Embedded newform data - 448.6.a.o.1.1

Formats: - HTML - YAML - JSON - 2024-09-11T08:59:25.076676

• 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': 16128, 'analytic_conductor': 71.85195127621532, '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': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [448, 1, [127, 197, 129], [1, 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]], [5, [16, 1]]], 'hecke_orbit': 15, 'hecke_orbit_code': 63050394883850688, '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': '448.6.a.o', 'level': 448, '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': [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}+7^{2}q^{7}+433q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '448.6.a', 'trace_display': [0, 26, -16, 49], 'trace_hash': 181264178820573806, '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': 0, 'traces': [1, 0, 26, 0, -16, 0, 49, 0, 433, 0, 8, 0, -684, 0, -416, 0, -2218, 0, -2698, 0, 1274, 0, -3344, 0, -2869, 0, 4940, 0, 3254, 0, -4788, 0, 208, 0, -784, 0, 11470, 0, -17784, 0, 13350, 0, -928, 0, -6928, 0, -1212, 0, 2401, 0, -57668, 0, -13110, 0, -128, 0, -70148, 0, 34702, 0, 1032, 0, 21217, 0, 10944, 0, 10108, 0, -86944, 0, -62720, 0, -18926, 0, -74594, 0, 392, 0, -11400, 0, 23221, 0, 88958, 0, 35488, 0, 84604, 0, 19722, 0, -33516, 0, -124488, 0, 43168, 0, 17062, 0, 3464, 0, -45904, 0, 136012, 0, -20384, 0, -69156, 0, 146414, 0, 298220, 0, -80186, 0, 53504, 0, -296172, 0, -108682, 0, -160987, 0, 347100, 0, 95904, 0, -274800, 0, -24128, 0, 180742, 0, -132202, 0, -79040, 0, -209678, 0, 17242, 0, -31512, 0, -5472, 0, -52064, 0, 62426, 0, -59358, 0, 336344, 0, -960394, 0, 76608, 0, -464588, 0, -340860, 0, -163856, 0, 314792, 0, -3328, 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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'angles': [None, -0.09303693562621597, -0.27285487018093985, None, -0.2484136259342894, -0.34484251406892374, -0.4404001061007284, -0.4139269280386425, -0.36452018391573826, -0.19151686427339581, -0.32382936702839843, -0.12909119769326607, -0.14353734681584457, -0.25609218433125636, -0.25637036153738874, -0.3019322782645002, -0.1376094510900148, -0.24717402661935087, -0.22803924030657383, -0.3821844843883887, -0.2833210889386623, -0.2663830405517463, -0.1246419697445404, -0.22893630061521192, -0.23532743317154034, -0.2859363375248091, -0.14119566266892764, -0.29715561765572984, -0.1495278788054621, -0.29772214660779667, -0.3864057368590604, -0.17390703927648396, -0.32917831778957785, -0.24397517404329644, -0.26746528708874645, -0.14753960947017228, -0.3854850378496169, -0.17320559466001745, -0.314869044008983, -0.07151842045831601, -0.37788891755501275, -0.2934782406425959, -0.22886490457155714, -0.20792263259592403, -0.39845496596754865, -0.19964624864933575, -0.3033360265102838, 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-0.3931408036483035, -0.21753547748194932, -0.22522550095850402, -0.2533500761954671, -0.23979858982838517, -0.18331498477693295, -0.14089287336306644, -0.19088015617079923, -0.2366410159361169, -0.23500180983161784, -0.2764957170670421, -0.25829839129959575, -0.13552620824501885, -0.24473234327125806, -0.14277605960541245, -0.07008973675094775, -0.12106220609012897, -0.3595778723486242, -0.41140659623732523, -0.20292322033131047, -0.18962513377421958, -0.27561525203261994, -0.3447189715580954, -0.22382463373899636, -0.22098764342934787, -0.17439226799936047, -0.2776570096219594, -0.2548457707749775, -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': 15, 'hecke_orbit_code': 63050394883850688, 'label': '448.6.a.o.1.1', 'level': 448, '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': [15, 16, 15, 14], 'Nk2': 16128, 'analytic_conductor': 71.85195127621532, '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': [448, 1, [127, 197, 129], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 308, 'dim': 60, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 5], 'hecke_orbit_code': 100663744, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 4, 4, 5, 5], 'label': '448.6.a', 'level': 448, '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': [2, 7], 'level_radical': 14, 'mf_dim': 332, 'mf_new_dim': 60, 'num_forms': 32, 'plus_dim': 29, 'prim_orbit_index': 1, 'relative_dim': 60, 'sturm_bound': 384, 'trace_bound': 5, 'trace_display': [0, 0, 0, 0], 'traces': [60, 0, 0, 0, 0, 0, 0, 0, 4860, 0, 0, 0, 0, 0, 0, 0, -808, 0, 0, 0, 0, 0, 0, 0, 43732, 0, 0, 0, -4072, 0, 0, 0, -11344, 0, 0, 0, 10648, 0, 0, 0, 28168, 0, 0, 0, 72048, 0, 0, 0, 144060, 0, 0, 0, -52984, 0, 0, 0, 61616, 0, 0, 0, -96160, 0, 0, 0, -7680, 0, 0, 0, -240432, 0, 0, 0, -10072, 0, 0, 0, 7448, 0, 0, 0, 436076, 0, 0, 0, 264800, 0, 0, 0, -70232, 0, 0, 0, -728064, 0, 0, 0, -160808, 0, 0, 0, -28272, 0, 0, 0, 0, 0, 0, 0, 354168, 0, 0, 0, -65752, 0, 0, 0, 547728, 0, 0, 0, 924364, 0, 0, 0, -43152, 0, 0, 0, 241744, 0, 0, 0, 0, 0, 0, 0, -545800, 0, 0, 0, 2445408, 0, 0, 0, -891552, 0, 0, 0, 34568, 0, 0, 0, -1095240, 0, 0, 0, -1457984, 0, 0, 0, -485296, 0, 0, 0, -222816, 0, 0, 0, 2199220, 0, 0, 0, 2933760, 0, 0, 0, -549296, 0, 0, 0, 1300368, 0, 0, 0, -929280, 0, 0, 0, -1775760, 0, 0, 0, 786824, 0, 0, 0, -1264120, 0, 0, 0, -1435984, 0, 0, 0, 6366112, 0, 0, 0, -871856, 0, 0, 0, 7072992, 0, 0, 0, 0, 0, 0, 0, -4976928, 0, 0, 0, 4027348, 0, 0, 0, -2041024, 0, 0, 0, -1459880, 0, 0, 0, 4430016, 0, 0, 0, 1794072, 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0, -294096392, 0, 0, 0, 48099928, 0, 0, 0, 54985304, 0, 0, 0, 108069008, 0, 0, 0, -25682272, 0, 0, 0, 153821536, 0, 0, 0, -18620416, 0, 0, 0, 277809552, 0, 0, 0, 167444352, 0, 0, 0, -166170048, 0, 0, 0, -191516080, 0, 0, 0, 72014320, 0, 0, 0, 57650416, 0, 0, 0, -35997656, 0, 0, 0, -91416936, 0, 0, 0, -88965952, 0, 0, 0, -107576984, 0, 0, 0, -175162768, 0, 0, 0, 12024992, 0, 0, 0, 132446368, 0, 0, 0, -53910952, 0, 0, 0, -187990944, 0, 0, 0, 237283580, 0, 0, 0, -39797168, 0, 0, 0, 294543360, 0, 0, 0, -39650016, 0, 0, 0, -66293544, 0, 0, 0, -226434216, 0, 0, 0, -127031552, 0, 0, 0, 151069344, 0, 0, 0, -124332976, 0, 0, 0, -151826240, 0, 0, 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: 47841040
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 63050394883850688, 'source_is_minimal': False, 'source_label': '448.6.a.o.1.1', 'source_level': 448, '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': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 47841041
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 63050394883850688, 'source_is_minimal': False, 'source_label': '448.6.a.o.1.1', 'source_level': 448, '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': '4.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 47841042
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 63050394883850688, 'source_is_minimal': False, 'source_label': '448.6.a.o.1.1', 'source_level': 448, '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': '8.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 47841043
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 63050394883850688, 'source_is_minimal': False, 'source_label': '448.6.a.o.1.1', 'source_level': 448, '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': '8.5', 'twisting_conrey_index': 5, 'weight': 6}
  • id: 47841044
    {'conductor': 24, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 63050394883850688, 'source_is_minimal': False, 'source_label': '448.6.a.o.1.1', 'source_level': 448, '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': '24.5', 'twisting_conrey_index': 5, 'weight': 6}
  • id: 47841045
    {'conductor': 24, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 63050394883850688, 'source_is_minimal': False, 'source_label': '448.6.a.o.1.1', 'source_level': 448, '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': '24.11', 'twisting_conrey_index': 11, 'weight': 6}
  • id: 47841046
    {'conductor': 40, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 63050394883850688, 'source_is_minimal': False, 'source_label': '448.6.a.o.1.1', 'source_level': 448, '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': '40.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 47841047
    {'conductor': 40, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 63050394883850688, 'source_is_minimal': False, 'source_label': '448.6.a.o.1.1', 'source_level': 448, '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': '40.19', 'twisting_conrey_index': 19, 'weight': 6}
  • id: 47841048
    {'conductor': 40, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 63050394883850688, 'source_is_minimal': False, 'source_label': '448.6.a.o.1.1', 'source_level': 448, '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': '40.27', 'twisting_conrey_index': 27, 'weight': 6}
  • id: 47841049
    {'conductor': 56, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 63050394883850688, 'source_is_minimal': False, 'source_label': '448.6.a.o.1.1', 'source_level': 448, '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': '56.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 47841050
    {'conductor': 56, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 63050394883850688, 'source_is_minimal': False, 'source_label': '448.6.a.o.1.1', 'source_level': 448, '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': '56.11', 'twisting_conrey_index': 11, 'weight': 6}
  • id: 47841051
    {'conductor': 56, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 63050394883850688, 'source_is_minimal': False, 'source_label': '448.6.a.o.1.1', 'source_level': 448, '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': '56.13', 'twisting_conrey_index': 13, 'weight': 6}
  • id: 47841052
    {'conductor': 56, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 63050394883850688, 'source_is_minimal': False, 'source_label': '448.6.a.o.1.1', 'source_level': 448, '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': '56.19', 'twisting_conrey_index': 19, 'weight': 6}
  • id: 47841053
    {'conductor': 56, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 63050394883850688, 'source_is_minimal': False, 'source_label': '448.6.a.o.1.1', 'source_level': 448, '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': '56.27', 'twisting_conrey_index': 27, 'weight': 6}
  • id: 47841054
    {'conductor': 56, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 63050394883850688, 'source_is_minimal': False, 'source_label': '448.6.a.o.1.1', 'source_level': 448, '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': '56.51', 'twisting_conrey_index': 51, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 905475
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 63050394883850688, 'p': 2}
  • id: 905476
    {'charpoly_factorization': [[[-26, 1], 1]], 'hecke_orbit_code': 63050394883850688, 'p': 3}
  • id: 905477
    {'charpoly_factorization': [[[16, 1], 1]], 'hecke_orbit_code': 63050394883850688, 'p': 5}
  • id: 905478
    {'charpoly_factorization': [[[-49, 1], 1]], 'hecke_orbit_code': 63050394883850688, 'p': 7}
  • id: 905479
    {'charpoly_factorization': [[[-8, 1], 1]], 'hecke_orbit_code': 63050394883850688, 'p': 11}
  • id: 905480
    {'charpoly_factorization': [[[684, 1], 1]], 'hecke_orbit_code': 63050394883850688, 'p': 13}
  • id: 905481
    {'charpoly_factorization': [[[2218, 1], 1]], 'hecke_orbit_code': 63050394883850688, 'p': 17}
  • id: 905482
    {'charpoly_factorization': [[[2698, 1], 1]], 'hecke_orbit_code': 63050394883850688, 'p': 19}
  • id: 905483
    {'charpoly_factorization': [[[3344, 1], 1]], 'hecke_orbit_code': 63050394883850688, 'p': 23}
  • id: 905484
    {'charpoly_factorization': [[[-3254, 1], 1]], 'hecke_orbit_code': 63050394883850688, 'p': 29}
  • id: 905485
    {'charpoly_factorization': [[[4788, 1], 1]], 'hecke_orbit_code': 63050394883850688, 'p': 31}
  • id: 905486
    {'charpoly_factorization': [[[-11470, 1], 1]], 'hecke_orbit_code': 63050394883850688, 'p': 37}
  • id: 905487
    {'charpoly_factorization': [[[-13350, 1], 1]], 'hecke_orbit_code': 63050394883850688, 'p': 41}
  • id: 905488
    {'charpoly_factorization': [[[928, 1], 1]], 'hecke_orbit_code': 63050394883850688, 'p': 43}
  • id: 905489
    {'charpoly_factorization': [[[1212, 1], 1]], 'hecke_orbit_code': 63050394883850688, 'p': 47}
  • id: 905490
    {'charpoly_factorization': [[[13110, 1], 1]], 'hecke_orbit_code': 63050394883850688, 'p': 53}
  • id: 905491
    {'charpoly_factorization': [[[-34702, 1], 1]], 'hecke_orbit_code': 63050394883850688, 'p': 59}
  • id: 905492
    {'charpoly_factorization': [[[-1032, 1], 1]], 'hecke_orbit_code': 63050394883850688, 'p': 61}
  • id: 905493
    {'charpoly_factorization': [[[-10108, 1], 1]], 'hecke_orbit_code': 63050394883850688, 'p': 67}
  • id: 905494
    {'charpoly_factorization': [[[62720, 1], 1]], 'hecke_orbit_code': 63050394883850688, 'p': 71}
  • id: 905495
    {'charpoly_factorization': [[[18926, 1], 1]], 'hecke_orbit_code': 63050394883850688, 'p': 73}
  • id: 905496
    {'charpoly_factorization': [[[11400, 1], 1]], 'hecke_orbit_code': 63050394883850688, 'p': 79}
  • id: 905497
    {'charpoly_factorization': [[[-88958, 1], 1]], 'hecke_orbit_code': 63050394883850688, 'p': 83}
  • id: 905498
    {'charpoly_factorization': [[[-19722, 1], 1]], 'hecke_orbit_code': 63050394883850688, 'p': 89}
  • id: 905499
    {'charpoly_factorization': [[[-17062, 1], 1]], 'hecke_orbit_code': 63050394883850688, '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': 15, 'label': '448.6.a.o', 'level': 448, '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: 60179767
    {'hecke_orbit_code': 63050394883850688, 'n': 1, 'trace_an': 1}
  • id: 60179768
    {'hecke_orbit_code': 63050394883850688, 'n': 2, 'trace_an': 0}
  • id: 60179769
    {'hecke_orbit_code': 63050394883850688, 'n': 3, 'trace_an': 26}
  • id: 60179770
    {'hecke_orbit_code': 63050394883850688, 'n': 4, 'trace_an': 0}
  • id: 60179771
    {'hecke_orbit_code': 63050394883850688, 'n': 5, 'trace_an': -16}
  • id: 60179772
    {'hecke_orbit_code': 63050394883850688, 'n': 6, 'trace_an': 0}
  • id: 60179773
    {'hecke_orbit_code': 63050394883850688, 'n': 7, 'trace_an': 49}
  • id: 60179774
    {'hecke_orbit_code': 63050394883850688, 'n': 8, 'trace_an': 0}
  • id: 60179775
    {'hecke_orbit_code': 63050394883850688, 'n': 9, 'trace_an': 433}
  • id: 60179776
    {'hecke_orbit_code': 63050394883850688, 'n': 10, 'trace_an': 0}
  • id: 60179777
    {'hecke_orbit_code': 63050394883850688, 'n': 11, 'trace_an': 8}
  • id: 60179778
    {'hecke_orbit_code': 63050394883850688, 'n': 12, 'trace_an': 0}
  • id: 60179779
    {'hecke_orbit_code': 63050394883850688, 'n': 13, 'trace_an': -684}
  • id: 60179780
    {'hecke_orbit_code': 63050394883850688, 'n': 14, 'trace_an': 0}
  • id: 60179781
    {'hecke_orbit_code': 63050394883850688, 'n': 15, 'trace_an': -416}
  • id: 60179782
    {'hecke_orbit_code': 63050394883850688, 'n': 16, 'trace_an': 0}
  • id: 60179783
    {'hecke_orbit_code': 63050394883850688, 'n': 17, 'trace_an': -2218}
  • id: 60179784
    {'hecke_orbit_code': 63050394883850688, 'n': 18, 'trace_an': 0}
  • id: 60179785
    {'hecke_orbit_code': 63050394883850688, 'n': 19, 'trace_an': -2698}
  • id: 60179786
    {'hecke_orbit_code': 63050394883850688, 'n': 20, 'trace_an': 0}
  • id: 60179787
    {'hecke_orbit_code': 63050394883850688, 'n': 21, 'trace_an': 1274}
  • id: 60179788
    {'hecke_orbit_code': 63050394883850688, 'n': 22, 'trace_an': 0}
  • id: 60179789
    {'hecke_orbit_code': 63050394883850688, 'n': 23, 'trace_an': -3344}
  • id: 60179790
    {'hecke_orbit_code': 63050394883850688, 'n': 24, 'trace_an': 0}
  • id: 60179791
    {'hecke_orbit_code': 63050394883850688, 'n': 25, 'trace_an': -2869}
  • id: 60179792
    {'hecke_orbit_code': 63050394883850688, 'n': 26, 'trace_an': 0}
  • id: 60179793
    {'hecke_orbit_code': 63050394883850688, 'n': 27, 'trace_an': 4940}
  • id: 60179794
    {'hecke_orbit_code': 63050394883850688, 'n': 28, 'trace_an': 0}
  • id: 60179795
    {'hecke_orbit_code': 63050394883850688, 'n': 29, 'trace_an': 3254}
  • id: 60179796
    {'hecke_orbit_code': 63050394883850688, 'n': 30, 'trace_an': 0}
  • id: 60179797
    {'hecke_orbit_code': 63050394883850688, 'n': 31, 'trace_an': -4788}
  • id: 60179798
    {'hecke_orbit_code': 63050394883850688, 'n': 32, 'trace_an': 0}
  • id: 60179799
    {'hecke_orbit_code': 63050394883850688, 'n': 33, 'trace_an': 208}
  • id: 60179800
    {'hecke_orbit_code': 63050394883850688, 'n': 34, 'trace_an': 0}
  • id: 60179801
    {'hecke_orbit_code': 63050394883850688, 'n': 35, 'trace_an': -784}
  • id: 60179802
    {'hecke_orbit_code': 63050394883850688, 'n': 36, 'trace_an': 0}
  • id: 60179803
    {'hecke_orbit_code': 63050394883850688, 'n': 37, 'trace_an': 11470}
  • id: 60179804
    {'hecke_orbit_code': 63050394883850688, 'n': 38, 'trace_an': 0}
  • id: 60179805
    {'hecke_orbit_code': 63050394883850688, 'n': 39, 'trace_an': -17784}
  • id: 60179806
    {'hecke_orbit_code': 63050394883850688, 'n': 40, 'trace_an': 0}
  • id: 60179807
    {'hecke_orbit_code': 63050394883850688, 'n': 41, 'trace_an': 13350}
  • id: 60179808
    {'hecke_orbit_code': 63050394883850688, 'n': 42, 'trace_an': 0}
  • id: 60179809
    {'hecke_orbit_code': 63050394883850688, 'n': 43, 'trace_an': -928}
  • id: 60179810
    {'hecke_orbit_code': 63050394883850688, 'n': 44, 'trace_an': 0}
  • id: 60179811
    {'hecke_orbit_code': 63050394883850688, 'n': 45, 'trace_an': -6928}
  • id: 60179812
    {'hecke_orbit_code': 63050394883850688, 'n': 46, 'trace_an': 0}
  • id: 60179813
    {'hecke_orbit_code': 63050394883850688, 'n': 47, 'trace_an': -1212}
  • id: 60179814
    {'hecke_orbit_code': 63050394883850688, 'n': 48, 'trace_an': 0}
  • id: 60179815
    {'hecke_orbit_code': 63050394883850688, 'n': 49, 'trace_an': 2401}
  • id: 60179816
    {'hecke_orbit_code': 63050394883850688, 'n': 50, 'trace_an': 0}
  • id: 60179817
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  • id: 60179818
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  • id: 60179819
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  • id: 60179820
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  • id: 60179821
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  • id: 60179822
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  • id: 60179823
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  • id: 60179824
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  • id: 60179825
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  • id: 60179826
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  • id: 60179827
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  • id: 60179828
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  • id: 60179829
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  • id: 60179830
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  • id: 60179831
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  • id: 60179832
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  • id: 60179833
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  • id: 60179834
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  • id: 60179835
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  • id: 60179836
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  • id: 60179837
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  • id: 60179838
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  • id: 60179839
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  • id: 60179840
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  • id: 60179841
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  • id: 60179842
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  • id: 60179843
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  • id: 60179844
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  • id: 60179845
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  • id: 60179846
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  • id: 60179847
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  • id: 60179848
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  • id: 60179849
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  • id: 60179850
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  • id: 60179851
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  • id: 60179852
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  • id: 60179853
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  • id: 60179854
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  • id: 60179855
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  • id: 60179856
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  • id: 60179857
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  • id: 60179858
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  • id: 60179859
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  • id: 60179860
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  • id: 60179861
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  • id: 60179862
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  • id: 60179863
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  • id: 60179864
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  • id: 60179865
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  • id: 60179866
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  • id: 60179867
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  • id: 60179868
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  • id: 60179869
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  • id: 60179870
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  • id: 60179871
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  • id: 60179872
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  • id: 60179873
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  • id: 60179874
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  • id: 60179875
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  • id: 60179876
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  • id: 60179877
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  • id: 60179878
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  • id: 60179879
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  • id: 60179880
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  • id: 60179881
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  • id: 60179882
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  • id: 60179883
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  • id: 60179884
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  • id: 60179885
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  • id: 60179886
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  • id: 60179887
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  • id: 60179888
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  • id: 60179889
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  • id: 60179890
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  • id: 60179891
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  • id: 60179892
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  • id: 60179893
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  • id: 60179894
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  • id: 60179895
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  • id: 60179896
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  • id: 60179897
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  • id: 60179898
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  • id: 60179899
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  • id: 60179900
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  • id: 60179901
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  • id: 60179902
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  • id: 60179903
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  • id: 60179904
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  • id: 60179905
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  • id: 60179906
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  • id: 60179907
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  • id: 60179908
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  • id: 60179909
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  • id: 60179910
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  • id: 60179911
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  • id: 60179912
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  • id: 60179913
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  • id: 60179914
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  • id: 60179915
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  • id: 60179916
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  • id: 60179917
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  • id: 60179918
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  • id: 60179919
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  • id: 60179920
    {'hecke_orbit_code': 63050394883850688, 'n': 353, 'trace_an': -1169070}
  • id: 60179921
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  • id: 60179922
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  • id: 60179923
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  • id: 60179924
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  • id: 60179925
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  • id: 60179926
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  • id: 60179927
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  • id: 60179928
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  • id: 60179929
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  • id: 60179930
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  • id: 60179931
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  • id: 60179932
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  • id: 60179933
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  • id: 60179934
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  • id: 60179935
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  • id: 60179936
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  • id: 60179937
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  • id: 60179938
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  • id: 60179939
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  • id: 60179940
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  • id: 60179941
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  • id: 60179942
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  • id: 60179943
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  • id: 60179944
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  • id: 60179945
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  • id: 60179946
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  • id: 60179947
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  • id: 60179948
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  • id: 60179949
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  • id: 60179950
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  • id: 60179951
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  • id: 60179952
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  • id: 60179953
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  • id: 60179954
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  • id: 60179955
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  • id: 60179956
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  • id: 60179957
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  • id: 60179958
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  • id: 60179959
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  • id: 60179960
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  • id: 60179961
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  • id: 60179962
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  • id: 60179963
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  • id: 60179964
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  • id: 60179965
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  • id: 60179966
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  • id: 60179967
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  • id: 60179968
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  • id: 60179969
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  • id: 60179970
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  • id: 60179971
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  • id: 60179972
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  • id: 60179973
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  • id: 60179974
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  • id: 60179975
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  • id: 60179976
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  • id: 60179977
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  • id: 60179978
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  • id: 60179979
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  • id: 60179980
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  • id: 60179981
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  • id: 60179982
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  • id: 60179983
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  • id: 60179984
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  • id: 60179985
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  • id: 60179986
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  • id: 60179987
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  • id: 60179988
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  • id: 60179989
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  • id: 60179990
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  • id: 60179991
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  • id: 60179993
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  • id: 60179994
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  • id: 60179996
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  • id: 60179997
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  • id: 60179998
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  • id: 60179999
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  • id: 60180000
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  • id: 60180001
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  • id: 60180002
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  • id: 60180003
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  • id: 60180004
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  • id: 60180005
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  • id: 60180006
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  • id: 60180007
    {'hecke_orbit_code': 63050394883850688, 'n': 881, 'trace_an': 30355818}
  • id: 60180008
    {'hecke_orbit_code': 63050394883850688, 'n': 883, 'trace_an': 1533380}
  • id: 60180009
    {'hecke_orbit_code': 63050394883850688, 'n': 887, 'trace_an': 29237868}
  • id: 60180010
    {'hecke_orbit_code': 63050394883850688, 'n': 907, 'trace_an': 44822748}
  • id: 60180011
    {'hecke_orbit_code': 63050394883850688, 'n': 911, 'trace_an': 36290640}
  • id: 60180012
    {'hecke_orbit_code': 63050394883850688, 'n': 919, 'trace_an': -32535016}
  • id: 60180013
    {'hecke_orbit_code': 63050394883850688, 'n': 929, 'trace_an': -44667594}
  • id: 60180014
    {'hecke_orbit_code': 63050394883850688, 'n': 937, 'trace_an': 15668018}
  • id: 60180015
    {'hecke_orbit_code': 63050394883850688, 'n': 941, 'trace_an': 20117480}
  • id: 60180016
    {'hecke_orbit_code': 63050394883850688, 'n': 947, 'trace_an': -8845184}
  • id: 60180017
    {'hecke_orbit_code': 63050394883850688, 'n': 953, 'trace_an': -31436374}
  • id: 60180018
    {'hecke_orbit_code': 63050394883850688, 'n': 961, 'trace_an': -5704207}
  • id: 60180019
    {'hecke_orbit_code': 63050394883850688, 'n': 967, 'trace_an': 9521584}
  • id: 60180020
    {'hecke_orbit_code': 63050394883850688, 'n': 971, 'trace_an': 10652046}
  • id: 60180021
    {'hecke_orbit_code': 63050394883850688, 'n': 977, 'trace_an': 27293082}
  • id: 60180022
    {'hecke_orbit_code': 63050394883850688, 'n': 983, 'trace_an': -10476372}
  • id: 60180023
    {'hecke_orbit_code': 63050394883850688, 'n': 991, 'trace_an': -1882304}
  • id: 60180024
    {'hecke_orbit_code': 63050394883850688, 'n': 997, 'trace_an': -27151832}