Embedded newform data - 196.6.a.a.1.1

Formats: - HTML - YAML - JSON - 2024-09-14T05:28:11.838443

• 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': 7056, 'analytic_conductor': 31.435228683344203, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [7, -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': [196, 1, [99, 101], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [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': [[3, [26, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 100663492, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], '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': '196.6.a.a', 'level': 196, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'minimal_twist': '28.6.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-26q^{3}-2^{4}q^{5}+433q^{9}+8q^{11}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '196.6.a', 'trace_display': [0, -26, -16, 0], 'trace_hash': 1137687980510563807, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.009', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.013', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.980', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [1, 0, -26, 0, -16, 0, 0, 0, 433, 0, 8, 0, -684, 0, 416, 0, 2218, 0, 2698, 0, 0, 0, 3344, 0, -2869, 0, -4940, 0, -3254, 0, -4788, 0, -208, 0, 0, 0, -11470, 0, 17784, 0, -13350, 0, -928, 0, -6928, 0, -1212, 0, 0, 0, -57668, 0, 13110, 0, -128, 0, -70148, 0, -34702, 0, 1032, 0, 0, 0, 10944, 0, 10108, 0, -86944, 0, 62720, 0, 18926, 0, 74594, 0, 0, 0, 11400, 0, 23221, 0, -88958, 0, -35488, 0, 84604, 0, -19722, 0, 0, 0, 124488, 0, -43168, 0, -17062, 0, 3464, 0, -45904, 0, 136012, 0, 0, 0, -69156, 0, -146414, 0, 298220, 0, -80186, 0, -53504, 0, -296172, 0, 0, 0, -160987, 0, 347100, 0, 95904, 0, 274800, 0, 24128, 0, -180742, 0, 0, 0, 79040, 0, -209678, 0, -17242, 0, 31512, 0, -5472, 0, 52064, 0, 0, 0, 59358, 0, -336344, 0, 960394, 0, 76608, 0, -464588, 0, -340860, 0, 0, 0, 314792, 0, 3328, 0, -285724, 0, 96563, 0, 1168234, 0, 709148, 0, 0, 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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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-0.13547981608426174, -0.3084831357266042, -0.32382936702839843, -0.37090880230673395, -0.35646265318415543, -0.25609218433125636, -0.25637036153738874, -0.19806772173549977, -0.3623905489099852, -0.24717402661935087, -0.22803924030657383, -0.1178155156116113, -0.2166789110613377, -0.23361695944825375, -0.3753580302554596, -0.2710636993847881, -0.26467256682845963, -0.2859363375248091, -0.14119566266892764, -0.29715561765572984, -0.3504721211945379, -0.29772214660779667, -0.11359426314093961, -0.326092960723516, -0.32917831778957785, -0.25602482595670356, -0.23253471291125352, -0.3524603905298277, -0.3854850378496169, -0.17320559466001745, -0.314869044008983, -0.07151842045831601, -0.37788891755501275, -0.2934782406425959, -0.27113509542844283, -0.20792263259592403, -0.10154503403245137, -0.19964624864933575, -0.3033360265102838, -0.3025568469758511, -0.24938069111613329, -0.25018089978756036, -0.4624786401777416, -0.3443883528261742, -0.3325040519862536, -0.2793417353652396, 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-0.31450596856172147, -0.2279588450602319, -0.3410920972918782, -0.39131965612881725, -0.2357238670433891, -0.26963100879635166, -0.21941402017278952, -0.26559062519116633, -0.34710918260730483, -0.2655536984545992, -0.05826260071418291, -0.15772114211485586, -0.0934429809369005, -0.24722268396044203, -0.2212226806829582, -0.37421570164610535, -0.1352809538566388, -0.13547012963617536, -0.11763401082184909, -0.21546177860550572, -0.10609862069363046, -0.20474631521247394, -0.3171843030894187, -0.39081276570799744, -0.3061257813440107, -0.20068208332775675, -0.03111009963878539, -0.39660480367437045, -0.29815414548045227, -0.13622342877779994, -0.33232732988437835, -0.15811073077010393, -0.39508610408838046, -0.25149180229453766, -0.24763964151709847, -0.37591160102000337, -0.3275586508842428, -0.28073115896492695, -0.1945416416364887, -0.3931408036483035, -0.28246452251805065, -0.274774499041496, -0.24664992380453288, -0.23979858982838517, -0.18331498477693295, -0.14089287336306644, -0.19088015617079923, -0.2633589840638831, -0.26499819016838216, -0.22350428293295788, -0.24170160870040425, -0.3644737917549812, -0.24473234327125806, -0.14277605960541245, -0.07008973675094775, -0.37893779390987103, -0.1404221276513758, -0.08859340376267477, -0.2970767796686895, -0.18962513377421958, -0.27561525203261994, -0.3447189715580954, -0.27617536626100364, -0.2790123565706521, -0.17439226799936047, -0.2776570096219594, -0.24515422922502247, -0.3211921606680265], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 0.0, 'hecke_orbit': 1, 'hecke_orbit_code': 100663492, 'label': '196.6.a.a.1.1', 'level': 196, 'weight': 6}
• mf_newspaces •

  Column	Type
  ALdims	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': [0, 0, 9, 8], 'Nk2': 7056, 'analytic_conductor': 31.435228683344203, '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': [196, 1, [99, 101], [1, 1]], 'conrey_index': 1, 'cusp_dim': 128, 'dim': 17, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 100663492, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 4], 'label': '196.6.a', 'level': 196, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'mf_dim': 152, 'mf_new_dim': 17, 'num_forms': 11, 'plus_dim': 8, 'prim_orbit_index': 1, 'relative_dim': 17, 'sturm_bound': 168, 'trace_bound': 3, 'trace_display': [0, -12, 26, 0], 'traces': [17, 0, -12, 0, 26, 0, 0, 0, 1635, 0, -18, 0, -838, 0, -754, 0, 370, 0, 1956, 0, 0, 0, 4222, 0, 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0, -19643360, 0, 84068952, 0, 0, 0, 147375822, 0, -82233986, 0, -46805976, 0, 69325428, 0, -9203040, 0, 16226988, 0, 0, 0, 138214948, 0, 65486366, 0, -7493614, 0, -130675464, 0, -55461184, 0, -23538576, 0, 0, 0, -48680994, 0, -25526760, 0, -40967472, 0, -119975406, 0, 85401608, 0, 48081858, 0, 0, 0, 129090022, 0, -18375134, 0, -51150654, 0, -754146, 0, -42093214, 0, 24900528, 0, 0, 0, 64624258, 0, 28178068, 0, -44094696, 0, 116803682, 0, 72284928, 0, 3126272, 0, 0, 0, -131179497, 0, 212809312, 0, -64226444, 0, 25721984, 0, -149865008, 0, -32852868, 0, 0, 0, -168264448, 0, -123921356, 0, -48715656, 0, 198106530, 0, -18167496, 0, -33296516, 0, 0, 0, 62562440, 0, -87439886, 0, 37334592, 0, 107564422, 0, 34245546, 0, 68294064, 0], 'weight': 6, 'weight_parity': 1}
• 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: 384228
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663492, 'source_is_minimal': False, 'source_label': '196.6.a.a.1.1', 'source_level': 196, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 100663492, 'target_is_minimal': False, 'target_label': '196.6.a.a.1.1', 'target_level': 196, 'twist_class_label': '28.6.a.b.1.1', 'twist_class_level': 28, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 384229
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663492, 'source_is_minimal': False, 'source_label': '196.6.a.a.1.1', 'source_level': 196, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 54043195629110032, 'target_is_minimal': False, 'target_label': '784.6.a.m.1.1', 'target_level': 784, 'twist_class_label': '28.6.a.b.1.1', 'twist_class_level': 28, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 384230
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663492, 'source_is_minimal': False, 'source_label': '196.6.a.a.1.1', 'source_level': 196, 'target_conrey_index': 165, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36029071997534404, 'target_is_minimal': False, 'target_label': '196.6.e.i.165.1', 'target_level': 196, 'twist_class_label': '28.6.a.b.1.1', 'twist_class_level': 28, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 384231
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663492, 'source_is_minimal': False, 'source_label': '196.6.a.a.1.1', 'source_level': 196, 'target_conrey_index': 177, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 274978570436, 'target_is_minimal': False, 'target_label': '196.6.e.a.177.1', 'target_level': 196, 'twist_class_label': '28.6.a.b.1.1', 'twist_class_level': 28, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 384232
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663492, 'source_is_minimal': False, 'source_label': '196.6.a.a.1.1', 'source_level': 196, 'target_conrey_index': 177, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36029071997534404, 'target_is_minimal': False, 'target_label': '196.6.e.i.177.1', 'target_level': 196, 'twist_class_label': '28.6.a.b.1.1', 'twist_class_level': 28, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 6}
  • id: 384233
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663492, 'source_is_minimal': False, 'source_label': '196.6.a.a.1.1', 'source_level': 196, 'target_conrey_index': 165, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 274978570436, 'target_is_minimal': False, 'target_label': '196.6.e.a.165.1', 'target_level': 196, 'twist_class_label': '28.6.a.b.1.1', 'twist_class_level': 28, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 6}
  • id: 384234
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663492, 'source_is_minimal': False, 'source_label': '196.6.a.a.1.1', 'source_level': 196, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599728033820, 'target_is_minimal': True, 'target_label': '28.6.a.b.1.1', 'target_level': 28, 'twist_class_label': '28.6.a.b.1.1', 'twist_class_level': 28, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 6}
  • id: 384235
    {'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663492, 'source_is_minimal': False, 'source_label': '196.6.a.a.1.1', 'source_level': 196, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 100663548, 'target_is_minimal': False, 'target_label': '252.6.a.a.1.1', 'target_level': 252, 'twist_class_label': '28.6.a.b.1.1', 'twist_class_level': 28, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 6}
  • id: 384236
    {'conductor': 28, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663492, 'source_is_minimal': False, 'source_label': '196.6.a.a.1.1', 'source_level': 196, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599728033904, 'target_is_minimal': False, 'target_label': '112.6.a.b.1.1', 'target_level': 112, 'twist_class_label': '28.6.a.b.1.1', 'twist_class_level': 28, 'twisting_char_label': '28.27', 'twisting_conrey_index': 27, 'weight': 6}
  • id: 384237
    {'conductor': 35, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663492, 'source_is_minimal': False, 'source_label': '196.6.a.a.1.1', 'source_level': 196, 'target_conrey_index': 449, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503874605941436, 'target_is_minimal': False, 'target_label': '700.6.e.b.449.2', 'target_level': 700, 'twist_class_label': '28.6.a.b.1.1', 'twist_class_level': 28, 'twisting_char_label': '35.13', 'twisting_conrey_index': 13, 'weight': 6}
  • id: 384238
    {'conductor': 35, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663492, 'source_is_minimal': False, 'source_label': '196.6.a.a.1.1', 'source_level': 196, 'target_conrey_index': 449, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503874605941436, 'target_is_minimal': False, 'target_label': '700.6.e.b.449.1', 'target_level': 700, 'twist_class_label': '28.6.a.b.1.1', 'twist_class_level': 28, 'twisting_char_label': '35.27', 'twisting_conrey_index': 27, 'weight': 6}
  • id: 384239
    {'conductor': 35, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663492, 'source_is_minimal': False, 'source_label': '196.6.a.a.1.1', 'source_level': 196, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599728034492, 'target_is_minimal': False, 'target_label': '700.6.a.b.1.1', 'target_level': 700, 'twist_class_label': '28.6.a.b.1.1', 'twist_class_level': 28, 'twisting_char_label': '35.34', 'twisting_conrey_index': 34, 'weight': 6}
  • id: 384240
    {'conductor': 56, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663492, 'source_is_minimal': False, 'source_label': '196.6.a.a.1.1', 'source_level': 196, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599728034240, 'target_is_minimal': False, 'target_label': '448.6.a.b.1.1', 'target_level': 448, 'twist_class_label': '28.6.a.b.1.1', 'twist_class_level': 28, 'twisting_char_label': '56.13', 'twisting_conrey_index': 13, 'weight': 6}
  • id: 384241
    {'conductor': 56, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663492, 'source_is_minimal': False, 'source_label': '196.6.a.a.1.1', 'source_level': 196, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 63050394883850688, 'target_is_minimal': False, 'target_label': '448.6.a.o.1.1', 'target_level': 448, 'twist_class_label': '28.6.a.b.1.1', 'twist_class_level': 28, 'twisting_char_label': '56.27', 'twisting_conrey_index': 27, 'weight': 6}
  • id: 384242
    {'conductor': 84, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663492, 'source_is_minimal': False, 'source_label': '196.6.a.a.1.1', 'source_level': 196, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 49539596001739760, 'target_is_minimal': False, 'target_label': '1008.6.a.l.1.1', 'target_level': 1008, 'twist_class_label': '28.6.a.b.1.1', 'twist_class_level': 28, 'twisting_char_label': '84.83', 'twisting_conrey_index': 83, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 491500
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 100663492, 'p': 2}
  • id: 491501
    {'charpoly_factorization': [[[26, 1], 1]], 'hecke_orbit_code': 100663492, 'p': 3}
  • id: 491502
    {'charpoly_factorization': [[[16, 1], 1]], 'hecke_orbit_code': 100663492, 'p': 5}
  • id: 491503
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 100663492, 'p': 7}
  • id: 491504
    {'charpoly_factorization': [[[-8, 1], 1]], 'hecke_orbit_code': 100663492, 'p': 11}
  • id: 491505
    {'charpoly_factorization': [[[684, 1], 1]], 'hecke_orbit_code': 100663492, 'p': 13}
  • id: 491506
    {'charpoly_factorization': [[[-2218, 1], 1]], 'hecke_orbit_code': 100663492, 'p': 17}
  • id: 491507
    {'charpoly_factorization': [[[-2698, 1], 1]], 'hecke_orbit_code': 100663492, 'p': 19}
  • id: 491508
    {'charpoly_factorization': [[[-3344, 1], 1]], 'hecke_orbit_code': 100663492, 'p': 23}
  • id: 491509
    {'charpoly_factorization': [[[3254, 1], 1]], 'hecke_orbit_code': 100663492, 'p': 29}
  • id: 491510
    {'charpoly_factorization': [[[4788, 1], 1]], 'hecke_orbit_code': 100663492, 'p': 31}
  • id: 491511
    {'charpoly_factorization': [[[11470, 1], 1]], 'hecke_orbit_code': 100663492, 'p': 37}
  • id: 491512
    {'charpoly_factorization': [[[13350, 1], 1]], 'hecke_orbit_code': 100663492, 'p': 41}
  • id: 491513
    {'charpoly_factorization': [[[928, 1], 1]], 'hecke_orbit_code': 100663492, 'p': 43}
  • id: 491514
    {'charpoly_factorization': [[[1212, 1], 1]], 'hecke_orbit_code': 100663492, 'p': 47}
  • id: 491515
    {'charpoly_factorization': [[[-13110, 1], 1]], 'hecke_orbit_code': 100663492, 'p': 53}
  • id: 491516
    {'charpoly_factorization': [[[34702, 1], 1]], 'hecke_orbit_code': 100663492, 'p': 59}
  • id: 491517
    {'charpoly_factorization': [[[-1032, 1], 1]], 'hecke_orbit_code': 100663492, 'p': 61}
  • id: 491518
    {'charpoly_factorization': [[[-10108, 1], 1]], 'hecke_orbit_code': 100663492, 'p': 67}
  • id: 491519
    {'charpoly_factorization': [[[-62720, 1], 1]], 'hecke_orbit_code': 100663492, 'p': 71}
  • id: 491520
    {'charpoly_factorization': [[[-18926, 1], 1]], 'hecke_orbit_code': 100663492, 'p': 73}
  • id: 491521
    {'charpoly_factorization': [[[-11400, 1], 1]], 'hecke_orbit_code': 100663492, 'p': 79}
  • id: 491522
    {'charpoly_factorization': [[[88958, 1], 1]], 'hecke_orbit_code': 100663492, 'p': 83}
  • id: 491523
    {'charpoly_factorization': [[[19722, 1], 1]], 'hecke_orbit_code': 100663492, 'p': 89}
  • id: 491524
    {'charpoly_factorization': [[[17062, 1], 1]], 'hecke_orbit_code': 100663492, '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': 1, 'label': '196.6.a.a', 'level': 196, 'portrait': 'data:image/png;base64,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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 3268860
    {'hecke_orbit_code': 100663492, 'n': 1, 'trace_an': 1}
  • id: 3268861
    {'hecke_orbit_code': 100663492, 'n': 2, 'trace_an': 0}
  • id: 3268862
    {'hecke_orbit_code': 100663492, 'n': 3, 'trace_an': -26}
  • id: 3268863
    {'hecke_orbit_code': 100663492, 'n': 4, 'trace_an': 0}
  • id: 3268864
    {'hecke_orbit_code': 100663492, 'n': 5, 'trace_an': -16}
  • id: 3268865
    {'hecke_orbit_code': 100663492, 'n': 6, 'trace_an': 0}
  • id: 3268866
    {'hecke_orbit_code': 100663492, 'n': 7, 'trace_an': 0}
  • id: 3268867
    {'hecke_orbit_code': 100663492, 'n': 8, 'trace_an': 0}
  • id: 3268868
    {'hecke_orbit_code': 100663492, 'n': 9, 'trace_an': 433}
  • id: 3268869
    {'hecke_orbit_code': 100663492, 'n': 10, 'trace_an': 0}
  • id: 3268870
    {'hecke_orbit_code': 100663492, 'n': 11, 'trace_an': 8}
  • id: 3268871
    {'hecke_orbit_code': 100663492, 'n': 12, 'trace_an': 0}
  • id: 3268872
    {'hecke_orbit_code': 100663492, 'n': 13, 'trace_an': -684}
  • id: 3268873
    {'hecke_orbit_code': 100663492, 'n': 14, 'trace_an': 0}
  • id: 3268874
    {'hecke_orbit_code': 100663492, 'n': 15, 'trace_an': 416}
  • id: 3268875
    {'hecke_orbit_code': 100663492, 'n': 16, 'trace_an': 0}
  • id: 3268876
    {'hecke_orbit_code': 100663492, 'n': 17, 'trace_an': 2218}
  • id: 3268877
    {'hecke_orbit_code': 100663492, 'n': 18, 'trace_an': 0}
  • id: 3268878
    {'hecke_orbit_code': 100663492, 'n': 19, 'trace_an': 2698}
  • id: 3268879
    {'hecke_orbit_code': 100663492, 'n': 20, 'trace_an': 0}
  • id: 3268880
    {'hecke_orbit_code': 100663492, 'n': 21, 'trace_an': 0}
  • id: 3268881
    {'hecke_orbit_code': 100663492, 'n': 22, 'trace_an': 0}
  • id: 3268882
    {'hecke_orbit_code': 100663492, 'n': 23, 'trace_an': 3344}
  • id: 3268883
    {'hecke_orbit_code': 100663492, 'n': 24, 'trace_an': 0}
  • id: 3268884
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  • id: 3268885
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  • id: 3268886
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  • id: 3268887
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  • id: 3268888
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  • id: 3268889
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  • id: 3268890
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  • id: 3268891
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  • id: 3268892
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  • id: 3268893
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  • id: 3268894
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  • id: 3268895
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  • id: 3268896
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  • id: 3268897
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  • id: 3268898
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  • id: 3268899
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  • id: 3268900
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  • id: 3268901
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  • id: 3268902
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  • id: 3268903
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  • id: 3268904
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  • id: 3268905
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  • id: 3268906
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  • id: 3268907
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  • id: 3268908
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  • id: 3268909
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  • id: 3268910
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  • id: 3268911
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  • id: 3268912
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  • id: 3268913
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  • id: 3268914
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  • id: 3268915
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  • id: 3268916
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  • id: 3268917
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  • id: 3268918
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  • id: 3268919
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  • id: 3268920
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  • id: 3268921
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  • id: 3268922
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  • id: 3268923
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  • id: 3268924
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  • id: 3268925
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  • id: 3268926
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  • id: 3268927
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  • id: 3268928
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  • id: 3268929
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  • id: 3268930
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  • id: 3268931
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  • id: 3268932
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  • id: 3268933
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  • id: 3268934
    {'hecke_orbit_code': 100663492, 'n': 75, 'trace_an': 74594}
  • id: 3268935
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  • id: 3268936
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  • id: 3268937
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  • id: 3268938
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  • id: 3268939
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  • id: 3268940
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  • id: 3268941
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  • id: 3268942
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  • id: 3268943
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  • id: 3268944
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  • id: 3268945
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  • id: 3268946
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  • id: 3268947
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  • id: 3268948
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  • id: 3268949
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  • id: 3268950
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  • id: 3268951
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  • id: 3268952
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  • id: 3268953
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  • id: 3268954
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  • id: 3268955
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  • id: 3268956
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  • id: 3268957
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  • id: 3268958
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  • id: 3268959
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  • id: 3268960
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  • id: 3268961
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  • id: 3268962
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  • id: 3268963
    {'hecke_orbit_code': 100663492, 'n': 109, 'trace_an': -146414}
  • id: 3268964
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  • id: 3268965
    {'hecke_orbit_code': 100663492, 'n': 121, 'trace_an': -160987}
  • id: 3268966
    {'hecke_orbit_code': 100663492, 'n': 125, 'trace_an': 95904}
  • id: 3268967
    {'hecke_orbit_code': 100663492, 'n': 127, 'trace_an': 274800}
  • id: 3268968
    {'hecke_orbit_code': 100663492, 'n': 128, 'trace_an': 0}
  • id: 3268969
    {'hecke_orbit_code': 100663492, 'n': 131, 'trace_an': -180742}
  • id: 3268970
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  • id: 3268971
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  • id: 3268972
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  • id: 3268973
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  • id: 3268974
    {'hecke_orbit_code': 100663492, 'n': 157, 'trace_an': -464588}
  • id: 3268975
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  • id: 3268976
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  • id: 3268977
    {'hecke_orbit_code': 100663492, 'n': 169, 'trace_an': 96563}
  • id: 3268978
    {'hecke_orbit_code': 100663492, 'n': 173, 'trace_an': 709148}
  • id: 3268979
    {'hecke_orbit_code': 100663492, 'n': 179, 'trace_an': -617148}
  • id: 3268980
    {'hecke_orbit_code': 100663492, 'n': 181, 'trace_an': -237828}
  • id: 3268981
    {'hecke_orbit_code': 100663492, 'n': 191, 'trace_an': -133512}
  • id: 3268982
    {'hecke_orbit_code': 100663492, 'n': 193, 'trace_an': 270446}
  • id: 3268983
    {'hecke_orbit_code': 100663492, 'n': 197, 'trace_an': 875102}
  • id: 3268984
    {'hecke_orbit_code': 100663492, 'n': 199, 'trace_an': 347620}
  • id: 3268985
    {'hecke_orbit_code': 100663492, 'n': 211, 'trace_an': -425380}
  • id: 3268986
    {'hecke_orbit_code': 100663492, 'n': 223, 'trace_an': -481592}
  • id: 3268987
    {'hecke_orbit_code': 100663492, 'n': 227, 'trace_an': 6042}
  • id: 3268988
    {'hecke_orbit_code': 100663492, 'n': 229, 'trace_an': -1804}
  • id: 3268989
    {'hecke_orbit_code': 100663492, 'n': 233, 'trace_an': -1611526}
  • id: 3268990
    {'hecke_orbit_code': 100663492, 'n': 239, 'trace_an': -987096}
  • id: 3268991
    {'hecke_orbit_code': 100663492, 'n': 241, 'trace_an': -893510}
  • id: 3268992
    {'hecke_orbit_code': 100663492, 'n': 243, 'trace_an': 596674}
  • id: 3268993
    {'hecke_orbit_code': 100663492, 'n': 251, 'trace_an': -365946}
  • id: 3268994
    {'hecke_orbit_code': 100663492, 'n': 256, 'trace_an': 0}
  • id: 3268995
    {'hecke_orbit_code': 100663492, 'n': 257, 'trace_an': -1404594}
  • id: 3268996
    {'hecke_orbit_code': 100663492, 'n': 263, 'trace_an': 1099680}
  • id: 3268997
    {'hecke_orbit_code': 100663492, 'n': 269, 'trace_an': -814948}
  • id: 3268998
    {'hecke_orbit_code': 100663492, 'n': 271, 'trace_an': 1699056}
  • id: 3268999
    {'hecke_orbit_code': 100663492, 'n': 277, 'trace_an': -1365082}
  • id: 3269000
    {'hecke_orbit_code': 100663492, 'n': 281, 'trace_an': -715846}
  • id: 3269001
    {'hecke_orbit_code': 100663492, 'n': 283, 'trace_an': -217726}
  • id: 3269002
    {'hecke_orbit_code': 100663492, 'n': 289, 'trace_an': 3499667}
  • id: 3269003
    {'hecke_orbit_code': 100663492, 'n': 293, 'trace_an': -1507080}
  • id: 3269004
    {'hecke_orbit_code': 100663492, 'n': 307, 'trace_an': -12502}
  • id: 3269005
    {'hecke_orbit_code': 100663492, 'n': 311, 'trace_an': 647432}
  • id: 3269006
    {'hecke_orbit_code': 100663492, 'n': 313, 'trace_an': 935978}
  • id: 3269007
    {'hecke_orbit_code': 100663492, 'n': 317, 'trace_an': 705942}
  • id: 3269008
    {'hecke_orbit_code': 100663492, 'n': 331, 'trace_an': -1143040}
  • id: 3269009
    {'hecke_orbit_code': 100663492, 'n': 337, 'trace_an': -2364018}
  • id: 3269010
    {'hecke_orbit_code': 100663492, 'n': 343, 'trace_an': 0}
  • id: 3269011
    {'hecke_orbit_code': 100663492, 'n': 347, 'trace_an': 726240}
  • id: 3269012
    {'hecke_orbit_code': 100663492, 'n': 349, 'trace_an': -136180}
  • id: 3269013
    {'hecke_orbit_code': 100663492, 'n': 353, 'trace_an': 1169070}
  • id: 3269014
    {'hecke_orbit_code': 100663492, 'n': 359, 'trace_an': -4280}
  • id: 3269015
    {'hecke_orbit_code': 100663492, 'n': 361, 'trace_an': 4803105}
  • id: 3269016
    {'hecke_orbit_code': 100663492, 'n': 367, 'trace_an': -2447960}
  • id: 3269017
    {'hecke_orbit_code': 100663492, 'n': 373, 'trace_an': -904514}
  • id: 3269018
    {'hecke_orbit_code': 100663492, 'n': 379, 'trace_an': -4230344}
  • id: 3269019
    {'hecke_orbit_code': 100663492, 'n': 383, 'trace_an': -4553996}
  • id: 3269020
    {'hecke_orbit_code': 100663492, 'n': 389, 'trace_an': -3985406}
  • id: 3269021
    {'hecke_orbit_code': 100663492, 'n': 397, 'trace_an': -552420}
  • id: 3269022
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  • id: 3269023
    {'hecke_orbit_code': 100663492, 'n': 409, 'trace_an': 3924754}
  • id: 3269024
    {'hecke_orbit_code': 100663492, 'n': 419, 'trace_an': -598386}
  • id: 3269025
    {'hecke_orbit_code': 100663492, 'n': 421, 'trace_an': 4615974}
  • id: 3269026
    {'hecke_orbit_code': 100663492, 'n': 431, 'trace_an': -61560}
  • id: 3269027
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  • id: 3269028
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  • id: 3269029
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  • id: 3269030
    {'hecke_orbit_code': 100663492, 'n': 449, 'trace_an': -4367150}
  • id: 3269031
    {'hecke_orbit_code': 100663492, 'n': 457, 'trace_an': 5449942}
  • id: 3269032
    {'hecke_orbit_code': 100663492, 'n': 461, 'trace_an': -1669660}
  • id: 3269033
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  • id: 3269034
    {'hecke_orbit_code': 100663492, 'n': 467, 'trace_an': -5660830}
  • id: 3269035
    {'hecke_orbit_code': 100663492, 'n': 479, 'trace_an': 1449484}
  • id: 3269036
    {'hecke_orbit_code': 100663492, 'n': 487, 'trace_an': 4075040}
  • id: 3269037
    {'hecke_orbit_code': 100663492, 'n': 491, 'trace_an': 986100}
  • id: 3269038
    {'hecke_orbit_code': 100663492, 'n': 499, 'trace_an': 5983420}
  • id: 3269039
    {'hecke_orbit_code': 100663492, 'n': 503, 'trace_an': 3493728}
  • id: 3269040
    {'hecke_orbit_code': 100663492, 'n': 509, 'trace_an': -2157108}
  • id: 3269041
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  • id: 3269042
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  • id: 3269043
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  • id: 3269044
    {'hecke_orbit_code': 100663492, 'n': 529, 'trace_an': 4745993}
  • id: 3269045
    {'hecke_orbit_code': 100663492, 'n': 541, 'trace_an': -6396810}
  • id: 3269046
    {'hecke_orbit_code': 100663492, 'n': 547, 'trace_an': -5518512}
  • id: 3269047
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  • id: 3269048
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  • id: 3269049
    {'hecke_orbit_code': 100663492, 'n': 569, 'trace_an': -11982426}
  • id: 3269050
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  • id: 3269051
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  • id: 3269052
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  • id: 3269053
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  • id: 3269054
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  • id: 3269055
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  • id: 3269056
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  • id: 3269057
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  • id: 3269058
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  • id: 3269059
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  • id: 3269060
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  • id: 3269061
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  • id: 3269062
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  • id: 3269063
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  • id: 3269064
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  • id: 3269065
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  • id: 3269066
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  • id: 3269067
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  • id: 3269068
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  • id: 3269069
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  • id: 3269070
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  • id: 3269071
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  • id: 3269072
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  • id: 3269073
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  • id: 3269074
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  • id: 3269075
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  • id: 3269076
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  • id: 3269077
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  • id: 3269078
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  • id: 3269079
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  • id: 3269080
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  • id: 3269081
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  • id: 3269082
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  • id: 3269083
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  • id: 3269084
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  • id: 3269085
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  • id: 3269086
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  • id: 3269087
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  • id: 3269088
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  • id: 3269089
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  • id: 3269090
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  • id: 3269091
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  • id: 3269092
    {'hecke_orbit_code': 100663492, 'n': 829, 'trace_an': 16100600}
  • id: 3269093
    {'hecke_orbit_code': 100663492, 'n': 839, 'trace_an': 25816732}
  • id: 3269094
    {'hecke_orbit_code': 100663492, 'n': 841, 'trace_an': -9922633}
  • id: 3269095
    {'hecke_orbit_code': 100663492, 'n': 853, 'trace_an': 15427012}
  • id: 3269096
    {'hecke_orbit_code': 100663492, 'n': 857, 'trace_an': -3605166}
  • id: 3269097
    {'hecke_orbit_code': 100663492, 'n': 859, 'trace_an': -4069946}
  • id: 3269098
    {'hecke_orbit_code': 100663492, 'n': 863, 'trace_an': 7251112}
  • id: 3269099
    {'hecke_orbit_code': 100663492, 'n': 877, 'trace_an': 2374138}
  • id: 3269100
    {'hecke_orbit_code': 100663492, 'n': 881, 'trace_an': -30355818}
  • id: 3269101
    {'hecke_orbit_code': 100663492, 'n': 883, 'trace_an': 1533380}
  • id: 3269102
    {'hecke_orbit_code': 100663492, 'n': 887, 'trace_an': 29237868}
  • id: 3269103
    {'hecke_orbit_code': 100663492, 'n': 907, 'trace_an': 44822748}
  • id: 3269104
    {'hecke_orbit_code': 100663492, 'n': 911, 'trace_an': -36290640}
  • id: 3269105
    {'hecke_orbit_code': 100663492, 'n': 919, 'trace_an': 32535016}
  • id: 3269106
    {'hecke_orbit_code': 100663492, 'n': 929, 'trace_an': 44667594}
  • id: 3269107
    {'hecke_orbit_code': 100663492, 'n': 937, 'trace_an': -15668018}
  • id: 3269108
    {'hecke_orbit_code': 100663492, 'n': 941, 'trace_an': 20117480}
  • id: 3269109
    {'hecke_orbit_code': 100663492, 'n': 947, 'trace_an': -8845184}
  • id: 3269110
    {'hecke_orbit_code': 100663492, 'n': 953, 'trace_an': -31436374}
  • id: 3269111
    {'hecke_orbit_code': 100663492, 'n': 961, 'trace_an': -5704207}
  • id: 3269112
    {'hecke_orbit_code': 100663492, 'n': 967, 'trace_an': -9521584}
  • id: 3269113
    {'hecke_orbit_code': 100663492, 'n': 971, 'trace_an': -10652046}
  • id: 3269114
    {'hecke_orbit_code': 100663492, 'n': 977, 'trace_an': 27293082}
  • id: 3269115
    {'hecke_orbit_code': 100663492, 'n': 983, 'trace_an': -10476372}
  • id: 3269116
    {'hecke_orbit_code': 100663492, 'n': 991, 'trace_an': 1882304}
  • id: 3269117
    {'hecke_orbit_code': 100663492, 'n': 997, 'trace_an': -27151832}