"IonQ cloud simulator, not QPU hardware"},{"definition_id":"hcs","definition_version":4,"device":"ionq.simulator","hardware_key":"ionq:simulator","state":"scored","created_at":"2026-07-13T19:25:07.479598Z","scored_at":"2026-07-13T20:25:00.639952Z","scores":{"shots":256,"cx_count":210,"coset_dim":14,"pass_rate":1.0,"coset_rank":10,"metric_set":"hidden_coset.v1","rank_valid":false,"fidelity_estimate":1.0,"measured_queue_seconds":39.402},"error":null,"instance":{"k":14,"n":29,"seed":4214999914362622878,"depth":8,"qasm3":"OPENQASM 3.0;\ninclude \"stdgates.inc\";\nbit[29] c;\nqubit[29] q;\nU(pi, pi/2, -pi/2) q[0];\nU(pi, pi/2, -pi/2) q[2];\nU(pi/2, -pi, -3*pi/4) q[3];\ncx q[2], q[3];\nU(pi, -1.446441332248135, -1.4464413322481349) q[2];\nU(pi, 3*pi/4, pi/4) q[2];\nU(3*pi/4, -pi/2, -pi/2) q[3];\nU(pi/2, 1.1071487177940904, -pi) q[3];\nU(pi/2, -pi/2, -pi) q[4];\nU(pi/2, 3*pi/4, 0) q[6];\nU(pi/2, -pi, -3*pi/4) q[7];\ncx q[6], q[7];\nU(pi/2, -pi, -3*pi/4) q[6];\nU(pi, 3*pi/4, pi/4) q[6];\nU(pi/2, 0.7017535689840675, -pi) q[7];\nU(pi, 3*pi/4, pi/4) q[7];\nU(pi/2, 0, 3*pi/4) q[10];\ncx q[1], q[10];\nU(pi, -1.9830835140972431, -1.6484664657462784) q[1];\nU(3*pi/4, pi/2, -pi/2) q[10];\nU(pi/2, -3*pi/4, 0) q[10];\nU(pi/2, 3*pi/4, 0) q[11];\nU(pi/2, pi/2, -pi) q[12];\nU(pi, pi/2, -pi/2) q[13];\nU(pi/2, 0, 3*pi/4) q[14];\ncx q[11], q[14];\nU(pi, -0.22504341582835874, -1.1244384686187452) q[11];\nU(pi/2, -pi/2, -pi) q[11];\nU(3*pi/4, pi/2, -pi/2) q[14];\nU(3*pi/4, -pi/2, 0) q[14];\ncx q[6], q[14];\nU(pi, -pi, -pi/2) q[6];\nU(1.645072499276282, 1.951638941435431, -1.9516389414354312) q[14];\ncx q[6], q[14];\nU(0, 1.8466945092966682, 1.8466945092966682) q[6];\nU(0, 0.6747409422235524, -0.6747409422235524) q[6];\nU(3*pi/4, 0.5517963650035433, pi/2) q[14];\nU(1.4664841824257142, pi/2, pi/2) q[14];\nU(0, -pi/2, pi/2) q[15];\nU(1.4116840466659797, pi/2, pi/2) q[16];\ncx q[15], q[16];\nU(pi/2, 1.2219846794669387, 0) q[15];\nU(0.3066821590539081, pi/2, -pi/2) q[15];\ncx q[6], q[15];\nU(pi, 3*pi/4, pi/4) q[6];\nU(0.30668215905390855, 0.8595568677641054, pi/2) q[15];\nU(3*pi/4, -pi/2, 0) q[15];\nU(pi/2, 1.5352978554954824, 0) q[16];\nU(pi, pi/2, -pi/2) q[16];\nU(pi/2, pi/2, -pi/2) q[17];\ncx q[0], q[17];\nU(pi/2, -pi, -pi) q[0];\nU(pi/2, -pi/2, 2.4592501634824284) q[0];\nU(pi/2, -pi/2, -pi) q[17];\nU(3*pi/4, -pi/2, 0) q[17];\ncx q[2], q[17];\nU(pi, -pi, -pi/2) q[2];\nU(2.0430083038580045, 2.4828390400229683, -2.4828390400229683) q[17];\ncx q[2], q[17];\nU(0, 3.0963884021979604, 1.5255920754030639) q[2];\nU(pi, pi/2, -pi/2) q[2];\ncx q[2], q[14];\nU(pi, 1.524636357423086, 0.046159969371811105) q[2];\nU(pi/2, 0.9283251497593383, 0) q[2];\nU(1.6751084711640793, -pi/2, -pi/2) q[14];\nU(pi, 3*pi/4, pi/4) q[14];\nU(3*pi/4, 1.4803878240112311, pi/2) q[17];\nU(pi/2, 0, 3*pi/4) q[17];\nU(pi/2, pi/4, 0) q[18];\nU(0.18188566298614903, pi/2, -pi/2) q[19];\ncx q[5], q[19];\nU(0, -1.2898527411204403, 1.8517399124693528) q[5];\nU(pi, 3*pi/4, pi/4) q[5];\nU(0.181885662986149, 0.18200081192963324, pi/2) q[19];\nU(3*pi/4, pi/2, 2.9902335248720098) q[19];\ncx q[16], q[19];\nU(pi, 0.142281761026259, -1.713078087821156) q[16];\nU(pi/4, -2.7352991589667965, -pi/2) q[19];\nU(3*pi/4, pi/2, pi/2) q[20];\ncx q[12], q[20];\nU(pi/2, 1.7986475237000867, pi/2) q[12];\nU(pi, pi/2, -pi/2) q[12];\nU(pi/2, -3*pi/4, 0) q[20];\nU(pi/2, pi/4, 0) q[20];\nU(2.3884413726275997, pi/2, pi/2) q[21];\ncx q[8], q[21];\nU(pi, -2.837636502014381, -2.9555914789114763) q[8];\nU(pi/2, pi/2, -pi) q[8];\ncx q[8], q[17];\nU(pi/2, 0.997971553058159, pi/2) q[8];\nU(pi, 3*pi/4, pi/4) q[8];\ncx q[8], q[15];\nU(pi, -pi, -pi/2) q[8];\nU(1.5808177992169878, 1.7121342705833253, -1.7121342705833253) q[15];\ncx q[8], q[15];\nU(0, 1.671070751617604, 1.671070751617604) q[8];\nU(pi/2, -3*pi/4, 0) q[8];\nU(3*pi/4, 0.20054884964541575, pi/2) q[15];\nU(pi/2, -pi, -3*pi/4) q[15];\nU(pi/2, 2.929842917062029, -pi) q[17];\nU(3*pi/4, -pi/2, 0) q[17];\ncx q[14], q[17];\nU(pi, -pi, -pi/2) q[14];\nU(1.716470544679241, 2.0984484248438484, -2.0984484248438484) q[17];\ncx q[14], q[17];\nU(0, 2.5496744909102915, 1.3736692838151567) q[14];\nU(pi/2, -pi, -3*pi/4) q[14];\ncx q[2], q[14];\nU(pi/2, -1.1366113957171544, -0.9283251497593379) q[2];\nU(pi/2, 2.7817920515614967, 0) q[2];\nU(pi/2, 2.928988710633261, 0) q[14];\nU(3*pi/4, 0.7817511211356556, pi/2) q[17];\ncx q[16], q[17];\nU(0, -pi, -pi) q[16];\nU(3*pi/4, -pi/2, 0) q[16];\nU(0, -2.08377262037525, -2.08377262037525) q[17];\nU(3*pi/4, -pi/2, 0) q[17];\nU(0.7531512809621941, -1.312376735992273, -pi/2) q[21];\nU(3*pi/4, -pi/2, 0) q[21];\nU(1.0291037127815492, -pi/2, pi/2) q[22];\ncx q[13], q[22];\nU(pi/2, -0.028217889238058902, -pi) q[13];\nU(pi, 3*pi/4, pi/4) q[13];\nU(pi/2, 2.5797595476208137, -pi) q[22];\nU(pi/2, -pi, -3*pi/4) q[22];\ncx q[20], q[22];\nU(pi/2, -pi, -pi/4) q[20];\nU(3*pi/4, -pi/2, 0) q[20];\nU(pi/2, -2.9371462165584035, 0) q[22];\nU(3*pi/4, -pi/2, 0) q[22];\ncx q[6], q[22];\nU(pi, -pi, -pi/2) q[6];\nU(2.05207423667154, 2.490674034220169, -2.490674034220169) q[22];\ncx q[6], q[22];\nU(0, 3.104470857494576, 1.5336745306996793) q[6];\nU(pi/2, -0.07574195951205276, 0) q[6];\ncx q[6], q[15];\nU(pi/2, -0.9176770783819155, 0.0757419595120532) q[6];\ncx q[6], q[14];\nU(pi, 3*pi/4, pi/4) q[6];\nU(0, -pi, -pi) q[14];\nU(pi/2, -pi, -3*pi/4) q[14];\nU(pi/2, -2.158910897639444, 0) q[15];\nU(pi, 3*pi/4, pi/4) q[15];\ncx q[15], q[16];\nU(pi, -pi, -pi/2) q[15];\nU(1.884271251425427, 2.327554666335951, -2.327554666335951) q[16];\ncx q[15], q[16];\nU(0, 2.944926787113694, 1.3741304603187974) q[15];\nU(3*pi/4, 1.1774645938426964, pi/2) q[16];\nU(pi, pi/2, -pi/2) q[16];\nU(3*pi/4, 1.496552734604462, pi/2) q[22];\nU(0, -pi/4, -pi/4) q[22];\nU(pi/2, 0, 3*pi/4) q[23];\ncx q[9], q[23];\nU(pi/2, 0, -pi) q[9];\nU(pi, 3*pi/4, pi/4) q[9];\nU(pi/2, 0.9002696396626133, -pi) q[23];\nU(3*pi/4, -pi/2, 0) q[23];\ncx q[13], q[23];\nU(pi, -pi, -pi/2) q[13];\nU(1.7989195853503266, 2.223520994037017, -2.223520994037017) q[23];\ncx q[13], q[23];\nU(0, 2.8517860285743915, 1.280989701779495) q[13];\nU(pi/2, -pi, -3*pi/4) q[13];\nU(3*pi/4, 0.9911830767640941, pi/2) q[23];\ncx q[1], q[23];\nU(0, -pi, -pi) q[23];\nU(pi/2, -pi, -3*pi/4) q[23];\nU(pi, pi/2, -pi/2) q[24];\nU(pi/2, -pi, -3*pi/4) q[25];\ncx q[24], q[25];\nU(pi/2, -2.9215034888664375, -pi) q[24];\nU(3*pi/4, -pi/2, 0) q[24];\ncx q[9], q[24];\nU(pi, -pi, -pi/2) q[9];\nU(1.8522206404464714, 2.29072455806907, -2.29072455806907) q[24];\ncx q[9], q[24];\nU(0, 2.91125586000575, 1.3404595332108533) q[9];\nU(3*pi/4, 1.11012273962681, pi/2) q[24];\nU(pi/2, 0, 3*pi/4) q[24];\ncx q[11], q[24];\nU(pi/2, 0.31026344112194293, -pi/2) q[11];\nU(pi/2, 0, 3*pi/4) q[11];\nU(pi/2, 1.7621844281413868, -pi) q[24];\nU(pi, 3*pi/4, pi/4) q[24];\nU(pi/2, -3*pi/4, -pi) q[25];\nU(3*pi/4, -pi/2, 0) q[25];\ncx q[7], q[25];\nU(pi, -pi, -pi/2) q[7];\nU(1.8650414995171576, 2.3057424112411358, -2.3057424112411358) q[25];\ncx q[7], q[25];\nU(0, 2.9248893284156354, 1.3540930016207389) q[7];\nU(pi/2, pi/4, 0) q[7];\nU(3*pi/4, 1.1373896764465812, pi/2) q[25];\nU(pi, 1.9945242330806492, 1.99452423308065) q[25];\ncx q[12], q[25];\nU(pi, -1.434667726191947, -2.196882253651575) q[12];\nU(pi, 3*pi/4, pi/4) q[12];\ncx q[12], q[21];\nU(pi, -pi, -pi/2) q[12];\nU(2.0375762472893357, 2.478100723557586, -2.478100723557586) q[21];\ncx q[12], q[21];\nU(0, 3.091522030193052, 1.5207257033981554) q[12];\nU(pi/2, pi/4, 0) q[12];\nU(3*pi/4, 1.470655080001415, pi/2) q[21];\nU(pi/2, -pi, -3*pi/4) q[21];\nU(0, 2.630223813469911, 1.7029285954682987) q[25];\nU(pi/2, 0, 3*pi/4) q[25];\ncx q[8], q[25];\nU(pi/2, -pi, -pi/4) q[8];\nU(pi/2, pi/4, 0) q[8];\nU(pi/2, -2.095676583961623, -pi) q[25];\nU(pi, -pi, -pi) q[26];\ncx q[18], q[26];\nU(pi, -1.4230759082230364, -2.2084740716204845) q[18];\nU(pi, 3*pi/4, pi/4) q[18];\nU(0, -pi/2, -pi/2) q[26];\nU(3*pi/4, -pi/2, 0) q[26];\ncx q[5], q[26];\nU(pi, -pi, -pi/2) q[5];\nU(1.5880347381671869, 1.7559472333586728, -1.755947233358673) q[26];\ncx q[5], q[26];\nU(0, 1.7024683543755863, 1.7024683543755863) q[5];\nU(pi/2, 0, 3*pi/4) q[5];\ncx q[3], q[5];\nU(pi/2, 1.2706469457435805, 2.034443935795702) q[3];\nU(3*pi/4, pi/2, -pi/2) q[3];\nU(pi/2, -2.862818098190727, -pi) q[5];\nU(pi/2, pi/2, -2.1554941712324576) q[5];\ncx q[5], q[11];\nU(pi/2, -0.6025463777714339, pi/2) q[5];\nU(pi/2, -pi, -3*pi/4) q[5];\nU(pi/2, -1.5687497916586335, -pi) q[11];\nU(pi, 3*pi/4, pi/4) q[11];\nU(3*pi/4, 0.2633440551613795, pi/2) q[26];\nU(0.7843682316397238, -pi/2, pi/2) q[26];\ncx q[9], q[26];\nU(0, 1.4721080789542569, 1.4721080789542569) q[9];\nU(pi, 3*pi/4, pi/4) q[9];\ncx q[9], q[20];\nU(pi, -pi, -pi/2) q[9];\nU(1.6079174412604165, 1.8416187294491486, -1.8416187294491486) q[20];\ncx q[9], q[20];\nU(0, 1.7646545600828105, 1.7646545600828114) q[9];\nU(pi/2, pi/4, 0) q[9];\ncx q[9], q[21];\nU(pi/2, -pi, -pi/4) q[9];\nU(pi/2, 1.3258176636680323, -pi) q[9];\nU(3*pi/4, 0.3877164665758288, pi/2) q[20];\nU(pi/2, -1.886101353833391, 0) q[21];\nU(3*pi/4, -pi/2, 0) q[21];\nU(0.7843682316397229, 2.8064307312139256, -pi/2) q[26];\nU(3*pi/4, -pi/2, 0) q[26];\ncx q[24], q[26];\nU(pi, -pi, -pi/2) q[24];\nU(1.578517657041519, 1.6949055856500719, -1.6949055856500719) q[26];\ncx q[24], q[26];\nU(0, 1.6587804637347245, 1.6587804637347245) q[24];\nU(3*pi/4, 0.17596827387965597, pi/2) q[26];\nU(pi/4, pi/2, 0) q[26];\ncx q[22], q[26];\nU(pi, -pi, -pi/2) q[22];\nU(2.0085999874799025, 2.452241676596125, -2.452241676596125) q[26];\ncx q[22], q[26];\nU(pi, -1.5806774920091085, -1.5609151615806847) q[22];\nU(3*pi/4, -pi/2, 0) q[22];\nU(pi/4, -0.689193676124698, -pi/2) q[26];\nU(pi/2, -pi, -3*pi/4) q[27];\ncx q[4], q[27];\nU(pi/2, 1.023606846854178, -pi/2) q[4];\nU(pi/2, -pi/2, 0) q[4];\ncx q[4], q[13];\nU(pi/2, -0.4437576142506421, pi/2) q[4];\nU(pi/2, pi/4, 0) q[4];\nU(pi/2, 2.9714324057501305, 0) q[13];\nU(pi/2, -pi, -3*pi/4) q[13];\ncx q[12], q[13];\nU(pi/2, -pi, -pi/4) q[12];\ncx q[12], q[15];\nU(0, -pi/2, pi/2) q[12];\nU(pi/2, 0, 3*pi/4) q[12];\nU(pi/2, 3*pi/4, 0) q[13];\nU(0, -0.1546729223752097, 1.8109145241194486) q[15];\nU(pi/2, -pi, -3*pi/4) q[15];\nU(pi/2, 2.391718205346799, -pi) q[27];\nU(pi/2, 0, 3*pi/4) q[27];\ncx q[0], q[27];\nU(pi/2, 0.6823424901073651, -pi/2) q[0];\ncx q[0], q[3];\nU(0, 0.8603613690583449, 0.8603613690583449) q[0];\nU(pi, 3*pi/4, pi/4) q[0];\ncx q[0], q[17];\nU(pi, -pi, -pi/2) q[0];\nU(3*pi/4, 1.1473928530505901, pi/2) q[3];\nU(1.5756850063961623, 1.6695965070475163, -1.6695965070475163) q[17];\ncx q[0], q[17];\nU(0, -1.7145256793386325, 1.4270669742511606) q[0];\nU(pi, 3*pi/4, pi/4) q[0];\nU(3*pi/4, 0.1399520960519549, pi/2) q[17];\nU(pi/2, 0, 3*pi/4) q[17];\ncx q[9], q[17];\nU(pi/2, 2.816799197800197, 1.8157749899217608) q[9];\nU(pi/2, pi/2, -0.6374632519413921) q[9];\ncx q[9], q[15];\nU(pi/2, -2.5041294016484006, -pi/2) q[9];\nU(pi/2, -pi, -3*pi/4) q[9];\nU(pi/2, 2.9936577421337374, 0) q[15];\nU(2.3349211041682834, pi/2, pi/2) q[15];\nU(pi/2, 1.5884177567046578, -pi) q[17];\nU(3*pi/4, -pi/2, 0) q[17];\nU(pi/2, 1.9961915683234634, -pi) q[27];\nU(2.3884413726275993, pi/2, -pi/2) q[27];\ncx q[19], q[27];\nU(0, 1.5962282304894533, 1.1062709042357248) q[19];\nU(pi, 3*pi/4, pi/4) q[19];\nU(2.3884413726275993, 0.13532758987319138, pi/2) q[27];\nU(pi/2, -pi, -3*pi/4) q[27];\ncx q[8], q[27];\nU(pi/2, -0.4125942662743056, -pi/4) q[8];\nU(3*pi/4, -pi/2, 0) q[8];\nU(pi/2, 3*pi/4, 0) q[27];\nU(3*pi/4, -pi/2, 0) q[27];\nU(3*pi/4, -pi/2, 0) q[28];\ncx q[18], q[28];\nU(pi, -pi, -pi/2) q[18];\nU(1.8122703978352979, 2.2411519329899594, -2.2411519329899594) q[28];\ncx q[18], q[28];\nU(0, 2.8671529182165667, 1.2963565914216701) q[18];\nU(pi/2, 0, 3*pi/4) q[18];\ncx q[10], q[18];\nU(pi/2, -1.5754295230981512, -pi/4) q[10];\nU(pi/2, pi/4, 0) q[10];\ncx q[10], q[23];\nU(pi/2, -0.9282428550280635, -pi/4) q[10];\nU(pi/2, 0, 3*pi/4) q[10];\ncx q[2], q[10];\nU(pi/2, -pi, 0.35980060202829645) q[2];\nU(pi, 3*pi/4, pi/4) q[2];\ncx q[2], q[8];\nU(pi, -pi, -pi/2) q[2];\nU(2.0632489345398852, 2.500209268412087, -2.500209268412087) q[8];\ncx q[2], q[8];\nU(0, 3.1143676897768415, 1.5435713629819459) q[2];\nU(pi/2, -3*pi/4, 0) q[2];\nU(3*pi/4, 1.5163463991689952, pi/2) q[8];\nU(pi, pi/2, -pi/2) q[8];\nU(pi/2, 0.094614051891178, -pi) q[10];\nU(pi, 3*pi/4, pi/4) q[10];\ncx q[10], q[17];\nU(pi, -pi, -pi/2) q[10];\nU(1.5956123357984517, 1.7926697901236999, -1.7926697901237) q[17];\ncx q[10], q[17];\nU(0, 1.7289780517866236, 1.7289780517866236) q[10];\nU(pi/2, pi/4, 0) q[10];\ncx q[10], q[14];\nU(pi/2, -pi, -pi/4) q[10];\nU(pi, 3*pi/4, pi/4) q[10];\nU(pi/2, 2.7710555196602975, 0) q[14];\nU(3*pi/4, 0.316363449983454, pi/2) q[17];\nU(pi/2, -0.013926191003450494, -pi) q[18];\ncx q[18], q[20];\nU(3*pi/4, -pi/2, 0) q[18];\ncx q[11], q[18];\nU(pi, -pi, -pi/2) q[11];\nU(1.7805098813035307, 2.1981952500146287, -2.1981952500146287) q[18];\ncx q[11], q[18];\nU(0, 2.632594673681777, 1.4565894665866423) q[11];\nU(2.3884413726275993, pi/2, -pi/2) q[11];\ncx q[3], q[11];\nU(0, -0.018887749953274025, 1.5519085768416225) q[3];\nU(pi, 3*pi/4, pi/4) q[3];\nU(2.3884413726275993, -0.8337614714460813, pi/2) q[11];\nU(pi, 3*pi/4, pi/4) q[11];\nU(3*pi/4, 0.9475914866786255, pi/2) q[18];\nU(1.1454894344996793, -pi/2, pi/2) q[18];\ncx q[16], q[18];\nU(pi, 1.1163230036509777, -2.6871193304458743) q[16];\nU(1.9961032190901142, -pi/2, pi/2) q[18];\nU(3*pi/4, -pi/2, 0) q[18];\nU(0, -2.5277790211651614, -2.5277790211651614) q[20];\nU(3*pi/4, -pi/2, 0) q[20];\ncx q[19], q[20];\nU(pi, -pi, -pi/2) q[19];\nU(1.6546368743956097, 1.9748181040876318, -1.9748181040876318) q[20];\ncx q[19], q[20];\nU(0, 1.8643782315409112, 1.8643782315409112) q[19];\ncx q[13], q[19];\nU(0, -1.1071487177940904, 1.1071487177940904) q[13];\nU(0, 0.6747409422235524, -0.6747409422235524) q[13];\nU(0, -0.03440107491875155, 3.107191578671041) q[19];\nU(3*pi/4, 0.5871638094920311, pi/2) q[20];\ncx q[20], q[25];\nU(0, -1.4169489143272855, -2.987745241122182) q[20];\nU(3*pi/4, -pi/2, 0) q[20];\ncx q[6], q[20];\nU(pi, -pi, -pi/2) q[6];\nU(1.5878574487548276, 1.7549980316003424, -1.7549980316003426) q[20];\ncx q[6], q[20];\nU(0, 1.7017856572914747, 1.7017856572914747) q[6];\nU(pi/2, -3*pi/4, 0) q[6];\ncx q[6], q[12];\nU(pi/2, -pi, -pi/4) q[6];\nU(pi, pi/2, -pi/2) q[6];\nU(pi/2, 0.5294050842628124, -pi) q[12];\nU(3*pi/4, -pi/2, 0) q[12];\nU(3*pi/4, 0.26197866099315625, pi/2) q[20];\nU(pi/2, 0, 3*pi/4) q[20];\nU(pi/2, -2.434542569591608, 0) q[23];\nU(0, -pi, -pi) q[25];\nU(3*pi/4, -pi/2, 0) q[25];\ncx q[11], q[25];\nU(pi, -pi, -pi/2) q[11];\nU(1.6286293821853888, 1.9077171940386872, -1.9077171940386872) q[25];\ncx q[11], q[25];\nU(0, 1.813592801337422, 1.813592801337422) q[11];\ncx q[11], q[26];\nU(0, 0.314602220560972, 0.314602220560972) q[11];\nU(3*pi/4, -pi/2, 0) q[11];\nU(3*pi/4, 0.485592949085051, pi/2) q[25];\nU(pi/2, -pi, -3*pi/4) q[25];\nU(3*pi/4, -pi/2, 0) q[26];\nU(3*pi/4, 1.0219168560484446, pi/2) q[28];\nU(pi/2, -pi, -3*pi/4) q[28];\ncx q[7], q[28];\nU(pi/2, -0.568123632054534, -pi/4) q[7];\ncx q[7], q[24];\nU(pi, 3*pi/4, pi/4) q[7];\ncx q[7], q[21];\nU(pi, -pi, -pi/2) q[7];\nU(1.8190789602101647, 2.249924256811995, -2.249924256811995) q[21];\ncx q[7], q[21];\nU(0, 2.8748596668485504, 1.3040633400536539) q[7];\ncx q[7], q[23];\nU(0, 0.4704470969142718, 0.4704470969142718) q[7];\nU(pi, 3*pi/4, pi/4) q[7];\ncx q[7], q[18];\nU(pi, -pi, -pi/2) q[7];\nU(1.9213294631036344, 2.367433991626682, -2.367433991626682) q[18];\ncx q[7], q[18];\nU(0, 2.9823108007397146, 1.411514473944818) q[7];\ncx q[7], q[17];\nU(0, -0.26918355993360743, 0.9068216471615278) q[7];\nU(pi, 3*pi/4, pi/4) q[7];\ncx q[7], q[11];\nU(pi, -pi, -pi/2) q[7];\nU(1.734846461452292, 2.1292585220437577, -2.1292585220437577) q[11];\ncx q[7], q[11];\nU(0, 2.5748186339066965, 1.3988134268115608) q[7];\nU(pi/2, -0.07574195951205276, 0) q[7];\nU(3*pi/4, 0.8320394071284638, pi/2) q[11];\nU(pi/2, -pi, -3*pi/4) q[11];\ncx q[14], q[17];\nU(0, 0.17791818552923866, 0.17791818552923866) q[14];\nU(pi, 2.9244579572718674, -0.21713469631792615) q[14];\nU(0, -pi, -pi) q[17];\nU(3*pi/4, 1.2522326210947394, pi/2) q[18];\nU(pi/2, 0, 3*pi/4) q[18];\ncx q[2], q[18];\nU(pi/2, -pi, -pi/4) q[2];\nU(pi, 3*pi/4, pi/4) q[2];\nU(pi/2, -1.2424410041059408, -pi) q[18];\nU(pi/2, -pi, -3*pi/4) q[18];\nU(3*pi/4, 1.0373303533124103, pi/2) q[21];\nU(pi/2, -pi, -3*pi/4) q[21];\ncx q[4], q[21];\nU(pi/2, -2.120871623406115, -pi/4) q[4];\nU(pi, pi/2, -pi/2) q[4];\nU(pi/2, 3*pi/4, 0) q[21];\nU(pi, 3*pi/4, pi/4) q[21];\ncx q[21], q[22];\nU(pi, -pi, -pi/2) q[21];\nU(2.0250008030424094, 2.4670013682628253, -2.4670013682628253) q[22];\ncx q[21], q[22];\nU(0, 3.0801859895223878, 1.5093896627274912) q[21];\nU(3*pi/4, 1.447982998660085, pi/2) q[22];\nU(pi/2, pi/4, 0) q[22];\ncx q[22], q[25];\nU(pi/2, -pi, -pi/4) q[22];\nU(pi/2, pi/2, 0) q[22];\nU(0, -pi, -pi) q[23];\nU(3*pi/4, pi/2, -pi/2) q[23];\ncx q[16], q[23];\nU(0, -2.2690282420390293, -1.3417330240374166) q[16];\nU(pi/2, pi/2, pi/2) q[16];\nU(3*pi/4, 0.24867699683085398, pi/2) q[23];\nU(3*pi/4, -pi/2, 0) q[23];\ncx q[10], q[23];\nU(pi, -pi, -pi/2) q[10];\nU(1.8731277530949826, 2.3150151550346614, -2.3150151550346614) q[23];\ncx q[10], q[23];\nU(0, 2.933373022963476, 1.3625766961685795) q[10];\nU(pi/2, pi/4, 0) q[10];\ncx q[10], q[18];\nU(pi/2, -pi, -pi/4) q[10];\nU(pi/2, -pi, -3*pi/4) q[10];\nU(pi/2, 3*pi/4, 0) q[18];\nU(pi, 3*pi/4, pi/4) q[18];\nU(3*pi/4, 1.1543570655422615, pi/2) q[23];\nU(pi/2, -pi, -3*pi/4) q[23];\ncx q[22], q[23];\nU(pi/2, -0.9532199932058658, -pi/2) q[22];\nU(3*pi/4, -pi/2, 0) q[22];\nU(pi/2, -2.9405577447538054, 0) q[23];\nU(3*pi/4, -pi/2, 0) q[23];\ncx q[18], q[23];\nU(pi, -pi, -pi/2) q[18];\nU(1.57763592467465, 1.6876215965321197, -1.6876215965321197) q[23];\ncx q[18], q[23];\nU(0, 1.6535924306173309, 1.6535924306173309) q[18];\nU(pi/2, -pi, -3*pi/4) q[18];\nU(3*pi/4, 0.16559220764486904, pi/2) q[23];\nU(2.5857954012215725, pi/2, pi/2) q[23];\ncx q[14], q[23];\nU(pi, -2.37800751540144, 2.37800751540144) q[14];\nU(pi, 3*pi/4, pi/4) q[14];\nU(0.5557972523682211, 0.28343162824244894, -pi/2) q[23];\nU(3*pi/4, -pi/2, 0) q[23];\nU(0, -2.2279806166287397, -2.2279806166287397) q[24];\nU(3*pi/4, -pi/2, 0) q[24];\nU(pi/2, -2.683387384320028, 0) q[25];\nU(pi, 3*pi/4, pi/4) q[25];\ncx q[25], q[26];\nU(pi, -pi, -pi/2) q[25];\nU(1.604935133183003, 1.8306369554325155, -1.8306369554325155) q[26];\ncx q[25], q[26];\nU(0, 1.7566127384734491, 1.7566127384734491) q[25];\nU(pi/2, -pi, -3*pi/4) q[25];\nU(3*pi/4, 0.3716328233571047, pi/2) q[26];\nU(pi/2, pi/4, 0) q[26];\nU(pi/2, 3*pi/4, 0) q[28];\ncx q[1], q[28];\nU(pi, 3*pi/4, pi/4) q[1];\ncx q[1], q[24];\nU(pi, -pi, -pi/2) q[1];\nU(1.595869314964673, 1.7938062912921646, -1.7938062912921646) q[24];\ncx q[1], q[24];\nU(0, 1.729801723389654, 1.729801723389654) q[1];\nU(pi/2, pi/4, 0) q[1];\ncx q[1], q[5];\nU(pi/2, -pi, -pi/4) q[1];\nU(3*pi/4, -pi/2, 0) q[1];\ncx q[0], q[1];\nU(pi, -pi, -pi/2) q[0];\nU(2.0744151271753166, 2.5096071060514973, -2.5096071060514973) q[1];\ncx q[0], q[1];\nU(0, 3.1241873271350133, 1.5533910003401168) q[0];\ncx q[0], q[21];\nU(0, -pi, -pi) q[0];\nU(pi/2, pi/2, 0) q[0];\nU(3*pi/4, 1.535985673885337, pi/2) q[1];\nU(pi/2, 1.5042281630190732, 0) q[1];\ncx q[1], q[20];\nU(pi/2, -2.820552014683068, 1.6373644905707216) q[1];\nU(pi/2, 3*pi/4, 0) q[5];\nU(pi, 3*pi/4, pi/4) q[5];\ncx q[5], q[27];\nU(pi, -pi, -pi/2) q[5];\nU(pi/2, 0.5985460406448682, -pi) q[20];\nU(pi/2, 0, 3*pi/4) q[20];\nU(0, -3.1339665784807593, -1.5631702516858628) q[21];\nU(2.3349211041682834, pi/2, pi/2) q[21];\ncx q[6], q[21];\nU(pi, -0.954927263187014, -2.1866653904027786) q[6];\nU(pi/2, pi/4, 0) q[6];\ncx q[6], q[10];\nU(pi/2, -1.5292823978624823, -pi/4) q[6];\nU(pi, pi/2, -pi/2) q[6];\nU(pi/2, 3*pi/4, 0) q[10];\nU(0.8066715494215099, 0.8868440328781277, -pi/2) q[21];\nU(pi/2, -3*pi/4, 0) q[21];\nU(3*pi/4, 0.3180107931895151, pi/2) q[24];\nU(pi/2, -3*pi/4, 0) q[24];\nU(1.6384412717428862, 1.9346172623885716, -1.9346172623885716) q[27];\ncx q[5], q[27];\nU(0, 1.8338053213620418, 1.8338053213620418) q[5];\ncx q[5], q[19];\nU(0, 0.7110470334353312, 0.7110470334353316) q[5];\nU(3*pi/4, -pi/2, 0) q[5];\ncx q[3], q[5];\nU(pi, -pi, -pi/2) q[3];\nU(1.699271056136466, 2.0675721830545086, -2.0675721830545086) q[5];\ncx q[3], q[5];\nU(0, 2.5248605381853295, 1.3488553310901947) q[3];\nU(0, -pi, -pi) q[3];\ncx q[1], q[3];\nU(0, -0.9031252345507621, -3.117422670138943) q[1];\nU(pi/2, -pi, -3*pi/4) q[1];\nU(0, 1.7340967345986567, -0.4802007009895237) q[3];\nU(pi, 3*pi/4, pi/4) q[3];\ncx q[3], q[22];\nU(pi, -pi, -pi/2) q[3];\nU(3*pi/4, 0.732123215685732, pi/2) q[5];\nU(pi/2, 0, 3*pi/4) q[5];\ncx q[0], q[5];\nU(pi/2, -0.5363748954064946, pi/2) q[0];\nU(pi/2, pi/4, 0) q[0];\ncx q[0], q[1];\nU(pi/2, -1.8820369515024564, -pi/4) q[0];\nU(pi, 3*pi/4, pi/4) q[0];\nU(pi/2, 3*pi/4, 0) q[1];\nU(pi, 3*pi/4, pi/4) q[1];\nU(pi/2, 0.06549843889265539, -pi) q[5];\nU(pi/2, -pi, -3*pi/4) q[5];\nU(0, -pi, -pi) q[19];\nU(pi/2, pi/2, -pi) q[19];\ncx q[19], q[20];\nU(pi/2, 2.1862914264118576, pi/2) q[19];\nU(pi/2, pi/2, -pi/2) q[19];\nU(pi/2, -2.7001298576541317, -pi) q[20];\ncx q[17], q[20];\nU(0, -pi, -pi) q[17];\nU(pi/2, 1.870325190138801, 0) q[17];\nU(0, -2.0899337905767514, -2.0899337905767514) q[20];\nU(pi, 3*pi/4, pi/4) q[20];\nU(1.6957774626547921, 2.0610247697517554, -2.0610247697517554) q[22];\ncx q[3], q[22];\nU(0, 1.9316430892671015, 1.9316430892671015) q[3];\nU(pi, pi/2, -pi/2) q[3];\ncx q[3], q[16];\nU(pi, -0.24472271221317232, -1.3260736145817242) q[3];\nU(pi/2, -0.07574195951205276, 0) q[3];\nU(pi/2, 1.3469173871590883, -pi/2) q[16];\nU(pi, 3*pi/4, pi/4) q[16];\ncx q[16], q[23];\nU(pi, -pi, -pi/2) q[16];\nU(3*pi/4, 0.7216935249444099, pi/2) q[22];\nU(1.671670904791248, 2.012811770115416, -2.012811770115416) q[23];\ncx q[16], q[23];\nU(0, 1.8937176996819431, 1.8937176996819423) q[16];\nU(3*pi/4, 0.6458427457740923, pi/2) q[23];\nU(0.9272952180016112, -pi/2, -pi/2) q[23];\ncx q[6], q[23];\nU(pi, -2.936387180653326, 2.936387180653326) q[6];\nU(3*pi/4, -pi/2, 0) q[6];\nU(2.2142974355881813, -1.8297069299118354, pi/2) q[23];\nU(3*pi/4, 0.52601798913429, pi/2) q[27];\nU(pi/4, -pi/2, -pi/2) q[27];\ncx q[8], q[27];\nU(pi, 0.016623640176955057, -1.5874199669718512) q[8];\nU(pi, 3*pi/4, pi/4) q[8];\ncx q[8], q[12];\nU(pi, -pi, -pi/2) q[8];\nU(1.632181740059923, 1.9177162292187901, -1.9177162292187901) q[12];\ncx q[8], q[12];\nU(0, 1.821084331727251, 1.821084331727251) q[8];\nU(pi/2, pi/4, 0) q[8];\ncx q[8], q[9];\nU(pi/2, -pi, -pi/4) q[8];\nU(pi/2, 3*pi/4, 0) q[9];\nU(3*pi/4, 0.5005760098647087, pi/2) q[12];\nU(pi, pi/2, -pi/2) q[12];\ncx q[12], q[15];\nU(pi, -1.3124444991931121, 2.239739717194724) q[12];\nU(pi, pi/2, -pi/2) q[12];\ncx q[12], q[19];\nU(pi, -2.917060032477419, -1.5115348386989425) q[12];\nU(pi/2, pi/4, 0) q[12];\nU(0.8066715494215098, 1.2854164160332342, -pi/2) q[15];\ncx q[15], q[22];\nU(0, -pi, -pi) q[15];\nU(3*pi/4, -pi/2, 0) q[15];\ncx q[14], q[15];\nU(pi, -pi, -pi/2) q[14];\nU(1.9741660534205312, 2.420123291597651, -2.4201232915976516) q[15];\ncx q[14], q[15];\nU(0, 3.0332670631456597, 1.4624707363507632) q[14];\nU(pi/2, -pi, -3*pi/4) q[14];\ncx q[12], q[14];\nU(pi/2, -2.6025391319473337, -pi/4) q[12];\nU(pi, 3*pi/4, pi/4) q[12];\nU(pi/2, 3*pi/4, 0) q[14];\nU(3*pi/4, -pi/2, 0) q[14];\nU(3*pi/4, 1.3541451459066307, pi/2) q[15];\nU(pi/2, 1.6295521495106193, 0) q[15];\nU(pi/2, pi/2, -pi/2) q[19];\ncx q[16], q[19];\nU(0, 1.602803636804289, 0.6755084188026772) q[16];\nU(0, -0.553009835717039, 2.588582817872754) q[19];\nU(0, 2.4113308781615537, -2.017263993014808) q[22];\nU(3*pi/4, -pi/2, 0) q[22];\ncx q[20], q[22];\nU(pi, -pi, -pi/2) q[20];\nU(1.6465553955446444, 1.9553332216586092, -1.955333221658609) q[22];\ncx q[20], q[22];\nU(0, -2.587715716435353, 1.7298821442495749) q[20];\nU(3*pi/4, 0.5574124215136087, pi/2) q[22];\ncx q[10], q[22];\nU(0, -pi, -pi) q[10];\nU(0, -1.291352438296504, 1.601530226199766) q[22];\nU(3*pi/4, -1.8020837792541773, pi/2) q[27];\nU(pi/2, 0, 3*pi/4) q[27];\nU(0, -pi, -pi) q[28];\nU(pi/2, 0, 3*pi/4) q[28];\ncx q[24], q[28];\nU(pi/2, -pi, -pi/4) q[24];\nU(0.3066821590539081, pi/2, -pi/2) q[24];\ncx q[13], q[24];\nU(0, 0.27951067435056576, 0.9230117831438509) q[13];\nU(pi/2, pi/4, 0) q[13];\ncx q[13], q[25];\nU(pi/2, -2.161373393331509, -pi/4) q[13];\ncx q[8], q[13];\nU(0, -3.0665532309713432, -3.0665532309713432) q[8];\nU(0, -pi, -pi) q[13];\nU(pi/2, -pi, -3*pi/4) q[13];\nU(0.3066821590539085, -pi/2, pi/2) q[24];\nU(pi/2, -pi, -3*pi/4) q[24];\ncx q[7], q[24];\nU(pi/2, -pi, 0.0757419595120532) q[7];\nU(pi, pi/2, -pi/2) q[7];\nU(pi/2, -0.8059214767594494, 0) q[24];\nU(pi/2, 0, 3*pi/4) q[24];\ncx q[21], q[24];\nU(pi/2, -0.9957104620414796, -pi/4) q[21];\nU(pi/2, -pi, -3*pi/4) q[21];\ncx q[17], q[21];\nU(pi/2, -2.2101237585616484, -1.8703251901388005) q[17];\nU(3*pi/4, -pi/2, 0) q[17];\nU(pi/2, 2.6524365831307257, 0) q[21];\nU(pi/2, -3*pi/4, -pi) q[24];\nU(pi/2, -pi, -3*pi/4) q[24];\ncx q[15], q[24];\nU(pi/2, -0.9747329447718878, -1.6295521495106196) q[15];\nU(pi/2, 2.9563640941624456, 0) q[24];\nU(3*pi/4, -pi/2, 0) q[24];\nU(pi/2, -2.6108744223411495, 0) q[25];\nU(pi/2, pi/4, 0) q[25];\nU(pi/2, -2.0498536543652923, -pi) q[28];\nU(1.4464413322481349, -pi/2, -pi/2) q[28];\ncx q[4], q[28];\nU(pi, -0.14547903535950546, -2.0688184002286754) q[4];\nU(pi/2, 1.7126933813990606, -pi) q[4];\ncx q[4], q[11];\nU(pi/2, 1.7591037743003373, -1.712693381399061) q[4];\nU(pi, 3*pi/4, pi/4) q[4];\nU(pi/2, 1.535358716266387, 0) q[11];\ncx q[9], q[11];\nU(3*pi/4, -pi/2, 0) q[9];\ncx q[0], q[9];\nU(pi, -pi, -pi/2) q[0];\nU(1.669462348217701, 2.0080928563010634, -2.008092856301064) q[9];\ncx q[0], q[9];\nU(0, 1.8900485720369335, 1.8900485720369344) q[0];\nU(pi/2, pi/4, 0) q[0];\ncx q[0], q[13];\nU(pi/2, -pi, -pi/4) q[0];\nU(pi, 3*pi/4, pi/4) q[0];\ncx q[0], q[6];\nU(pi, -pi, -pi/2) q[0];\nU(1.6291058212890044, 1.9090767089207077, -1.9090767089207077) q[6];\ncx q[0], q[6];\nU(0, 1.8146099171987151, 1.8146099171987151) q[0];\nU(3*pi/4, 0.4876271808076371, pi/2) q[6];\nU(3*pi/4, 0.6385044904840749, pi/2) q[9];\nU(pi/2, pi/2, -pi/2) q[9];\nU(0, -pi, -pi) q[11];\nU(pi/2, pi/4, 0) q[11];\nU(pi/2, -2.6654093421614817, 0) q[13];\nU(pi, 3*pi/4, pi/4) q[13];\ncx q[13], q[24];\nU(pi, -pi, -pi/2) q[13];\nU(1.8484015056155092, 2.2861728004593544, -2.2861728004593544) q[24];\ncx q[13], q[24];\nU(0, 2.9071493185511184, 1.3363529917562218) q[13];\nU(3*pi/4, 1.101909656717547, pi/2) q[24];\nU(1.6951513213416587, -2.828103766448715, pi/2) q[28];\nU(3*pi/4, -pi/2, 0) q[28];\ncx q[2], q[28];\nU(pi, -pi, -pi/2) q[2];\nU(1.62303509535477, 1.89129111141823, -1.89129111141823) q[28];\ncx q[2], q[28];\nU(0, 1.8013391776066685, 1.8013391776066685) q[2];\nU(pi/2, -3*pi/4, 0) q[2];\ncx q[2], q[27];\nU(pi/2, -pi, -pi/4) q[2];\nU(pi, 3*pi/4, pi/4) q[2];\nU(pi/2, -1.2054318902729872, -pi) q[27];\nU(pi/2, -pi, -3*pi/4) q[27];\ncx q[25], q[27];\nU(pi/2, -pi, -pi/4) q[25];\nU(pi/2, -2.943691791617983, 0) q[27];\nU(pi/2, -pi, -3*pi/4) q[27];\ncx q[11], q[27];\nU(pi/2, -pi, -pi/4) q[11];\nU(pi/2, -2.157026006281188, 0) q[27];\nU(3*pi/4, 0.4610857016235448, pi/2) q[28];\nU(pi/2, -pi, -3*pi/4) q[28];\ncx q[26], q[28];\nU(pi/2, -pi, -pi/4) q[26];\nU(3*pi/4, -pi/2, 0) q[26];\ncx q[2], q[26];\nU(pi, -pi, -pi/2) q[2];\nU(1.703648033463196, 2.075637514069724, -2.075637514069724) q[26];\ncx q[2], q[26];\nU(0, 2.53130660985322, 1.3553014027580854) q[2];\nU(pi/2, pi/2, 0) q[2];\ncx q[2], q[18];\nU(pi/2, -2.1230362615755123, -pi/2) q[2];\nU(pi/2, 3.0995979739827186, 0) q[18];\nU(pi/2, -pi, -3*pi/4) q[18];\ncx q[3], q[18];\nU(pi/2, -2.745580827827162, 0.0757419595120532) q[3];\nU(pi, 3*pi/4, pi/4) q[3];\ncx q[3], q[17];\nU(pi, -pi, -pi/2) q[3];\nU(1.861845045261562, 2.3020351626628344, -2.302035162662835) q[17];\ncx q[3], q[17];\nU(0, 2.9215116650243633, 1.3507153382294668) q[3];\nU(3*pi/4, 1.130634349664036, pi/2) q[17];\nU(pi/2, 3*pi/4, 0) q[18];\nU(3*pi/4, -pi/2, 0) q[18];\ncx q[12], q[18];\nU(pi, -pi, -pi/2) q[12];\nU(1.9488767152588724, 2.3954607628125686, -2.3954607628125686) q[18];\ncx q[12], q[18];\nU(0, 3.0091877154257416, 1.438391388630846) q[12];\nU(3*pi/4, 1.3059864504667935, pi/2) q[18];\nU(3*pi/4, 0.745015359021513, pi/2) q[26];\nU(3*pi/4, pi/2, pi/2) q[26];\ncx q[7], q[26];\nU(pi, -2.027955881305806, -2.289641979379122) q[7];\ncx q[7], q[25];\nU(0, -pi, -pi) q[25];\nU(pi/4, -0.34993086193466283, -pi/2) q[26];\nU(0.7531512809621937, -pi/2, pi/2) q[26];\ncx q[8], q[26];\nU(0, -0.06014019523858494, 0.8671550227630274) q[8];\nU(3*pi/4, -pi/2, 0) q[8];\nU(0.7531512809621941, 2.4191002300741715, -pi/2) q[26];\nU(pi/2, 3*pi/4, 0) q[28];\nU(3*pi/4, -pi/2, 0) q[28];\ncx q[4], q[28];\nU(pi, -pi, -pi/2) q[4];\nU(1.5888503910696923, 1.7602515748507148, -1.7602515748507148) q[28];\ncx q[4], q[28];\nU(0, 1.7055656843830134, 1.7055656843830134) q[4];\nU(pi/2, -1.4940244355251178, 0) q[4];\ncx q[4], q[5];\nU(pi/2, -2.605114619022233, 1.4940244355251187) q[4];\ncx q[2], q[4];\nU(pi, 3*pi/4, pi/4) q[2];\nU(0, -pi, -pi) q[4];\nU(pi/2, 2.632422535426226, 0) q[5];\nU(3*pi/4, 1.9846108166198588, pi/2) q[28];\nU(3*pi/4, -pi/2, 0) q[28];\ncx q[1], q[28];\nU(pi, -pi, -pi/2) q[1];\nU(1.6406964289860098, 1.9405017574598125, -1.9405017574598122) q[28];\ncx q[1], q[28];\nU(0, 1.8382522087152937, 1.8382522087152937) q[1];\ncx q[1], q[9];\nU(0, 1.4616177307177223, 1.1313203758884685) q[1];\nU(pi, 3*pi/4, pi/4) q[1];\ncx q[1], q[8];\nU(pi, -pi, -pi/2) q[1];\nU(1.588895644624803, 1.760487459735355, -1.760487459735355) q[8];\ncx q[1], q[8];\nU(0, 1.7057354951356896, 1.7057354951356896) q[1];\nU(3*pi/4, 0.269878336681586, pi/2) q[8];\nU(pi/2, -0.04088126483731491, pi/2) q[9];\nU(pi, 3*pi/4, pi/4) q[9];\ncx q[9], q[14];\nU(pi, -pi, -pi/2) q[9];\nU(1.603093928624559, 1.8236080644245032, -1.8236080644245034) q[14];\ncx q[9], q[14];\nU(0, 1.7514775138228025, 1.7514775138228025) q[9];\nU(3*pi/4, 0.36136237405581273, pi/2) q[14];\nU(3*pi/4, 0.5349117638407948, pi/2) q[28];\ncx q[5], q[28];\nU(0, -1.724121738886889, 2.3447661327045157) q[5];\nU(3*pi/4, -pi/2, 0) q[5];\ncx q[2], q[5];\nU(pi, -pi, -pi/2) q[2];\nU(1.8206937128377154, 2.2519840029201497, -2.2519840029201488) q[5];\ncx q[2], q[5];\nU(0, 2.8766751762960947, 1.3058788495011981) q[2];\nU(3*pi/4, 1.040961372207498, pi/2) q[5];\nc[0] = measure q[0];\nc[1] = measure q[1];\nc[2] = measure q[2];\nc[3] = measure q[3];\nc[4] = measure q[4];\nc[5] = measure q[5];\nc[6] = measure q[6];\nc[7] = measure q[7];\nc[8] = measure q[8];\nc[9] = measure q[9];\nc[10] = measure q[10];\nc[11] = measure q[11];\nc[12] = measure q[12];\nc[13] = measure q[13];\nc[14] = measure q[14];\nc[15] = measure q[15];\nc[16] = measure q[16];\nc[17] = measure q[17];\nc[18] = measure q[18];\nc[19] = measure q[19];\nc[20] = measure q[20];\nc[21] = measure q[21];\nc[22] = measure q[22];\nc[23] = measure q[23];\nc[24] = measure q[24];\nc[25] = measure q[25];\nc[26] = measure q[26];\nc[27] = measure q[27];\nc[28] = measure q[28];\n","offset":"00110110000110011101100111110","cx_count":210,"protocol":"hcs","syndrome":"001101100110001","generator":["01101110000010","10100000100101","00100100111001","11110110100100","00110011111101","10000000100000","01100001111100","10000001000100","01001001000110","10001101100011","00000000111010","10011111100110","01100001110110","01001000000111","01000000110010","11000001000110","11110110100101","11100010110000","01000000000001","00110110000000","00100100110111","11100110000010","00000000111001","01100001001110","10000001000100","10100101000001","01010111100111","00100100000000","10000001100100"],"parity_check":["01110010110101000000000000000","00110110010110100000000000000","00110101011100010000000000000","01000100100100001000000000000","10001101001110000110000000000","00011110010100000001000000000","11110001111100000100100000000","10110101111100000000010000000","10111001011010000100001000000","11101101111100000100000100000","00000001000000000000000010000","00011111000000000000000001000","10111000110110000100000000100","10011001011010000100000000010","11110001001110000100000000001"],"on_device_graph":false},"analytics":{"shots":256,"protocol":"hcs","pass_ci95":[0.985694,1.0],"check_bias":{"mean":1.0,"mean_ci95":[1.0,1.0],"per_check":[1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0],"total_checks":15,"check_weights":[8,8,8,5,9,7,11,10,10,12,2,6,10,9,10],"significant_checks":15},"frozen_bits":[],"rank_evaluable":true,"joint_structure":{"p":0.0033,"delta":0.9625,"verdict":true,"checks_tested":15},"analytics_version":1},"annotation":"IonQ cloud simulator, not QPU hardware"},{"definition_id":"fermion_quench","definition_version":1,"device":"ionq.simulator","hardware_key":"ionq:simulator","state":"failed","created_at":"2026-07-13T15:22:42.368742Z","scored_at":"2026-07-13T16:25:00.669460Z","scores":null,"error":"provider.error","instance":{"n":29,"seed":13351912204259190947,"qasm3":"OPENQASM 3.0;\ninclude \"stdgates.inc\";\nbit[29] c;\nqubit[29] q;\nx q[0];\nx q[2];\nx q[4];\nx q[6];\nx q[8];\nx q[10];\nx q[12];\nx q[14];\nx q[16];\nx q[18];\nx q[20];\nx q[22];\nx q[24];\nx q[26];\nx q[28];\nh q[0];\nh q[1];\ncx q[0], q[1];\nrz(0.39386) q[1];\ncx q[0], q[1];\nh q[0];\nh q[1];\nsdg q[0];\nsdg q[1];\nh q[0];\nh q[1];\ncx q[0], q[1];\nrz(0.39386) q[1];\ncx q[0], q[1];\nh q[0];\nh q[1];\ns q[0];\ns q[1];\nh q[2];\nh q[3];\ncx q[2], q[3];\nrz(0.39386) q[3];\ncx q[2], q[3];\nh q[2];\nh q[3];\nsdg q[2];\nsdg q[3];\nh q[2];\nh q[3];\ncx q[2], q[3];\nrz(0.39386) q[3];\ncx q[2], q[3];\nh q[2];\nh q[3];\ns q[2];\ns q[3];\nh q[4];\nh q[5];\ncx q[4], q[5];\nrz(0.39386) q[5];\ncx q[4], q[5];\nh q[4];\nh q[5];\nsdg q[4];\nsdg q[5];\nh q[4];\nh q[5];\ncx q[4], q[5];\nrz(0.39386) q[5];\ncx q[4], q[5];\nh q[4];\nh q[5];\ns q[4];\ns q[5];\nh q[6];\nh q[7];\ncx q[6], q[7];\nrz(0.39386) q[7];\ncx q[6], q[7];\nh q[6];\nh q[7];\nsdg q[6];\nsdg q[7];\nh q[6];\nh q[7];\ncx q[6], q[7];\nrz(0.39386) q[7];\ncx q[6], q[7];\nh q[6];\nh q[7];\ns q[6];\ns q[7];\nh q[8];\nh q[9];\ncx q[8], q[9];\nrz(0.39386) q[9];\ncx q[8], q[9];\nh q[8];\nh q[9];\nsdg q[8];\nsdg q[9];\nh q[8];\nh q[9];\ncx q[8], q[9];\nrz(0.39386) q[9];\ncx q[8], q[9];\nh q[8];\nh q[9];\ns q[8];\ns q[9];\nh q[10];\nh q[11];\ncx q[10], q[11];\nrz(0.39386) q[11];\ncx q[10], q[11];\nh q[10];\nh q[11];\nsdg q[10];\nsdg q[11];\nh q[10];\nh q[11];\ncx q[10], q[11];\nrz(0.39386) q[11];\ncx q[10], q[11];\nh q[10];\nh q[11];\ns q[10];\ns q[11];\nh q[12];\nh q[13];\ncx q[12], q[13];\nrz(0.39386) q[13];\ncx q[12], q[13];\nh q[12];\nh q[13];\nsdg q[12];\nsdg q[13];\nh q[12];\nh q[13];\ncx q[12], q[13];\nrz(0.39386) q[13];\ncx q[12], q[13];\nh q[12];\nh q[13];\ns q[12];\ns q[13];\nh q[14];\nh q[15];\ncx q[14], q[15];\nrz(0.39386) q[15];\ncx q[14], q[15];\nh q[14];\nh q[15];\nsdg q[14];\nsdg q[15];\nh q[14];\nh q[15];\ncx q[14], q[15];\nrz(0.39386) q[15];\ncx q[14], q[15];\nh q[14];\nh q[15];\ns q[14];\ns q[15];\nh q[16];\nh q[17];\ncx q[16], q[17];\nrz(0.39386) q[17];\ncx q[16], q[17];\nh q[16];\nh q[17];\nsdg q[16];\nsdg q[17];\nh q[16];\nh q[17];\ncx q[16], q[17];\nrz(0.39386) q[17];\ncx q[16], q[17];\nh q[16];\nh q[17];\ns q[16];\ns q[17];\nh q[18];\nh q[19];\ncx q[18], q[19];\nrz(0.39386) q[19];\ncx q[18], q[19];\nh q[18];\nh q[19];\nsdg q[18];\nsdg q[19];\nh q[18];\nh q[19];\ncx q[18], q[19];\nrz(0.39386) q[19];\ncx q[18], q[19];\nh q[18];\nh q[19];\ns q[18];\ns q[19];\nh q[20];\nh q[21];\ncx q[20], q[21];\nrz(0.39386) q[21];\ncx q[20], q[21];\nh q[20];\nh q[21];\nsdg q[20];\nsdg q[21];\nh q[20];\nh q[21];\ncx q[20], q[21];\nrz(0.39386) q[21];\ncx q[20], q[21];\nh q[20];\nh q[21];\ns q[20];\ns q[21];\nh q[22];\nh q[23];\ncx q[22], q[23];\nrz(0.39386) q[23];\ncx q[22], q[23];\nh q[22];\nh q[23];\nsdg q[22];\nsdg q[23];\nh q[22];\nh q[23];\ncx q[22], q[23];\nrz(0.39386) q[23];\ncx q[22], q[23];\nh q[22];\nh q[23];\ns q[22];\ns q[23];\nh q[24];\nh q[25];\ncx q[24], q[25];\nrz(0.39386) q[25];\ncx q[24], q[25];\nh q[24];\nh q[25];\nsdg q[24];\nsdg q[25];\nh q[24];\nh q[25];\ncx q[24], q[25];\nrz(0.39386) q[25];\ncx q[24], q[25];\nh q[24];\nh q[25];\ns q[24];\ns q[25];\nh q[26];\nh q[27];\ncx q[26], q[27];\nrz(0.39386) q[27];\ncx q[26], q[27];\nh q[26];\nh q[27];\nsdg q[26];\nsdg q[27];\nh q[26];\nh q[27];\ncx q[26], q[27];\nrz(0.39386) q[27];\ncx q[26], q[27];\nh q[26];\nh q[27];\ns q[26];\ns q[27];\nh q[1];\nh q[2];\ncx q[1], q[2];\nrz(0.76888) q[2];\ncx q[1], q[2];\nh q[1];\nh q[2];\nsdg q[1];\nsdg q[2];\nh q[1];\nh q[2];\ncx q[1], q[2];\nrz(0.76888) q[2];\ncx q[1], q[2];\nh q[1];\nh q[2];\ns q[1];\ns q[2];\nh q[3];\nh q[4];\ncx q[3], q[4];\nrz(0.76888) q[4];\ncx q[3], q[4];\nh q[3];\nh q[4];\nsdg q[3];\nsdg q[4];\nh q[3];\nh q[4];\ncx q[3], q[4];\nrz(0.76888) q[4];\ncx q[3], q[4];\nh q[3];\nh q[4];\ns q[3];\ns q[4];\nh q[5];\nh q[6];\ncx q[5], q[6];\nrz(0.76888) q[6];\ncx q[5], q[6];\nh q[5];\nh q[6];\nsdg q[5];\nsdg q[6];\nh q[5];\nh q[6];\ncx q[5], q[6];\nrz(0.76888) q[6];\ncx q[5], q[6];\nh q[5];\nh q[6];\ns q[5];\ns q[6];\nh q[7];\nh q[8];\ncx q[7], q[8];\nrz(0.76888) q[8];\ncx q[7], q[8];\nh q[7];\nh q[8];\nsdg q[7];\nsdg q[8];\nh q[7];\nh q[8];\ncx q[7], q[8];\nrz(0.76888) q[8];\ncx q[7], q[8];\nh q[7];\nh q[8];\ns q[7];\ns q[8];\nh q[9];\nh q[10];\ncx q[9], q[10];\nrz(0.76888) q[10];\ncx q[9], q[10];\nh q[9];\nh q[10];\nsdg q[9];\nsdg q[10];\nh q[9];\nh q[10];\ncx q[9], q[10];\nrz(0.76888) q[10];\ncx q[9], q[10];\nh q[9];\nh q[10];\ns q[9];\ns q[10];\nh q[11];\nh q[12];\ncx q[11], q[12];\nrz(0.76888) q[12];\ncx q[11], q[12];\nh q[11];\nh q[12];\nsdg q[11];\nsdg q[12];\nh q[11];\nh q[12];\ncx q[11], q[12];\nrz(0.76888) q[12];\ncx q[11], q[12];\nh q[11];\nh q[12];\ns q[11];\ns q[12];\nh q[13];\nh q[14];\ncx q[13], q[14];\nrz(0.76888) q[14];\ncx q[13], q[14];\nh q[13];\nh q[14];\nsdg q[13];\nsdg q[14];\nh q[13];\nh q[14];\ncx q[13], q[14];\nrz(0.76888) q[14];\ncx q[13], q[14];\nh q[13];\nh q[14];\ns q[13];\ns q[14];\nh q[15];\nh q[16];\ncx q[15], q[16];\nrz(0.76888) q[16];\ncx q[15], q[16];\nh q[15];\nh q[16];\nsdg q[15];\nsdg q[16];\nh q[15];\nh q[16];\ncx q[15], q[16];\nrz(0.76888) q[16];\ncx q[15], q[16];\nh q[15];\nh q[16];\ns q[15];\ns q[16];\nh q[17];\nh q[18];\ncx q[17], q[18];\nrz(0.76888) q[18];\ncx q[17], q[18];\nh q[17];\nh q[18];\nsdg q[17];\nsdg q[18];\nh q[17];\nh q[18];\ncx q[17], q[18];\nrz(0.76888) q[18];\ncx q[17], q[18];\nh q[17];\nh q[18];\ns q[17];\ns q[18];\nh q[19];\nh q[20];\ncx q[19], q[20];\nrz(0.76888) q[20];\ncx q[19], q[20];\nh q[19];\nh q[20];\nsdg q[19];\nsdg q[20];\nh q[19];\nh q[20];\ncx q[19], q[20];\nrz(0.76888) q[20];\ncx q[19], q[20];\nh q[19];\nh q[20];\ns q[19];\ns q[20];\nh q[21];\nh q[22];\ncx q[21], q[22];\nrz(0.76888) q[22];\ncx q[21], q[22];\nh q[21];\nh q[22];\nsdg q[21];\nsdg q[22];\nh q[21];\nh q[22];\ncx q[21], q[22];\nrz(0.76888) q[22];\ncx q[21], q[22];\nh q[21];\nh q[22];\ns q[21];\ns q[22];\nh q[23];\nh q[24];\ncx q[23], q[24];\nrz(0.76888) q[24];\ncx q[23], q[24];\nh q[23];\nh q[24];\nsdg q[23];\nsdg q[24];\nh q[23];\nh q[24];\ncx q[23], q[24];\nrz(0.76888) q[24];\ncx q[23], q[24];\nh q[23];\nh q[24];\ns q[23];\ns q[24];\nh q[25];\nh q[26];\ncx q[25], q[26];\nrz(0.76888) q[26];\ncx q[25], q[26];\nh q[25];\nh q[26];\nsdg q[25];\nsdg q[26];\nh q[25];\nh q[26];\ncx q[25], q[26];\nrz(0.76888) q[26];\ncx q[25], q[26];\nh q[25];\nh q[26];\ns q[25];\ns q[26];\nh q[27];\nh q[28];\ncx q[27], q[28];\nrz(0.76888) q[28];\ncx q[27], q[28];\nh q[27];\nh q[28];\nsdg q[27];\nsdg q[28];\nh q[27];\nh q[28];\ncx q[27], q[28];\nrz(0.76888) q[28];\ncx q[27], q[28];\nh q[27];\nh q[28];\ns q[27];\ns q[28];\nh q[0];\nh q[1];\ncx q[0], q[1];\nrz(0.597663) q[1];\ncx q[0], q[1];\nh q[0];\nh q[1];\nsdg q[0];\nsdg q[1];\nh q[0];\nh q[1];\ncx q[0], q[1];\nrz(0.597663) q[1];\ncx q[0], q[1];\nh q[0];\nh q[1];\ns q[0];\ns q[1];\nh q[2];\nh q[3];\ncx q[2], q[3];\nrz(0.597663) q[3];\ncx q[2], q[3];\nh q[2];\nh q[3];\nsdg q[2];\nsdg q[3];\nh q[2];\nh q[3];\ncx q[2], q[3];\nrz(0.597663) q[3];\ncx q[2], q[3];\nh q[2];\nh q[3];\ns q[2];\ns q[3];\nh q[4];\nh q[5];\ncx q[4], q[5];\nrz(0.597663) q[5];\ncx q[4], q[5];\nh q[4];\nh q[5];\nsdg q[4];\nsdg q[5];\nh q[4];\nh q[5];\ncx q[4], q[5];\nrz(0.597663) q[5];\ncx q[4], q[5];\nh q[4];\nh q[5];\ns q[4];\ns q[5];\nh q[6];\nh q[7];\ncx q[6], q[7];\nrz(0.597663) q[7];\ncx q[6], q[7];\nh q[6];\nh q[7];\nsdg q[6];\nsdg q[7];\nh q[6];\nh q[7];\ncx q[6], q[7];\nrz(0.597663) q[7];\ncx q[6], q[7];\nh q[6];\nh q[7];\ns q[6];\ns q[7];\nh q[8];\nh q[9];\ncx q[8], q[9];\nrz(0.597663) q[9];\ncx q[8], q[9];\nh q[8];\nh q[9];\nsdg q[8];\nsdg q[9];\nh q[8];\nh q[9];\ncx q[8], q[9];\nrz(0.597663) q[9];\ncx q[8], q[9];\nh q[8];\nh q[9];\ns q[8];\ns q[9];\nh q[10];\nh q[11];\ncx q[10], q[11];\nrz(0.597663) q[11];\ncx q[10], q[11];\nh q[10];\nh q[11];\nsdg q[10];\nsdg q[11];\nh q[10];\nh q[11];\ncx q[10], q[11];\nrz(0.597663) q[11];\ncx q[10], q[11];\nh q[10];\nh q[11];\ns q[10];\ns q[11];\nh q[12];\nh q[13];\ncx q[12], q[13];\nrz(0.597663) q[13];\ncx q[12], q[13];\nh q[12];\nh q[13];\nsdg q[12];\nsdg q[13];\nh q[12];\nh q[13];\ncx q[12], q[13];\nrz(0.597663) q[13];\ncx q[12], q[13];\nh q[12];\nh q[13];\ns q[12];\ns q[13];\nh q[14];\nh q[15];\ncx q[14], q[15];\nrz(0.597663) q[15];\ncx q[14], q[15];\nh q[14];\nh q[15];\nsdg q[14];\nsdg q[15];\nh q[14];\nh q[15];\ncx q[14], q[15];\nrz(0.597663) q[15];\ncx q[14], q[15];\nh q[14];\nh q[15];\ns q[14];\ns q[15];\nh q[16];\nh q[17];\ncx q[16], q[17];\nrz(0.597663) q[17];\ncx q[16], q[17];\nh q[16];\nh q[17];\nsdg q[16];\nsdg q[17];\nh q[16];\nh q[17];\ncx q[16], q[17];\nrz(0.597663) q[17];\ncx q[16], q[17];\nh q[16];\nh q[17];\ns q[16];\ns q[17];\nh q[18];\nh q[19];\ncx q[18], q[19];\nrz(0.597663) q[19];\ncx q[18], q[19];\nh q[18];\nh q[19];\nsdg q[18];\nsdg q[19];\nh q[18];\nh q[19];\ncx q[18], q[19];\nrz(0.597663) q[19];\ncx q[18], q[19];\nh q[18];\nh q[19];\ns q[18];\ns q[19];\nh q[20];\nh q[21];\ncx q[20], q[21];\nrz(0.597663) q[21];\ncx q[20], q[21];\nh q[20];\nh q[21];\nsdg q[20];\nsdg q[21];\nh q[20];\nh q[21];\ncx q[20], q[21];\nrz(0.597663) q[21];\ncx q[20], q[21];\nh q[20];\nh q[21];\ns q[20];\ns q[21];\nh q[22];\nh q[23];\ncx q[22], q[23];\nrz(0.597663) q[23];\ncx q[22], q[23];\nh q[22];\nh q[23];\nsdg q[22];\nsdg q[23];\nh q[22];\nh q[23];\ncx q[22], q[23];\nrz(0.597663) q[23];\ncx q[22], q[23];\nh q[22];\nh q[23];\ns q[22];\ns q[23];\nh q[24];\nh q[25];\ncx q[24], q[25];\nrz(0.597663) q[25];\ncx q[24], q[25];\nh q[24];\nh q[25];\nsdg q[24];\nsdg q[25];\nh q[24];\nh q[25];\ncx q[24], q[25];\nrz(0.597663) q[25];\ncx q[24], q[25];\nh q[24];\nh q[25];\ns q[24];\ns q[25];\nh q[26];\nh q[27];\ncx q[26], q[27];\nrz(0.597663) q[27];\ncx q[26], q[27];\nh q[26];\nh q[27];\nsdg q[26];\nsdg q[27];\nh q[26];\nh q[27];\ncx q[26], q[27];\nrz(0.597663) q[27];\ncx q[26], q[27];\nh q[26];\nh q[27];\ns q[26];\ns q[27];\nh q[1];\nh q[2];\ncx q[1], q[2];\nrz(0.548104) q[2];\ncx q[1], q[2];\nh q[1];\nh q[2];\nsdg q[1];\nsdg q[2];\nh q[1];\nh q[2];\ncx q[1], q[2];\nrz(0.548104) q[2];\ncx q[1], q[2];\nh q[1];\nh q[2];\ns q[1];\ns q[2];\nh q[3];\nh q[4];\ncx q[3], q[4];\nrz(0.548104) q[4];\ncx q[3], q[4];\nh q[3];\nh q[4];\nsdg q[3];\nsdg q[4];\nh q[3];\nh q[4];\ncx q[3], q[4];\nrz(0.548104) q[4];\ncx q[3], q[4];\nh q[3];\nh q[4];\ns q[3];\ns q[4];\nh q[5];\nh q[6];\ncx q[5], q[6];\nrz(0.548104) q[6];\ncx q[5], q[6];\nh q[5];\nh q[6];\nsdg q[5];\nsdg q[6];\nh q[5];\nh q[6];\ncx q[5], q[6];\nrz(0.548104) q[6];\ncx q[5], q[6];\nh q[5];\nh q[6];\ns q[5];\ns q[6];\nh q[7];\nh q[8];\ncx q[7], q[8];\nrz(0.548104) q[8];\ncx q[7], q[8];\nh q[7];\nh q[8];\nsdg q[7];\nsdg q[8];\nh q[7];\nh q[8];\ncx q[7], q[8];\nrz(0.548104) q[8];\ncx q[7], q[8];\nh q[7];\nh q[8];\ns q[7];\ns q[8];\nh q[9];\nh q[10];\ncx q[9], q[10];\nrz(0.548104) q[10];\ncx q[9], q[10];\nh q[9];\nh q[10];\nsdg q[9];\nsdg q[10];\nh q[9];\nh q[10];\ncx q[9], q[10];\nrz(0.548104) q[10];\ncx q[9], q[10];\nh q[9];\nh q[10];\ns q[9];\ns q[10];\nh q[11];\nh q[12];\ncx q[11], q[12];\nrz(0.548104) q[12];\ncx q[11], q[12];\nh q[11];\nh q[12];\nsdg q[11];\nsdg q[12];\nh q[11];\nh q[12];\ncx q[11], q[12];\nrz(0.548104) q[12];\ncx q[11], q[12];\nh q[11];\nh q[12];\ns q[11];\ns q[12];\nh q[13];\nh q[14];\ncx q[13], q[14];\nrz(0.548104) q[14];\ncx q[13], q[14];\nh q[13];\nh q[14];\nsdg q[13];\nsdg q[14];\nh q[13];\nh q[14];\ncx q[13], q[14];\nrz(0.548104) q[14];\ncx q[13], q[14];\nh q[13];\nh q[14];\ns q[13];\ns q[14];\nh q[15];\nh q[16];\ncx q[15], q[16];\nrz(0.548104) q[16];\ncx q[15], q[16];\nh q[15];\nh q[16];\nsdg q[15];\nsdg q[16];\nh q[15];\nh q[16];\ncx q[15], q[16];\nrz(0.548104) q[16];\ncx q[15], q[16];\nh q[15];\nh q[16];\ns q[15];\ns q[16];\nh q[17];\nh q[18];\ncx q[17], q[18];\nrz(0.548104) q[18];\ncx q[17], q[18];\nh q[17];\nh q[18];\nsdg q[17];\nsdg q[18];\nh q[17];\nh q[18];\ncx q[17], q[18];\nrz(0.548104) q[18];\ncx q[17], q[18];\nh q[17];\nh q[18];\ns q[17];\ns q[18];\nh q[19];\nh q[20];\ncx q[19], q[20];\nrz(0.548104) q[20];\ncx q[19], q[20];\nh q[19];\nh q[20];\nsdg q[19];\nsdg q[20];\nh q[19];\nh q[20];\ncx q[19], q[20];\nrz(0.548104) q[20];\ncx q[19], q[20];\nh q[19];\nh q[20];\ns q[19];\ns q[20];\nh q[21];\nh q[22];\ncx q[21], q[22];\nrz(0.548104) q[22];\ncx q[21], q[22];\nh q[21];\nh q[22];\nsdg q[21];\nsdg q[22];\nh q[21];\nh q[22];\ncx q[21], q[22];\nrz(0.548104) q[22];\ncx q[21], q[22];\nh q[21];\nh q[22];\ns q[21];\ns q[22];\nh q[23];\nh q[24];\ncx q[23], q[24];\nrz(0.548104) q[24];\ncx q[23], q[24];\nh q[23];\nh q[24];\nsdg q[23];\nsdg q[24];\nh q[23];\nh q[24];\ncx q[23], q[24];\nrz(0.548104) q[24];\ncx q[23], q[24];\nh q[23];\nh q[24];\ns q[23];\ns q[24];\nh q[25];\nh q[26];\ncx q[25], q[26];\nrz(0.548104) q[26];\ncx q[25], q[26];\nh q[25];\nh q[26];\nsdg q[25];\nsdg q[26];\nh q[25];\nh q[26];\ncx q[25], q[26];\nrz(0.548104) q[26];\ncx q[25], q[26];\nh q[25];\nh q[26];\ns q[25];\ns q[26];\nh q[27];\nh q[28];\ncx q[27], q[28];\nrz(0.548104) q[28];\ncx q[27], q[28];\nh q[27];\nh q[28];\nsdg q[27];\nsdg q[28];\nh q[27];\nh q[28];\ncx q[27], q[28];\nrz(0.548104) q[28];\ncx q[27], q[28];\nh q[27];\nh q[28];\ns q[27];\ns q[28];\nc[0] = measure q[0];\nc[1] = measure q[1];\nc[2] = measure q[2];\nc[3] = measure q[3];\nc[4] = measure q[4];\nc[5] = measure q[5];\nc[6] = measure q[6];\nc[7] = measure q[7];\nc[8] = measure q[8];\nc[9] = measure q[9];\nc[10] = measure q[10];\nc[11] = measure q[11];\nc[12] = measure q[12];\nc[13] = measure q[13];\nc[14] = measure q[14];\nc[15] = measure q[15];\nc[16] = measure q[16];\nc[17] = measure q[17];\nc[18] = measure q[18];\nc[19] = measure q[19];\nc[20] = measure q[20];\nc[21] = measure q[21];\nc[22] = measure q[22];\nc[23] = measure q[23];\nc[24] = measure q[24];\nc[25] = measure q[25];\nc[26] = measure q[26];\nc[27] = measure q[27];\nc[28] = measure q[28];\n","sites":[0,1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28],"thetas":[0.39386,0.76888,0.597663,0.548104],"protocol":"fermion_quench","particles":15,"chain_length":29,"on_device_graph":false,"expected_imbalance":-0.25019,"initial_occupation":"10101010101010101010101010101","expected_occupations":[0.50041,0.742158,0.432498,0.643604,0.356396,0.643604,0.356396,0.643604,0.356396,0.643604,0.356396,0.643604,0.356396,0.643604,0.356396,0.643604,0.356396,0.643604,0.356396,0.643604,0.356396,0.643604,0.356396,0.643604,0.356396,0.649725,0.37282,0.904897,0.397492]},"analytics":null,"annotation":"IonQ cloud simulator, not QPU hardware"},{"definition_id":"ghz_scaled","definition_version":5,"device":"ionq.simulator","hardware_key":"ionq:simulator","state":"scored","created_at":"2026-07-10T05:25:00.888575Z","scored_at":"2026-07-10T06:25:03.140063Z","scores":{"n":29,"shots":400,"std_error":0.0,"metric_set":"ghz_population.v1","population_ones":0.5,"population_zeros":0.5,"success_probability":1.0,"measured_queue_seconds":572.889},"error":null,"instance":{"n":29,"seed":2896326653138487742,"qasm3":"OPENQASM 3.0;\ninclude \"stdgates.inc\";\nbit[29] c;\nqubit[29] q;\nh q[0];\ncx q[0], q[1];\ncx q[0], q[2];\ncx q[1], q[3];\ncx q[0], q[4];\ncx q[1], q[5];\ncx q[2], q[6];\ncx q[3], q[7];\ncx q[0], q[8];\ncx q[1], q[9];\ncx q[2], q[10];\ncx q[3], q[11];\ncx q[4], q[12];\ncx q[5], q[13];\ncx q[6], q[14];\ncx q[7], q[15];\ncx q[0], q[16];\ncx q[1], q[17];\ncx q[2], q[18];\ncx q[3], q[19];\ncx q[4], q[20];\ncx q[5], q[21];\ncx q[6], q[22];\ncx q[7], q[23];\ncx q[8], q[24];\ncx q[9], q[25];\ncx q[10], q[26];\ncx q[11], q[27];\ncx q[12], q[28];\nc[0] = measure q[0];\nc[1] = measure q[1];\nc[2] = measure q[2];\nc[3] = measure q[3];\nc[4] = measure q[4];\nc[5] = measure q[5];\nc[6] = measure q[6];\nc[7] = measure q[7];\nc[8] = measure q[8];\nc[9] = measure q[9];\nc[10] = measure q[10];\nc[11] = measure q[11];\nc[12] = measure q[12];\nc[13] = measure q[13];\nc[14] = measure q[14];\nc[15] = measure q[15];\nc[16] = measure q[16];\nc[17] = measure q[17];\nc[18] = measure q[18];\nc[19] = measure q[19];\nc[20] = measure q[20];\nc[21] = measure q[21];\nc[22] = measure q[22];\nc[23] = measure q[23];\nc[24] = measure q[24];\nc[25] = measure q[25];\nc[26] = measure q[26];\nc[27] = measure q[27];\nc[28] = measure q[28];\n","protocol":"ghz","on_device_graph":false},"analytics":{"n_50":29,"n_90":29,"shots":400,"bond_phi":{"mean":1.0,"bonds":[[0,1],[0,2],[1,3],[0,4],[1,5],[2,6],[3,7],[0,8],[1,9],[2,10],[3,11],[4,12],[5,13],[6,14],[7,15],[0,16],[1,17],[2,18],[3,19],[4,20],[5,21],[6,22],[7,23],[8,24],[9,25],[10,26],[11,27],[12,28]],"total":28,"broken":0,"per_bond":[1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0]},"protocol":"ghz","pole_balance":0.5,"prefix_curve":[[2,1.0],[4,1.0],[8,1.0],[16,1.0],[29,1.0]],"success_ci95":[0.99082,1.0],"healthy_cluster":29,"correlation_mass":29.0,"analytics_version":1},"annotation":"IonQ cloud simulator, not QPU hardware"},{"definition_id":"hcs","definition_version":1,"device":"ionq.simulator","hardware_key":"ionq:simulator","state":"scored","created_at":"2026-07-06T18:54:09.357646Z","scored_at":"2026-07-06T19:05:00.399782Z","scores":{"shots":256,"cx_count":180,"coset_dim":14,"pass_rate":1.0,"coset_rank":14,"metric_set":"hidden_coset.v1","rank_valid":true,"fidelity_estimate":1.0,"measured_queue_seconds":57.917},"error":null,"instance":{"k":14,"n":29,"seed":4379595054554131463,"depth":8,"qasm3":"OPENQASM 3.0;\ninclude \"stdgates.inc\";\nbit[29] c;\nqubit[29] q;\nU(0, -pi, -pi) q[0];\nU(pi, 1.4065829705916304, -1.7350096829981632) q[1];\nU(0, -pi, -pi) q[2];\nU(pi, 2.8126403190785982, -0.3289523345111953) q[3];\nU(pi/2, -0.7695055446448489, -pi) q[4];\nU(pi, 1.4065829705916304, -1.7350096829981632) q[5];\nU(pi/2, -1.3705380178171875, -pi) q[6];\nU(pi/2, 0.5931347300818182, -pi) q[7];\nU(pi/2, 0, 2.9895212217117297) q[8];\ncx q[2], q[8];\nU(0, 1.4154431746902558, 0.7195539694143642) q[2];\nU(pi/2, -pi, -2.9895212217117297) q[2];\nU(0.1520714318780649, -0.08066911225819728, pi/2) q[8];\nU(pi, 1.4065829705916304, -1.7350096829981632) q[8];\nU(1.1336491357640417, -pi/2, -pi/2) q[9];\ncx q[3], q[9];\nU(0, -pi/4, -3*pi/4) q[3];\nU(pi/2, 0, 2.9895212217117297) q[3];\nU(2.0079435178257508, -2.729314192254242, pi/2) q[9];\nU(pi, 3*pi/4, pi/4) q[9];\nU(pi/2, 1.4981223416140974, 0) q[10];\nU(0, -pi, -pi) q[11];\nU(pi/2, 0, 2.9895212217117297) q[12];\ncx q[0], q[12];\nU(pi, 2.9454138387250097, -2.453688990056485) q[0];\nU(pi/2, 0.2511554387831261, 0) q[0];\ncx q[0], q[2];\nU(pi/2, -2.5981732436094283, -0.2511554387831265) q[0];\nU(pi/2, -2.117268164595747, -pi) q[0];\nU(pi/2, 2.989521221711729, 0) q[2];\nU(pi, 2.9486402563468808, -0.1929523972429119) q[2];\nU(2.989521221711728, 1.7166636312683545, -pi/2) q[12];\nU(pi, -1.97875512926454, 2.7336338511201497) q[12];\nU(pi/2, 0.19371528457969767, -pi) q[13];\nU(pi/2, -0.21023991680473175, 0) q[14];\nU(pi/2, -pi, -2.9895212217117297) q[15];\ncx q[5], q[15];\nU(pi, -2.976443976175166, -2.976443976175166) q[5];\nU(pi, 3*pi/4, pi/4) q[5];\nU(2.9895212217117297, -pi/2, -pi/2) q[15];\nU(2.9895212217117293, -pi/2, 0) q[15];\nU(pi/2, 0, 2.9895212217117297) q[16];\ncx q[6], q[16];\nU(pi/2, 1.7606078961616518, 1.3705380178171893) q[6];\nU(pi/2, 2.6439468614992467, -pi) q[6];\nU(pi/2, -0.15207143187806338, 0) q[16];\nU(pi/2, 3*pi/4, -pi) q[16];\nU(1.4425842660841335, -2.1420765565591307, 0.08200176932171033) q[17];\ncx q[12], q[17];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[12];\nU(1.5812394020493283, 1.6264088245421346, -1.9419485466653903) q[17];\ncx q[12], q[17];\nU(0, -2.5872856169594627, -0.1786283686061827) q[12];\nU(pi/2, 0, 2.9895212217117297) q[12];\nU(1.72286775867296, 2.9512580522591456, pi/2) q[17];\nU(pi/2, -2.9538288615864765, 0) q[17];\nU(2.9674227059287372, pi/2, -pi/2) q[18];\ncx q[7], q[18];\nU(pi/2, 0.20303762614141974, 2.548457923507975) q[7];\nU(pi, 3*pi/4, pi/4) q[7];\ncx q[7], q[15];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[7];\nU(1.5735743996092015, 1.599845403687091, -1.761470745129668) q[15];\ncx q[7], q[15];\nU(0, -2.8140382576096665, -0.1346266744830351) q[7];\nU(pi/2, 1.7508759138725285, -pi) q[7];\nU(1.7228677586729608, 0.19292772149709148, pi/2) q[15];\nU(pi, 1.4065829705916304, -1.7350096829981632) q[15];\nU(pi/2, 2.9674227059287386, -pi) q[18];\nU(pi/2, -1.2490457723982544, -pi) q[18];\nU(pi/2, -1.2053002049799697, -pi) q[19];\nU(0.745382316554565, -pi/2, pi/2) q[20];\ncx q[10], q[20];\nU(pi, 1.4809513158171015, 2.356742470749224) q[10];\nU(0, -pi, -pi) q[10];\nU(0.7453823165545644, pi/2, -pi/2) q[20];\nU(2.9895212217117293, -pi/2, 0) q[20];\ncx q[5], q[20];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[5];\nU(1.7179543720875272, 1.724509048350427, -3.0978635506963714) q[20];\ncx q[5], q[20];\nU(0, -1.1928295213327191, -0.3987396417561042) q[5];\nU(pi/2, -3*pi/4, 0) q[5];\ncx q[5], q[12];\nU(pi/2, -2.172669694044896, -pi/4) q[5];\nU(pi/2, 1.4942523693418206, -pi) q[5];\nU(pi/2, -1.4976087905766753, -pi) q[12];\nU(pi, 3*pi/4, pi/4) q[12];\nU(1.7228677586729608, 1.55002349050097, pi/2) q[20];\nU(0.8694488647492563, -pi/2, pi/2) q[20];\nU(0.02967566619756199, -pi/2, -pi/2) q[21];\ncx q[13], q[21];\nU(0, -2.81976435058447, -0.5155435875850216) q[13];\nU(2.9895212217117293, -pi/2, 0) q[13];\ncx q[9], q[13];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[9];\nU(1.6080134953134424, 1.670971914817751, -2.281756790145113) q[13];\ncx q[9], q[13];\nU(0, -0.8771524174102949, -1.5439893741231643) q[9];\ncx q[9], q[20];\nU(0, 2.5489024262031217, -2.07988178003134) q[9];\nU(pi/2, -0.32175055439664213, 0) q[9];\nU(1.7228677586729608, 0.7204508620563339, pi/2) q[13];\nU(pi/2, 0, 2.9895212217117297) q[13];\ncx q[7], q[13];\nU(pi/2, 0.9107865941547093, 1.3907167397172637) q[7];\nU(pi/2, 0, 0) q[7];\nU(pi/2, 0.1520714318780647, -pi) q[13];\nU(2.167977055413367, -pi/2, pi/2) q[13];\nU(0.8694488647492553, 2.115995630983061, -pi/2) q[20];\nU(pi, 3*pi/4, pi/4) q[20];\nU(3.111916987392231, 1.9125303533840068, pi/2) q[21];\nU(pi, 1.4065829705916304, -1.7350096829981632) q[21];\nU(pi/2, 0, 2.9895212217117297) q[22];\ncx q[11], q[22];\nU(pi/2, 0, 0) q[11];\nU(0, -pi/2, pi/2) q[11];\ncx q[10], q[11];\nU(0, -2.498091544796509, 2.498091544796509) q[10];\nU(pi/2, -pi, -2.9895212217117297) q[10];\ncx q[5], q[10];\nU(pi/2, 2.4334578347153615, -1.49425236934182) q[5];\nU(0, -pi, -pi) q[5];\nU(pi/2, 0.6221918933491573, 0) q[10];\nU(pi, 1.4065829705916304, -1.7350096829981632) q[10];\nU(0, -1.2934405964357014, 1.2934405964357012) q[11];\nU(pi, 3*pi/4, pi/4) q[11];\nU(pi/2, 1.0602793928910401, 0) q[22];\nU(2.623173368990006, -pi/2, -pi/2) q[22];\ncx q[8], q[22];\nU(pi, -1.2909510871017063, 2.7046736147677013) q[8];\nU(0, -pi, -pi) q[8];\nU(0.5184192845997877, pi/2, pi/2) q[22];\nU(2.9895212217117293, -pi/2, 0) q[22];\ncx q[20], q[22];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[20];\nU(1.5712385660713772, 1.5824306035240792, -1.6467823981373269) q[22];\ncx q[20], q[22];\nU(0, -1.2402187089372478, -1.824498976445863) q[20];\nU(pi/2, 0, 2.9895212217117297) q[20];\ncx q[16], q[20];\nU(pi/2, 0, pi/4) q[16];\nU(0.22318113806321652, pi/2, -pi/2) q[16];\nU(pi/2, -3.100090365800244, -pi) q[20];\nU(pi/2, 0, 2.9895212217117297) q[20];\ncx q[7], q[20];\nU(pi/2, -pi, -pi) q[7];\nU(pi/2, 1.441612760837205, -pi) q[7];\nU(pi/2, -2.3529267338176116, -pi) q[20];\nU(pi/2, 0, 2.9895212217117297) q[20];\nU(1.7228677586729608, 0.07687496820668205, pi/2) q[22];\nU(0, -pi/2, pi/2) q[22];\nU(pi/2, 2.1391900422027375, -pi) q[23];\nU(1.593754435781534, -pi/2, -pi/2) q[24];\ncx q[4], q[24];\nU(0, -0.2942990199955031, -1.7934363236132551) q[4];\nU(0, -pi, -pi) q[4];\nU(1.5478382178082595, pi/2, pi/2) q[24];\nU(pi/2, 0, 2.9895212217117297) q[24];\ncx q[17], q[24];\nU(pi/2, -pi, -0.1877637920033166) q[17];\nU(pi/2, -pi, -2.9895212217117297) q[17];\ncx q[9], q[17];\nU(pi/2, -pi, 0.32175055439664213) q[9];\nU(0, -pi, -pi) q[9];\nU(pi/2, -1.1304907320725088, 0) q[17];\nU(0, -pi, -pi) q[17];\nU(pi/2, -1.333259254045824, -pi) q[24];\nU(2.9895212217117293, -pi/2, 0) q[24];\ncx q[11], q[24];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[11];\nU(1.693426750110041, 1.721417527637974, -2.9368074703258444) q[24];\ncx q[11], q[24];\nU(0, -0.545884990188438, -1.2090329629843617) q[11];\nU(0, -pi, -pi) q[11];\ncx q[11], q[13];\nU(0, 2.3718449962856116, -1.1115642042170681) q[11];\nU(0.7659075041026164, pi/2, pi/2) q[11];\ncx q[10], q[11];\nU(pi, 2.819842099193151, 2.819842099193151) q[10];\nU(pi, 3*pi/4, pi/4) q[10];\nU(2.375685149487176, 0.6897451083714712, -pi/2) q[11];\nU(1.7337809152723198, -pi/2, pi/2) q[11];\nU(2.167977055413366, pi/2, -pi/2) q[13];\nU(pi, 2.8126403190785982, -0.3289523345111953) q[13];\nU(1.7228677586729608, 1.386674700416994, pi/2) q[24];\nU(0, -pi/2, pi/2) q[24];\nU(0.9357550409705461, pi/2, pi/2) q[25];\ncx q[19], q[25];\nU(pi/2, 1.9368347750619268, -1.936292448609825) q[19];\nU(pi/2, 0, 2.9895212217117297) q[19];\ncx q[6], q[19];\nU(pi/2, 0, 0.4976457920905464) q[6];\nU(pi, 3.051671420457362, -2.1783062903420363) q[6];\nU(pi/2, 0.15207143187806427, -pi) q[19];\nU(pi/2, 0, 2.9895212217117297) q[19];\nU(pi/2, 0.38266496666003125, 0) q[25];\nU(pi, 2.1259304168606192, -1.0156622367291739) q[25];\nU(1.7579958980979864, pi/2, pi/2) q[26];\ncx q[14], q[26];\nU(pi/2, -2.75265488211332, 0.21023991680473086) q[14];\nU(1.2340498167578533, pi/2, pi/2) q[14];\ncx q[4], q[14];\nU(0, -pi, 0) q[4];\nU(pi/2, -2.721984984919011, -pi) q[4];\nU(1.2340498167578542, 2.2166895232703263, pi/2) q[14];\nU(0, -pi, -pi) q[14];\ncx q[14], q[22];\nU(0, -2.498091544796509, 2.498091544796509) q[14];\nU(pi/2, -1.4866210483479625, -pi) q[14];\nU(0, -1.2934405964357014, 1.2934405964357012) q[22];\nU(0.7657347973860898, -pi/2, pi/2) q[22];\ncx q[5], q[22];\nU(0, -0.2134598825184626, 0.8640763656346877) q[5];\nU(pi/2, -pi, -2.9895212217117297) q[5];\nU(0.7657347973860891, -2.5797207968831763, -pi/2) q[22];\nU(0, -pi, -pi) q[22];\nU(pi/2, 1.3835967554918058, 0) q[26];\nU(1.493946932646228, -pi/2, -pi/2) q[26];\ncx q[21], q[26];\nU(pi, -0.7315378918449338, 2.9024043943961004) q[21];\nU(pi/2, -pi, -2.9895212217117297) q[21];\nU(1.6476457209435658, 2.8894692659736183, pi/2) q[26];\nU(1.9062447778776408, pi/2, -pi/2) q[26];\ncx q[8], q[26];\nU(0, -1.236767810820125, 2.867378994658252) q[8];\nU(pi, 3*pi/4, pi/4) q[8];\nU(1.9062447778776404, -1.1669032658035292, pi/2) q[26];\nU(pi, 2.8126403190785982, -0.3289523345111953) q[26];\nU(pi/2, -pi, -2.9895212217117297) q[27];\ncx q[1], q[27];\nU(pi/2, -pi, 0) q[1];\nU(pi/2, 2.9707711156134105, 0) q[1];\ncx q[1], q[3];\nU(pi/2, -pi, 0.17082153797638355) q[1];\nU(pi, 3*pi/4, pi/4) q[1];\nU(pi/2, -2.5850754986367734, -pi) q[3];\nU(pi/2, pi/2, -1.459550842660462) q[3];\ncx q[3], q[21];\nU(pi/2, -0.27517198130795606, -pi/2) q[3];\nU(pi/2, 2.740046969148662, 0) q[3];\nU(pi/2, -1.834113242807395, 0) q[21];\nU(pi/2, -pi, -2.9895212217117297) q[21];\ncx q[14], q[21];\nU(pi/2, 1.8110021450754203, 1.4866210483479625) q[14];\nU(2.9895212217117293, -pi/2, 0) q[14];\ncx q[10], q[14];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[10];\nU(1.625230176880537, 1.688056802731249, -2.439330208766316) q[14];\ncx q[10], q[14];\nU(0, -0.6000152808713843, -1.660929386251917) q[10];\nU(0.1715776834479105, pi/2, pi/2) q[10];\nU(1.7228677586729608, 0.8806479864664922, pi/2) q[14];\nU(pi/2, -pi, -2.9895212217117297) q[14];\nU(pi/2, 1.5206161115580068, 0) q[21];\nU(pi/2, 0, 2.9895212217117297) q[21];\nU(pi/2, -2.8051979432499854, 0) q[27];\nU(2.143423684164355, pi/2, pi/2) q[27];\ncx q[25], q[27];\nU(pi, -1.6452904417099634, 3.058272344259187) q[25];\nU(1.4472249594566948, pi/2, pi/2) q[25];\nU(0.9981689694254373, 1.035580593834184, -pi/2) q[27];\nU(1.7228677586729602, pi/2, 1.8295906920022516) q[27];\ncx q[6], q[27];\nU(pi/2, -pi, -pi/2) q[6];\nU(1.7210993478895507, 1.7246155268515455, -3.118380894760219) q[27];\ncx q[6], q[27];\nU(pi/2, -0.7781575842569914, 0) q[6];\nU(pi, 1.4065829705916304, -1.7350096829981632) q[6];\nU(pi/2, 2.9155167850024863, 0) q[27];\nU(2.797117991879132, pi/2, pi/2) q[27];\nU(pi/2, -pi, -2.9895212217117297) q[28];\ncx q[23], q[28];\nU(0, -1.5386377082822886, 2.541040319669343) q[23];\nU(pi/2, 0, 2.9895212217117297) q[23];\ncx q[18], q[23];\nU(pi/2, 2.017465660260605, -1.8925468811915394) q[18];\nU(pi/2, 0, 2.9895212217117297) q[18];\ncx q[0], q[18];\nU(pi/2, 0, -1.024324488994047) q[0];\nU(pi/2, -2.87350219756226, 0) q[0];\nU(pi/2, 0.9699844582856194, -pi) q[18];\nU(0.19449226489216778, pi/2, pi/2) q[18];\ncx q[13], q[18];\nU(pi, 2.677945044588988, 2.677945044588986) q[13];\nU(pi/2, 2.99249367386515, 0) q[13];\ncx q[13], q[14];\nU(pi/2, -pi, -2.9924936738651504) q[13];\nU(pi/2, 0, 2.9895212217117297) q[13];\nU(pi/2, -2.854288419310074, 0) q[14];\nU(0, -pi/2, pi/2) q[14];\nU(2.947100388697626, 1.048192604060123, -pi/2) q[18];\nU(pi, 2.9486402563468808, -0.1929523972429119) q[18];\ncx q[18], q[27];\nU(pi, 2.4668517113662407, 2.46685171136624) q[18];\nU(pi/2, -1.1982219206930207, -pi) q[18];\nU(pi/2, 1.564648358553419, -pi) q[23];\nU(2.9895212217117293, -pi/2, 0) q[23];\ncx q[1], q[23];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[1];\nU(1.580218280975892, 1.6237102040779208, -1.9231487133753709) q[23];\ncx q[1], q[23];\nU(0, -1.1172927121133993, -1.6676677044774844) q[1];\nU(0, -pi, -pi) q[1];\ncx q[1], q[24];\nU(0, -2.498091544796509, 2.498091544796509) q[1];\nU(0, -pi, -pi) q[1];\ncx q[1], q[16];\nU(0, -1.5623917045143136, -2.2945568481058087) q[1];\nU(pi/2, 1.1993203007963409, 0) q[1];\ncx q[1], q[5];\nU(pi/2, -2.6566240585612837, -1.1993203007963424) q[1];\nU(pi, 3*pi/4, pi/4) q[1];\nU(pi/2, -2.856330084950865, 0) q[5];\nU(pi, 3*pi/4, pi/4) q[5];\nU(0.22318113806321668, -pi/2, pi/2) q[16];\nU(1.3921547834109251, -pi/2, pi/2) q[16];\nU(1.7228677586729608, 0.3566322369989101, pi/2) q[23];\nU(pi, 1.4065829705916304, -1.7350096829981632) q[23];\ncx q[23], q[25];\nU(pi, -0.9776757458979173, -2.4764841075421735) q[23];\nU(2.9895212217117293, -pi/2, 0) q[23];\ncx q[8], q[23];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[8];\nU(1.5848065367068531, 1.6348247460472578, -2.0014949005964526) q[23];\ncx q[8], q[23];\nU(0, -2.2468532928742557, -0.4587154373075948) q[8];\nU(pi/2, -pi, -2.9895212217117297) q[8];\ncx q[3], q[8];\nU(pi/2, -pi, -2.740046969148662) q[3];\nU(0, -pi, -pi) q[3];\ncx q[3], q[16];\nU(0, 1.846883720705252, -0.7648292103259822) q[3];\nU(pi, 3*pi/4, pi/4) q[3];\nU(pi/2, -1.793922975438663, 0) q[8];\nU(pi/2, -1.768191886644777, 0) q[8];\ncx q[8], q[21];\nU(pi/2, -pi, -1.3734007669450161) q[8];\nU(pi/2, 2.6439468614992467, -pi) q[8];\ncx q[8], q[13];\nU(pi/2, 0, 0.4976457920905464) q[8];\nU(pi/2, -pi, -2.9895212217117297) q[8];\nU(pi/2, 0.15207143187806427, -pi) q[13];\nU(1.3921547834109245, 2.328342951383007, -pi/2) q[16];\nU(pi/2, 0, 2.9895212217117297) q[16];\nU(pi/2, -2.4320057133973756, -pi) q[21];\nU(2.9895212217117293, -pi/2, 0) q[21];\ncx q[5], q[21];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[5];\nU(1.571691134923237, 1.5873333339030715, -1.6789073166348456) q[21];\ncx q[5], q[21];\nU(0, -0.29836751057786426, -2.7338469369408847) q[5];\nU(pi/2, 0, 2.9895212217117297) q[5];\nU(1.722867758672961, 0.10937820607104465, pi/2) q[21];\nU(1.9011005315999956, -pi/2, pi/2) q[21];\nU(1.7228677586729606, 0.43602392340794305, pi/2) q[23];\nU(1.5577190812583332, pi/2, -pi/2) q[23];\ncx q[17], q[23];\nU(0, -1.930875575775106, -2.8581707937767185) q[17];\nU(1.175285330190051, -pi/2, pi/2) q[17];\nU(1.5577190812583346, 0.7195825704944765, pi/2) q[23];\nU(pi/2, 0, 2.9895212217117297) q[23];\nU(0, -1.2934405964357014, 1.2934405964357012) q[24];\nU(pi/2, -pi, -2.9895212217117297) q[24];\ncx q[0], q[24];\nU(pi/2, -1.3289065529958521, 2.87350219756226) q[0];\nU(0, -pi, -pi) q[0];\ncx q[0], q[17];\nU(0, -1.3830548296974965, -2.7305728806822267) q[0];\nU(pi/2, 1.7062942550283058, 0) q[0];\ncx q[0], q[5];\nU(pi/2, -1.3595609322713322, 1.4352983985614873) q[0];\nU(pi, 3*pi/4, pi/4) q[0];\nU(pi/2, -2.8137135154009063, -pi) q[5];\nU(0, 1.616460497763354, -1.616460497763354) q[5];\nU(1.17528533019005, pi/2, -pi/2) q[17];\nU(pi/2, 2.6439468614992467, -pi) q[17];\nU(pi/2, -1.2604705890314682, 0) q[24];\nU(pi/2, -pi, -2.9895212217117297) q[24];\nU(1.694367694133097, 1.376601869498236, -pi/2) q[25];\nU(0, -pi/2, pi/2) q[25];\ncx q[9], q[25];\nU(0, -2.498091544796509, 2.498091544796509) q[9];\nU(pi/2, -3.118119676196102, 0) q[9];\ncx q[9], q[24];\nU(pi/2, -pi, 3.118119676196102) q[9];\nU(0, -pi, -pi) q[9];\nU(pi/2, -0.5909108048807457, 0) q[24];\nU(0, -pi/2, pi/2) q[24];\nU(0, -1.2934405964357014, 1.2934405964357012) q[25];\nU(0, -pi/2, pi/2) q[25];\ncx q[22], q[25];\nU(0, -2.498091544796509, 2.498091544796509) q[22];\nU(pi/2, -pi, -2.9895212217117297) q[22];\nU(0, -1.2934405964357014, 1.2934405964357012) q[25];\nU(0, -pi, -pi) q[25];\nU(0.34447466171066027, 0.5423627654924301, -pi/2) q[27];\nU(1.7625872284575987, pi/2, pi/2) q[27];\ncx q[25], q[27];\nU(0, -0.20666345009717313, -2.009006471916404) q[25];\nU(2.9895212217117293, -pi/2, 0) q[25];\nU(1.762587228457599, 3.130804819410878, pi/2) q[27];\nU(2.9895212217117293, -pi/2, 0) q[27];\nU(0.1520714318780641, 2.69293613145621, pi/2) q[28];\nU(1.9876332793444158, pi/2, pi/2) q[28];\ncx q[15], q[28];\nU(pi, 2.9045808877792663, 2.17903421570405) q[15];\nU(1.4187248949168332, -pi/2, -3.012678328570895) q[15];\ncx q[2], q[15];\nU(pi, -0.7847631901422814, 2.2112864866540756) q[2];\nU(pi/2, 2.207892926296105, 0) q[2];\nU(1.72286775867296, -1.3996860691178312, pi/2) q[15];\nU(pi, 3*pi/4, pi/4) q[15];\nU(1.1539593742453762, 1.466451608374463, -pi/2) q[28];\nU(2.9895212217117293, -pi/2, 0) q[28];\ncx q[12], q[28];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[12];\nU(1.6081445500092744, 1.6711239968550107, -2.283060571081361) q[28];\ncx q[12], q[28];\nU(0, -0.3648256185252077, -2.0549914350990273) q[12];\nU(pi/2, 2.6439468614992467, -pi) q[12];\ncx q[12], q[19];\nU(pi/2, 0, 0.4976457920905464) q[12];\nU(pi/2, 0, 2.9895212217117297) q[12];\nU(pi/2, 0.15207143187806427, -pi) q[19];\nU(pi/2, 0, 2.9895212217117297) q[19];\ncx q[2], q[19];\nU(pi/2, -2.62713384820786, 0.9336997272936873) q[2];\nU(0, -pi, -pi) q[2];\ncx q[2], q[11];\nU(0, -1.9345624717613772, -1.2193795990997023) q[2];\nU(2.9895212217117293, -pi/2, 0) q[2];\ncx q[1], q[2];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[1];\nU(1.6128963171520403, 1.6763818387589637, -2.3290786372363295) q[2];\ncx q[1], q[2];\nU(0, 0.4995140100912798, -2.8725646696960245) q[1];\nU(0, -pi, -pi) q[1];\ncx q[1], q[14];\nU(0, -2.498091544796509, 2.498091544796509) q[1];\nU(pi, 3*pi/4, pi/4) q[1];\nU(1.7228677586729606, 0.768541993985048, pi/2) q[2];\nU(pi/2, -3.0371650731173085, -pi) q[2];\ncx q[2], q[20];\nU(pi/2, 1.9332084165912526, -0.10442758047248413) q[2];\nU(pi, 1.4065829705916304, -1.7350096829981632) q[2];\nU(1.7337809152723205, 2.2419945818952973, -pi/2) q[11];\nU(pi/2, 2.5407251824751675, -pi) q[11];\ncx q[11], q[16];\nU(pi/2, 1.1311237650357437, 0.600867471114626) q[11];\nU(pi/2, 2.6439468614992467, -pi) q[11];\nU(0, -1.2934405964357014, 1.2934405964357012) q[14];\nU(1.2559595536069432, pi/2, -pi/2) q[14];\ncx q[5], q[14];\nU(0, 2.1857382573086186, -0.05152583381426945) q[5];\nU(pi, 3*pi/4, pi/4) q[5];\nU(1.2559595536069452, -pi/2, pi/2) q[14];\nU(pi/2, 2.6439468614992467, -pi) q[14];\nU(pi/2, 0.15207143187806382, -pi) q[16];\nU(pi/2, 1.5528538224816142, 0) q[16];\nU(pi/2, -1.9910775445879023, -pi) q[19];\nU(1.395587283406986, pi/2, -pi/2) q[19];\nU(pi/2, 0.15207143187806516, -pi) q[20];\nU(pi, 3*pi/4, pi/4) q[20];\ncx q[20], q[25];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[20];\nU(1.5990682867782107, 1.6595291947635422, -2.1873542761710603) q[25];\ncx q[20], q[25];\nU(0, -1.0441188750390498, -1.4729049280897115) q[20];\nU(0.6333267315193849, -pi/2, pi/2) q[20];\nU(1.722867758672961, 0.6245688504610318, pi/2) q[25];\nU(pi/2, -pi, -2.9895212217117297) q[25];\ncx q[16], q[25];\nU(pi/2, -2.3658566904070106, -1.552853822481615) q[16];\nU(0, -pi, -pi) q[16];\nU(pi/2, 2.9895212217117297, 0) q[25];\nU(1.3739786634622178, -pi/2, pi/2) q[25];\nU(1.7228677586729606, 0.7217755999655582, pi/2) q[28];\nU(pi/2, 0, 2.9895212217117297) q[28];\ncx q[4], q[28];\nU(pi/2, 2.4273971547667754, -0.4196076686707815) q[4];\nU(pi/2, 0.412869583064575, -pi) q[4];\ncx q[4], q[12];\nU(pi/2, 1.33221892201869, 2.7287230705252172) q[4];\nU(pi, 3*pi/4, pi/4) q[4];\nU(pi/2, 2.8936545853488465, -pi) q[12];\nU(0, -pi, -pi) q[12];\ncx q[12], q[19];\nU(0, -0.37492510315273053, 2.9065657993212524) q[12];\nU(1.7756249759631029, pi/2, -pi/2) q[12];\ncx q[9], q[12];\nU(0, 2.1750662303858643, 0.7732301177102738) q[9];\nU(pi, 3*pi/4, pi/4) q[9];\ncx q[9], q[27];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[9];\nU(1.775624975963103, -0.8441330876575757, pi/2) q[12];\nU(2.9895212217117293, -pi/2, 0) q[12];\ncx q[0], q[12];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[0];\nU(1.5803865714382583, 1.6241656871654326, -1.9263127018569004) q[12];\ncx q[0], q[12];\nU(0, 0.07182625186924119, -2.853581359063817) q[0];\nU(0, -pi, -pi) q[0];\ncx q[0], q[20];\nU(0, -0.9827937232473296, 0.9827937232473287) q[0];\nU(pi, 3*pi/4, pi/4) q[0];\nU(1.722867758672961, 0.3598375463952168, pi/2) q[12];\nU(pi/2, 0, 2.9895212217117297) q[12];\ncx q[11], q[12];\nU(pi/2, 0, 0.4976457920905464) q[11];\nU(2.9895212217117293, -pi/2, 0) q[11];\ncx q[5], q[11];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[5];\nU(1.5876892346805485, 1.64076001332616, -2.044456887780029) q[11];\ncx q[5], q[11];\nU(0, -0.25071089902480814, -2.4113016298708683) q[5];\nU(1.722867758672961, 0.47958012469411715, pi/2) q[11];\nU(pi/2, -2.476797348045512, -pi) q[11];\nU(pi/2, 0.15207143187806427, -pi) q[12];\nU(2.9895212217117293, -pi/2, 0) q[12];\nU(1.3955872834069856, 1.2506675914553682, pi/2) q[19];\nU(pi/2, 0, 2.9895212217117297) q[19];\ncx q[18], q[19];\nU(pi/2, 1.974701427211098, -1.9433707328967713) q[18];\nU(2.9895212217117293, -pi/2, 0) q[18];\nU(pi/2, 2.046839001575621, -pi) q[19];\nU(pi/2, 0, 2.9895212217117297) q[19];\nU(0.6333267315193843, 2.632655408714381, -pi/2) q[20];\nU(2.9895212217117293, -pi/2, 0) q[20];\nU(1.619080657949637, 1.6825570476187082, -2.385804796636934) q[27];\ncx q[9], q[27];\nU(0, 0.5293819691200716, -2.844762303750006) q[9];\nU(pi/2, -1.4288992721907334, -pi) q[9];\ncx q[9], q[19];\nU(pi/2, 1.798924060044424, -1.7126933813990606) q[9];\nU(2.9895212217117293, -pi/2, 0) q[9];\ncx q[0], q[9];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[0];\nU(1.6990417824347561, 1.7224837286812686, -2.9739594262548064) q[9];\ncx q[0], q[9];\nU(0, -2.4630785609020807, 0.7458811720799119) q[0];\nU(0, -pi, -pi) q[0];\nU(1.722867758672961, 1.4243952647676243, pi/2) q[9];\nU(pi/2, 0.8870720323314494, 0) q[9];\nU(pi/2, 0.9701158076707577, -pi) q[19];\nU(pi, 3*pi/4, pi/4) q[19];\nU(1.7228677586729606, 0.8262123189598589, pi/2) q[27];\nU(pi/2, 0, 2.9895212217117297) q[27];\nU(pi/2, 0.5482778016222074, -pi) q[28];\nU(1.956881862032415, -pi/2, -pi/2) q[28];\ncx q[26], q[28];\nU(pi, -2.3154443346287596, 2.509556643668521) q[26];\nU(2.9895212217117293, -pi/2, 0) q[26];\ncx q[4], q[26];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[4];\nU(1.6428395443730957, 1.7009601877044327, -2.5809891734920876) q[26];\ncx q[4], q[26];\nU(0, -1.5792686737501995, -0.5375438218841349) q[4];\nU(pi, 2.9486402563468808, -0.1929523972429119) q[4];\ncx q[4], q[10];\nU(pi, -2.677945044588987, -2.677945044588988) q[4];\nU(0, -pi, -pi) q[4];\nU(2.970014970141882, 0.6669580840322018, -pi/2) q[10];\nU(pi/2, 2.6439468614992467, -pi) q[10];\nU(1.7228677586729608, 1.0247801579554583, pi/2) q[26];\nU(2.2809291144762733, -pi/2, -pi/2) q[26];\ncx q[6], q[26];\nU(pi, 2.4468543773930893, 2.4468543773930893) q[6];\nU(2.9895212217117293, -pi/2, 0) q[6];\ncx q[3], q[6];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[3];\nU(1.5774825293775558, 1.6155740268967165, -1.867198134855173) q[6];\ncx q[3], q[6];\nU(0, -1.8965605741629377, -0.9450696088792085) q[3];\nU(pi/2, -2.1022396543588755, -pi) q[3];\nU(1.7228677586729608, 0.29996247054764646, pi/2) q[6];\nU(pi/2, -0.7970352506595142, 0) q[6];\ncx q[6], q[22];\nU(pi/2, -pi, 0.7970352506595155) q[6];\nU(0, -0.8912825846146961, 0.8912825846146966) q[6];\ncx q[6], q[21];\nU(0, -1.725447835446922, -2.9564260818728987) q[6];\nU(pi, 3*pi/4, pi/4) q[6];\ncx q[6], q[12];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[6];\nU(1.7205844747609775, 1.7246025627810262, -3.1150221973897296) q[12];\ncx q[6], q[12];\nU(0, -1.9026045343253024, 0.3284083357835832) q[6];\nU(pi/2, -2.4276718910561197, -pi) q[6];\nU(1.7228677586729606, 1.5673964550480735, pi/2) q[12];\nU(0, -pi/2, pi/2) q[12];\nU(1.9011005315999951, -2.0275683338352097, -pi/2) q[21];\nU(pi, 3*pi/4, pi/4) q[21];\nU(pi/2, -2.8590003704021028, 0) q[22];\nU(pi/2, 0, 2.9895212217117297) q[22];\nU(0.8606635391135214, -2.891240792880092, pi/2) q[26];\nU(pi/2, 0, 2.9895212217117297) q[26];\ncx q[17], q[26];\nU(pi/2, 0, 0.4976457920905464) q[17];\nU(1.766097536791411, pi/2, -pi/2) q[17];\ncx q[13], q[17];\nU(0, -3.072348808696151, -2.067405175830256) q[13];\nU(0, -pi, -pi) q[13];\ncx q[13], q[25];\nU(0, 1.8515146887503402, -1.441450886929648) q[13];\nU(1.7660975367914116, 1.1204183791438744, pi/2) q[17];\nU(pi, 3*pi/4, pi/4) q[17];\ncx q[17], q[20];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[17];\nU(1.5712108138282224, 1.582060147840541, -1.6443585269685617) q[20];\ncx q[17], q[20];\nU(0, -2.0618229280758067, -1.0053470884965519) q[17];\nU(pi/2, 0, 2.9895212217117297) q[17];\ncx q[14], q[17];\nU(pi/2, 0, 0.4976457920905464) q[14];\nU(pi/2, 0.15207143187806427, -pi) q[17];\nU(1.722867758672961, 0.07442263701743412, pi/2) q[20];\nU(0, -pi/2, pi/2) q[20];\nU(1.373978663462217, 3.1139152389655322, -pi/2) q[25];\nU(2.9895212217117293, -pi/2, 0) q[25];\nU(pi/2, 0.15207143187806427, -pi) q[26];\nU(1.664996922129039, -pi/2, -pi/2) q[26];\ncx q[2], q[26];\nU(pi, -2.0720346827372973, 2.9518727557419755) q[2];\nU(pi, 3*pi/4, pi/4) q[2];\nU(1.4765957314607547, pi/2, pi/2) q[26];\nU(2.9895212217117293, -pi/2, 0) q[26];\ncx q[19], q[26];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[19];\nU(1.6600753424593182, 1.7103386483906107, -2.7082658423913735) q[26];\ncx q[19], q[26];\nU(0, -1.1185247714717406, -0.8687646960900297) q[19];\nU(pi/2, -pi, -2.9895212217117297) q[19];\nU(1.7228677586729606, 1.1543031860280228, pi/2) q[26];\nU(2.6518740103303635, -pi/2, pi/2) q[26];\ncx q[16], q[26];\nU(0, 0.9839878530201762, 0.056692635018564363) q[16];\nU(2.651874010330362, -1.5809071301572457, -pi/2) q[26];\nU(1.184710791557379, pi/2, pi/2) q[28];\nU(2.9895212217117293, -pi/2, 0) q[28];\ncx q[15], q[28];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[15];\nU(1.5720005634418843, 1.5899710743710633, -1.6962342760002762) q[28];\ncx q[15], q[28];\nU(0, -0.39972352241190556, -2.6149588773119055) q[15];\nU(pi/2, 1.2412870876120774, -pi) q[15];\ncx q[15], q[23];\nU(pi/2, 1.4229573860719604, 1.9003055659777157) q[15];\nU(0, -pi, -pi) q[15];\ncx q[15], q[24];\nU(0, -2.498091544796509, 2.498091544796509) q[15];\nU(pi, 3*pi/4, pi/4) q[15];\ncx q[15], q[18];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[15];\nU(1.5766740252039502, 1.612835620160185, -1.848584523655959) q[18];\ncx q[15], q[18];\nU(0, -2.8649624646850036, 0.004483959835123397) q[15];\nU(pi/2, -2.259653211600864, -pi) q[15];\ncx q[15], q[27];\nU(pi/2, 0, -0.8819394419889299) q[15];\nU(0, -pi, -pi) q[15];\ncx q[15], q[20];\nU(0, -2.498091544796509, 2.498091544796509) q[15];\nU(1.7228677586729606, 0.28111414873991336, pi/2) q[18];\nU(0.026825079475088245, -pi/2, -pi/2) q[18];\nU(0, -1.2934405964357014, 1.2934405964357012) q[20];\nU(pi/2, 2.9572641600682417, -pi) q[23];\nU(pi/2, 0, 2.9895212217117297) q[23];\ncx q[10], q[23];\nU(pi/2, 0, 0.4976457920905464) q[10];\nU(pi, 1.4065829705916304, -1.7350096829981632) q[10];\ncx q[10], q[18];\nU(pi, -1.3623907342593389, 2.5018316351838585) q[10];\nU(2.9895212217117293, -pi/2, 0) q[10];\nU(3.114767574114707, pi/2, pi/2) q[18];\nU(pi/2, 0, 2.9895212217117297) q[18];\ncx q[11], q[18];\nU(pi/2, 0, -0.6647953055442812) q[11];\nU(pi, 3*pi/4, pi/4) q[11];\nU(pi/2, 2.669905672550848, -pi) q[18];\nU(2.9895212217117293, -pi/2, 0) q[18];\nU(pi/2, 0.15207143187806427, -pi) q[23];\nU(pi, 1.4065829705916304, -1.7350096829981632) q[23];\nU(0, -1.2934405964357014, 1.2934405964357012) q[24];\nU(2.397387610311039, pi/2, pi/2) q[24];\nU(pi/2, -3.117193906200511, -pi) q[27];\nU(2.5082659220704087, pi/2, -pi/2) q[27];\ncx q[5], q[27];\nU(0, -1.6595488945909112, -2.586844112592523) q[5];\nU(2.5082659220704087, -0.7971527969368042, pi/2) q[27];\nU(1.7228677586729608, 0.1269102538659812, pi/2) q[28];\nU(pi/2, 0, 2.9895212217117297) q[28];\ncx q[7], q[28];\nU(pi/2, 0.21485337048252662, 1.6999798927525882) q[7];\nU(pi/2, -pi, -2.9895212217117297) q[7];\ncx q[3], q[7];\nU(pi/2, 1.3850341787644922, 2.1022396543588746) q[3];\nU(pi, 1.4065829705916304, -1.7350096829981632) q[3];\ncx q[3], q[24];\nU(pi, 2.4805494847391056, 2.4805494847391056) q[3];\nU(2.9895212217117293, -pi/2, 0) q[3];\nU(pi/2, 0.2555489251749039, 0) q[7];\nU(pi/2, 1.9326101453519016, 0) q[7];\ncx q[7], q[8];\nU(pi/2, -2.497936925646315, -1.9326101453519016) q[7];\nU(pi, 3*pi/4, pi/4) q[7];\ncx q[7], q[10];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[7];\nU(pi/2, 2.989521221711729, 0) q[8];\nU(1.5573303806694805, pi/2, -pi/2) q[8];\nU(1.701397761391175, 1.7228668300991252, -2.989481691126179) q[10];\ncx q[7], q[10];\nU(0, 1.5318607088773923, 3.049880715818574) q[7];\nU(pi/2, -1.6362003290784353, 0) q[7];\ncx q[7], q[19];\nU(pi/2, -2.650944252891514, 1.6362003290784353) q[7];\nU(pi, 3*pi/4, pi/4) q[7];\ncx q[7], q[25];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[7];\nU(1.7228677586729608, 1.4401487711061742, pi/2) q[10];\nU(0, -pi, -pi) q[10];\ncx q[10], q[12];\nU(0, -2.498091544796509, 2.498091544796509) q[10];\nU(0, -1.2934405964357014, 1.2934405964357012) q[12];\nU(pi/2, -1.9060437344834664, 0) q[19];\nU(2.9895212217117293, -pi/2, 0) q[19];\ncx q[11], q[19];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[11];\nU(1.6997997434636745, 1.722611096550767, -2.9789570655913455) q[19];\ncx q[11], q[19];\nU(0, -1.072477872120663, -0.6396470002726926) q[11];\nU(1.7228677586729608, 1.4294677811964371, pi/2) q[19];\nU(0.744205043278752, 0.7434332168510469, -pi/2) q[24];\nU(pi/2, -pi, -2.9895212217117297) q[24];\ncx q[6], q[24];\nU(pi/2, 0, 2.4276718910561197) q[6];\nU(pi, 3*pi/4, pi/4) q[6];\nU(pi/2, 1.8995020864553762, 0) q[24];\nU(1.6925926494815748, 1.7212405559973192, -2.9312670842385375) q[25];\ncx q[7], q[25];\nU(0, 1.2175685369427685, -2.978113388114645) q[7];\nU(1.7228677586729608, 1.3810478024179158, pi/2) q[25];\nU(pi/2, 2.125545012059799, -pi) q[28];\nU(0, -pi/2, pi/2) q[28];\ncx q[4], q[28];\nU(0, -2.498091544796509, 2.498091544796509) q[4];\nU(2.9895212217117293, -pi/2, 0) q[4];\ncx q[1], q[4];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[1];\nU(1.5907945618412571, 1.6465142515180577, -2.0870139594752097) q[4];\ncx q[1], q[4];\nU(0, 0.14697098917969642, -2.7658223583139154) q[1];\nU(pi/2, -0.6872250816000691, 0) q[1];\ncx q[1], q[22];\nU(pi/2, -pi, -2.454367571989724) q[1];\nU(pi, 3*pi/4, pi/4) q[1];\ncx q[1], q[3];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[1];\nU(1.6595708361005799, 1.7101031979286514, -2.704656540915899) q[3];\ncx q[1], q[3];\nU(0, -0.055616706359217005, -1.9353453805079042) q[1];\nU(pi/2, 1.3509056547962892, 0) q[1];\nU(1.7228677586729606, 1.150630566722672, pi/2) q[3];\nU(0, -pi, -pi) q[3];\ncx q[3], q[8];\nU(0, -0.3808759436053024, 0.6035605687086978) q[3];\nU(1.7228677586729606, 3.120576018817351, pi/2) q[4];\nU(2.9895212217117293, -pi/2, 0) q[4];\ncx q[2], q[4];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[2];\nU(1.5824116274596574, 1.6293318956711582, -1.9624654494198386) q[4];\ncx q[2], q[4];\nU(0, -2.311652666696446, -0.43347227672543465) q[2];\nU(pi/2, 2.6439468614992467, -pi) q[2];\nU(1.7228677586729606, 0.3964677101679124, pi/2) q[4];\nU(0.937469595275512, pi/2, -pi/2) q[4];\ncx q[0], q[4];\nU(0, -2.2774010378488825, -2.684032576073772) q[0];\nU(0.9374695952755115, -0.7479994479551912, pi/2) q[4];\nU(pi, 3*pi/4, pi/4) q[4];\ncx q[4], q[18];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[4];\nU(1.5573303806694807, 1.1847702851849693, pi/2) q[8];\nU(pi, 3*pi/4, pi/4) q[8];\nU(1.5720485823610246, 1.5903481084171514, -1.6987138645538822) q[18];\ncx q[4], q[18];\nU(0, -0.6403107185889723, -2.371862674088744) q[4];\nU(1.7228677586729608, 0.1294192609120759, pi/2) q[18];\nU(pi/2, -0.722941146822663, -pi) q[22];\nU(2.9895212217117293, -pi/2, 0) q[22];\ncx q[21], q[22];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[21];\nU(1.6958229041914474, 1.7218990694854153, -2.9526911652473977) q[22];\ncx q[21], q[22];\nU(0, -1.0980819534573651, -0.6407066945826645) q[21];\nU(pi/2, -pi, -2.9895212217117297) q[21];\ncx q[1], q[21];\nU(pi/2, -pi, -1.3509056547962888) q[1];\nU(pi/2, -0.3419854941803857, 0) q[21];\nU(2.9895212217117293, -pi/2, 0) q[21];\ncx q[8], q[21];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[8];\nU(1.5878505311039866, 1.6410738461256544, -2.046753717801425) q[21];\ncx q[8], q[21];\nU(0, -2.455628746171362, -0.20405474767579967) q[8];\nU(1.722867758672961, 0.48190915974263104, pi/2) q[21];\nU(1.7228677586729604, 1.402804005549764, pi/2) q[22];\nU(pi/2, -pi, -2.9895212217117297) q[22];\ncx q[9], q[22];\nU(pi/2, -0.5734954900083711, -0.8870720323314494) q[9];\nU(pi/2, 2.9895212217117297, 0) q[22];\nU(0, -1.2934405964357014, 1.2934405964357012) q[28];\nU(2.4468969661194215, pi/2, pi/2) q[28];\ncx q[23], q[28];\nU(pi, -2.349648827745873, 2.3558645973346337) q[23];\nU(pi/2, 0, 2.9895212217117297) q[23];\ncx q[2], q[23];\nU(pi/2, 0, 0.4976457920905464) q[2];\nU(pi/2, 0.15207143187806427, -pi) q[23];\nU(0.6946956874703696, -pi/2, -pi/2) q[28];\nU(2.9895212217117293, -pi/2, 0) q[28];\ncx q[6], q[28];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[6];\nU(1.582387918139998, 1.6292744523315141, -1.9620606445819209) q[28];\ncx q[6], q[28];\nU(0, -2.4101613790058334, -0.3353737697933141) q[6];\nU(1.7228677586729608, 0.3960575047906443, pi/2) q[28];\nc[0] = measure q[0];\nc[1] = measure q[1];\nc[2] = measure q[2];\nc[3] = measure q[3];\nc[4] = measure q[4];\nc[5] = measure q[5];\nc[6] = measure q[6];\nc[7] = measure q[7];\nc[8] = measure q[8];\nc[9] = measure q[9];\nc[10] = measure q[10];\nc[11] = measure q[11];\nc[12] = measure q[12];\nc[13] = measure q[13];\nc[14] = measure q[14];\nc[15] = measure q[15];\nc[16] = measure q[16];\nc[17] = measure q[17];\nc[18] = measure q[18];\nc[19] = measure q[19];\nc[20] = measure q[20];\nc[21] = measure q[21];\nc[22] = measure q[22];\nc[23] = measure q[23];\nc[24] = measure q[24];\nc[25] = measure q[25];\nc[26] = measure q[26];\nc[27] = measure q[27];\nc[28] = measure 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cloud simulator, not QPU hardware"},{"definition_id":"hcs","definition_version":1,"device":"ionq.simulator","hardware_key":"ionq:simulator","state":"failed","created_at":"2026-07-06T18:09:59.589012Z","scored_at":"2026-07-06T18:17:46.458471Z","scores":null,"error":"provider.error","instance":{"k":14,"n":29,"seed":4379595054554131463,"depth":8,"qasm3":"OPENQASM 3.0;\ninclude \"stdgates.inc\";\nbit[29] c;\nqubit[29] q;\nU(0, -pi, -pi) q[0];\nU(pi, 1.4065829705916304, -1.7350096829981632) q[1];\nU(0, -pi, -pi) q[2];\nU(pi, 2.8126403190785982, -0.3289523345111953) q[3];\nU(pi/2, -0.7695055446448489, -pi) q[4];\nU(pi, 1.4065829705916304, -1.7350096829981632) q[5];\nU(pi/2, -1.3705380178171875, -pi) q[6];\nU(pi/2, 0.5931347300818182, -pi) q[7];\nU(pi/2, 0, 2.9895212217117297) q[8];\ncx q[2], q[8];\nU(0, 1.4154431746902558, 0.7195539694143642) q[2];\nU(pi/2, -pi, -2.9895212217117297) q[2];\nU(0.1520714318780649, -0.08066911225819728, pi/2) q[8];\nU(pi, 1.4065829705916304, -1.7350096829981632) q[8];\nU(1.1336491357640417, -pi/2, -pi/2) q[9];\ncx q[3], q[9];\nU(0, -pi/4, -3*pi/4) q[3];\nU(pi/2, 0, 2.9895212217117297) q[3];\nU(2.0079435178257508, -2.729314192254242, pi/2) q[9];\nU(pi, 3*pi/4, pi/4) q[9];\nU(pi/2, 1.4981223416140974, 0) q[10];\nU(0, -pi, -pi) q[11];\nU(pi/2, 0, 2.9895212217117297) q[12];\ncx q[0], q[12];\nU(pi, 2.9454138387250097, -2.453688990056485) q[0];\nU(pi/2, 0.2511554387831261, 0) q[0];\ncx q[0], q[2];\nU(pi/2, -2.5981732436094283, -0.2511554387831265) q[0];\nU(pi/2, -2.117268164595747, -pi) q[0];\nU(pi/2, 2.989521221711729, 0) q[2];\nU(pi, 2.9486402563468808, -0.1929523972429119) q[2];\nU(2.989521221711728, 1.7166636312683545, -pi/2) q[12];\nU(pi, -1.97875512926454, 2.7336338511201497) q[12];\nU(pi/2, 0.19371528457969767, -pi) q[13];\nU(pi/2, -0.21023991680473175, 0) q[14];\nU(pi/2, -pi, -2.9895212217117297) q[15];\ncx q[5], q[15];\nU(pi, -2.976443976175166, -2.976443976175166) q[5];\nU(pi, 3*pi/4, pi/4) q[5];\nU(2.9895212217117297, -pi/2, -pi/2) q[15];\nU(2.9895212217117293, -pi/2, 0) q[15];\nU(pi/2, 0, 2.9895212217117297) q[16];\ncx q[6], q[16];\nU(pi/2, 1.7606078961616518, 1.3705380178171893) q[6];\nU(pi/2, 2.6439468614992467, -pi) q[6];\nU(pi/2, -0.15207143187806338, 0) q[16];\nU(pi/2, 3*pi/4, -pi) q[16];\nU(1.4425842660841335, -2.1420765565591307, 0.08200176932171033) q[17];\ncx q[12], q[17];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[12];\nU(1.5812394020493283, 1.6264088245421346, -1.9419485466653903) q[17];\ncx q[12], q[17];\nU(0, -2.5872856169594627, -0.1786283686061827) q[12];\nU(pi/2, 0, 2.9895212217117297) q[12];\nU(1.72286775867296, 2.9512580522591456, pi/2) q[17];\nU(pi/2, -2.9538288615864765, 0) q[17];\nU(2.9674227059287372, pi/2, -pi/2) q[18];\ncx q[7], q[18];\nU(pi/2, 0.20303762614141974, 2.548457923507975) q[7];\nU(pi, 3*pi/4, pi/4) q[7];\ncx q[7], q[15];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[7];\nU(1.5735743996092015, 1.599845403687091, -1.761470745129668) q[15];\ncx q[7], q[15];\nU(0, -2.8140382576096665, -0.1346266744830351) q[7];\nU(pi/2, 1.7508759138725285, -pi) q[7];\nU(1.7228677586729608, 0.19292772149709148, pi/2) q[15];\nU(pi, 1.4065829705916304, -1.7350096829981632) q[15];\nU(pi/2, 2.9674227059287386, -pi) q[18];\nU(pi/2, -1.2490457723982544, -pi) q[18];\nU(pi/2, -1.2053002049799697, -pi) q[19];\nU(0.745382316554565, -pi/2, pi/2) q[20];\ncx q[10], q[20];\nU(pi, 1.4809513158171015, 2.356742470749224) q[10];\nU(0, -pi, -pi) q[10];\nU(0.7453823165545644, pi/2, -pi/2) q[20];\nU(2.9895212217117293, -pi/2, 0) q[20];\ncx q[5], q[20];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[5];\nU(1.7179543720875272, 1.724509048350427, -3.0978635506963714) q[20];\ncx q[5], q[20];\nU(0, -1.1928295213327191, -0.3987396417561042) q[5];\nU(pi/2, -3*pi/4, 0) q[5];\ncx q[5], q[12];\nU(pi/2, -2.172669694044896, -pi/4) q[5];\nU(pi/2, 1.4942523693418206, -pi) q[5];\nU(pi/2, -1.4976087905766753, -pi) q[12];\nU(pi, 3*pi/4, pi/4) q[12];\nU(1.7228677586729608, 1.55002349050097, pi/2) q[20];\nU(0.8694488647492563, -pi/2, pi/2) q[20];\nU(0.02967566619756199, -pi/2, -pi/2) q[21];\ncx q[13], q[21];\nU(0, -2.81976435058447, -0.5155435875850216) q[13];\nU(2.9895212217117293, -pi/2, 0) q[13];\ncx q[9], q[13];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[9];\nU(1.6080134953134424, 1.670971914817751, -2.281756790145113) q[13];\ncx q[9], q[13];\nU(0, -0.8771524174102949, -1.5439893741231643) q[9];\ncx q[9], q[20];\nU(0, 2.5489024262031217, -2.07988178003134) q[9];\nU(pi/2, -0.32175055439664213, 0) q[9];\nU(1.7228677586729608, 0.7204508620563339, pi/2) q[13];\nU(pi/2, 0, 2.9895212217117297) q[13];\ncx q[7], q[13];\nU(pi/2, 0.9107865941547093, 1.3907167397172637) q[7];\nU(pi/2, 0, 0) q[7];\nU(pi/2, 0.1520714318780647, -pi) q[13];\nU(2.167977055413367, -pi/2, pi/2) q[13];\nU(0.8694488647492553, 2.115995630983061, -pi/2) q[20];\nU(pi, 3*pi/4, pi/4) q[20];\nU(3.111916987392231, 1.9125303533840068, pi/2) q[21];\nU(pi, 1.4065829705916304, -1.7350096829981632) q[21];\nU(pi/2, 0, 2.9895212217117297) q[22];\ncx q[11], q[22];\nU(pi/2, 0, 0) q[11];\nU(0, -pi/2, pi/2) q[11];\ncx q[10], q[11];\nU(0, -2.498091544796509, 2.498091544796509) q[10];\nU(pi/2, -pi, -2.9895212217117297) q[10];\ncx q[5], q[10];\nU(pi/2, 2.4334578347153615, -1.49425236934182) q[5];\nU(0, -pi, -pi) q[5];\nU(pi/2, 0.6221918933491573, 0) q[10];\nU(pi, 1.4065829705916304, -1.7350096829981632) q[10];\nU(0, -1.2934405964357014, 1.2934405964357012) q[11];\nU(pi, 3*pi/4, pi/4) q[11];\nU(pi/2, 1.0602793928910401, 0) q[22];\nU(2.623173368990006, -pi/2, -pi/2) q[22];\ncx q[8], q[22];\nU(pi, -1.2909510871017063, 2.7046736147677013) q[8];\nU(0, -pi, -pi) q[8];\nU(0.5184192845997877, pi/2, pi/2) q[22];\nU(2.9895212217117293, -pi/2, 0) q[22];\ncx q[20], q[22];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[20];\nU(1.5712385660713772, 1.5824306035240792, -1.6467823981373269) q[22];\ncx q[20], q[22];\nU(0, -1.2402187089372478, -1.824498976445863) q[20];\nU(pi/2, 0, 2.9895212217117297) q[20];\ncx q[16], q[20];\nU(pi/2, 0, pi/4) q[16];\nU(0.22318113806321652, pi/2, -pi/2) q[16];\nU(pi/2, -3.100090365800244, -pi) q[20];\nU(pi/2, 0, 2.9895212217117297) q[20];\ncx q[7], q[20];\nU(pi/2, -pi, -pi) q[7];\nU(pi/2, 1.441612760837205, -pi) q[7];\nU(pi/2, -2.3529267338176116, -pi) q[20];\nU(pi/2, 0, 2.9895212217117297) q[20];\nU(1.7228677586729608, 0.07687496820668205, pi/2) q[22];\nU(0, -pi/2, pi/2) q[22];\nU(pi/2, 2.1391900422027375, -pi) q[23];\nU(1.593754435781534, -pi/2, -pi/2) q[24];\ncx q[4], q[24];\nU(0, -0.2942990199955031, -1.7934363236132551) q[4];\nU(0, -pi, -pi) q[4];\nU(1.5478382178082595, pi/2, pi/2) q[24];\nU(pi/2, 0, 2.9895212217117297) q[24];\ncx q[17], q[24];\nU(pi/2, -pi, -0.1877637920033166) q[17];\nU(pi/2, -pi, -2.9895212217117297) q[17];\ncx q[9], q[17];\nU(pi/2, -pi, 0.32175055439664213) q[9];\nU(0, -pi, -pi) q[9];\nU(pi/2, -1.1304907320725088, 0) q[17];\nU(0, -pi, -pi) q[17];\nU(pi/2, -1.333259254045824, -pi) q[24];\nU(2.9895212217117293, -pi/2, 0) q[24];\ncx q[11], q[24];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[11];\nU(1.693426750110041, 1.721417527637974, -2.9368074703258444) q[24];\ncx q[11], q[24];\nU(0, -0.545884990188438, -1.2090329629843617) q[11];\nU(0, -pi, -pi) q[11];\ncx q[11], q[13];\nU(0, 2.3718449962856116, -1.1115642042170681) q[11];\nU(0.7659075041026164, pi/2, pi/2) q[11];\ncx q[10], q[11];\nU(pi, 2.819842099193151, 2.819842099193151) q[10];\nU(pi, 3*pi/4, pi/4) q[10];\nU(2.375685149487176, 0.6897451083714712, -pi/2) q[11];\nU(1.7337809152723198, -pi/2, pi/2) q[11];\nU(2.167977055413366, pi/2, -pi/2) q[13];\nU(pi, 2.8126403190785982, -0.3289523345111953) q[13];\nU(1.7228677586729608, 1.386674700416994, pi/2) q[24];\nU(0, -pi/2, pi/2) q[24];\nU(0.9357550409705461, pi/2, pi/2) q[25];\ncx q[19], q[25];\nU(pi/2, 1.9368347750619268, -1.936292448609825) q[19];\nU(pi/2, 0, 2.9895212217117297) q[19];\ncx q[6], q[19];\nU(pi/2, 0, 0.4976457920905464) q[6];\nU(pi, 3.051671420457362, -2.1783062903420363) q[6];\nU(pi/2, 0.15207143187806427, -pi) q[19];\nU(pi/2, 0, 2.9895212217117297) q[19];\nU(pi/2, 0.38266496666003125, 0) q[25];\nU(pi, 2.1259304168606192, -1.0156622367291739) q[25];\nU(1.7579958980979864, pi/2, pi/2) q[26];\ncx q[14], q[26];\nU(pi/2, -2.75265488211332, 0.21023991680473086) q[14];\nU(1.2340498167578533, pi/2, pi/2) q[14];\ncx q[4], q[14];\nU(0, -pi, 0) q[4];\nU(pi/2, -2.721984984919011, -pi) q[4];\nU(1.2340498167578542, 2.2166895232703263, pi/2) q[14];\nU(0, -pi, -pi) q[14];\ncx q[14], q[22];\nU(0, -2.498091544796509, 2.498091544796509) q[14];\nU(pi/2, -1.4866210483479625, -pi) q[14];\nU(0, -1.2934405964357014, 1.2934405964357012) q[22];\nU(0.7657347973860898, -pi/2, pi/2) q[22];\ncx q[5], q[22];\nU(0, -0.2134598825184626, 0.8640763656346877) q[5];\nU(pi/2, -pi, -2.9895212217117297) q[5];\nU(0.7657347973860891, -2.5797207968831763, -pi/2) q[22];\nU(0, -pi, -pi) q[22];\nU(pi/2, 1.3835967554918058, 0) q[26];\nU(1.493946932646228, -pi/2, -pi/2) q[26];\ncx q[21], q[26];\nU(pi, -0.7315378918449338, 2.9024043943961004) q[21];\nU(pi/2, -pi, -2.9895212217117297) q[21];\nU(1.6476457209435658, 2.8894692659736183, pi/2) q[26];\nU(1.9062447778776408, pi/2, -pi/2) q[26];\ncx q[8], q[26];\nU(0, -1.236767810820125, 2.867378994658252) q[8];\nU(pi, 3*pi/4, pi/4) q[8];\nU(1.9062447778776404, -1.1669032658035292, pi/2) q[26];\nU(pi, 2.8126403190785982, -0.3289523345111953) q[26];\nU(pi/2, -pi, -2.9895212217117297) q[27];\ncx q[1], q[27];\nU(pi/2, -pi, 0) q[1];\nU(pi/2, 2.9707711156134105, 0) q[1];\ncx q[1], q[3];\nU(pi/2, -pi, 0.17082153797638355) q[1];\nU(pi, 3*pi/4, pi/4) q[1];\nU(pi/2, -2.5850754986367734, -pi) q[3];\nU(pi/2, pi/2, -1.459550842660462) q[3];\ncx q[3], q[21];\nU(pi/2, -0.27517198130795606, -pi/2) q[3];\nU(pi/2, 2.740046969148662, 0) q[3];\nU(pi/2, -1.834113242807395, 0) q[21];\nU(pi/2, -pi, -2.9895212217117297) q[21];\ncx q[14], q[21];\nU(pi/2, 1.8110021450754203, 1.4866210483479625) q[14];\nU(2.9895212217117293, -pi/2, 0) q[14];\ncx q[10], q[14];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[10];\nU(1.625230176880537, 1.688056802731249, -2.439330208766316) q[14];\ncx q[10], q[14];\nU(0, -0.6000152808713843, -1.660929386251917) q[10];\nU(0.1715776834479105, pi/2, pi/2) q[10];\nU(1.7228677586729608, 0.8806479864664922, pi/2) q[14];\nU(pi/2, -pi, -2.9895212217117297) q[14];\nU(pi/2, 1.5206161115580068, 0) q[21];\nU(pi/2, 0, 2.9895212217117297) q[21];\nU(pi/2, -2.8051979432499854, 0) q[27];\nU(2.143423684164355, pi/2, pi/2) q[27];\ncx q[25], q[27];\nU(pi, -1.6452904417099634, 3.058272344259187) q[25];\nU(1.4472249594566948, pi/2, pi/2) q[25];\nU(0.9981689694254373, 1.035580593834184, -pi/2) q[27];\nU(1.7228677586729602, pi/2, 1.8295906920022516) q[27];\ncx q[6], q[27];\nU(pi/2, -pi, -pi/2) q[6];\nU(1.7210993478895507, 1.7246155268515455, -3.118380894760219) q[27];\ncx q[6], q[27];\nU(pi/2, -0.7781575842569914, 0) q[6];\nU(pi, 1.4065829705916304, -1.7350096829981632) q[6];\nU(pi/2, 2.9155167850024863, 0) q[27];\nU(2.797117991879132, pi/2, pi/2) q[27];\nU(pi/2, -pi, -2.9895212217117297) q[28];\ncx q[23], q[28];\nU(0, -1.5386377082822886, 2.541040319669343) q[23];\nU(pi/2, 0, 2.9895212217117297) q[23];\ncx q[18], q[23];\nU(pi/2, 2.017465660260605, -1.8925468811915394) q[18];\nU(pi/2, 0, 2.9895212217117297) q[18];\ncx q[0], q[18];\nU(pi/2, 0, -1.024324488994047) q[0];\nU(pi/2, -2.87350219756226, 0) q[0];\nU(pi/2, 0.9699844582856194, -pi) q[18];\nU(0.19449226489216778, pi/2, pi/2) q[18];\ncx q[13], q[18];\nU(pi, 2.677945044588988, 2.677945044588986) q[13];\nU(pi/2, 2.99249367386515, 0) q[13];\ncx q[13], q[14];\nU(pi/2, -pi, -2.9924936738651504) q[13];\nU(pi/2, 0, 2.9895212217117297) q[13];\nU(pi/2, -2.854288419310074, 0) q[14];\nU(0, -pi/2, pi/2) q[14];\nU(2.947100388697626, 1.048192604060123, -pi/2) q[18];\nU(pi, 2.9486402563468808, -0.1929523972429119) q[18];\ncx q[18], q[27];\nU(pi, 2.4668517113662407, 2.46685171136624) q[18];\nU(pi/2, -1.1982219206930207, -pi) q[18];\nU(pi/2, 1.564648358553419, -pi) q[23];\nU(2.9895212217117293, -pi/2, 0) q[23];\ncx q[1], q[23];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[1];\nU(1.580218280975892, 1.6237102040779208, -1.9231487133753709) q[23];\ncx q[1], q[23];\nU(0, -1.1172927121133993, -1.6676677044774844) q[1];\nU(0, -pi, -pi) q[1];\ncx q[1], q[24];\nU(0, -2.498091544796509, 2.498091544796509) q[1];\nU(0, -pi, -pi) q[1];\ncx q[1], q[16];\nU(0, -1.5623917045143136, -2.2945568481058087) q[1];\nU(pi/2, 1.1993203007963409, 0) q[1];\ncx q[1], q[5];\nU(pi/2, -2.6566240585612837, -1.1993203007963424) q[1];\nU(pi, 3*pi/4, pi/4) q[1];\nU(pi/2, -2.856330084950865, 0) q[5];\nU(pi, 3*pi/4, pi/4) q[5];\nU(0.22318113806321668, -pi/2, pi/2) q[16];\nU(1.3921547834109251, -pi/2, pi/2) q[16];\nU(1.7228677586729608, 0.3566322369989101, pi/2) q[23];\nU(pi, 1.4065829705916304, -1.7350096829981632) q[23];\ncx q[23], q[25];\nU(pi, -0.9776757458979173, -2.4764841075421735) q[23];\nU(2.9895212217117293, -pi/2, 0) q[23];\ncx q[8], q[23];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[8];\nU(1.5848065367068531, 1.6348247460472578, -2.0014949005964526) q[23];\ncx q[8], q[23];\nU(0, -2.2468532928742557, -0.4587154373075948) q[8];\nU(pi/2, -pi, -2.9895212217117297) q[8];\ncx q[3], q[8];\nU(pi/2, -pi, -2.740046969148662) q[3];\nU(0, -pi, -pi) q[3];\ncx q[3], q[16];\nU(0, 1.846883720705252, -0.7648292103259822) q[3];\nU(pi, 3*pi/4, pi/4) q[3];\nU(pi/2, -1.793922975438663, 0) q[8];\nU(pi/2, -1.768191886644777, 0) q[8];\ncx q[8], q[21];\nU(pi/2, -pi, -1.3734007669450161) q[8];\nU(pi/2, 2.6439468614992467, -pi) q[8];\ncx q[8], q[13];\nU(pi/2, 0, 0.4976457920905464) q[8];\nU(pi/2, -pi, -2.9895212217117297) q[8];\nU(pi/2, 0.15207143187806427, -pi) q[13];\nU(1.3921547834109245, 2.328342951383007, -pi/2) q[16];\nU(pi/2, 0, 2.9895212217117297) q[16];\nU(pi/2, -2.4320057133973756, -pi) q[21];\nU(2.9895212217117293, -pi/2, 0) q[21];\ncx q[5], q[21];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[5];\nU(1.571691134923237, 1.5873333339030715, -1.6789073166348456) q[21];\ncx q[5], q[21];\nU(0, -0.29836751057786426, -2.7338469369408847) q[5];\nU(pi/2, 0, 2.9895212217117297) q[5];\nU(1.722867758672961, 0.10937820607104465, pi/2) q[21];\nU(1.9011005315999956, -pi/2, pi/2) q[21];\nU(1.7228677586729606, 0.43602392340794305, pi/2) q[23];\nU(1.5577190812583332, pi/2, -pi/2) q[23];\ncx q[17], q[23];\nU(0, -1.930875575775106, -2.8581707937767185) q[17];\nU(1.175285330190051, -pi/2, pi/2) q[17];\nU(1.5577190812583346, 0.7195825704944765, pi/2) q[23];\nU(pi/2, 0, 2.9895212217117297) q[23];\nU(0, -1.2934405964357014, 1.2934405964357012) q[24];\nU(pi/2, -pi, -2.9895212217117297) q[24];\ncx q[0], q[24];\nU(pi/2, -1.3289065529958521, 2.87350219756226) q[0];\nU(0, -pi, -pi) q[0];\ncx q[0], q[17];\nU(0, -1.3830548296974965, -2.7305728806822267) q[0];\nU(pi/2, 1.7062942550283058, 0) q[0];\ncx q[0], q[5];\nU(pi/2, -1.3595609322713322, 1.4352983985614873) q[0];\nU(pi, 3*pi/4, pi/4) q[0];\nU(pi/2, -2.8137135154009063, -pi) q[5];\nU(0, 1.616460497763354, -1.616460497763354) q[5];\nU(1.17528533019005, pi/2, -pi/2) q[17];\nU(pi/2, 2.6439468614992467, -pi) q[17];\nU(pi/2, -1.2604705890314682, 0) q[24];\nU(pi/2, -pi, -2.9895212217117297) q[24];\nU(1.694367694133097, 1.376601869498236, -pi/2) q[25];\nU(0, -pi/2, pi/2) q[25];\ncx q[9], q[25];\nU(0, -2.498091544796509, 2.498091544796509) q[9];\nU(pi/2, -3.118119676196102, 0) q[9];\ncx q[9], q[24];\nU(pi/2, -pi, 3.118119676196102) q[9];\nU(0, -pi, -pi) q[9];\nU(pi/2, -0.5909108048807457, 0) q[24];\nU(0, -pi/2, pi/2) q[24];\nU(0, -1.2934405964357014, 1.2934405964357012) q[25];\nU(0, -pi/2, pi/2) q[25];\ncx q[22], q[25];\nU(0, -2.498091544796509, 2.498091544796509) q[22];\nU(pi/2, -pi, -2.9895212217117297) q[22];\nU(0, -1.2934405964357014, 1.2934405964357012) q[25];\nU(0, -pi, -pi) q[25];\nU(0.34447466171066027, 0.5423627654924301, -pi/2) q[27];\nU(1.7625872284575987, pi/2, pi/2) q[27];\ncx q[25], q[27];\nU(0, -0.20666345009717313, -2.009006471916404) q[25];\nU(2.9895212217117293, -pi/2, 0) q[25];\nU(1.762587228457599, 3.130804819410878, pi/2) q[27];\nU(2.9895212217117293, -pi/2, 0) q[27];\nU(0.1520714318780641, 2.69293613145621, pi/2) q[28];\nU(1.9876332793444158, pi/2, pi/2) q[28];\ncx q[15], q[28];\nU(pi, 2.9045808877792663, 2.17903421570405) q[15];\nU(1.4187248949168332, -pi/2, -3.012678328570895) q[15];\ncx q[2], q[15];\nU(pi, -0.7847631901422814, 2.2112864866540756) q[2];\nU(pi/2, 2.207892926296105, 0) q[2];\nU(1.72286775867296, -1.3996860691178312, pi/2) q[15];\nU(pi, 3*pi/4, pi/4) q[15];\nU(1.1539593742453762, 1.466451608374463, -pi/2) q[28];\nU(2.9895212217117293, -pi/2, 0) q[28];\ncx q[12], q[28];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[12];\nU(1.6081445500092744, 1.6711239968550107, -2.283060571081361) q[28];\ncx q[12], q[28];\nU(0, -0.3648256185252077, -2.0549914350990273) q[12];\nU(pi/2, 2.6439468614992467, -pi) q[12];\ncx q[12], q[19];\nU(pi/2, 0, 0.4976457920905464) q[12];\nU(pi/2, 0, 2.9895212217117297) q[12];\nU(pi/2, 0.15207143187806427, -pi) q[19];\nU(pi/2, 0, 2.9895212217117297) q[19];\ncx q[2], q[19];\nU(pi/2, -2.62713384820786, 0.9336997272936873) q[2];\nU(0, -pi, -pi) q[2];\ncx q[2], q[11];\nU(0, -1.9345624717613772, -1.2193795990997023) q[2];\nU(2.9895212217117293, -pi/2, 0) q[2];\ncx q[1], q[2];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[1];\nU(1.6128963171520403, 1.6763818387589637, -2.3290786372363295) q[2];\ncx q[1], q[2];\nU(0, 0.4995140100912798, -2.8725646696960245) q[1];\nU(0, -pi, -pi) q[1];\ncx q[1], q[14];\nU(0, -2.498091544796509, 2.498091544796509) q[1];\nU(pi, 3*pi/4, pi/4) q[1];\nU(1.7228677586729606, 0.768541993985048, pi/2) q[2];\nU(pi/2, -3.0371650731173085, -pi) q[2];\ncx q[2], q[20];\nU(pi/2, 1.9332084165912526, -0.10442758047248413) q[2];\nU(pi, 1.4065829705916304, -1.7350096829981632) q[2];\nU(1.7337809152723205, 2.2419945818952973, -pi/2) q[11];\nU(pi/2, 2.5407251824751675, -pi) q[11];\ncx q[11], q[16];\nU(pi/2, 1.1311237650357437, 0.600867471114626) q[11];\nU(pi/2, 2.6439468614992467, -pi) q[11];\nU(0, -1.2934405964357014, 1.2934405964357012) q[14];\nU(1.2559595536069432, pi/2, -pi/2) q[14];\ncx q[5], q[14];\nU(0, 2.1857382573086186, -0.05152583381426945) q[5];\nU(pi, 3*pi/4, pi/4) q[5];\nU(1.2559595536069452, -pi/2, pi/2) q[14];\nU(pi/2, 2.6439468614992467, -pi) q[14];\nU(pi/2, 0.15207143187806382, -pi) q[16];\nU(pi/2, 1.5528538224816142, 0) q[16];\nU(pi/2, -1.9910775445879023, -pi) q[19];\nU(1.395587283406986, pi/2, -pi/2) q[19];\nU(pi/2, 0.15207143187806516, -pi) q[20];\nU(pi, 3*pi/4, pi/4) q[20];\ncx q[20], q[25];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[20];\nU(1.5990682867782107, 1.6595291947635422, -2.1873542761710603) q[25];\ncx q[20], q[25];\nU(0, -1.0441188750390498, -1.4729049280897115) q[20];\nU(0.6333267315193849, -pi/2, pi/2) q[20];\nU(1.722867758672961, 0.6245688504610318, pi/2) q[25];\nU(pi/2, -pi, -2.9895212217117297) q[25];\ncx q[16], q[25];\nU(pi/2, -2.3658566904070106, -1.552853822481615) q[16];\nU(0, -pi, -pi) q[16];\nU(pi/2, 2.9895212217117297, 0) q[25];\nU(1.3739786634622178, -pi/2, pi/2) q[25];\nU(1.7228677586729606, 0.7217755999655582, pi/2) q[28];\nU(pi/2, 0, 2.9895212217117297) q[28];\ncx q[4], q[28];\nU(pi/2, 2.4273971547667754, -0.4196076686707815) q[4];\nU(pi/2, 0.412869583064575, -pi) q[4];\ncx q[4], q[12];\nU(pi/2, 1.33221892201869, 2.7287230705252172) q[4];\nU(pi, 3*pi/4, pi/4) q[4];\nU(pi/2, 2.8936545853488465, -pi) q[12];\nU(0, -pi, -pi) q[12];\ncx q[12], q[19];\nU(0, -0.37492510315273053, 2.9065657993212524) q[12];\nU(1.7756249759631029, pi/2, -pi/2) q[12];\ncx q[9], q[12];\nU(0, 2.1750662303858643, 0.7732301177102738) q[9];\nU(pi, 3*pi/4, pi/4) q[9];\ncx q[9], q[27];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[9];\nU(1.775624975963103, -0.8441330876575757, pi/2) q[12];\nU(2.9895212217117293, -pi/2, 0) q[12];\ncx q[0], q[12];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[0];\nU(1.5803865714382583, 1.6241656871654326, -1.9263127018569004) q[12];\ncx q[0], q[12];\nU(0, 0.07182625186924119, -2.853581359063817) q[0];\nU(0, -pi, -pi) q[0];\ncx q[0], q[20];\nU(0, -0.9827937232473296, 0.9827937232473287) q[0];\nU(pi, 3*pi/4, pi/4) q[0];\nU(1.722867758672961, 0.3598375463952168, pi/2) q[12];\nU(pi/2, 0, 2.9895212217117297) q[12];\ncx q[11], q[12];\nU(pi/2, 0, 0.4976457920905464) q[11];\nU(2.9895212217117293, -pi/2, 0) q[11];\ncx q[5], q[11];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[5];\nU(1.5876892346805485, 1.64076001332616, -2.044456887780029) q[11];\ncx q[5], q[11];\nU(0, -0.25071089902480814, -2.4113016298708683) q[5];\nU(1.722867758672961, 0.47958012469411715, pi/2) q[11];\nU(pi/2, -2.476797348045512, -pi) q[11];\nU(pi/2, 0.15207143187806427, -pi) q[12];\nU(2.9895212217117293, -pi/2, 0) q[12];\nU(1.3955872834069856, 1.2506675914553682, pi/2) q[19];\nU(pi/2, 0, 2.9895212217117297) q[19];\ncx q[18], q[19];\nU(pi/2, 1.974701427211098, -1.9433707328967713) q[18];\nU(2.9895212217117293, -pi/2, 0) q[18];\nU(pi/2, 2.046839001575621, -pi) q[19];\nU(pi/2, 0, 2.9895212217117297) q[19];\nU(0.6333267315193843, 2.632655408714381, -pi/2) q[20];\nU(2.9895212217117293, -pi/2, 0) q[20];\nU(1.619080657949637, 1.6825570476187082, -2.385804796636934) q[27];\ncx q[9], q[27];\nU(0, 0.5293819691200716, -2.844762303750006) q[9];\nU(pi/2, -1.4288992721907334, -pi) q[9];\ncx q[9], q[19];\nU(pi/2, 1.798924060044424, -1.7126933813990606) q[9];\nU(2.9895212217117293, -pi/2, 0) q[9];\ncx q[0], q[9];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[0];\nU(1.6990417824347561, 1.7224837286812686, -2.9739594262548064) q[9];\ncx q[0], q[9];\nU(0, -2.4630785609020807, 0.7458811720799119) q[0];\nU(0, -pi, -pi) q[0];\nU(1.722867758672961, 1.4243952647676243, pi/2) q[9];\nU(pi/2, 0.8870720323314494, 0) q[9];\nU(pi/2, 0.9701158076707577, -pi) q[19];\nU(pi, 3*pi/4, pi/4) q[19];\nU(1.7228677586729606, 0.8262123189598589, pi/2) q[27];\nU(pi/2, 0, 2.9895212217117297) q[27];\nU(pi/2, 0.5482778016222074, -pi) q[28];\nU(1.956881862032415, -pi/2, -pi/2) q[28];\ncx q[26], q[28];\nU(pi, -2.3154443346287596, 2.509556643668521) q[26];\nU(2.9895212217117293, -pi/2, 0) q[26];\ncx q[4], q[26];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[4];\nU(1.6428395443730957, 1.7009601877044327, -2.5809891734920876) q[26];\ncx q[4], q[26];\nU(0, -1.5792686737501995, -0.5375438218841349) q[4];\nU(pi, 2.9486402563468808, -0.1929523972429119) q[4];\ncx q[4], q[10];\nU(pi, -2.677945044588987, -2.677945044588988) q[4];\nU(0, -pi, -pi) q[4];\nU(2.970014970141882, 0.6669580840322018, -pi/2) q[10];\nU(pi/2, 2.6439468614992467, -pi) q[10];\nU(1.7228677586729608, 1.0247801579554583, pi/2) q[26];\nU(2.2809291144762733, -pi/2, -pi/2) q[26];\ncx q[6], q[26];\nU(pi, 2.4468543773930893, 2.4468543773930893) q[6];\nU(2.9895212217117293, -pi/2, 0) q[6];\ncx q[3], q[6];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[3];\nU(1.5774825293775558, 1.6155740268967165, -1.867198134855173) q[6];\ncx q[3], q[6];\nU(0, -1.8965605741629377, -0.9450696088792085) q[3];\nU(pi/2, -2.1022396543588755, -pi) q[3];\nU(1.7228677586729608, 0.29996247054764646, pi/2) q[6];\nU(pi/2, -0.7970352506595142, 0) q[6];\ncx q[6], q[22];\nU(pi/2, -pi, 0.7970352506595155) q[6];\nU(0, -0.8912825846146961, 0.8912825846146966) q[6];\ncx q[6], q[21];\nU(0, -1.725447835446922, -2.9564260818728987) q[6];\nU(pi, 3*pi/4, pi/4) q[6];\ncx q[6], q[12];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[6];\nU(1.7205844747609775, 1.7246025627810262, -3.1150221973897296) q[12];\ncx q[6], q[12];\nU(0, -1.9026045343253024, 0.3284083357835832) q[6];\nU(pi/2, -2.4276718910561197, -pi) q[6];\nU(1.7228677586729606, 1.5673964550480735, pi/2) q[12];\nU(0, -pi/2, pi/2) q[12];\nU(1.9011005315999951, -2.0275683338352097, -pi/2) q[21];\nU(pi, 3*pi/4, pi/4) q[21];\nU(pi/2, -2.8590003704021028, 0) q[22];\nU(pi/2, 0, 2.9895212217117297) q[22];\nU(0.8606635391135214, -2.891240792880092, pi/2) q[26];\nU(pi/2, 0, 2.9895212217117297) q[26];\ncx q[17], q[26];\nU(pi/2, 0, 0.4976457920905464) q[17];\nU(1.766097536791411, pi/2, -pi/2) q[17];\ncx q[13], q[17];\nU(0, -3.072348808696151, -2.067405175830256) q[13];\nU(0, -pi, -pi) q[13];\ncx q[13], q[25];\nU(0, 1.8515146887503402, -1.441450886929648) q[13];\nU(1.7660975367914116, 1.1204183791438744, pi/2) q[17];\nU(pi, 3*pi/4, pi/4) q[17];\ncx q[17], q[20];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[17];\nU(1.5712108138282224, 1.582060147840541, -1.6443585269685617) q[20];\ncx q[17], q[20];\nU(0, -2.0618229280758067, -1.0053470884965519) q[17];\nU(pi/2, 0, 2.9895212217117297) q[17];\ncx q[14], q[17];\nU(pi/2, 0, 0.4976457920905464) q[14];\nU(pi/2, 0.15207143187806427, -pi) q[17];\nU(1.722867758672961, 0.07442263701743412, pi/2) q[20];\nU(0, -pi/2, pi/2) q[20];\nU(1.373978663462217, 3.1139152389655322, -pi/2) q[25];\nU(2.9895212217117293, -pi/2, 0) q[25];\nU(pi/2, 0.15207143187806427, -pi) q[26];\nU(1.664996922129039, -pi/2, -pi/2) q[26];\ncx q[2], q[26];\nU(pi, -2.0720346827372973, 2.9518727557419755) q[2];\nU(pi, 3*pi/4, pi/4) q[2];\nU(1.4765957314607547, pi/2, pi/2) q[26];\nU(2.9895212217117293, -pi/2, 0) q[26];\ncx q[19], q[26];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[19];\nU(1.6600753424593182, 1.7103386483906107, -2.7082658423913735) q[26];\ncx q[19], q[26];\nU(0, -1.1185247714717406, -0.8687646960900297) q[19];\nU(pi/2, -pi, -2.9895212217117297) q[19];\nU(1.7228677586729606, 1.1543031860280228, pi/2) q[26];\nU(2.6518740103303635, -pi/2, pi/2) q[26];\ncx q[16], q[26];\nU(0, 0.9839878530201762, 0.056692635018564363) q[16];\nU(2.651874010330362, -1.5809071301572457, -pi/2) q[26];\nU(1.184710791557379, pi/2, pi/2) q[28];\nU(2.9895212217117293, -pi/2, 0) q[28];\ncx q[15], q[28];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[15];\nU(1.5720005634418843, 1.5899710743710633, -1.6962342760002762) q[28];\ncx q[15], q[28];\nU(0, -0.39972352241190556, -2.6149588773119055) q[15];\nU(pi/2, 1.2412870876120774, -pi) q[15];\ncx q[15], q[23];\nU(pi/2, 1.4229573860719604, 1.9003055659777157) q[15];\nU(0, -pi, -pi) q[15];\ncx q[15], q[24];\nU(0, -2.498091544796509, 2.498091544796509) q[15];\nU(pi, 3*pi/4, pi/4) q[15];\ncx q[15], q[18];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[15];\nU(1.5766740252039502, 1.612835620160185, -1.848584523655959) q[18];\ncx q[15], q[18];\nU(0, -2.8649624646850036, 0.004483959835123397) q[15];\nU(pi/2, -2.259653211600864, -pi) q[15];\ncx q[15], q[27];\nU(pi/2, 0, -0.8819394419889299) q[15];\nU(0, -pi, -pi) q[15];\ncx q[15], q[20];\nU(0, -2.498091544796509, 2.498091544796509) q[15];\nU(1.7228677586729606, 0.28111414873991336, pi/2) q[18];\nU(0.026825079475088245, -pi/2, -pi/2) q[18];\nU(0, -1.2934405964357014, 1.2934405964357012) q[20];\nU(pi/2, 2.9572641600682417, -pi) q[23];\nU(pi/2, 0, 2.9895212217117297) q[23];\ncx q[10], q[23];\nU(pi/2, 0, 0.4976457920905464) q[10];\nU(pi, 1.4065829705916304, -1.7350096829981632) q[10];\ncx q[10], q[18];\nU(pi, -1.3623907342593389, 2.5018316351838585) q[10];\nU(2.9895212217117293, -pi/2, 0) q[10];\nU(3.114767574114707, pi/2, pi/2) q[18];\nU(pi/2, 0, 2.9895212217117297) q[18];\ncx q[11], q[18];\nU(pi/2, 0, -0.6647953055442812) q[11];\nU(pi, 3*pi/4, pi/4) q[11];\nU(pi/2, 2.669905672550848, -pi) q[18];\nU(2.9895212217117293, -pi/2, 0) q[18];\nU(pi/2, 0.15207143187806427, -pi) q[23];\nU(pi, 1.4065829705916304, -1.7350096829981632) q[23];\nU(0, -1.2934405964357014, 1.2934405964357012) q[24];\nU(2.397387610311039, pi/2, pi/2) q[24];\nU(pi/2, -3.117193906200511, -pi) q[27];\nU(2.5082659220704087, pi/2, -pi/2) q[27];\ncx q[5], q[27];\nU(0, -1.6595488945909112, -2.586844112592523) q[5];\nU(2.5082659220704087, -0.7971527969368042, pi/2) q[27];\nU(1.7228677586729608, 0.1269102538659812, pi/2) q[28];\nU(pi/2, 0, 2.9895212217117297) q[28];\ncx q[7], q[28];\nU(pi/2, 0.21485337048252662, 1.6999798927525882) q[7];\nU(pi/2, -pi, -2.9895212217117297) q[7];\ncx q[3], q[7];\nU(pi/2, 1.3850341787644922, 2.1022396543588746) q[3];\nU(pi, 1.4065829705916304, -1.7350096829981632) q[3];\ncx q[3], q[24];\nU(pi, 2.4805494847391056, 2.4805494847391056) q[3];\nU(2.9895212217117293, -pi/2, 0) q[3];\nU(pi/2, 0.2555489251749039, 0) q[7];\nU(pi/2, 1.9326101453519016, 0) q[7];\ncx q[7], q[8];\nU(pi/2, -2.497936925646315, -1.9326101453519016) q[7];\nU(pi, 3*pi/4, pi/4) q[7];\ncx q[7], q[10];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[7];\nU(pi/2, 2.989521221711729, 0) q[8];\nU(1.5573303806694805, pi/2, -pi/2) q[8];\nU(1.701397761391175, 1.7228668300991252, -2.989481691126179) q[10];\ncx q[7], q[10];\nU(0, 1.5318607088773923, 3.049880715818574) q[7];\nU(pi/2, -1.6362003290784353, 0) q[7];\ncx q[7], q[19];\nU(pi/2, -2.650944252891514, 1.6362003290784353) q[7];\nU(pi, 3*pi/4, pi/4) q[7];\ncx q[7], q[25];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[7];\nU(1.7228677586729608, 1.4401487711061742, pi/2) q[10];\nU(0, -pi, -pi) q[10];\ncx q[10], q[12];\nU(0, -2.498091544796509, 2.498091544796509) q[10];\nU(0, -1.2934405964357014, 1.2934405964357012) q[12];\nU(pi/2, -1.9060437344834664, 0) q[19];\nU(2.9895212217117293, -pi/2, 0) q[19];\ncx q[11], q[19];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[11];\nU(1.6997997434636745, 1.722611096550767, -2.9789570655913455) q[19];\ncx q[11], q[19];\nU(0, -1.072477872120663, -0.6396470002726926) q[11];\nU(1.7228677586729608, 1.4294677811964371, pi/2) q[19];\nU(0.744205043278752, 0.7434332168510469, -pi/2) q[24];\nU(pi/2, -pi, -2.9895212217117297) q[24];\ncx q[6], q[24];\nU(pi/2, 0, 2.4276718910561197) q[6];\nU(pi, 3*pi/4, pi/4) q[6];\nU(pi/2, 1.8995020864553762, 0) q[24];\nU(1.6925926494815748, 1.7212405559973192, -2.9312670842385375) q[25];\ncx q[7], q[25];\nU(0, 1.2175685369427685, -2.978113388114645) q[7];\nU(1.7228677586729608, 1.3810478024179158, pi/2) q[25];\nU(pi/2, 2.125545012059799, -pi) q[28];\nU(0, -pi/2, pi/2) q[28];\ncx q[4], q[28];\nU(0, -2.498091544796509, 2.498091544796509) q[4];\nU(2.9895212217117293, -pi/2, 0) q[4];\ncx q[1], q[4];\nU(pi, 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q[21];\nU(pi/2, -pi, -1.3509056547962888) q[1];\nU(pi/2, -0.3419854941803857, 0) q[21];\nU(2.9895212217117293, -pi/2, 0) q[21];\ncx q[8], q[21];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[8];\nU(1.5878505311039866, 1.6410738461256544, -2.046753717801425) q[21];\ncx q[8], q[21];\nU(0, -2.455628746171362, -0.20405474767579967) q[8];\nU(1.722867758672961, 0.48190915974263104, pi/2) q[21];\nU(1.7228677586729604, 1.402804005549764, pi/2) q[22];\nU(pi/2, -pi, -2.9895212217117297) q[22];\ncx q[9], q[22];\nU(pi/2, -0.5734954900083711, -0.8870720323314494) q[9];\nU(pi/2, 2.9895212217117297, 0) q[22];\nU(0, -1.2934405964357014, 1.2934405964357012) q[28];\nU(2.4468969661194215, pi/2, pi/2) q[28];\ncx q[23], q[28];\nU(pi, -2.349648827745873, 2.3558645973346337) q[23];\nU(pi/2, 0, 2.9895212217117297) q[23];\ncx q[2], q[23];\nU(pi/2, 0, 0.4976457920905464) q[2];\nU(pi/2, 0.15207143187806427, -pi) q[23];\nU(0.6946956874703696, -pi/2, -pi/2) q[28];\nU(2.9895212217117293, -pi/2, 0) q[28];\ncx q[6], q[28];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[6];\nU(1.582387918139998, 1.6292744523315141, -1.9620606445819209) q[28];\ncx q[6], q[28];\nU(0, -2.4101613790058334, -0.3353737697933141) q[6];\nU(1.7228677586729608, 0.3960575047906443, pi/2) q[28];\nc[0] = measure q[0];\nc[1] = measure q[1];\nc[2] = measure q[2];\nc[3] = measure q[3];\nc[4] = measure q[4];\nc[5] = measure q[5];\nc[6] = measure q[6];\nc[7] = measure q[7];\nc[8] = measure q[8];\nc[9] = measure q[9];\nc[10] = measure q[10];\nc[11] = measure q[11];\nc[12] = measure q[12];\nc[13] = measure q[13];\nc[14] = measure q[14];\nc[15] = measure q[15];\nc[16] = measure q[16];\nc[17] = measure q[17];\nc[18] = measure q[18];\nc[19] = measure q[19];\nc[20] = measure q[20];\nc[21] = measure q[21];\nc[22] = measure q[22];\nc[23] = measure q[23];\nc[24] = measure q[24];\nc[25] = measure q[25];\nc[26] = measure q[26];\nc[27] = measure q[27];\nc[28] = measure 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q[7];\nc[8] = measure q[8];\nc[9] = measure q[9];\nc[10] = measure q[10];\nc[11] = measure q[11];\nc[12] = measure q[12];\nc[13] = measure q[13];\nc[14] = measure q[14];\nc[15] = measure q[15];\n","protocol":"ghz"},"analytics":{"n_50":16,"n_90":16,"shots":400,"bond_phi":{"mean":1.0,"bonds":[[0,1],[0,2],[1,3],[0,4],[1,5],[2,6],[3,7],[0,8],[1,9],[2,10],[3,11],[4,12],[5,13],[6,14],[7,15]],"total":15,"broken":0,"per_bond":[1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0,1.0]},"protocol":"ghz","pole_balance":0.5,"prefix_curve":[[2,1.0],[4,1.0],[8,1.0],[16,1.0]],"success_ci95":[0.99082,1.0],"healthy_cluster":16,"correlation_mass":16.0,"analytics_version":1},"annotation":"IonQ cloud simulator, not QPU hardware"},{"definition_id":"hidden_shift","definition_version":1,"device":"ionq.simulator","hardware_key":"ionq:simulator","state":"scored","created_at":"2026-07-03T04:44:35.395676Z","scored_at":"2026-07-03T04:48:46.024040Z","scores":{"n":16,"shots":400,"std_error":0.0,"metric_set":"hidden_shift.v1","success_probability":1.0,"measured_queue_seconds":12.214},"error":null,"instance":{"n":16,"seed":11560983502690847517,"qasm3":"OPENQASM 3.0;\ninclude \"stdgates.inc\";\nbit[16] c;\nqubit[16] q;\nh q[0];\nh q[1];\nh q[2];\nh q[3];\nh q[4];\nh q[5];\nh q[6];\nh q[7];\nh q[8];\nh q[9];\nh q[10];\nh q[11];\nh q[12];\nh q[13];\nh q[14];\nh q[15];\nx q[0];\nx q[2];\nx q[3];\nx q[4];\nx q[5];\nx q[6];\nx q[7];\nx q[11];\nx q[12];\nx q[13];\nx q[15];\ncz q[0], q[8];\ncz q[1], q[9];\ncz q[2], q[10];\ncz q[3], q[11];\ncz q[4], q[12];\ncz q[5], q[13];\ncz q[6], q[14];\ncz q[7], q[15];\nx q[0];\nx q[2];\nx q[3];\nx q[4];\nx q[5];\nx q[6];\nx q[7];\nx q[11];\nx q[12];\nx q[13];\nx q[15];\nh q[0];\nh q[1];\nh q[2];\nh q[3];\nh q[4];\nh q[5];\nh q[6];\nh q[7];\nh q[8];\nh q[9];\nh q[10];\nh q[11];\nh q[12];\nh q[13];\nh q[14];\nh q[15];\ncz q[0], q[8];\ncz q[1], q[9];\ncz q[2], q[10];\ncz q[3], q[11];\ncz q[4], q[12];\ncz q[5], q[13];\ncz q[6], q[14];\ncz q[7], q[15];\nh q[0];\nh q[1];\nh q[2];\nh q[3];\nh q[4];\nh q[5];\nh q[6];\nh q[7];\nh q[8];\nh q[9];\nh q[10];\nh q[11];\nh q[12];\nh q[13];\nh q[14];\nh q[15];\nc[0] = measure q[0];\nc[1] = measure q[1];\nc[2] = measure q[2];\nc[3] = measure q[3];\nc[4] = measure q[4];\nc[5] = measure q[5];\nc[6] = measure q[6];\nc[7] = measure q[7];\nc[8] = measure q[8];\nc[9] = measure q[9];\nc[10] = measure q[10];\nc[11] = measure q[11];\nc[12] = measure q[12];\nc[13] = measure q[13];\nc[14] = measure q[14];\nc[15] = measure q[15];\n","shift":"1011111100011101","protocol":"hidden_shift"},"analytics":{"protocol":"hidden_shift","analytics_version":1},"annotation":"IonQ cloud simulator, not QPU 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q[14];\ncz q[14], q[15];\nh q[0];\nh q[2];\nh q[4];\nh q[6];\nh q[8];\nh q[10];\nh q[12];\nh q[14];\nc[0] = measure q[0];\nc[1] = measure q[1];\nc[2] = measure q[2];\nc[3] = measure q[3];\nc[4] = measure q[4];\nc[5] = measure q[5];\nc[6] = measure q[6];\nc[7] = measure q[7];\nc[8] = measure q[8];\nc[9] = measure q[9];\nc[10] = measure q[10];\nc[11] = measure q[11];\nc[12] = measure q[12];\nc[13] = measure q[13];\nc[14] = measure q[14];\nc[15] = measure q[15];\n","checks":[{"vertex":0,"support":[0,1]},{"vertex":2,"support":[1,2,3]},{"vertex":4,"support":[3,4,5]},{"vertex":6,"support":[5,6,7]},{"vertex":8,"support":[7,8,9]},{"vertex":10,"support":[9,10,11]},{"vertex":12,"support":[11,12,13]},{"vertex":14,"support":[13,14,15]}],"protocol":"cluster"},"analytics":{"protocol":"cluster","analytics_version":1},"annotation":"IonQ cloud simulator, not QPU 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q[3], q[5];\nU(pi/2, 0, -pi) q[3];\nU(0.9396618221075581, -pi/2, -pi/2) q[3];\ncx q[0], q[3];\nU(pi, 2.6640301590870656, 0.9647735297956395) q[0];\nU(pi, 2.9486402563468808, -0.1929523972429119) q[0];\nU(2.2019308314822363, 2.7013750137296615, pi/2) q[3];\nU(pi, 1.4065829705916304, -1.7350096829981632) q[3];\nU(pi/2, 2.9332009388908826, -pi) q[5];\nU(1.9244210476262238, pi/2, -pi/2) q[6];\ncx q[4], q[6];\nU(pi, 0.7117018840868634, 1.2364219065055462) q[4];\nU(0, -pi, -pi) q[4];\nU(1.9244210476262245, -pi/2, pi/2) q[6];\nU(2.9895212217117293, -pi/2, 0) q[6];\nU(1.4187248949168332, -pi/2, pi/2) q[7];\ncx q[2], q[7];\nU(pi/2, -2.2367447101463083, -pi) q[2];\nU(pi, 3*pi/4, pi/4) q[2];\ncx q[2], q[6];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[2];\nU(1.5709953173141928, 1.578603576677474, -1.621760863426305) q[6];\ncx q[2], q[6];\nU(0, -2.350332425350299, -0.7397001398344645) q[2];\nU(2.1512890123971133, pi/2, -pi/2) q[2];\ncx q[1], q[2];\nU(0, -3.135784145332324, -2.8263672436813563) q[1];\nU(0, -pi, -pi) q[1];\nU(2.151289012397114, -1.1118727441232341, pi/2) q[2];\nU(pi, 3*pi/4, pi/4) q[2];\nU(1.7228677586729606, 0.05156008840502935, pi/2) q[6];\nU(2.595892918885999, pi/2, -pi/2) q[6];\ncx q[5], q[6];\nU(0, -2.5953018595684707, 2.7605882296095032) q[5];\nU(2.046765715169296, pi/2, pi/2) q[5];\ncx q[3], q[5];\nU(pi, -0.7581927662348118, 2.590965208254312) q[3];\nU(pi/2, 0, 2.9895212217117297) q[3];\nU(1.0948269384204956, 0.5935302071063107, -pi/2) q[5];\nU(0, -pi, -pi) q[5];\nU(2.5958929188859994, 1.1428106725811613, pi/2) q[6];\nU(0.540763332546568, -pi/2, -pi/2) q[6];\nU(pi/2, 1.7228677586729608, -pi) q[7];\nU(2.133518246274754, -pi/2, pi/2) q[7];\ncx q[4], q[7];\nU(0, 1.815844272656535, 0.46812951854604723) q[4];\nU(2.9895212217117293, -pi/2, 0) q[4];\ncx q[2], q[4];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[2];\nU(1.6543407029427584, 1.7075294965433239, -2.6668677989817766) q[4];\ncx q[2], q[4];\nU(0, 0.05886965181625614, -2.0882856291828418) q[2];\nU(1.7228677586729604, pi/2, 2.692808645907963) q[2];\ncx q[0], q[2];\nU(pi, 2.7105042384447646, 1.8625862647432072) q[0];\nU(pi, 1.4065829705916304, -1.7350096829981632) q[0];\nU(1.418724894916832, 0.3211848781195763, -pi/2) q[2];\nU(pi, 3*pi/4, pi/4) q[2];\nU(1.7228677586729608, 1.112176676223207, pi/2) q[4];\nU(pi, 2.9486402563468808, -0.1929523972429119) q[4];\ncx q[4], q[6];\nU(pi, 1.9195673303788041, 1.9195673303788032) q[4];\nU(pi/2, -1.456870093333448, -pi) q[4];\nU(2.6008293210432245, 1.7075125216743405, pi/2) q[6];\nU(2.9895212217117293, -pi/2, 0) q[6];\nU(2.133518246274755, 1.68653758561417, -pi/2) q[7];\nU(1.4187248949168332, -pi/2, 2.2244404360415846) q[7];\ncx q[1], q[7];\nU(0, -0.983238920683394, 2.4609976291623337) q[1];\nU(pi, 3*pi/4, pi/4) q[1];\ncx q[1], q[6];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[1];\nU(1.575620918828634, 1.6089498756447647, -1.8223353846398829) q[6];\ncx q[1], q[6];\nU(0, -2.338008445619245, -0.5490466657051041) q[1];\nU(pi/2, -0.23174115191654288, -pi) q[1];\ncx q[1], q[3];\nU(pi/2, 2.958140609643996, -2.90985150167325) q[1];\nU(pi, 1.4065829705916304, -1.7350096829981632) q[1];\nU(pi/2, 0.1520714318780647, -pi) q[3];\nU(pi, 2.8126403190785982, -0.3289523345111953) q[3];\nU(1.722867758672961, 0.2545375422654441, pi/2) q[6];\nU(0.6730231895218871, pi/2, -pi/2) q[6];\ncx q[5], q[6];\nU(0, -0.6747409422235524, 0.6747409422235524) q[5];\nU(1.3147053900192662, -pi/2, -pi/2) q[5];\ncx q[1], q[5];\nU(pi, -0.2561299955416825, 3.018725753917618) q[1];\nU(pi/2, 0.4075443743915512, 0) q[1];\nU(1.8268872635705276, -2.0497171738184097, pi/2) q[5];\nU(2.9895212217117293, -pi/2, 0) q[5];\nU(0.6730231895218864, -0.30210623958635896, pi/2) q[6];\nU(pi/2, 0, 2.9895212217117297) q[6];\nU(1.4187248949168325, -2.6900178104144716, -pi/2) q[7];\nU(pi/2, 0, 2.9895212217117297) q[7];\ncx q[4], q[7];\nU(pi/2, 1.8076263769767023, -1.684722560256347) q[4];\nU(pi/2, 2.6439468614992467, -pi) q[4];\ncx q[4], q[6];\nU(pi/2, 0, 0.4976457920905464) q[4];\nU(2.9895212217117293, -pi/2, 0) q[4];\ncx q[2], q[4];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[2];\nU(1.627244461908121, 1.6897346191771723, -2.4563323979940983) q[4];\ncx q[2], q[4];\nU(0, -0.5233630849604451, -1.7202868388684074) q[2];\nU(pi/2, -pi, -2.9895212217117297) q[2];\ncx q[1], q[2];\nU(pi/2, -pi, -0.40754437439155033) q[1];\nU(pi/2, -0.25185413405293877, 0) q[2];\nU(pi, 3*pi/4, pi/4) q[2];\nU(1.7228677586729608, 0.897942729760941, pi/2) q[4];\nU(1.4187248949168332, -pi/2, -2.064047813513331) q[4];\nU(pi/2, 0.15207143187806427, -pi) q[6];\nU(pi/2, pi/2, -2.5228436175862186) q[6];\nU(pi/2, 2.9850102018915736, -pi) q[7];\nU(0.21863959565388724, pi/2, pi/2) q[7];\ncx q[3], q[7];\nU(pi, -0.6008719267224945, 2.83462297500172) q[3];\nU(pi, 3*pi/4, pi/4) q[3];\ncx q[3], q[5];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[3];\nU(1.6507032522173104, 1.7055918080889159, -2.6401526555620305) q[5];\ncx q[3], q[5];\nU(0, -0.9098299981805953, -1.1467730221874568) q[3];\nU(pi, 1.4065829705916304, -1.7350096829981632) q[3];\ncx q[3], q[4];\nU(pi, 2.988471211677722, 2.4952197249592887) q[3];\nU(1.7228677586729608, -1.9590369029291637, pi/2) q[4];\nU(1.7228677586729606, 1.084989633221741, pi/2) q[5];\nU(1.4643443679104244, pi/2, pi/2) q[5];\ncx q[0], q[5];\nU(pi, -3.0043105219116044, 1.8095339106540003) q[0];\nU(pi, 3*pi/4, pi/4) q[0];\nU(1.677248285679367, -pi/2, -pi/2) q[5];\nU(2.9895212217117293, -pi/2, 0) q[5];\ncx q[2], q[5];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[2];\nU(1.636865404736671, 1.697003920513544, -2.5345370666319647) q[5];\ncx q[2], q[5];\nU(0, 0.10485095296069957, -2.2689338736584332) q[2];\nU(1.7228677586729608, 0.9775097328920594, pi/2) q[5];\nU(2.9229530579359055, -pi/2, -pi/2) q[7];\nU(pi/2, 0, 2.9895212217117297) q[7];\ncx q[6], q[7];\nU(pi/2, 2.007003376603043, pi/2) q[6];\nU(pi/2, 1.1543027730787134, -pi) q[7];\nU(2.9895212217117293, -pi/2, 0) q[7];\ncx q[0], q[7];\nU(pi, 1.4480296506245018, 3.0188259774193975) q[0];\nU(1.5768662809490308, 1.61350408177863, -1.8531190476996515) q[7];\ncx q[0], q[7];\nU(0, -1.6516251933632766, -1.2042618056710603) q[0];\nU(1.7228677586729608, 0.2857056545554557, pi/2) q[7];\nc[0] = measure q[0];\nc[1] = measure q[1];\nc[2] = measure q[2];\nc[3] = measure q[3];\nc[4] = measure q[4];\nc[5] = measure q[5];\nc[6] = measure q[6];\nc[7] = measure q[7];\n","offset":"00001001","cx_count":36,"protocol":"hcs","syndrome":"0010","generator":["0000","0111","1011","0100","1001","1000","1001","1101"],"parity_check":["10000000","01110100","00001010","00011001"]},"analytics":{"shots":256,"protocol":"hcs","pass_ci95":[0.985694,1.0],"check_bias":{"mean":1.0,"mean_ci95":[1.0,1.0],"per_check":[1.0,1.0,1.0,1.0],"total_checks":4,"check_weights":[1,4,2,3],"significant_checks":4},"frozen_bits":[{"qubit":0,"correct":1.0}],"rank_evaluable":true,"joint_structure":{"p":0.0033,"delta":0.9993,"verdict":true,"checks_tested":3},"analytics_version":1},"annotation":"IonQ 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