Newform data - 10.18.a.c

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• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_largest	boolean
  is_maximal	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 3240, 'analytic_conductor': 18.322208734455966, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [5, -1]], 'atkin_lehner_string': '+-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [10, 1, [7], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 83281, 'field_disc_factorization': [[11, 1], [67, 1], [113, 1]], 'field_poly': [-20820, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [-74525184, 1308, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199556730890, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 60, 'hecke_ring_index_factorization': [[2, 2], [3, 1], [5, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '10.18.a.c', 'level': 10, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 5], 'level_radical': 10, 'minimal_twist': '10.18.a.c', 'nf_label': '2.2.83281.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2^{8}q^{2}+(-654-\\beta )q^{3}+2^{16}q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '17.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '10.18.a', 'trace_display': [-512, -1308, 781250, 603844], 'trace_hash': 226374992719769199, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.034', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.917', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.107', 'prec': 17}, {'__RealLiteral__': 0, 'data': '8.819', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.347', 'prec': 17}, {'__RealLiteral__': 0, 'data': '55.723', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, -512, -1308, 131072, 781250, 334848, 603844, -33554432, -107519094, -200000000, -471481296, -85721088, -1541834228, -154584064, -510937500, 8589934592, 32139900564, 27524888064, 128672529400, 51200000000, 435381246624, 120699211776, 650359859292, 21944598528, 305175781250, 394709562368, 43156034280, 39573520384, 2543054749980, 130800000000, 7839407998744, -2199023255552, -476857812816, -8227814544384, 235876562500, -7046371344384, -27805209097556, -32940167526400, -12067623537288, -13107200000000, -37826364264156, -111457599135744, 29630453926852, -30898998214656, -41999646093750, -166492123978752, 220791583022004, -5617817223168, 801722584677954, -78125000000000, 647690491265544, -101045647966208, 1058306017600572, -11047944775680, -184172381250000, -10130821218304, -1186209507102000, 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• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1, 0], [-256, 0], [-654, -1], [65536, 0], [390625, 0], [167424, 256], [301922, -2907], [-16777216, 0], [-53759547, 1308], [-100000000, 0], [-235740648, 5238], [-42860544, -65536], [-770917114, 87228], [-77292032, 744192], [-255468750, -390625], [4294967296, 0], [16069950282, -4460868], [13762444032, -334848], [64336264700, 7351668], [25600000000, 0], [217690623312, 1599256], [60349605888, -1340928], [325179929646, -7606701], [10972299264, 16777216], [152587890625, 0], [197354781184, -22330368], [21578017140, 182044278], [19786760192, -190513152], [1271527374990, -444821544], [65400000000, 100000000], [3919703999372, 461196486], [-1099511627776, 0], [-238428906408, 232314996], [-4113907272192, 1141982208], [117938281250, -1135546875], [-3523185672192, 85721088], [-13902604548778, -818505288], [-16470083763200, -1882027008], [-6033811768644, 713870002], [-6553600000000, 0], [-18913182132078, 4473032724], [-55728799567872, -409409536], [14815226963426, -7033515453], [-15449499107328, 343277568], [-20999823046875, 510937500], [-83246061989376, 1947315456], [110395791511002, 18068763213], [-2808908611584, -4294967296], [400861292338977, -1755374508], [-39062500000000, 0], [323845245632772, -13152542610], [-50522823983104, 5716574208], [529153008800286, -14912836812], [-5523972387840, -46603335168], [-92086190625000, 2046093750], [-5065410609152, 48771366912], [-593104753551000, -69144255572], [-325511007997440, 113874315264], [763910358617580, 122690464632], [-16742400000000, -25600000000], [-315869106561058, -134737202448], [-1003444223839232, -118066300416], [-301228798981734, 156673917105], [281474976710656, 0], [-301139497656250, 34073437500], [61037800040448, -59472638976], [-4421881746936298, 197259831009], [1053160261681152, -292347445248], [357476625394416, -320205147192], [-30192200000000, 290700000000], [-1665950830456188, -254971321938], [901935532081152, -21944598528], [-5013175287146014, 248953009068], [3559066764487168, 209537353728], 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87228], [16069950282, -4460868], [64336264700, 7351668], [325179929646, -7606701], [1271527374990, -444821544], [3919703999372, 461196486], [-13902604548778, -818505288], [-18913182132078, 4473032724], [14815226963426, -7033515453], [110395791511002, 18068763213], [529153008800286, -14912836812], [763910358617580, 122690464632], [-315869106561058, -134737202448], [-4421881746936298, 197259831009], [-1665950830456188, -254971321938], [-5013175287146014, 248953009068], [4131803421027560, -152690394132], [-5344763446168494, -196076217465], [27939206260952490, 3148403792040], [-28053290181929878, 10663485822180], [-39497866504835658, -13503509690616], [-186237690656143594, -5420540279745], [85132312957320582, -22007378712411], [194722353137805950, 6603806623464], [9568649067962946, 46182522418344], [-690116964662942278, 5510422540629], [-548380301579837448, 104614470488394], [-1756779829912020918, 59897533616928], [1046445920740541660, 104515666427592], [278516937266406150, 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[1675868543641679050185930, -931098069702930268620], [-30500452781073821215622398, 197983013553582505740], [-15513590739688135156256658, -878985562074670096704], [19884086301381899627068422, -437092036102010940255], [-1069791554344116398935974, -1174071213688508929008], [19352795457025425471328562, -1957168199728805065875], [-17634320419469514636887808, -916007309670854859030], [6992003780064623929211562, -3467739471629935891572], [-13451844118160626249173474, -810854499624175632213], [31884582627503630602832732, -2289613174488714360690], [-13959765738783978866669218, 1592367508624560669756]], 'char_orbit_index': 1, 'field_poly': [-20820, -1, 1], 'hecke_orbit_code': 9007199556730890, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 60], 'hecke_ring_inverse_numerators': [[1, 0], [30, 1]], 'hecke_ring_numerators': [[1, 0], [-30, 60]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '10.18.a.c', 'level': 10, 'maxp': 997, 'weight': 18}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'ALdims': [2, 2, 2, 1], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [1, 1, 1, 1], 'ALdims_old': [3, 4, 4, 5], 'Nk2': 3240, 'analytic_conductor': 18.322208734455966, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [10, 1, [7], [1]], 'conrey_index': 1, 'cusp_dim': 23, 'dim': 7, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 301989898, 'hecke_orbit_dims': [1, 2, 2, 2], 'label': '10.18.a', 'level': 10, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 27, 'mf_new_dim': 7, 'num_forms': 4, 'plus_dim': 3, 'prim_orbit_index': 1, 'relative_dim': 7, 'sturm_bound': 27, 'trace_bound': 3, 'trace_display': [-256, -4964, -390625, 49640552], 'traces': [7, -256, -4964, 458752, 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• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 6872
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '10.18.a.c', 'source_level': 10, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '10.18.a.c', 'target_level': 10, 'twist_class_label': '10.18.a.c', 'twist_class_level': 10, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 18}
  • id: 6873
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '10.18.a.c', 'source_level': 10, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '50.18.a.f', 'target_level': 50, 'twist_class_label': '10.18.a.c', 'twist_class_level': 10, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 18}
  • id: 6874
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '10.18.a.c', 'source_level': 10, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '50.18.b.d', 'target_level': 50, 'twist_class_label': '10.18.a.c', 'twist_class_level': 10, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 18}
  • id: 6875
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '10.18.a.c', 'source_level': 10, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '80.18.a.d', 'target_level': 80, 'twist_class_label': '10.18.a.c', 'twist_class_level': 10, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 18}
  • id: 6876
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '10.18.a.c', 'source_level': 10, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '90.18.a.k', 'target_level': 90, 'twist_class_label': '10.18.a.c', 'twist_class_level': 10, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 18}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 44700
    {'charpoly_factorization': [[[256, 1], 2]], 'hecke_orbit_code': 9007199556730890, 'p': 2}
  • id: 44701
    {'charpoly_factorization': [[[-74525184, 1308, 1], 1]], 'hecke_orbit_code': 9007199556730890, 'p': 3}
  • id: 44702
    {'charpoly_factorization': [[[-390625, 1], 2]], 'hecke_orbit_code': 9007199556730890, 'p': 5}
  • id: 44703
    {'charpoly_factorization': [[[-633309492538016, -603844, 1], 1]], 'hecke_orbit_code': 9007199556730890, 'p': 7}
  • id: 44704
    {'charpoly_factorization': [[[53517197085392304, 471481296, 1], 1]], 'hecke_orbit_code': 9007199556730890, 'p': 11}
  • id: 44705
    {'charpoly_factorization': [[[24017268757735396, 1541834228, 1], 1]], 'hecke_orbit_code': 9007199556730890, 'p': 13}
  • id: 44706
    {'charpoly_factorization': [[[-1233270187370785850076, -32139900564, 1], 1]], 'hecke_orbit_code': 9007199556730890, 'p': 17}
  • id: 44707
    {'charpoly_factorization': [[[88173891635868840400, -128672529400, 1], 1]], 'hecke_orbit_code': 9007199556730890, 'p': 19}
  • id: 44708
    {'charpoly_factorization': [[[101405069432317304872416, -650359859292, 1], 1]], 'hecke_orbit_code': 9007199556730890, 'p': 23}
  • id: 44709
    {'charpoly_factorization': [[[-13213864086838926903114300, -2543054749980, 1], 1]], 'hecke_orbit_code': 9007199556730890, 'p': 29}
  • id: 44710
    {'charpoly_factorization': [[[-578567186154551883574016, -7839407998744, 1], 1]], 'hecke_orbit_code': 9007199556730890, 'p': 31}
  • id: 44711
    {'charpoly_factorization': [[[143067649941100910835955684, 27805209097556, 1], 1]], 'hecke_orbit_code': 9007199556730890, 'p': 37}
  • id: 44712
    {'charpoly_factorization': [[[-1141950795062536175449112316, 37826364264156, 1], 1]], 'hecke_orbit_code': 9007199556730890, 'p': 41}
  • id: 44713
    {'charpoly_factorization': [[[-3488454469094950384578998624, -29630453926852, 1], 1]], 'hecke_orbit_code': 9007199556730890, 'p': 43}
  • id: 44714
    {'charpoly_factorization': [[[-12283407302608399542261276096, -220791583022004, 1], 1]], 'hecke_orbit_code': 9007199556730890, 'p': 47}
  • id: 44715
    {'charpoly_factorization': [[[263333928785048779933663184196, -1058306017600572, 1], 1]], 'hecke_orbit_code': 9007199556730890, 'p': 53}
  • id: 44716
    {'charpoly_factorization': [[[-544703228417706419367740473200, -1527820717235160, 1], 1]], 'hecke_orbit_code': 9007199556730890, 'p': 59}
  • id: 44717
    {'charpoly_factorization': [[[-1260930178027441797207941562236, 631738213122116, 1], 1]], 'hecke_orbit_code': 9007199556730890, 'p': 61}
  • id: 44718
    {'charpoly_factorization': [[[16636512843028752574161020559904, 8843763493872596, 1], 1]], 'hecke_orbit_code': 9007199556730890, 'p': 67}
  • id: 44719
    {'charpoly_factorization': [[[-2097323967650171341600540256256, 3331901660912376, 1], 1]], 'hecke_orbit_code': 9007199556730890, 'p': 71}
  • id: 44720
    {'charpoly_factorization': [[[20486525550344744105196324278596, 10026350574292028, 1], 1]], 'hecke_orbit_code': 9007199556730890, 'p': 73}
  • id: 44721
    {'charpoly_factorization': [[[15324320881690410480111053824000, -8263606842055120, 1], 1]], 'hecke_orbit_code': 9007199556730890, 'p': 79}
  • id: 44722
    {'charpoly_factorization': [[[25684865867437176724037498425536, 10689526892336988, 1], 1]], 'hecke_orbit_code': 9007199556730890, 'p': 83}
  • id: 44723
    {'charpoly_factorization': [[[37632639889375119398784768560100, -55878412521904980, 1], 1]], 'hecke_orbit_code': 9007199556730890, 'p': 89}
  • id: 44724
    {'charpoly_factorization': [[[-7735901913258636830696393732865116, 56106580363859756, 1], 1]], 'hecke_orbit_code': 9007199556730890, 'p': 97}
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 1, 'hecke_orbit': 3, 'label': '10.18.a.c', 'level': 10, 'portrait': 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', 'weight': 18}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 29370955
    {'hecke_orbit_code': 9007199556730890, 'n': 1, 'trace_an': 2}
  • id: 29370956
    {'hecke_orbit_code': 9007199556730890, 'n': 2, 'trace_an': -512}
  • id: 29370957
    {'hecke_orbit_code': 9007199556730890, 'n': 3, 'trace_an': -1308}
  • id: 29370958
    {'hecke_orbit_code': 9007199556730890, 'n': 4, 'trace_an': 131072}
  • id: 29370959
    {'hecke_orbit_code': 9007199556730890, 'n': 5, 'trace_an': 781250}
  • id: 29370960
    {'hecke_orbit_code': 9007199556730890, 'n': 6, 'trace_an': 334848}
  • id: 29370961
    {'hecke_orbit_code': 9007199556730890, 'n': 7, 'trace_an': 603844}
  • id: 29370962
    {'hecke_orbit_code': 9007199556730890, 'n': 8, 'trace_an': -33554432}
  • id: 29370963
    {'hecke_orbit_code': 9007199556730890, 'n': 9, 'trace_an': -107519094}
  • id: 29370964
    {'hecke_orbit_code': 9007199556730890, 'n': 10, 'trace_an': -200000000}
  • id: 29370965
    {'hecke_orbit_code': 9007199556730890, 'n': 11, 'trace_an': -471481296}
  • id: 29370966
    {'hecke_orbit_code': 9007199556730890, 'n': 12, 'trace_an': -85721088}
  • id: 29370967
    {'hecke_orbit_code': 9007199556730890, 'n': 13, 'trace_an': -1541834228}
  • id: 29370968
    {'hecke_orbit_code': 9007199556730890, 'n': 14, 'trace_an': -154584064}
  • id: 29370969
    {'hecke_orbit_code': 9007199556730890, 'n': 15, 'trace_an': -510937500}
  • id: 29370970
    {'hecke_orbit_code': 9007199556730890, 'n': 16, 'trace_an': 8589934592}
  • id: 29370971
    {'hecke_orbit_code': 9007199556730890, 'n': 17, 'trace_an': 32139900564}
  • id: 29370972
    {'hecke_orbit_code': 9007199556730890, 'n': 18, 'trace_an': 27524888064}
  • id: 29370973
    {'hecke_orbit_code': 9007199556730890, 'n': 19, 'trace_an': 128672529400}
  • id: 29370974
    {'hecke_orbit_code': 9007199556730890, 'n': 20, 'trace_an': 51200000000}
  • id: 29370975
    {'hecke_orbit_code': 9007199556730890, 'n': 21, 'trace_an': 435381246624}
  • id: 29370976
    {'hecke_orbit_code': 9007199556730890, 'n': 22, 'trace_an': 120699211776}
  • id: 29370977
    {'hecke_orbit_code': 9007199556730890, 'n': 23, 'trace_an': 650359859292}
  • id: 29370978
    {'hecke_orbit_code': 9007199556730890, 'n': 24, 'trace_an': 21944598528}
  • id: 29370979
    {'hecke_orbit_code': 9007199556730890, 'n': 25, 'trace_an': 305175781250}
  • id: 29370980
    {'hecke_orbit_code': 9007199556730890, 'n': 26, 'trace_an': 394709562368}
  • id: 29370981
    {'hecke_orbit_code': 9007199556730890, 'n': 27, 'trace_an': 43156034280}
  • id: 29370982
    {'hecke_orbit_code': 9007199556730890, 'n': 28, 'trace_an': 39573520384}
  • id: 29370983
    {'hecke_orbit_code': 9007199556730890, 'n': 29, 'trace_an': 2543054749980}
  • id: 29370984
    {'hecke_orbit_code': 9007199556730890, 'n': 30, 'trace_an': 130800000000}
  • id: 29370985
    {'hecke_orbit_code': 9007199556730890, 'n': 31, 'trace_an': 7839407998744}
  • id: 29370986
    {'hecke_orbit_code': 9007199556730890, 'n': 32, 'trace_an': -2199023255552}
  • id: 29370987
    {'hecke_orbit_code': 9007199556730890, 'n': 33, 'trace_an': -476857812816}
  • id: 29370988
    {'hecke_orbit_code': 9007199556730890, 'n': 34, 'trace_an': -8227814544384}
  • id: 29370989
    {'hecke_orbit_code': 9007199556730890, 'n': 35, 'trace_an': 235876562500}
  • id: 29370990
    {'hecke_orbit_code': 9007199556730890, 'n': 36, 'trace_an': -7046371344384}
  • id: 29370991
    {'hecke_orbit_code': 9007199556730890, 'n': 37, 'trace_an': -27805209097556}
  • id: 29370992
    {'hecke_orbit_code': 9007199556730890, 'n': 38, 'trace_an': -32940167526400}
  • id: 29370993
    {'hecke_orbit_code': 9007199556730890, 'n': 39, 'trace_an': -12067623537288}
  • id: 29370994
    {'hecke_orbit_code': 9007199556730890, 'n': 40, 'trace_an': -13107200000000}
  • id: 29370995
    {'hecke_orbit_code': 9007199556730890, 'n': 41, 'trace_an': -37826364264156}
  • id: 29370996
    {'hecke_orbit_code': 9007199556730890, 'n': 42, 'trace_an': -111457599135744}
  • id: 29370997
    {'hecke_orbit_code': 9007199556730890, 'n': 43, 'trace_an': 29630453926852}
  • id: 29370998
    {'hecke_orbit_code': 9007199556730890, 'n': 44, 'trace_an': -30898998214656}
  • id: 29370999
    {'hecke_orbit_code': 9007199556730890, 'n': 45, 'trace_an': -41999646093750}
  • id: 29371000
    {'hecke_orbit_code': 9007199556730890, 'n': 46, 'trace_an': -166492123978752}
  • id: 29371001
    {'hecke_orbit_code': 9007199556730890, 'n': 47, 'trace_an': 220791583022004}
  • id: 29371002
    {'hecke_orbit_code': 9007199556730890, 'n': 48, 'trace_an': -5617817223168}
  • id: 29371003
    {'hecke_orbit_code': 9007199556730890, 'n': 49, 'trace_an': 801722584677954}
  • id: 29371004
    {'hecke_orbit_code': 9007199556730890, 'n': 50, 'trace_an': -78125000000000}
  • id: 29371005
    {'hecke_orbit_code': 9007199556730890, 'n': 51, 'trace_an': 647690491265544}
  • id: 29371006
    {'hecke_orbit_code': 9007199556730890, 'n': 52, 'trace_an': -101045647966208}
  • id: 29371007
    {'hecke_orbit_code': 9007199556730890, 'n': 53, 'trace_an': 1058306017600572}
  • id: 29371008
    {'hecke_orbit_code': 9007199556730890, 'n': 54, 'trace_an': -11047944775680}
  • id: 29371009
    {'hecke_orbit_code': 9007199556730890, 'n': 55, 'trace_an': -184172381250000}
  • id: 29371010
    {'hecke_orbit_code': 9007199556730890, 'n': 56, 'trace_an': -10130821218304}
  • id: 29371011
    {'hecke_orbit_code': 9007199556730890, 'n': 57, 'trace_an': -1186209507102000}
  • id: 29371012
    {'hecke_orbit_code': 9007199556730890, 'n': 58, 'trace_an': -651022015994880}
  • id: 29371013
    {'hecke_orbit_code': 9007199556730890, 'n': 59, 'trace_an': 1527820717235160}
  • id: 29371014
    {'hecke_orbit_code': 9007199556730890, 'n': 60, 'trace_an': -33484800000000}
  • id: 29371015
    {'hecke_orbit_code': 9007199556730890, 'n': 61, 'trace_an': -631738213122116}
  • id: 29371016
    {'hecke_orbit_code': 9007199556730890, 'n': 62, 'trace_an': -2006888447678464}
  • id: 29371017
    {'hecke_orbit_code': 9007199556730890, 'n': 63, 'trace_an': -602457597963468}
  • id: 29371018
    {'hecke_orbit_code': 9007199556730890, 'n': 64, 'trace_an': 562949953421312}
  • id: 29371019
    {'hecke_orbit_code': 9007199556730890, 'n': 65, 'trace_an': -602278995312500}
  • id: 29371020
    {'hecke_orbit_code': 9007199556730890, 'n': 66, 'trace_an': 122075600080896}
  • id: 29371021
    {'hecke_orbit_code': 9007199556730890, 'n': 67, 'trace_an': -8843763493872596}
  • id: 29371022
    {'hecke_orbit_code': 9007199556730890, 'n': 68, 'trace_an': 2106320523362304}
  • id: 29371023
    {'hecke_orbit_code': 9007199556730890, 'n': 69, 'trace_an': 714953250788832}
  • id: 29371024
    {'hecke_orbit_code': 9007199556730890, 'n': 70, 'trace_an': -60384400000000}
  • id: 29371025
    {'hecke_orbit_code': 9007199556730890, 'n': 71, 'trace_an': -3331901660912376}
  • id: 29371026
    {'hecke_orbit_code': 9007199556730890, 'n': 72, 'trace_an': 1803871064162304}
  • id: 29371027
    {'hecke_orbit_code': 9007199556730890, 'n': 73, 'trace_an': -10026350574292028}
  • id: 29371028
    {'hecke_orbit_code': 9007199556730890, 'n': 74, 'trace_an': 7118133528974336}
  • id: 29371029
    {'hecke_orbit_code': 9007199556730890, 'n': 75, 'trace_an': -199584960937500}
  • id: 29371030
    {'hecke_orbit_code': 9007199556730890, 'n': 76, 'trace_an': 8432682886758400}
  • id: 29371031
    {'hecke_orbit_code': 9007199556730890, 'n': 77, 'trace_an': -2424946105073712}
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  • id: 29371199
    {'hecke_orbit_code': 9007199556730890, 'n': 911, 'trace_an': 3305167719269720773804344}
  • id: 29371200
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  • id: 29371201
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  • id: 29371202
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  • id: 29371203
    {'hecke_orbit_code': 9007199556730890, 'n': 941, 'trace_an': -31027181479376270312513316}
  • id: 29371204
    {'hecke_orbit_code': 9007199556730890, 'n': 947, 'trace_an': 39768172602763799254136844}
  • id: 29371205
    {'hecke_orbit_code': 9007199556730890, 'n': 953, 'trace_an': -2139583108688232797871948}
  • id: 29371206
    {'hecke_orbit_code': 9007199556730890, 'n': 961, 'trace_an': 17513218594755024515359746}
  • id: 29371207
    {'hecke_orbit_code': 9007199556730890, 'n': 967, 'trace_an': 38705590914050850942657124}
  • id: 29371208
    {'hecke_orbit_code': 9007199556730890, 'n': 971, 'trace_an': -35268640838939029273775616}
  • id: 29371209
    {'hecke_orbit_code': 9007199556730890, 'n': 977, 'trace_an': 13984007560129247858423124}
  • id: 29371210
    {'hecke_orbit_code': 9007199556730890, 'n': 983, 'trace_an': -26903688236321252498346948}
  • id: 29371211
    {'hecke_orbit_code': 9007199556730890, 'n': 991, 'trace_an': 63769165255007261205665464}
  • id: 29371212
    {'hecke_orbit_code': 9007199556730890, 'n': 997, 'trace_an': -27919531477567957733338436}