Embedded newform data - 75.18.a.c.1.2

Formats: - HTML - YAML - JSON - 2026-03-10T15:31:39.289054

• 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': 24300, 'analytic_conductor': 137.41656550841975, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 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': [75, 1, [26, 52], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 849, 'field_disc_factorization': [[3, 1], [283, 1]], 'field_poly': [-212, -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': [[2, [-243392, -356, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199556730955, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 36, 'hecke_ring_index_factorization': [[2, 2], [3, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '75.18.a.c', 'level': 75, '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': False, 'level_primes': [3, 5], 'level_radical': 15, 'minimal_twist': '15.18.a.a', 'nf_label': '2.2.849.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(178-\\beta )q^{2}-3^{8}q^{3}+(175688-356\\beta )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': '75.18.a', 'trace_display': [356, -13122, 0, 20754552], 'trace_hash': 2269125917152693284, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.015', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '10.253', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '72.071', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, 356, -13122, 351376, 0, -2335716, 20754552, 211737408, 86093442, 0, -1131629912, -2305377936, 446672524, -4385222016, 0, 51041317120, -20662021036, 15324632676, -194376127216, 0, -136170615672, -642535396112, -281815042584, -1389209133888, 0, -3107442504536, -564859072962, 770012242944, -4737062625892, 0, 2256407074872, 24479953196032, 7424623852632, -6320225301928, 0, 15125584638096, 33686114979452, -61213036677904, -2930618429964, 0, -13051545859228, 28771441646976, 33149929851400, -355847272731712, 0, -22616426690688, -84299585768440, -334882081624320, -131229302667470, 0, 135563520017196, -1056079273719136, -155836696419964, -100544914987236, 0, 1324797309480960, 1275301770664176, -3498878281127368, 963392423116456, 0, -2858793214972660, 7236477385534944, 893415409423992, 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• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
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[-2.36377043882229, 0.0], [0.030920641383464488, 0.0], [-3.1065713178241765, 0.0], [0.0, 0.0], [-1.0924940449697167, 0.0], [-0.12520634075759424, 0.0], [-0.134268003767286, 0.0], [-0.10213594811663967, 0.0], [0.0, 0.0], [-0.7578389840330213, 0.0], [-0.9225508997909251, 0.0], [0.033025057526650414, 0.0], [-0.003592578396260311, 0.0], [0.0, 0.0], [0.8514858257234812, 0.0], [0.09186527133454413, 0.0], [0.8460532938044829, 0.0], [-1.6337134511972045, 0.0], [0.0, 0.0], [-1.0085938984429939, 0.0], [-0.2683168637318698, 0.0], [-0.7932012110677737, 0.0], [0.9214521732235791, 0.0], [0.0, 0.0], [-1.392793181657144, 0.0], [-1.457011716522374, 0.0], [-3.754638031624239, 0.0], [-0.03324843662762844, 0.0], [0.0, 0.0], [1.5911937955472812, 0.0], [0.2772500010164931, 0.0], [-0.5727307186803062, 0.0], [-2.5461901592005756, 0.0], [0.0, 0.0], [0.05997217539664682, 0.0], [1.5133132634454904, 0.0], [3.1667904913721245, 0.0], [-0.4270441601036638, 0.0], [0.0, 0.0], [-1.092197297110588, 0.0], [-0.17736880790556647, 0.0], [0.03853886338736024, 0.0], [-1.223963776062583, 0.0], [0.0, 0.0], [-4.044587352499826, 0.0], [-0.4863012758709933, 0.0], [-1.2348397194442953, 0.0], [0.4362756701678738, 0.0], [0.0, 0.0], [-0.4715627465427682, 0.0], [-0.23836451966384856, 0.0], [0.9968516497457387, 0.0], [0.21389844543068062, 0.0], [0.0, 0.0], [1.576900914383535, 0.0], [-0.03610857463202481, 0.0], [4.380921974644789, 0.0], [0.09655795741460803, 0.0], [0.0, 0.0], [-0.8005929735829199, 0.0], [6.605649401692051, 0.0], [0.35015017325473674, 0.0], [-0.4435346879005255, 0.0], [0.0, 0.0], [0.7038234379344113, 0.0], [-1.7931644633858412, 0.0], [-2.0612969906065763, 0.0], [0.02873233630782725, 0.0], [0.0, 0.0]], 'angles': [-0.03897263465654957, None, None, -0.23602642270797797, -0.3720048786581011, -0.3294156035327881, -0.28585585557938603, -0.40519744130256397, -0.2743873704226303, -0.43177139151786786, -0.1011203702524438, -0.26189178730226104, -0.2586133429415378, -0.2752773507337991, -0.22146811361784102, -0.12381783906992072, -0.25007368636204835, -0.3372645535112799, -0.28160710452648907, -0.3629761712258053, -0.08723731564897239, -0.29268619093035536, -0.2853766122501701, -0.27512874263799086, -0.15934816510604308, -0.2599667162461506, -0.3265997369359068, -0.4144867821711445, -0.37505342892887406, -0.22952705485741073, -0.1360594799451677, -0.19808746131286717, -0.2651096563703165, -0.23247704048961448, -0.36883797899708143, -0.3252419775345468, -0.18245714504981694, -0.15709597194794556, -0.19594107087216578, -0.2846357442518323, -0.17558470166276396, -0.15892936448149114, -0.18529174339382645, -0.26612784269912965, -0.29297347499989085, -0.2692845998418099, -0.21328892432482252, -0.2604423368179418, -0.34937806201162314, -0.17563600994332038, -0.32029566069588006, -0.2905227507511404, -0.3261555851342599, -0.09638260877173015, -0.20517756312510016, -0.17171790418528204, -0.1972134843789487, -0.1497801827556909, -0.37057888081804086, -0.3006166698637201, 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-0.31278200437380926, -0.1615538446780699, -0.06743645412845514, -0.2984013371249101, -0.18270972222523763, -0.3291271689331022, -0.2599701236784153, -0.31185213765908454, -0.2426870209497046, -0.3149051032857817, -0.11341573920442893, -0.34194381512393957, -0.2890904680016134, -0.16695581126181477, -0.31554642946029743, -0.42697886462141227], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 0.0, 'embedding_root_real': -14.068802284333465, 'hecke_orbit': 3, 'hecke_orbit_code': 9007199556730955, 'label': '75.18.a.c.1.2', 'level': 75, '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': [12, 14, 14, 13], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3], 'ALdims_old': [28, 28, 28, 27], 'Nk2': 24300, 'analytic_conductor': 137.41656550841975, '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': [75, 1, [26, 52], [1, 1]], 'conrey_index': 1, 'cusp_dim': 164, 'dim': 53, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 301989963, 'hecke_orbit_dims': [1, 2, 2, 3, 3, 4, 5, 5, 6, 6, 8, 8], 'label': '75.18.a', 'level': 75, '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': False, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 176, 'mf_new_dim': 53, 'num_forms': 12, 'plus_dim': 25, 'prim_orbit_index': 1, 'relative_dim': 53, 'sturm_bound': 180, 'trace_bound': 2, 'trace_display': [286, 6561, 0, 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• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 40537850
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 9007199556730955, 'source_is_minimal': False, 'source_label': '75.18.a.c.1.2', 'source_level': 75, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007199556730955, 'target_is_minimal': False, 'target_label': '75.18.a.c.1.2', 'target_level': 75, 'twist_class_label': '15.18.a.a.1.1', 'twist_class_level': 15, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 18}
  • id: 40537851
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 9007199556730955, 'source_is_minimal': False, 'source_label': '75.18.a.c.1.2', 'source_level': 75, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 4503668648837195, 'target_is_minimal': False, 'target_label': '75.18.b.b.49.4', 'target_level': 75, 'twist_class_label': '15.18.a.a.1.1', 'twist_class_level': 15, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 18}
  • id: 40537852
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 9007199556730955, 'source_is_minimal': False, 'source_label': '75.18.a.c.1.2', 'source_level': 75, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503668648837195, 'target_is_minimal': False, 'target_label': '75.18.b.b.49.1', 'target_level': 75, 'twist_class_label': '15.18.a.a.1.1', 'twist_class_level': 15, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 18}
  • id: 40537853
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 9007199556730955, 'source_is_minimal': False, 'source_label': '75.18.a.c.1.2', 'source_level': 75, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 301989903, 'target_is_minimal': True, 'target_label': '15.18.a.a.1.1', 'target_level': 15, 'twist_class_label': '15.18.a.a.1.1', 'twist_class_level': 15, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 18}
  • id: 40537854
    {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 9007199556730955, 'source_is_minimal': False, 'source_label': '75.18.a.c.1.2', 'source_level': 75, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503599929360429, 'target_is_minimal': False, 'target_label': '45.18.a.b.1.2', 'target_level': 45, 'twist_class_label': '15.18.a.a.1.1', 'twist_class_level': 15, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 18}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 237775
    {'charpoly_factorization': [[[-243392, -356, 1], 1]], 'hecke_orbit_code': 9007199556730955, 'p': 2}
  • id: 237776
    {'charpoly_factorization': [[[6561, 1], 2]], 'hecke_orbit_code': 9007199556730955, 'p': 3}
  • id: 237777
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 9007199556730955, 'p': 5}
  • id: 237778
    {'charpoly_factorization': [[[48359851706880, -20754552, 1], 1]], 'hecke_orbit_code': 9007199556730955, 'p': 7}
  • id: 237779
    {'charpoly_factorization': [[[143310107609914192, 1131629912, 1], 1]], 'hecke_orbit_code': 9007199556730955, 'p': 11}
  • id: 237780
    {'charpoly_factorization': [[[-9180889561005131372, -446672524, 1], 1]], 'hecke_orbit_code': 9007199556730955, 'p': 13}
  • id: 237781
    {'charpoly_factorization': [[[100384076194714560724, 20662021036, 1], 1]], 'hecke_orbit_code': 9007199556730955, 'p': 17}
  • id: 237782
    {'charpoly_factorization': [[[8801779818354668290480, 194376127216, 1], 1]], 'hecke_orbit_code': 9007199556730955, 'p': 19}
  • id: 237783
    {'charpoly_factorization': [[[19165285626237122480640, 281815042584, 1], 1]], 'hecke_orbit_code': 9007199556730955, 'p': 23}
  • id: 237784
    {'charpoly_factorization': [[[-799780991077147718685500, 4737062625892, 1], 1]], 'hecke_orbit_code': 9007199556730955, 'p': 29}
  • id: 237785
    {'charpoly_factorization': [[[-41183601367841829879379200, -2256407074872, 1], 1]], 'hecke_orbit_code': 9007199556730955, 'p': 31}
  • id: 237786
    {'charpoly_factorization': [[[-117627977791638355249515020, -33686114979452, 1], 1]], 'hecke_orbit_code': 9007199556730955, 'p': 37}
  • id: 237787
    {'charpoly_factorization': [[[41596866387634941952200580, 13051545859228, 1], 1]], 'hecke_orbit_code': 9007199556730955, 'p': 41}
  • id: 237788
    {'charpoly_factorization': [[[-1391420457745481971620602096, -33149929851400, 1], 1]], 'hecke_orbit_code': 9007199556730955, 'p': 43}
  • id: 237789
    {'charpoly_factorization': [[[-8296715523647619392857691264, 84299585768440, 1], 1]], 'hecke_orbit_code': 9007199556730955, 'p': 47}
  • id: 237790
    {'charpoly_factorization': [[[-517619135818083149840961685820, 155836696419964, 1], 1]], 'hecke_orbit_code': 9007199556730955, 'p': 53}
  • id: 237791
    {'charpoly_factorization': [[[-1007193273667271416381715120, -963392423116456, 1], 1]], 'hecke_orbit_code': 9007199556730955, 'p': 59}
  • id: 237792
    {'charpoly_factorization': [[[2025887713409115968867253231076, 2858793214972660, 1], 1]], 'hecke_orbit_code': 9007199556730955, 'p': 61}
  • id: 237793
    {'charpoly_factorization': [[[6185542421182030516566550443024, 6027859197776136, 1], 1]], 'hecke_orbit_code': 9007199556730955, 'p': 67}
  • id: 237794
    {'charpoly_factorization': [[[-65950146681192403673370008655296, -2206536655060304, 1], 1]], 'hecke_orbit_code': 9007199556730955, 'p': 71}
  • id: 237795
    {'charpoly_factorization': [[[80734743174433957112825338205380, -18626002136017276, 1], 1]], 'hecke_orbit_code': 9007199556730955, 'p': 73}
  • id: 237796
    {'charpoly_factorization': [[[-86794602535907215846897446403200, -4997891097934440, 1], 1]], 'hecke_orbit_code': 9007199556730955, 'p': 79}
  • id: 237797
    {'charpoly_factorization': [[[-293112444581800957332427373937648, -23351553482511288, 1], 1]], 'hecke_orbit_code': 9007199556730955, 'p': 83}
  • id: 237798
    {'charpoly_factorization': [[[574336849874657341062768116239620, 60857257652216796, 1], 1]], 'hecke_orbit_code': 9007199556730955, 'p': 89}
  • id: 237799
    {'charpoly_factorization': [[[-10500283965630779495429161398054716, 42869862659782756, 1], 1]], 'hecke_orbit_code': 9007199556730955, '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': '75.18.a.c', 'level': 75, 'portrait': 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', 'weight': 18}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 29381791
    {'hecke_orbit_code': 9007199556730955, 'n': 1, 'trace_an': 2}
  • id: 29381792
    {'hecke_orbit_code': 9007199556730955, 'n': 2, 'trace_an': 356}
  • id: 29381793
    {'hecke_orbit_code': 9007199556730955, 'n': 3, 'trace_an': -13122}
  • id: 29381794
    {'hecke_orbit_code': 9007199556730955, 'n': 4, 'trace_an': 351376}
  • id: 29381795
    {'hecke_orbit_code': 9007199556730955, 'n': 5, 'trace_an': 0}
  • id: 29381796
    {'hecke_orbit_code': 9007199556730955, 'n': 6, 'trace_an': -2335716}
  • id: 29381797
    {'hecke_orbit_code': 9007199556730955, 'n': 7, 'trace_an': 20754552}
  • id: 29381798
    {'hecke_orbit_code': 9007199556730955, 'n': 8, 'trace_an': 211737408}
  • id: 29381799
    {'hecke_orbit_code': 9007199556730955, 'n': 9, 'trace_an': 86093442}
  • id: 29381800
    {'hecke_orbit_code': 9007199556730955, 'n': 10, 'trace_an': 0}
  • id: 29381801
    {'hecke_orbit_code': 9007199556730955, 'n': 11, 'trace_an': -1131629912}
  • id: 29381802
    {'hecke_orbit_code': 9007199556730955, 'n': 12, 'trace_an': -2305377936}
  • id: 29381803
    {'hecke_orbit_code': 9007199556730955, 'n': 13, 'trace_an': 446672524}
  • id: 29381804
    {'hecke_orbit_code': 9007199556730955, 'n': 14, 'trace_an': -4385222016}
  • id: 29381805
    {'hecke_orbit_code': 9007199556730955, 'n': 15, 'trace_an': 0}
  • id: 29381806
    {'hecke_orbit_code': 9007199556730955, 'n': 16, 'trace_an': 51041317120}
  • id: 29381807
    {'hecke_orbit_code': 9007199556730955, 'n': 17, 'trace_an': -20662021036}
  • id: 29381808
    {'hecke_orbit_code': 9007199556730955, 'n': 18, 'trace_an': 15324632676}
  • id: 29381809
    {'hecke_orbit_code': 9007199556730955, 'n': 19, 'trace_an': -194376127216}
  • id: 29381810
    {'hecke_orbit_code': 9007199556730955, 'n': 20, 'trace_an': 0}
  • id: 29381811
    {'hecke_orbit_code': 9007199556730955, 'n': 21, 'trace_an': -136170615672}
  • id: 29381812
    {'hecke_orbit_code': 9007199556730955, 'n': 22, 'trace_an': -642535396112}
  • id: 29381813
    {'hecke_orbit_code': 9007199556730955, 'n': 23, 'trace_an': -281815042584}
  • id: 29381814
    {'hecke_orbit_code': 9007199556730955, 'n': 24, 'trace_an': -1389209133888}
  • id: 29381815
    {'hecke_orbit_code': 9007199556730955, 'n': 25, 'trace_an': 0}
  • id: 29381816
    {'hecke_orbit_code': 9007199556730955, 'n': 26, 'trace_an': -3107442504536}
  • id: 29381817
    {'hecke_orbit_code': 9007199556730955, 'n': 27, 'trace_an': -564859072962}
  • id: 29381818
    {'hecke_orbit_code': 9007199556730955, 'n': 28, 'trace_an': 770012242944}
  • id: 29381819
    {'hecke_orbit_code': 9007199556730955, 'n': 29, 'trace_an': -4737062625892}
  • id: 29381820
    {'hecke_orbit_code': 9007199556730955, 'n': 30, 'trace_an': 0}
  • id: 29381821
    {'hecke_orbit_code': 9007199556730955, 'n': 31, 'trace_an': 2256407074872}
  • id: 29381822
    {'hecke_orbit_code': 9007199556730955, 'n': 32, 'trace_an': 24479953196032}
  • id: 29381823
    {'hecke_orbit_code': 9007199556730955, 'n': 33, 'trace_an': 7424623852632}
  • id: 29381824
    {'hecke_orbit_code': 9007199556730955, 'n': 34, 'trace_an': -6320225301928}
  • id: 29381825
    {'hecke_orbit_code': 9007199556730955, 'n': 35, 'trace_an': 0}
  • id: 29381826
    {'hecke_orbit_code': 9007199556730955, 'n': 36, 'trace_an': 15125584638096}
  • id: 29381827
    {'hecke_orbit_code': 9007199556730955, 'n': 37, 'trace_an': 33686114979452}
  • id: 29381828
    {'hecke_orbit_code': 9007199556730955, 'n': 38, 'trace_an': -61213036677904}
  • id: 29381829
    {'hecke_orbit_code': 9007199556730955, 'n': 39, 'trace_an': -2930618429964}
  • id: 29381830
    {'hecke_orbit_code': 9007199556730955, 'n': 40, 'trace_an': 0}
  • id: 29381831
    {'hecke_orbit_code': 9007199556730955, 'n': 41, 'trace_an': -13051545859228}
  • id: 29381832
    {'hecke_orbit_code': 9007199556730955, 'n': 42, 'trace_an': 28771441646976}
  • id: 29381833
    {'hecke_orbit_code': 9007199556730955, 'n': 43, 'trace_an': 33149929851400}
  • id: 29381834
    {'hecke_orbit_code': 9007199556730955, 'n': 44, 'trace_an': -355847272731712}
  • id: 29381835
    {'hecke_orbit_code': 9007199556730955, 'n': 45, 'trace_an': 0}
  • id: 29381836
    {'hecke_orbit_code': 9007199556730955, 'n': 46, 'trace_an': -22616426690688}
  • id: 29381837
    {'hecke_orbit_code': 9007199556730955, 'n': 47, 'trace_an': -84299585768440}
  • id: 29381838
    {'hecke_orbit_code': 9007199556730955, 'n': 48, 'trace_an': -334882081624320}
  • id: 29381839
    {'hecke_orbit_code': 9007199556730955, 'n': 49, 'trace_an': -131229302667470}
  • id: 29381840
    {'hecke_orbit_code': 9007199556730955, 'n': 50, 'trace_an': 0}
  • id: 29381841
    {'hecke_orbit_code': 9007199556730955, 'n': 51, 'trace_an': 135563520017196}
  • id: 29381842
    {'hecke_orbit_code': 9007199556730955, 'n': 52, 'trace_an': -1056079273719136}
  • id: 29381843
    {'hecke_orbit_code': 9007199556730955, 'n': 53, 'trace_an': -155836696419964}
  • id: 29381844
    {'hecke_orbit_code': 9007199556730955, 'n': 54, 'trace_an': -100544914987236}
  • id: 29381845
    {'hecke_orbit_code': 9007199556730955, 'n': 55, 'trace_an': 0}
  • id: 29381846
    {'hecke_orbit_code': 9007199556730955, 'n': 56, 'trace_an': 1324797309480960}
  • id: 29381847
    {'hecke_orbit_code': 9007199556730955, 'n': 57, 'trace_an': 1275301770664176}
  • id: 29381848
    {'hecke_orbit_code': 9007199556730955, 'n': 58, 'trace_an': -3498878281127368}
  • id: 29381849
    {'hecke_orbit_code': 9007199556730955, 'n': 59, 'trace_an': 963392423116456}
  • id: 29381850
    {'hecke_orbit_code': 9007199556730955, 'n': 60, 'trace_an': 0}
  • id: 29381851
    {'hecke_orbit_code': 9007199556730955, 'n': 61, 'trace_an': -2858793214972660}
  • id: 29381852
    {'hecke_orbit_code': 9007199556730955, 'n': 62, 'trace_an': 7236477385534944}
  • id: 29381853
    {'hecke_orbit_code': 9007199556730955, 'n': 63, 'trace_an': 893415409423992}
  • id: 29381854
    {'hecke_orbit_code': 9007199556730955, 'n': 64, 'trace_an': 11601155857485824}
  • id: 29381855
    {'hecke_orbit_code': 9007199556730955, 'n': 65, 'trace_an': 0}
  • id: 29381856
    {'hecke_orbit_code': 9007199556730955, 'n': 66, 'trace_an': 4215674733890832}
  • id: 29381857
    {'hecke_orbit_code': 9007199556730955, 'n': 67, 'trace_an': -6027859197776136}
  • id: 29381858
    {'hecke_orbit_code': 9007199556730955, 'n': 68, 'trace_an': -4570758410249888}
  • id: 29381859
    {'hecke_orbit_code': 9007199556730955, 'n': 69, 'trace_an': 1848988494393624}
  • id: 29381860
    {'hecke_orbit_code': 9007199556730955, 'n': 70, 'trace_an': 0}
  • id: 29381861
    {'hecke_orbit_code': 9007199556730955, 'n': 71, 'trace_an': 2206536655060304}
  • id: 29381862
    {'hecke_orbit_code': 9007199556730955, 'n': 72, 'trace_an': 9114601127439168}
  • id: 29381863
    {'hecke_orbit_code': 9007199556730955, 'n': 73, 'trace_an': 18626002136017276}
  • id: 29381864
    {'hecke_orbit_code': 9007199556730955, 'n': 74, 'trace_an': -15017443813698616}
  • id: 29381865
    {'hecke_orbit_code': 9007199556730955, 'n': 75, 'trace_an': 0}
  • id: 29381866
    {'hecke_orbit_code': 9007199556730955, 'n': 76, 'trace_an': -43624167666234944}
  • id: 29381867
    {'hecke_orbit_code': 9007199556730955, 'n': 77, 'trace_an': -5265163905377376}
  • id: 29381868
    {'hecke_orbit_code': 9007199556730955, 'n': 78, 'trace_an': 20387930272260696}
  • id: 29381869
    {'hecke_orbit_code': 9007199556730955, 'n': 79, 'trace_an': 4997891097934440}
  • id: 29381870
    {'hecke_orbit_code': 9007199556730955, 'n': 80, 'trace_an': 0}
  • id: 29381871
    {'hecke_orbit_code': 9007199556730955, 'n': 81, 'trace_an': 3706040377703682}
  • id: 29381872
    {'hecke_orbit_code': 9007199556730955, 'n': 82, 'trace_an': -1280087848985176}
  • id: 29381873
    {'hecke_orbit_code': 9007199556730955, 'n': 83, 'trace_an': 23351553482511288}
  • id: 29381874
    {'hecke_orbit_code': 9007199556730955, 'n': 84, 'trace_an': -5052050325955584}
  • id: 29381875
    {'hecke_orbit_code': 9007199556730955, 'n': 85, 'trace_an': 0}
  • id: 29381876
    {'hecke_orbit_code': 9007199556730955, 'n': 86, 'trace_an': -36916031436093872}
  • id: 29381877
    {'hecke_orbit_code': 9007199556730955, 'n': 87, 'trace_an': 31079867888477412}
  • id: 29381878
    {'hecke_orbit_code': 9007199556730955, 'n': 88, 'trace_an': -167436503858533632}
  • id: 29381879
    {'hecke_orbit_code': 9007199556730955, 'n': 89, 'trace_an': -60857257652216796}
  • id: 29381880
    {'hecke_orbit_code': 9007199556730955, 'n': 90, 'trace_an': 0}
  • id: 29381881
    {'hecke_orbit_code': 9007199556730955, 'n': 91, 'trace_an': 51438794903148912}
  • id: 29381882
    {'hecke_orbit_code': 9007199556730955, 'n': 92, 'trace_an': -39704913484919808}
  • id: 29381883
    {'hecke_orbit_code': 9007199556730955, 'n': 93, 'trace_an': -14804286818235192}
  • id: 29381884
    {'hecke_orbit_code': 9007199556730955, 'n': 94, 'trace_an': 90273897275494496}
  • id: 29381885
    {'hecke_orbit_code': 9007199556730955, 'n': 95, 'trace_an': 0}
  • id: 29381886
    {'hecke_orbit_code': 9007199556730955, 'n': 96, 'trace_an': -160612972919165952}
  • id: 29381887
    {'hecke_orbit_code': 9007199556730955, 'n': 97, 'trace_an': -42869862659782756}
  • id: 29381888
    {'hecke_orbit_code': 9007199556730955, 'n': 98, 'trace_an': -191045888549711804}
  • id: 29381889
    {'hecke_orbit_code': 9007199556730955, 'n': 99, 'trace_an': -48712957097118552}
  • id: 29381890
    {'hecke_orbit_code': 9007199556730955, 'n': 100, 'trace_an': 0}
  • id: 29381891
    {'hecke_orbit_code': 9007199556730955, 'n': 101, 'trace_an': -15517939123413012}
  • id: 29381892
    {'hecke_orbit_code': 9007199556730955, 'n': 103, 'trace_an': -35058676587732520}
  • id: 29381893
    {'hecke_orbit_code': 9007199556730955, 'n': 107, 'trace_an': -490461551993459880}
  • id: 29381894
    {'hecke_orbit_code': 9007199556730955, 'n': 109, 'trace_an': -301080644543943716}
  • id: 29381895
    {'hecke_orbit_code': 9007199556730955, 'n': 113, 'trace_an': 550879681405556468}
  • id: 29381896
    {'hecke_orbit_code': 9007199556730955, 'n': 121, 'trace_an': -16928014485288182}
  • id: 29381897
    {'hecke_orbit_code': 9007199556730955, 'n': 125, 'trace_an': 0}
  • id: 29381898
    {'hecke_orbit_code': 9007199556730955, 'n': 127, 'trace_an': 1983378099604054984}
  • id: 29381899
    {'hecke_orbit_code': 9007199556730955, 'n': 128, 'trace_an': 2415013588382466048}
  • id: 29381900
    {'hecke_orbit_code': 9007199556730955, 'n': 131, 'trace_an': -884153487088115160}
  • id: 29381901
    {'hecke_orbit_code': 9007199556730955, 'n': 137, 'trace_an': -105123855012022764}
  • id: 29381902
    {'hecke_orbit_code': 9007199556730955, 'n': 139, 'trace_an': 1789387897049308816}
  • id: 29381903
    {'hecke_orbit_code': 9007199556730955, 'n': 149, 'trace_an': -5714213058583361908}
  • id: 29381904
    {'hecke_orbit_code': 9007199556730955, 'n': 151, 'trace_an': -9060436235151586936}
  • id: 29381905
    {'hecke_orbit_code': 9007199556730955, 'n': 157, 'trace_an': 1258397433646487996}
  • id: 29381906
    {'hecke_orbit_code': 9007199556730955, 'n': 163, 'trace_an': 8810699158830448472}
  • id: 29381907
    {'hecke_orbit_code': 9007199556730955, 'n': 167, 'trace_an': 3340476946547373192}
  • id: 29381908
    {'hecke_orbit_code': 9007199556730955, 'n': 169, 'trace_an': 1260463626944117454}
  • id: 29381909
    {'hecke_orbit_code': 9007199556730955, 'n': 173, 'trace_an': -11220392125372935612}
  • id: 29381910
    {'hecke_orbit_code': 9007199556730955, 'n': 179, 'trace_an': 2795124879304877320}
  • id: 29381911
    {'hecke_orbit_code': 9007199556730955, 'n': 181, 'trace_an': 423183792937636012}
  • id: 29381912
    {'hecke_orbit_code': 9007199556730955, 'n': 191, 'trace_an': 6836832183185975168}
  • id: 29381913
    {'hecke_orbit_code': 9007199556730955, 'n': 193, 'trace_an': 36009973251670969868}
  • id: 29381914
    {'hecke_orbit_code': 9007199556730955, 'n': 197, 'trace_an': -72875775334071834492}
  • id: 29381915
    {'hecke_orbit_code': 9007199556730955, 'n': 199, 'trace_an': 35234596773241197032}
  • id: 29381916
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  • id: 29381917
    {'hecke_orbit_code': 9007199556730955, 'n': 223, 'trace_an': 2730246104364616664}
  • id: 29381918
    {'hecke_orbit_code': 9007199556730955, 'n': 227, 'trace_an': -31346185402309315208}
  • id: 29381919
    {'hecke_orbit_code': 9007199556730955, 'n': 229, 'trace_an': 188642745390746782236}
  • id: 29381920
    {'hecke_orbit_code': 9007199556730955, 'n': 233, 'trace_an': 38774116527161840820}
  • id: 29381921
    {'hecke_orbit_code': 9007199556730955, 'n': 239, 'trace_an': -282298325657648105936}
  • id: 29381922
    {'hecke_orbit_code': 9007199556730955, 'n': 241, 'trace_an': -119970542024448221212}
  • id: 29381923
    {'hecke_orbit_code': 9007199556730955, 'n': 243, 'trace_an': -24315330918113857602}
  • id: 29381924
    {'hecke_orbit_code': 9007199556730955, 'n': 251, 'trace_an': 336081207415412705784}
  • id: 29381925
    {'hecke_orbit_code': 9007199556730955, 'n': 256, 'trace_an': 907591379134393155584}
  • id: 29381926
    {'hecke_orbit_code': 9007199556730955, 'n': 257, 'trace_an': -75807799260538681260}
  • id: 29381927
    {'hecke_orbit_code': 9007199556730955, 'n': 263, 'trace_an': -331684129465977024968}
  • id: 29381928
    {'hecke_orbit_code': 9007199556730955, 'n': 269, 'trace_an': 226521251123958495484}
  • id: 29381929
    {'hecke_orbit_code': 9007199556730955, 'n': 271, 'trace_an': 835063099790585414168}
  • id: 29381930
    {'hecke_orbit_code': 9007199556730955, 'n': 277, 'trace_an': 95384884452115227468}
  • id: 29381931
    {'hecke_orbit_code': 9007199556730955, 'n': 281, 'trace_an': -339563346016363012284}
  • id: 29381932
    {'hecke_orbit_code': 9007199556730955, 'n': 283, 'trace_an': 285438730731805652904}
  • id: 29381933
    {'hecke_orbit_code': 9007199556730955, 'n': 289, 'trace_an': -1428329562869996136506}
  • id: 29381934
    {'hecke_orbit_code': 9007199556730955, 'n': 293, 'trace_an': -302014089269357053308}
  • id: 29381935
    {'hecke_orbit_code': 9007199556730955, 'n': 307, 'trace_an': 2473653205897969513960}
  • id: 29381936
    {'hecke_orbit_code': 9007199556730955, 'n': 311, 'trace_an': -14952774475395384192}
  • id: 29381937
    {'hecke_orbit_code': 9007199556730955, 'n': 313, 'trace_an': 3195478683246663167612}
  • id: 29381938
    {'hecke_orbit_code': 9007199556730955, 'n': 317, 'trace_an': 3743949150918348118900}
  • id: 29381939
    {'hecke_orbit_code': 9007199556730955, 'n': 331, 'trace_an': -3102618390235359351696}
  • id: 29381940
    {'hecke_orbit_code': 9007199556730955, 'n': 337, 'trace_an': -3873413060044175811092}
  • id: 29381941
    {'hecke_orbit_code': 9007199556730955, 'n': 343, 'trace_an': -3727292443098474541200}
  • id: 29381942
    {'hecke_orbit_code': 9007199556730955, 'n': 347, 'trace_an': -2923218386720332200616}
  • id: 29381943
    {'hecke_orbit_code': 9007199556730955, 'n': 349, 'trace_an': 1056585268572940575788}
  • id: 29381944
    {'hecke_orbit_code': 9007199556730955, 'n': 353, 'trace_an': -871839744151946080476}
  • id: 29381945
    {'hecke_orbit_code': 9007199556730955, 'n': 359, 'trace_an': 3186452029748238717456}
  • id: 29381946
    {'hecke_orbit_code': 9007199556730955, 'n': 361, 'trace_an': 9217745479211674957818}
  • id: 29381947
    {'hecke_orbit_code': 9007199556730955, 'n': 367, 'trace_an': -114859405162487519592}
  • id: 29381948
    {'hecke_orbit_code': 9007199556730955, 'n': 373, 'trace_an': -15411653986495356259220}
  • id: 29381949
    {'hecke_orbit_code': 9007199556730955, 'n': 379, 'trace_an': -961808553434068064320}
  • id: 29381950
    {'hecke_orbit_code': 9007199556730955, 'n': 383, 'trace_an': -19922858824893721601688}
  • id: 29381951
    {'hecke_orbit_code': 9007199556730955, 'n': 389, 'trace_an': -1839537102414127051764}
  • id: 29381952
    {'hecke_orbit_code': 9007199556730955, 'n': 397, 'trace_an': -9266015609451595424660}
  • id: 29381953
    {'hecke_orbit_code': 9007199556730955, 'n': 401, 'trace_an': 9995626312151691804420}
  • id: 29381954
    {'hecke_orbit_code': 9007199556730955, 'n': 409, 'trace_an': 11091481551589033275316}
  • id: 29381955
    {'hecke_orbit_code': 9007199556730955, 'n': 419, 'trace_an': 11930079770793379014824}
  • id: 29381956
    {'hecke_orbit_code': 9007199556730955, 'n': 421, 'trace_an': 22430447780543091262556}
  • id: 29381957
    {'hecke_orbit_code': 9007199556730955, 'n': 431, 'trace_an': -7788945454620197733408}
  • id: 29381958
    {'hecke_orbit_code': 9007199556730955, 'n': 433, 'trace_an': 10232971827629342121772}
  • id: 29381959
    {'hecke_orbit_code': 9007199556730955, 'n': 439, 'trace_an': 40000828662999152113640}
  • id: 29381960
    {'hecke_orbit_code': 9007199556730955, 'n': 443, 'trace_an': -25576018344633129853176}
  • id: 29381961
    {'hecke_orbit_code': 9007199556730955, 'n': 449, 'trace_an': 42736298840416669993252}
  • id: 29381962
    {'hecke_orbit_code': 9007199556730955, 'n': 457, 'trace_an': 27506378359189800690892}
  • id: 29381963
    {'hecke_orbit_code': 9007199556730955, 'n': 461, 'trace_an': -7098170465383228239396}
  • id: 29381964
    {'hecke_orbit_code': 9007199556730955, 'n': 463, 'trace_an': -59894258160718233456600}
  • id: 29381965
    {'hecke_orbit_code': 9007199556730955, 'n': 467, 'trace_an': -50757833041883448430520}
  • id: 29381966
    {'hecke_orbit_code': 9007199556730955, 'n': 479, 'trace_an': -211601113051662585205440}
  • id: 29381967
    {'hecke_orbit_code': 9007199556730955, 'n': 487, 'trace_an': 18112157616245093983304}
  • id: 29381968
    {'hecke_orbit_code': 9007199556730955, 'n': 491, 'trace_an': -14430367672032329504920}
  • id: 29381969
    {'hecke_orbit_code': 9007199556730955, 'n': 499, 'trace_an': 34154149332259119174944}
  • id: 29381970
    {'hecke_orbit_code': 9007199556730955, 'n': 503, 'trace_an': -52294368194221986902696}
  • id: 29381971
    {'hecke_orbit_code': 9007199556730955, 'n': 509, 'trace_an': -147667485791818091453444}
  • id: 29381972
    {'hecke_orbit_code': 9007199556730955, 'n': 512, 'trace_an': 398582668020871456882688}
  • id: 29381973
    {'hecke_orbit_code': 9007199556730955, 'n': 521, 'trace_an': -261479840026921705070668}
  • id: 29381974
    {'hecke_orbit_code': 9007199556730955, 'n': 523, 'trace_an': -48671700544648782408200}
  • id: 29381975
    {'hecke_orbit_code': 9007199556730955, 'n': 529, 'trace_an': -241010932147178449416430}
  • id: 29381976
    {'hecke_orbit_code': 9007199556730955, 'n': 541, 'trace_an': -426795507437144371185348}
  • id: 29381977
    {'hecke_orbit_code': 9007199556730955, 'n': 547, 'trace_an': -491930167337759894300168}
  • id: 29381978
    {'hecke_orbit_code': 9007199556730955, 'n': 557, 'trace_an': 334225144118869300204644}
  • id: 29381979
    {'hecke_orbit_code': 9007199556730955, 'n': 563, 'trace_an': -308924014501355205267192}
  • id: 29381980
    {'hecke_orbit_code': 9007199556730955, 'n': 569, 'trace_an': -421899565289592427990476}
  • id: 29381981
    {'hecke_orbit_code': 9007199556730955, 'n': 571, 'trace_an': 431822905694204048484208}
  • id: 29381982
    {'hecke_orbit_code': 9007199556730955, 'n': 577, 'trace_an': -454841572314836018213956}
  • id: 29381983
    {'hecke_orbit_code': 9007199556730955, 'n': 587, 'trace_an': -208376971771107094928520}
  • id: 29381984
    {'hecke_orbit_code': 9007199556730955, 'n': 593, 'trace_an': -60843317291988070829420}
  • id: 29381985
    {'hecke_orbit_code': 9007199556730955, 'n': 599, 'trace_an': -383344786464171792905488}
  • id: 29381986
    {'hecke_orbit_code': 9007199556730955, 'n': 601, 'trace_an': -89852189634674477563532}
  • id: 29381987
    {'hecke_orbit_code': 9007199556730955, 'n': 607, 'trace_an': 452401630999785588600184}
  • id: 29381988
    {'hecke_orbit_code': 9007199556730955, 'n': 613, 'trace_an': 812206559475930694150588}
  • id: 29381989
    {'hecke_orbit_code': 9007199556730955, 'n': 617, 'trace_an': -726718557988365618785484}
  • id: 29381990
    {'hecke_orbit_code': 9007199556730955, 'n': 619, 'trace_an': -29807061439684665418544}
  • id: 29381991
    {'hecke_orbit_code': 9007199556730955, 'n': 625, 'trace_an': 0}
  • id: 29381992
    {'hecke_orbit_code': 9007199556730955, 'n': 631, 'trace_an': 1029737577655797157621304}
  • id: 29381993
    {'hecke_orbit_code': 9007199556730955, 'n': 641, 'trace_an': -2716076919338668710229548}
  • id: 29381994
    {'hecke_orbit_code': 9007199556730955, 'n': 643, 'trace_an': -151906121660565863832840}
  • id: 29381995
    {'hecke_orbit_code': 9007199556730955, 'n': 647, 'trace_an': -1099163849316256821607576}
  • id: 29381996
    {'hecke_orbit_code': 9007199556730955, 'n': 653, 'trace_an': -2625144417710230024389788}
  • id: 29381997
    {'hecke_orbit_code': 9007199556730955, 'n': 659, 'trace_an': -743432932600848315934280}
  • id: 29381998
    {'hecke_orbit_code': 9007199556730955, 'n': 661, 'trace_an': -109379591649331735187236}
  • id: 29381999
    {'hecke_orbit_code': 9007199556730955, 'n': 673, 'trace_an': -285045689528353342160724}
  • id: 29382000
    {'hecke_orbit_code': 9007199556730955, 'n': 677, 'trace_an': -618037884779514623974092}
  • id: 29382001
    {'hecke_orbit_code': 9007199556730955, 'n': 683, 'trace_an': -705561138164719076432328}
  • id: 29382002
    {'hecke_orbit_code': 9007199556730955, 'n': 691, 'trace_an': -2738798362672394223152992}
  • id: 29382003
    {'hecke_orbit_code': 9007199556730955, 'n': 701, 'trace_an': -89931286871094635094820}
  • id: 29382004
    {'hecke_orbit_code': 9007199556730955, 'n': 709, 'trace_an': -3773066393988449803746436}
  • id: 29382005
    {'hecke_orbit_code': 9007199556730955, 'n': 719, 'trace_an': 6398912880733745433393552}
  • id: 29382006
    {'hecke_orbit_code': 9007199556730955, 'n': 727, 'trace_an': 1673318698717367372441096}
  • id: 29382007
    {'hecke_orbit_code': 9007199556730955, 'n': 729, 'trace_an': 159532886153745019726722}
  • id: 29382008
    {'hecke_orbit_code': 9007199556730955, 'n': 733, 'trace_an': -2242678565141365494883300}
  • id: 29382009
    {'hecke_orbit_code': 9007199556730955, 'n': 739, 'trace_an': -3043661123419990736551264}
  • id: 29382010
    {'hecke_orbit_code': 9007199556730955, 'n': 743, 'trace_an': 2999319868044436351323560}
  • id: 29382011
    {'hecke_orbit_code': 9007199556730955, 'n': 751, 'trace_an': 1194311055475163763933848}
  • id: 29382012
    {'hecke_orbit_code': 9007199556730955, 'n': 757, 'trace_an': 3852996192415285606780396}
  • id: 29382013
    {'hecke_orbit_code': 9007199556730955, 'n': 761, 'trace_an': 6926208292904871432808596}
  • id: 29382014
    {'hecke_orbit_code': 9007199556730955, 'n': 769, 'trace_an': -9117540524170648794033308}
  • id: 29382015
    {'hecke_orbit_code': 9007199556730955, 'n': 773, 'trace_an': -1591439077689937498734108}
  • id: 29382016
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  • id: 29382017
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  • id: 29382018
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  • id: 29382019
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  • id: 29382020
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  • id: 29382021
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  • id: 29382022
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  • id: 29382023
    {'hecke_orbit_code': 9007199556730955, 'n': 829, 'trace_an': 9436378762421618592090300}
  • id: 29382024
    {'hecke_orbit_code': 9007199556730955, 'n': 839, 'trace_an': 1771817205422714235940400}
  • id: 29382025
    {'hecke_orbit_code': 9007199556730955, 'n': 841, 'trace_an': 9525028830316959556490446}
  • id: 29382026
    {'hecke_orbit_code': 9007199556730955, 'n': 853, 'trace_an': 9110243372303635051637052}
  • id: 29382027
    {'hecke_orbit_code': 9007199556730955, 'n': 857, 'trace_an': -11572688490242046661990780}
  • id: 29382028
    {'hecke_orbit_code': 9007199556730955, 'n': 859, 'trace_an': -24738434203908802591750240}
  • id: 29382029
    {'hecke_orbit_code': 9007199556730955, 'n': 863, 'trace_an': 1253454110809665110255320}
  • id: 29382030
    {'hecke_orbit_code': 9007199556730955, 'n': 877, 'trace_an': -27266445064141752059012388}
  • id: 29382031
    {'hecke_orbit_code': 9007199556730955, 'n': 881, 'trace_an': 5180407531103669151990196}
  • id: 29382032
    {'hecke_orbit_code': 9007199556730955, 'n': 883, 'trace_an': -23263128195163315615418920}
  • id: 29382033
    {'hecke_orbit_code': 9007199556730955, 'n': 887, 'trace_an': 20889460563902390198373960}
  • id: 29382034
    {'hecke_orbit_code': 9007199556730955, 'n': 907, 'trace_an': 23423900569939089537860760}
  • id: 29382035
    {'hecke_orbit_code': 9007199556730955, 'n': 911, 'trace_an': -10959162889790913345599216}
  • id: 29382036
    {'hecke_orbit_code': 9007199556730955, 'n': 919, 'trace_an': 27662156194835306983394600}
  • id: 29382037
    {'hecke_orbit_code': 9007199556730955, 'n': 929, 'trace_an': -15229959500840797879621756}
  • id: 29382038
    {'hecke_orbit_code': 9007199556730955, 'n': 937, 'trace_an': -2629128330779872902889812}
  • id: 29382039
    {'hecke_orbit_code': 9007199556730955, 'n': 941, 'trace_an': 18924107379703495214850812}
  • id: 29382040
    {'hecke_orbit_code': 9007199556730955, 'n': 947, 'trace_an': 17697951005261854492277256}
  • id: 29382041
    {'hecke_orbit_code': 9007199556730955, 'n': 953, 'trace_an': -43820792703459995624122636}
  • id: 29382042
    {'hecke_orbit_code': 9007199556730955, 'n': 961, 'trace_an': 42358342074890588815208962}
  • id: 29382043
    {'hecke_orbit_code': 9007199556730955, 'n': 967, 'trace_an': 45958983952994806575451304}
  • id: 29382044
    {'hecke_orbit_code': 9007199556730955, 'n': 971, 'trace_an': -17593143516998922730962888}
  • id: 29382045
    {'hecke_orbit_code': 9007199556730955, 'n': 977, 'trace_an': -4526499293979997926787756}
  • id: 29382046
    {'hecke_orbit_code': 9007199556730955, 'n': 983, 'trace_an': 62730876471165199741172616}
  • id: 29382047
    {'hecke_orbit_code': 9007199556730955, 'n': 991, 'trace_an': -63041901757911100595581976}
  • id: 29382048
    {'hecke_orbit_code': 9007199556730955, 'n': 997, 'trace_an': -24995706416021074938942324}