Newform data - 15.18.a.b

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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': 4860, 'analytic_conductor': 27.48331310168395, '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': [15, 1, [11, 7], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 3, 'field_disc': 30214124284, 'field_disc_factorization': [[2, 2], [7553531071, 1]], 'field_poly': [-350700, -37234, 0, 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, [-63499776, -248000, 442, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599929360399, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 960, 'hecke_ring_index_factorization': [[2, 6], [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': '15.18.a.b', 'level': 15, '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': [3, 5], 'level_radical': 15, 'minimal_twist': '15.18.a.b', 'prim_orbit_index': 1, 'qexp_display': 'q+(-147+\\beta _{1})q^{2}-3^{8}q^{3}+(99318+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '17.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '15.18.a', 'trace_display': [-442, -19683, -1171875, 4962644], 'trace_hash': 1171262598571569190, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.870', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.005', 'prec': 17}, {'__RealLiteral__': 0, 'data': '22.624', 'prec': 20}, {'__RealLiteral__': 0, 'data': '4.156', 'prec': 17}, {'__RealLiteral__': 0, 'data': '262.610', 'prec': 24}], 'trace_zratio': 0, 'traces': [3, -442, -19683, 298148, -1171875, 2899962, 4962644, -108831912, 129140163, 172656250, 1049849720, -1956149028, -3091742090, 27586028328, 7688671875, 22392797456, -15119940094, -19026650682, -111896117996, -116464062500, -32559907284, -693818341648, 784535528472, 714046174632, 457763671875, -1092511841044, -847288609443, -7640185610512, 1395352153678, -1132797656250, -12458197616536, -24074446195616, -6888064012920, -41046727271164, -1938532812500, 12834293772708, 32093748310134, -68757678664024, 20284919852490, 42512465625000, -102276917392466, -180991931860008, -141347515908644, 319886980653472, -50445376171875, -299722933931856, -54182226541768, -146919144108816, 702936204707227, -67443847656250, 99201926956734, -670193699134584, 345545322785582, 124833855124602, 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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, 0], [-147, 1, 0], [-6561, 0, 0], [99318, -196, -2], [-390625, 0, 0], [964467, -6561, 0], [1669256, 45211, 87], [-36253436, 72488, 884], [43046721, 0, 0], [57421875, -390625, 0], [349664264, -860632, -3704], [-651625398, 1285956, 13122], [-1031412738, -2473637, 22487], [9193825772, -4662836, -111824], [2562890625, 0, 0], [7445650840, -55945232, -100296], [-5063082238, -69116101, 190519], [-6327867987, 43046721, 0], [-37344186648, -136142045, 299903], [-38796093750, 76562500, 781250], [-10951988616, -296629371, -570807], [-231084623096, 567104808, 2632448], [261414923228, -293800139, -3041351], [237858793596, -475593768, -5799924], [152587890625, 0, 0], [-364828507798, -1974266878, -584528], [-282429536481, 0, 0], [-2543807744408, 8787808400, 25431112], [466409552954, 3841743816, -34761368], [-376744921875, 2562890625, 0], [-4152889688724, -449335347, 22114289], [-8023011721584, 5431726496, 20695632], [-2294147236104, 5646606552, 24301944], [-13685836732514, 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[85220267006960675858979860974, -438336132629760135113045655, -169164681030797681931587], [396014206663702250241017841084, 263041630259183833678417857, 633777608312769480357045], [246663120513311047140279439088, -177656337470361185205136252, -1472614620451248414876140], [-53692125602692634891581260438, -643427537557988137363897486, -1072818581724197895681382], [-413289631312637665837138595910, 70753679776919601067048858, 1060569738779213273107170], [-49268256878394119982144734892, -328822538504110595646919384, -826499127319763927950776], [90191305246309391086551578090, 334433509387872507805541308, -2322249769401021668554772], [-347337599934615965924167934656, 173723107276492920970506831, -1893835917824165274204261], [-8003891086625515263709646792, 715220635462684693562512500, 193905676809079346670212]], 'char_orbit_index': 1, 'field_poly': [-350700, -37234, 0, 1], 'hecke_orbit_code': 4503599929360399, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 41, 41], 'hecke_ring_inverse_denominators': [1, 480, 240], 'hecke_ring_inverse_numerators': [[1, 0, 0], [20, 61, 1], [5954740, -8071, 29]], 'hecke_ring_numerators': [[1, 0, 0], [24809, 58, -1], [-1514169, 16142, 61]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '15.18.a.b', 'level': 15, 'maxp': 2999, '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
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  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': [3, 4, 3, 2], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [1, 1, 1, 1], 'ALdims_old': [4, 5, 5, 6], 'Nk2': 4860, 'analytic_conductor': 27.48331310168395, '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': [15, 1, [11, 7], [1, 1]], 'conrey_index': 1, 'cusp_dim': 32, 'dim': 12, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 301989903, 'hecke_orbit_dims': [2, 3, 3, 4], 'label': '15.18.a', 'level': 15, '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': [3, 5], 'level_radical': 15, 'mf_dim': 36, 'mf_new_dim': 12, 'num_forms': 4, 'plus_dim': 5, 'prim_orbit_index': 1, 'relative_dim': 12, 'sturm_bound': 36, 'trace_bound': 2, 'trace_display': [-1084, -13122, 0, -2541288], 'traces': [12, -1084, -13122, 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12042302875569096946861536, 112937885559107268294677856, 45024936303698196511874696, -8718838931906330028751404, -1374802708625793457031250], 'weight': 18, 'weight_parity': 1}
• 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: 10779
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '15.18.a.b', 'source_level': 15, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '15.18.a.b', 'target_level': 15, 'twist_class_label': '15.18.a.b', 'twist_class_level': 15, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 18}
  • id: 10780
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '15.18.a.b', 'source_level': 15, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '45.18.a.e', 'target_level': 45, 'twist_class_label': '15.18.a.b', 'twist_class_level': 15, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 18}
  • id: 10781
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '15.18.a.b', 'source_level': 15, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '75.18.a.e', 'target_level': 75, 'twist_class_label': '15.18.a.b', 'twist_class_level': 15, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 18}
  • id: 10782
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '15.18.a.b', 'source_level': 15, 'target_char_orbit': 2, 'target_dim': 6, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '75.18.b.d', 'target_level': 75, 'twist_class_label': '15.18.a.b', 'twist_class_level': 15, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 18}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 62175
    {'charpoly_factorization': [[[-63499776, -248000, 442, 1], 1]], 'hecke_orbit_code': 4503599929360399, 'p': 2}
  • id: 62176
    {'charpoly_factorization': [[[6561, 1], 3]], 'hecke_orbit_code': 4503599929360399, 'p': 3}
  • id: 62177
    {'charpoly_factorization': [[[390625, 1], 3]], 'hecke_orbit_code': 4503599929360399, 'p': 5}
  • id: 62178
    {'charpoly_factorization': [[[4864717603122010159680, -688099955599056, -4962644, 1], 1]], 'hecke_orbit_code': 4503599929360399, 'p': 7}
  • id: 62179
    {'charpoly_factorization': [[[320123513672108657296896, 33646469267063488, -1049849720, 1], 1]], 'hecke_orbit_code': 4503599929360399, 'p': 11}
  • id: 62180
    {'charpoly_factorization': [[[-4839699764067422221349208008, -2474347108382835508, 3091742090, 1], 1]], 'hecke_orbit_code': 4503599929360399, 'p': 13}
  • id: 62181
    {'charpoly_factorization': [[[19709887896862875155732447135592, -1687951260008669467988, 15119940094, 1], 1]], 'hecke_orbit_code': 4503599929360399, 'p': 17}
  • id: 62182
    {'charpoly_factorization': [[[3033801259014309938952998862400, -2294606736053098079440, 111896117996, 1], 1]], 'hecke_orbit_code': 4503599929360399, 'p': 19}
  • id: 62183
    {'charpoly_factorization': [[[2457048878021352365271440580165120, 109547178708037100918976, -784535528472, 1], 1]], 'hecke_orbit_code': 4503599929360399, 'p': 23}
  • id: 62184
    {'charpoly_factorization': [[[6456430374720481690864304035686663000, -12920736140123503099944980, -1395352153678, 1], 1]], 'hecke_orbit_code': 4503599929360399, 'p': 29}
  • id: 62185
    {'charpoly_factorization': [[[53588481656373302902706434570900185600, 48048677593411608720863424, 12458197616536, 1], 1]], 'hecke_orbit_code': 4503599929360399, 'p': 31}
  • id: 62186
    {'charpoly_factorization': [[[17536559326846080045405859985095894698040, -693517652660017337695963956, -32093748310134, 1], 1]], 'hecke_orbit_code': 4503599929360399, 'p': 37}
  • id: 62187
    {'charpoly_factorization': [[[-69896902967912311562960719061268582909480, 1339992056735490172118500204, 102276917392466, 1], 1]], 'hecke_orbit_code': 4503599929360399, 'p': 41}
  • id: 62188
    {'charpoly_factorization': [[[41869421779815568905885730812206370072256, 5560836845976654208731656624, 141347515908644, 1], 1]], 'hecke_orbit_code': 4503599929360399, 'p': 43}
  • id: 62189
    {'charpoly_factorization': [[[55470832835823035319632124721098046084608, -7917421204834447235644852544, 54182226541768, 1], 1]], 'hecke_orbit_code': 4503599929360399, 'p': 47}
  • id: 62190
    {'charpoly_factorization': [[[30818794951730731034881164408866023309265880, -92821807497928660282271397524, -345545322785582, 1], 1]], 'hecke_orbit_code': 4503599929360399, 'p': 53}
  • id: 62191
    {'charpoly_factorization': [[[389139797842675837695444623043889023622310400, 296544827140881832641983262400, -2075534176494536, 1], 1]], 'hecke_orbit_code': 4503599929360399, 'p': 59}
  • id: 62192
    {'charpoly_factorization': [[[-5521213811689176123645900649219987427851589912, -4316095992824054671884391385044, 1591128188427998, 1], 1]], 'hecke_orbit_code': 4503599929360399, 'p': 61}
  • id: 62193
    {'charpoly_factorization': [[[3072646855577251890720628666239713167987468992, -6891978424092301467857132996688, 2417737431711844, 1], 1]], 'hecke_orbit_code': 4503599929360399, 'p': 67}
  • id: 62194
    {'charpoly_factorization': [[[11286410240038103975558206760851494223299182592, -4266940864118241603854582002688, -5019485593673056, 1], 1]], 'hecke_orbit_code': 4503599929360399, 'p': 71}
  • id: 62195
    {'charpoly_factorization': [[[-571505316251173786719605109728997011702511048200, -68753710240033089426504812694004, 10804161755859578, 1], 1]], 'hecke_orbit_code': 4503599929360399, 'p': 73}
  • id: 62196
    {'charpoly_factorization': [[[-876140730617627652564853766966761670613797952000, 343803344874555073566861006648000, 40642131657181960, 1], 1]], 'hecke_orbit_code': 4503599929360399, 'p': 79}
  • id: 62197
    {'charpoly_factorization': [[[-4223782433115344933507754671375843321358280594752, -238696979185814212795670632253520, 21823256926416996, 1], 1]], 'hecke_orbit_code': 4503599929360399, 'p': 83}
  • id: 62198
    {'charpoly_factorization': [[[-2878862109524369308153801149849721891234252096200, -644045682014747905529427485708340, 2700230040372426, 1], 1]], 'hecke_orbit_code': 4503599929360399, 'p': 89}
  • id: 62199
    {'charpoly_factorization': [[[-36853111992986427758253404856507593604785925678728, -3142538152643783115513028403537268, 79760576372788314, 1], 1]], 'hecke_orbit_code': 4503599929360399, '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': 2, 'label': '15.18.a.b', 'level': 15, 'portrait': 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', 'weight': 18}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 19949400
    {'hecke_orbit_code': 4503599929360399, 'n': 1, 'trace_an': 3}
  • id: 19949401
    {'hecke_orbit_code': 4503599929360399, 'n': 2, 'trace_an': -442}
  • id: 19949402
    {'hecke_orbit_code': 4503599929360399, 'n': 3, 'trace_an': -19683}
  • id: 19949403
    {'hecke_orbit_code': 4503599929360399, 'n': 4, 'trace_an': 298148}
  • id: 19949404
    {'hecke_orbit_code': 4503599929360399, 'n': 5, 'trace_an': -1171875}
  • id: 19949405
    {'hecke_orbit_code': 4503599929360399, 'n': 6, 'trace_an': 2899962}
  • id: 19949406
    {'hecke_orbit_code': 4503599929360399, 'n': 7, 'trace_an': 4962644}
  • id: 19949407
    {'hecke_orbit_code': 4503599929360399, 'n': 8, 'trace_an': -108831912}
  • id: 19949408
    {'hecke_orbit_code': 4503599929360399, 'n': 9, 'trace_an': 129140163}
  • id: 19949409
    {'hecke_orbit_code': 4503599929360399, 'n': 10, 'trace_an': 172656250}
  • id: 19949410
    {'hecke_orbit_code': 4503599929360399, 'n': 11, 'trace_an': 1049849720}
  • id: 19949411
    {'hecke_orbit_code': 4503599929360399, 'n': 12, 'trace_an': -1956149028}
  • id: 19949412
    {'hecke_orbit_code': 4503599929360399, 'n': 13, 'trace_an': -3091742090}
  • id: 19949413
    {'hecke_orbit_code': 4503599929360399, 'n': 14, 'trace_an': 27586028328}
  • id: 19949414
    {'hecke_orbit_code': 4503599929360399, 'n': 15, 'trace_an': 7688671875}
  • id: 19949415
    {'hecke_orbit_code': 4503599929360399, 'n': 16, 'trace_an': 22392797456}
  • id: 19949416
    {'hecke_orbit_code': 4503599929360399, 'n': 17, 'trace_an': -15119940094}
  • id: 19949417
    {'hecke_orbit_code': 4503599929360399, 'n': 18, 'trace_an': -19026650682}
  • id: 19949418
    {'hecke_orbit_code': 4503599929360399, 'n': 19, 'trace_an': -111896117996}
  • id: 19949419
    {'hecke_orbit_code': 4503599929360399, 'n': 20, 'trace_an': -116464062500}
  • id: 19949420
    {'hecke_orbit_code': 4503599929360399, 'n': 21, 'trace_an': -32559907284}
  • id: 19949421
    {'hecke_orbit_code': 4503599929360399, 'n': 22, 'trace_an': -693818341648}
  • id: 19949422
    {'hecke_orbit_code': 4503599929360399, 'n': 23, 'trace_an': 784535528472}
  • id: 19949423
    {'hecke_orbit_code': 4503599929360399, 'n': 24, 'trace_an': 714046174632}
  • id: 19949424
    {'hecke_orbit_code': 4503599929360399, 'n': 25, 'trace_an': 457763671875}
  • id: 19949425
    {'hecke_orbit_code': 4503599929360399, 'n': 26, 'trace_an': -1092511841044}
  • id: 19949426
    {'hecke_orbit_code': 4503599929360399, 'n': 27, 'trace_an': -847288609443}
  • id: 19949427
    {'hecke_orbit_code': 4503599929360399, 'n': 28, 'trace_an': -7640185610512}
  • id: 19949428
    {'hecke_orbit_code': 4503599929360399, 'n': 29, 'trace_an': 1395352153678}
  • id: 19949429
    {'hecke_orbit_code': 4503599929360399, 'n': 30, 'trace_an': -1132797656250}
  • id: 19949430
    {'hecke_orbit_code': 4503599929360399, 'n': 31, 'trace_an': -12458197616536}
  • id: 19949431
    {'hecke_orbit_code': 4503599929360399, 'n': 32, 'trace_an': -24074446195616}
  • id: 19949432
    {'hecke_orbit_code': 4503599929360399, 'n': 33, 'trace_an': -6888064012920}
  • id: 19949433
    {'hecke_orbit_code': 4503599929360399, 'n': 34, 'trace_an': -41046727271164}
  • id: 19949434
    {'hecke_orbit_code': 4503599929360399, 'n': 35, 'trace_an': -1938532812500}
  • id: 19949435
    {'hecke_orbit_code': 4503599929360399, 'n': 36, 'trace_an': 12834293772708}
  • id: 19949436
    {'hecke_orbit_code': 4503599929360399, 'n': 37, 'trace_an': 32093748310134}
  • id: 19949437
    {'hecke_orbit_code': 4503599929360399, 'n': 38, 'trace_an': -68757678664024}
  • id: 19949438
    {'hecke_orbit_code': 4503599929360399, 'n': 39, 'trace_an': 20284919852490}
  • id: 19949439
    {'hecke_orbit_code': 4503599929360399, 'n': 40, 'trace_an': 42512465625000}
  • id: 19949440
    {'hecke_orbit_code': 4503599929360399, 'n': 41, 'trace_an': -102276917392466}
  • id: 19949441
    {'hecke_orbit_code': 4503599929360399, 'n': 42, 'trace_an': -180991931860008}
  • id: 19949442
    {'hecke_orbit_code': 4503599929360399, 'n': 43, 'trace_an': -141347515908644}
  • id: 19949443
    {'hecke_orbit_code': 4503599929360399, 'n': 44, 'trace_an': 319886980653472}
  • id: 19949444
    {'hecke_orbit_code': 4503599929360399, 'n': 45, 'trace_an': -50445376171875}
  • id: 19949445
    {'hecke_orbit_code': 4503599929360399, 'n': 46, 'trace_an': -299722933931856}
  • id: 19949446
    {'hecke_orbit_code': 4503599929360399, 'n': 47, 'trace_an': -54182226541768}
  • id: 19949447
    {'hecke_orbit_code': 4503599929360399, 'n': 48, 'trace_an': -146919144108816}
  • id: 19949448
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  • id: 19949449
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  • id: 19949450
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  • id: 19949451
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  • id: 19949452
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  • id: 19949453
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  • id: 19949454
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  • id: 19949455
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  • id: 19949456
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  • id: 19949457
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  • id: 19949458
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  • id: 19949459
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  • id: 19949460
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  • id: 19949461
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  • id: 19949462
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  • id: 19949463
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  • id: 19949464
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  • id: 19949465
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  • id: 19949466
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  • id: 19949467
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  • id: 19949468
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  • id: 19949469
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  • id: 19949470
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  • id: 19949471
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  • id: 19949472
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  • id: 19949473
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  • id: 19949474
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  • id: 19949475
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  • id: 19949476
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  • id: 19949477
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  • id: 19949478
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  • id: 19949479
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  • id: 19949480
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  • id: 19949481
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  • id: 19949482
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  • id: 19949483
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  • id: 19949484
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  • id: 19949485
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  • id: 19949486
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  • id: 19949487
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  • id: 19949488
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  • id: 19949489
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  • id: 19949490
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  • id: 19949491
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  • id: 19949492
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  • id: 19949493
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  • id: 19949494
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  • id: 19949495
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  • id: 19949496
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  • id: 19949497
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  • id: 19949498
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  • id: 19949499
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  • id: 19949500
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  • id: 19949501
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  • id: 19949502
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  • id: 19949503
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  • id: 19949504
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  • id: 19949505
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  • id: 19949506
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  • id: 19949507
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  • id: 19949508
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  • id: 19949509
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  • id: 19949510
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  • id: 19949511
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  • id: 19949512
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  • id: 19949513
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  • id: 19949514
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  • id: 19949515
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  • id: 19949516
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  • id: 19949517
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  • id: 19949518
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  • id: 19949519
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  • id: 19949520
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  • id: 19949521
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  • id: 19949522
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  • id: 19949523
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  • id: 19949524
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  • id: 19949525
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  • id: 19949526
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  • id: 19949527
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  • id: 19949528
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  • id: 19949529
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  • id: 19949530
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  • id: 19949531
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  • id: 19949532
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  • id: 19949533
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  • id: 19949534
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  • id: 19949535
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  • id: 19949536
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  • id: 19949537
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  • id: 19949538
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  • id: 19949539
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  • id: 19949540
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  • id: 19949541
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  • id: 19949542
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  • id: 19949543
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  • id: 19949544
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  • id: 19949545
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  • id: 19949546
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  • id: 19949547
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  • id: 19949548
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  • id: 19949549
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  • id: 19949550
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  • id: 19949551
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  • id: 19949552
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  • id: 19949553
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  • id: 19949554
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  • id: 19949555
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  • id: 19949556
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  • id: 19949557
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  • id: 19949558
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  • id: 19949559
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  • id: 19949560
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  • id: 19949561
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  • id: 19949562
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  • id: 19949563
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  • id: 19949564
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  • id: 19949565
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  • id: 19949566
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  • id: 19949567
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  • id: 19949568
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  • id: 19949569
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  • id: 19949570
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  • id: 19949571
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  • id: 19949572
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  • id: 19949573
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  • id: 19949574
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  • id: 19949575
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  • id: 19949576
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  • id: 19949577
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  • id: 19949578
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  • id: 19949580
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  • id: 19949581
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  • id: 19949582
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  • id: 19949583
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  • id: 19949584
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  • id: 19949585
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  • id: 19949586
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  • id: 19949587
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  • id: 19949588
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  • id: 19949589
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  • id: 19949590
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  • id: 19949591
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  • id: 19949592
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  • id: 19949593
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  • id: 19949595
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  • id: 19949597
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  • id: 19949599
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  • id: 19949600
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  • id: 19949601
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  • id: 19949602
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  • id: 19949605
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  • id: 19949608
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  • id: 19949610
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  • id: 19949611
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  • id: 19949612
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  • id: 19949613
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  • id: 19949614
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  • id: 19949615
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  • id: 19949616
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  • id: 19949617
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  • id: 19949618
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  • id: 19949619
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  • id: 19949620
    {'hecke_orbit_code': 4503599929360399, 'n': 751, 'trace_an': -6337453649018405415645800}
  • id: 19949621
    {'hecke_orbit_code': 4503599929360399, 'n': 757, 'trace_an': 570114048300904304770198}
  • id: 19949622
    {'hecke_orbit_code': 4503599929360399, 'n': 761, 'trace_an': -3375363437949020809358922}
  • id: 19949623
    {'hecke_orbit_code': 4503599929360399, 'n': 769, 'trace_an': 10602842408485671864705222}
  • id: 19949624
    {'hecke_orbit_code': 4503599929360399, 'n': 773, 'trace_an': -6110843819610760169891202}
  • id: 19949625
    {'hecke_orbit_code': 4503599929360399, 'n': 787, 'trace_an': 10858377662382250396031932}
  • id: 19949626
    {'hecke_orbit_code': 4503599929360399, 'n': 797, 'trace_an': 4291899312743869703837062}
  • id: 19949627
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  • id: 19949628
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  • id: 19949629
    {'hecke_orbit_code': 4503599929360399, 'n': 821, 'trace_an': 18145784277966613487332278}
  • id: 19949630
    {'hecke_orbit_code': 4503599929360399, 'n': 823, 'trace_an': -11064889786468009204480356}
  • id: 19949631
    {'hecke_orbit_code': 4503599929360399, 'n': 827, 'trace_an': 2833799383916442451138556}
  • id: 19949632
    {'hecke_orbit_code': 4503599929360399, 'n': 829, 'trace_an': 5517107526301640449969490}
  • id: 19949633
    {'hecke_orbit_code': 4503599929360399, 'n': 839, 'trace_an': 10526315615689260721663720}
  • id: 19949634
    {'hecke_orbit_code': 4503599929360399, 'n': 841, 'trace_an': 6017036702830619784303317}
  • id: 19949635
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  • id: 19949636
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  • id: 19949637
    {'hecke_orbit_code': 4503599929360399, 'n': 859, 'trace_an': 6281279050305369426953380}
  • id: 19949638
    {'hecke_orbit_code': 4503599929360399, 'n': 863, 'trace_an': -29128924541415969500872544}
  • id: 19949639
    {'hecke_orbit_code': 4503599929360399, 'n': 877, 'trace_an': -2393502631821309722770666}
  • id: 19949640
    {'hecke_orbit_code': 4503599929360399, 'n': 881, 'trace_an': 20084801157071857245842078}
  • id: 19949641
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  • id: 19949642
    {'hecke_orbit_code': 4503599929360399, 'n': 887, 'trace_an': -18941109612956914663235928}
  • id: 19949643
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  • id: 19949644
    {'hecke_orbit_code': 4503599929360399, 'n': 911, 'trace_an': 9211313272568585112626816}
  • id: 19949645
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  • id: 19949646
    {'hecke_orbit_code': 4503599929360399, 'n': 929, 'trace_an': 56078472170138561117300974}
  • id: 19949647
    {'hecke_orbit_code': 4503599929360399, 'n': 937, 'trace_an': -15203048968142086689864850}
  • id: 19949648
    {'hecke_orbit_code': 4503599929360399, 'n': 941, 'trace_an': -7467288714868666636910186}
  • id: 19949649
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  • id: 19949650
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  • id: 19949651
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  • id: 19949652
    {'hecke_orbit_code': 4503599929360399, 'n': 967, 'trace_an': -87347265360470889445248204}
  • id: 19949653
    {'hecke_orbit_code': 4503599929360399, 'n': 971, 'trace_an': -61891084155622916248948176}
  • id: 19949654
    {'hecke_orbit_code': 4503599929360399, 'n': 977, 'trace_an': 3289611883815368695108466}
  • id: 19949655
    {'hecke_orbit_code': 4503599929360399, 'n': 983, 'trace_an': 47022754534985458049800992}
  • id: 19949656
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  • id: 19949657
    {'hecke_orbit_code': 4503599929360399, 'n': 997, 'trace_an': 47655059695453411931973278}