Embedded newform data - 1521.4.a.t.1.1

Formats: - HTML - YAML - JSON - 2023-03-27T07:19:48.431788

• 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_indexes	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_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	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': 24336, 'analytic_conductor': 89.74190511873148, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [13, 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': [1521, 1, [677, 847], [1, 1]], 'cm_discs': [], 'conrey_indexes': [1], 'dim': 2, 'field_disc': 17, 'field_disc_factorization': [[17, 1]], 'field_poly': [-4, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [2, -5, 1]], [5, [-50, -15, 1]], [7, [52, -15, 1]]], 'hecke_orbit': 20, 'hecke_orbit_code': 85568392987149809, 'hecke_ring_generator_nbound': 2, '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_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '1521.4.a.t', 'level': 1521, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 13], 'level_radical': 39, 'minimal_twist': '13.4.c.b', 'nf_label': '2.2.17.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(3-\\beta )q^{2}+(5-5\\beta )q^{4}+(5+5\\beta )q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1521.4.a', 'trace_display': [5, 0, 15, 15], 'trace_hash': 380796944926345180, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.899', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.218', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.132', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.263', 'prec': 17}, {'__RealLiteral__': 0, 'data': '60.820', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [2, 5, 0, 5, 15, 0, 15, 15, 0, -5, -17, 0, 0, 46, 0, 57, -70, 0, -141, -175, 0, -170, -145, 0, 75, 0, 0, 80, -34, 0, -140, -105, 0, -39, 70, 0, -190, -310, 0, -185, -538, 0, 455, -680, 0, -82, -60, 0, -565, -450, 0, 0, -545, 0, 510, 172, 0, -595, 809, 0, 502, 500, 0, -1271, 0, 0, -475, 505, 0, -80, -127, 0, 585, -849, 0, -140, -255, 0, 240, 1065, 0, -1515, -260, 0, -1205, 1962, 0, -1020, -921, 0, 0, 1040, 0, 1040, -1270, 0, -415, -1285, 0, -3000, -622, 0, -2480, 0, 0, -2765, 1335, 0, -720, 680, 0, 300, -930, 0, -2490, -2635, 0, 2490, -389, 0, -605, -445, 0, 3900, 1875, 0, 3225, -3145, 0, 0, -800, 0, -1015, -414, 0, 427, -1310, 0, -349, -1100, 0, -1210, 0, 0, 2295, 2185, 0, -2345, 3786, 0, 1380, -760, 0, -1666, -5300, 0, 925, 260, 0, 1975, -807, 0, -2665, -2195, 0, 200, -265, 0, 0, -505, 0, 5260, -3765, 0, -75, 1428, 0, -1240, -501, 0, -1835, 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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-0.36896470794224767, -0.026717433083983683, -0.1562655215096355, -0.10402734109457344, -0.2559770367797475, -0.1440761274814459, -0.17676999164075224, -0.15663380667367657, -0.10617230005749925, -0.22677978044500674, -0.3678832442297548, -0.18632957955849486, -0.263615107923729, -0.3571621650264258, -0.2554153044623737, -0.30455777689748226, -0.3440320633354927, -0.22399908905735805, -0.3942551370888498, -0.2859553187995846], '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': 2.5615528128088303, 'hecke_orbit': 20, 'hecke_orbit_code': 85568392987149809, 'label': '1521.4.a.t.1.1', 'level': 1521, 'weight': 4}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  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_indexes	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_prime	boolean
  level_is_prime_power	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

  
  {'AL_dims': [[[[3, -1], [13, -1]], 57, 12], [[[3, -1], [13, 1]], 54, 18], [[[3, 1], [13, -1]], 36, 4], [[[3, 1], [13, 1]], 41, 6]], 'Nk2': 24336, 'analytic_conductor': 89.74190511873148, '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': [1521, 1, [677, 847], [1, 1]], 'conrey_indexes': [1], 'cusp_dim': 518, 'dim': 188, 'eis_dim': 56, 'eis_new_dim': 11, 'hecke_cutter_primes': [2, 5, 7], 'hecke_orbit_code': 67110385, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 4, 4, 4, 4, 4, 4, 4, 8, 8, 9, 9, 9, 9, 9, 9, 10, 12, 18, 18], 'label': '1521.4.a', 'level': 1521, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 13], 'level_radical': 39, 'mf_dim': 574, 'mf_new_dim': 199, 'num_forms': 40, 'plus_dim': 98, 'prim_orbit_index': 1, 'relative_dim': 188, 'sturm_bound': 728, 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2505772, -430920, 0, -2029168, 458298, 0, -666912, 0, 0, -209160, -2052492, 0, 863712, 77010, 0, 56252, 1904206, 0, -732024, 204822, 0, -1337494, -523212, 0, 1069730, 1103730, 0, 1055382, 623820, 0, 1508086, 756684, 0, 0, 29244, 0, 1757864, 113656, 0, 362612, -946824, 0, 783558, 190604, 0, 541666, 0, 0, -245116, 1456322, 0, 1737880, -264528, 0, -235680, -356104, 0], 'weight': 4, '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: 48292252
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 85568392987149809, 'source_is_minimal': False, 'source_label': '1521.4.a.t.1.1', 'source_level': 1521, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 85568392987149809, 'target_is_minimal': False, 'target_label': '1521.4.a.t.1.1', 'target_level': 1521, 'twist_class_label': '13.4.c.b.3.1', 'twist_class_level': 13, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
  • id: 48292253
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 85568392987149809, 'source_is_minimal': False, 'source_label': '1521.4.a.t.1.1', 'source_level': 1521, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 22517998203961513, 'target_is_minimal': False, 'target_label': '169.4.a.f.1.2', 'target_level': 169, 'twist_class_label': '13.4.c.b.3.1', 'twist_class_level': 13, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 4}
  • id: 48292254
    {'conductor': 13, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 85568392987149809, 'source_is_minimal': False, 'source_label': '1521.4.a.t.1.1', 'source_level': 1521, 'target_conrey_index': 100, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13511211266080885, 'target_is_minimal': False, 'target_label': '117.4.g.d.100.2', 'target_level': 117, 'twist_class_label': '13.4.c.b.3.1', 'twist_class_level': 13, 'twisting_char_label': '13.3', 'twisting_conrey_index': 3, 'weight': 4}
  • id: 48292255
    {'conductor': 13, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 85568392987149809, 'source_is_minimal': False, 'source_label': '1521.4.a.t.1.1', 'source_level': 1521, 'target_conrey_index': 55, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13511211266080885, 'target_is_minimal': False, 'target_label': '117.4.g.d.55.2', 'target_level': 117, 'twist_class_label': '13.4.c.b.3.1', 'twist_class_level': 13, 'twisting_char_label': '13.9', 'twisting_conrey_index': 9, 'weight': 4}
  • id: 48292256
    {'conductor': 13, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 85568392987149809, 'source_is_minimal': False, 'source_label': '1521.4.a.t.1.1', 'source_level': 1521, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 49539595968185841, 'target_is_minimal': False, 'target_label': '1521.4.a.l.1.2', 'target_level': 1521, 'twist_class_label': '13.4.c.b.3.1', 'twist_class_level': 13, 'twisting_char_label': '13.12', 'twisting_conrey_index': 12, 'weight': 4}
  • id: 48292257
    {'conductor': 39, 'degree': 4, 'order': 12, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 85568392987149809, 'source_is_minimal': False, 'source_label': '1521.4.a.t.1.1', 'source_level': 1521, 'target_conrey_index': 147, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 27021872709238953, 'target_is_minimal': False, 'target_label': '169.4.e.g.147.2', 'target_level': 169, 'twist_class_label': '13.4.c.b.3.1', 'twist_class_level': 13, 'twisting_char_label': '39.2', 'twisting_conrey_index': 2, 'weight': 4}
  • id: 48292258
    {'conductor': 39, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 85568392987149809, 'source_is_minimal': False, 'source_label': '1521.4.a.t.1.1', 'source_level': 1521, 'target_conrey_index': 168, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 18014467296067753, 'target_is_minimal': False, 'target_label': '169.4.b.e.168.3', 'target_level': 169, 'twist_class_label': '13.4.c.b.3.1', 'twist_class_level': 13, 'twisting_char_label': '39.5', 'twisting_conrey_index': 5, 'weight': 4}
  • id: 48292259
    {'conductor': 39, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 85568392987149809, 'source_is_minimal': False, 'source_label': '1521.4.a.t.1.1', 'source_level': 1521, 'target_conrey_index': 168, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014467296067753, 'target_is_minimal': False, 'target_label': '169.4.b.e.168.2', 'target_level': 169, 'twist_class_label': '13.4.c.b.3.1', 'twist_class_level': 13, 'twisting_char_label': '39.8', 'twisting_conrey_index': 8, 'weight': 4}
  • id: 48292260
    {'conductor': 39, 'degree': 4, 'order': 12, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 85568392987149809, 'source_is_minimal': False, 'source_label': '1521.4.a.t.1.1', 'source_level': 1521, 'target_conrey_index': 147, 'target_dim': 8, 'target_embedding_index': 3, 'target_hecke_orbit_code': 27021872709238953, 'target_is_minimal': False, 'target_label': '169.4.e.g.147.3', 'target_level': 169, 'twist_class_label': '13.4.c.b.3.1', 'twist_class_level': 13, 'twisting_char_label': '39.11', 'twisting_conrey_index': 11, 'weight': 4}
  • id: 48292261
    {'conductor': 39, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 85568392987149809, 'source_is_minimal': False, 'source_label': '1521.4.a.t.1.1', 'source_level': 1521, 'target_conrey_index': 146, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 22518135642914985, 'target_is_minimal': False, 'target_label': '169.4.c.f.146.2', 'target_level': 169, 'twist_class_label': '13.4.c.b.3.1', 'twist_class_level': 13, 'twisting_char_label': '39.17', 'twisting_conrey_index': 17, 'weight': 4}
  • id: 48292262
    {'conductor': 39, 'degree': 4, 'order': 12, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 85568392987149809, 'source_is_minimal': False, 'source_label': '1521.4.a.t.1.1', 'source_level': 1521, 'target_conrey_index': 23, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 27021872709238953, 'target_is_minimal': False, 'target_label': '169.4.e.g.23.2', 'target_level': 169, 'twist_class_label': '13.4.c.b.3.1', 'twist_class_level': 13, 'twisting_char_label': '39.20', 'twisting_conrey_index': 20, 'weight': 4}
  • id: 48292263
    {'conductor': 39, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 85568392987149809, 'source_is_minimal': False, 'source_label': '1521.4.a.t.1.1', 'source_level': 1521, 'target_conrey_index': 22, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 22518135642914985, 'target_is_minimal': False, 'target_label': '169.4.c.f.22.2', 'target_level': 169, 'twist_class_label': '13.4.c.b.3.1', 'twist_class_level': 13, 'twisting_char_label': '39.23', 'twisting_conrey_index': 23, 'weight': 4}
  • id: 48292264
    {'conductor': 39, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 85568392987149809, 'source_is_minimal': False, 'source_label': '1521.4.a.t.1.1', 'source_level': 1521, 'target_conrey_index': 9, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503737133432845, 'target_is_minimal': True, 'target_label': '13.4.c.b.9.1', 'target_level': 13, 'twist_class_label': '13.4.c.b.3.1', 'twist_class_level': 13, 'twisting_char_label': '39.29', 'twisting_conrey_index': 29, 'weight': 4}
  • id: 48292265
    {'conductor': 39, 'degree': 4, 'order': 12, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 85568392987149809, 'source_is_minimal': False, 'source_label': '1521.4.a.t.1.1', 'source_level': 1521, 'target_conrey_index': 23, 'target_dim': 8, 'target_embedding_index': 3, 'target_hecke_orbit_code': 27021872709238953, 'target_is_minimal': False, 'target_label': '169.4.e.g.23.3', 'target_level': 169, 'twist_class_label': '13.4.c.b.3.1', 'twist_class_level': 13, 'twisting_char_label': '39.32', 'twisting_conrey_index': 32, 'weight': 4}
  • id: 48292266
    {'conductor': 39, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 85568392987149809, 'source_is_minimal': False, 'source_label': '1521.4.a.t.1.1', 'source_level': 1521, 'target_conrey_index': 3, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503737133432845, 'target_is_minimal': True, 'target_label': '13.4.c.b.3.1', 'target_level': 13, 'twist_class_label': '13.4.c.b.3.1', 'twist_class_level': 13, 'twisting_char_label': '39.35', 'twisting_conrey_index': 35, 'weight': 4}
  • id: 48292267
    {'conductor': 39, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 85568392987149809, 'source_is_minimal': False, 'source_label': '1521.4.a.t.1.1', 'source_level': 1521, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 40532396713443497, 'target_is_minimal': False, 'target_label': '169.4.a.j.1.1', 'target_level': 169, 'twist_class_label': '13.4.c.b.3.1', 'twist_class_level': 13, 'twisting_char_label': '39.38', 'twisting_conrey_index': 38, 'weight': 4}
  • id: 48292268
    {'conductor': 156, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 85568392987149809, 'source_is_minimal': False, 'source_label': '1521.4.a.t.1.1', 'source_level': 1521, 'target_conrey_index': 81, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014948332404944, 'target_is_minimal': False, 'target_label': '208.4.i.e.81.1', 'target_level': 208, 'twist_class_label': '13.4.c.b.3.1', 'twist_class_level': 13, 'twisting_char_label': '156.35', 'twisting_conrey_index': 35, 'weight': 4}
  • id: 48292269
    {'conductor': 156, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 85568392987149809, 'source_is_minimal': False, 'source_label': '1521.4.a.t.1.1', 'source_level': 1521, 'target_conrey_index': 113, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014948332404944, 'target_is_minimal': False, 'target_label': '208.4.i.e.113.1', 'target_level': 208, 'twist_class_label': '13.4.c.b.3.1', 'twist_class_level': 13, 'twisting_char_label': '156.107', 'twisting_conrey_index': 107, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 2010575
    {'charpoly_factorization': [[[2, -5, 1], 1]], 'hecke_orbit_code': 85568392987149809, 'p': 2}
  • id: 2010576
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 85568392987149809, 'p': 3}
  • id: 2010577
    {'charpoly_factorization': [[[-50, -15, 1], 1]], 'hecke_orbit_code': 85568392987149809, 'p': 5}
  • id: 2010578
    {'charpoly_factorization': [[[52, -15, 1], 1]], 'hecke_orbit_code': 85568392987149809, 'p': 7}
  • id: 2010579
    {'charpoly_factorization': [[[-884, 17, 1], 1]], 'hecke_orbit_code': 85568392987149809, 'p': 11}
  • id: 2010580
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 85568392987149809, 'p': 13}
  • id: 2010581
    {'charpoly_factorization': [[[137, 70, 1], 1]], 'hecke_orbit_code': 85568392987149809, 'p': 17}
  • id: 2010582
    {'charpoly_factorization': [[[4864, 141, 1], 1]], 'hecke_orbit_code': 85568392987149809, 'p': 19}
  • id: 2010583
    {'charpoly_factorization': [[[628, 145, 1], 1]], 'hecke_orbit_code': 85568392987149809, 'p': 23}
  • id: 2010584
    {'charpoly_factorization': [[[-15011, 34, 1], 1]], 'hecke_orbit_code': 85568392987149809, 'p': 29}
  • id: 2010585
    {'charpoly_factorization': [[[-37600, 140, 1], 1]], 'hecke_orbit_code': 85568392987149809, 'p': 31}
  • id: 2010586
    {'charpoly_factorization': [[[797, 190, 1], 1]], 'hecke_orbit_code': 85568392987149809, 'p': 37}
  • id: 2010587
    {'charpoly_factorization': [[[70661, 538, 1], 1]], 'hecke_orbit_code': 85568392987149809, 'p': 41}
  • id: 2010588
    {'charpoly_factorization': [[[11768, -455, 1], 1]], 'hecke_orbit_code': 85568392987149809, 'p': 43}
  • id: 2010589
    {'charpoly_factorization': [[[-82400, 60, 1], 1]], 'hecke_orbit_code': 85568392987149809, 'p': 47}
  • id: 2010590
    {'charpoly_factorization': [[[-41450, 545, 1], 1]], 'hecke_orbit_code': 85568392987149809, 'p': 53}
  • id: 2010591
    {'charpoly_factorization': [[[150764, -809, 1], 1]], 'hecke_orbit_code': 85568392987149809, 'p': 59}
  • id: 2010592
    {'charpoly_factorization': [[[-106999, -502, 1], 1]], 'hecke_orbit_code': 85568392987149809, 'p': 61}
  • id: 2010593
    {'charpoly_factorization': [[[21212, 475, 1], 1]], 'hecke_orbit_code': 85568392987149809, 'p': 67}
  • id: 2010594
    {'charpoly_factorization': [[[-42824, 127, 1], 1]], 'hecke_orbit_code': 85568392987149809, 'p': 71}
  • id: 2010595
    {'charpoly_factorization': [[[54850, -585, 1], 1]], 'hecke_orbit_code': 85568392987149809, 'p': 73}
  • id: 2010596
    {'charpoly_factorization': [[[7600, -240, 1], 1]], 'hecke_orbit_code': 85568392987149809, 'p': 79}
  • id: 2010597
    {'charpoly_factorization': [[[-25600, 260, 1], 1]], 'hecke_orbit_code': 85568392987149809, 'p': 83}
  • id: 2010598
    {'charpoly_factorization': [[[145654, 921, 1], 1]], 'hecke_orbit_code': 85568392987149809, 'p': 89}
  • id: 2010599
    {'charpoly_factorization': [[[-891778, 415, 1], 1]], 'hecke_orbit_code': 85568392987149809, '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': 20, 'label': '1521.4.a.t', 'level': 1521, 'portrait': 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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 248415000
    {'hecke_orbit_code': 85568392987149809, 'n': 1, 'trace_an': 2}
  • id: 248415001
    {'hecke_orbit_code': 85568392987149809, 'n': 2, 'trace_an': 5}
  • id: 248415002
    {'hecke_orbit_code': 85568392987149809, 'n': 3, 'trace_an': 0}
  • id: 248415003
    {'hecke_orbit_code': 85568392987149809, 'n': 4, 'trace_an': 5}
  • id: 248415004
    {'hecke_orbit_code': 85568392987149809, 'n': 5, 'trace_an': 15}
  • id: 248415005
    {'hecke_orbit_code': 85568392987149809, 'n': 6, 'trace_an': 0}
  • id: 248415006
    {'hecke_orbit_code': 85568392987149809, 'n': 7, 'trace_an': 15}
  • id: 248415007
    {'hecke_orbit_code': 85568392987149809, 'n': 8, 'trace_an': 15}
  • id: 248415008
    {'hecke_orbit_code': 85568392987149809, 'n': 9, 'trace_an': 0}
  • id: 248415009
    {'hecke_orbit_code': 85568392987149809, 'n': 10, 'trace_an': -5}
  • id: 248415010
    {'hecke_orbit_code': 85568392987149809, 'n': 11, 'trace_an': -17}
  • id: 248415011
    {'hecke_orbit_code': 85568392987149809, 'n': 12, 'trace_an': 0}
  • id: 248415012
    {'hecke_orbit_code': 85568392987149809, 'n': 13, 'trace_an': 0}
  • id: 248415013
    {'hecke_orbit_code': 85568392987149809, 'n': 14, 'trace_an': 46}
  • id: 248415014
    {'hecke_orbit_code': 85568392987149809, 'n': 15, 'trace_an': 0}
  • id: 248415015
    {'hecke_orbit_code': 85568392987149809, 'n': 16, 'trace_an': 57}
  • id: 248415016
    {'hecke_orbit_code': 85568392987149809, 'n': 17, 'trace_an': -70}
  • id: 248415017
    {'hecke_orbit_code': 85568392987149809, 'n': 18, 'trace_an': 0}
  • id: 248415018
    {'hecke_orbit_code': 85568392987149809, 'n': 19, 'trace_an': -141}
  • id: 248415019
    {'hecke_orbit_code': 85568392987149809, 'n': 20, 'trace_an': -175}
  • id: 248415020
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  • id: 248415021
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  • id: 248415022
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  • id: 248415023
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  • id: 248415024
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  • id: 248415025
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  • id: 248415026
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  • id: 248415027
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  • id: 248415028
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  • id: 248415029
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  • id: 248415030
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  • id: 248415031
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  • id: 248415032
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  • id: 248415033
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  • id: 248415034
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  • id: 248415035
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  • id: 248415036
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  • id: 248415037
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  • id: 248415038
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  • id: 248415039
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  • id: 248415040
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  • id: 248415041
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  • id: 248415042
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  • id: 248415043
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  • id: 248415044
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  • id: 248415045
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  • id: 248415046
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  • id: 248415047
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  • id: 248415048
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  • id: 248415049
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  • id: 248415050
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  • id: 248415051
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  • id: 248415052
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  • id: 248415053
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  • id: 248415054
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  • id: 248415055
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  • id: 248415056
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  • id: 248415057
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  • id: 248415058
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  • id: 248415059
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  • id: 248415060
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  • id: 248415061
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  • id: 248415062
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  • id: 248415063
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  • id: 248415064
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  • id: 248415065
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  • id: 248415066
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  • id: 248415067
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  • id: 248415068
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  • id: 248415069
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  • id: 248415070
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  • id: 248415071
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  • id: 248415072
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  • id: 248415073
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  • id: 248415074
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  • id: 248415075
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  • id: 248415076
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  • id: 248415077
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  • id: 248415078
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  • id: 248415079
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  • id: 248415080
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  • id: 248415081
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  • id: 248415082
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  • id: 248415083
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  • id: 248415084
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  • id: 248415085
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  • id: 248415086
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  • id: 248415087
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  • id: 248415088
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  • id: 248415089
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  • id: 248415090
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  • id: 248415091
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  • id: 248415092
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  • id: 248415093
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  • id: 248415094
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  • id: 248415095
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  • id: 248415096
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  • id: 248415097
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  • id: 248415098
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  • id: 248415099
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  • id: 248415100
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  • id: 248415101
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  • id: 248415102
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  • id: 248415103
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  • id: 248415104
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  • id: 248415105
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  • id: 248415106
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  • id: 248415107
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  • id: 248415108
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  • id: 248415109
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  • id: 248415110
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  • id: 248415111
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  • id: 248415112
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  • id: 248415113
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  • id: 248415114
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  • id: 248415115
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  • id: 248415116
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  • id: 248415117
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  • id: 248415118
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  • id: 248415119
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  • id: 248415120
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  • id: 248415121
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  • id: 248415122
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  • id: 248415123
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  • id: 248415124
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  • id: 248415125
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  • id: 248415126
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  • id: 248415127
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  • id: 248415128
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  • id: 248415129
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  • id: 248415130
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  • id: 248415131
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  • id: 248415132
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  • id: 248415133
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  • id: 248415134
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  • id: 248415135
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  • id: 248415136
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  • id: 248415137
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  • id: 248415138
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  • id: 248415139
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  • id: 248415140
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  • id: 248415141
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  • id: 248415142
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  • id: 248415143
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  • id: 248415144
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  • id: 248415145
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  • id: 248415146
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  • id: 248415147
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  • id: 248415148
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  • id: 248415149
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  • id: 248415150
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  • id: 248415151
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  • id: 248415152
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  • id: 248415153
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  • id: 248415154
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  • id: 248415155
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  • id: 248415156
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  • id: 248415157
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  • id: 248415158
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  • id: 248415159
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  • id: 248415160
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  • id: 248415161
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  • id: 248415162
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  • id: 248415163
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  • id: 248415164
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  • id: 248415165
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  • id: 248415166
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  • id: 248415167
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  • id: 248415168
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  • id: 248415169
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  • id: 248415170
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  • id: 248415171
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  • id: 248415172
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  • id: 248415173
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  • id: 248415174
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  • id: 248415175
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  • id: 248415177
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  • id: 248415178
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  • id: 248415408
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  • id: 248415417
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  • id: 248415420
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  • id: 248415421
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  • id: 248415427
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  • id: 248415430
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  • id: 248415471
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  • id: 248415477
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  • id: 248415495
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  • id: 248415496
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  • id: 248415504
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  • id: 248415522
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    {'hecke_orbit_code': 85568392987149809, 'n': 961, 'trace_an': 35218}
  • id: 248415961
    {'hecke_orbit_code': 85568392987149809, 'n': 962, 'trace_an': 0}
  • id: 248415962
    {'hecke_orbit_code': 85568392987149809, 'n': 963, 'trace_an': 0}
  • id: 248415963
    {'hecke_orbit_code': 85568392987149809, 'n': 964, 'trace_an': 115655}
  • id: 248415964
    {'hecke_orbit_code': 85568392987149809, 'n': 965, 'trace_an': -33635}
  • id: 248415965
    {'hecke_orbit_code': 85568392987149809, 'n': 966, 'trace_an': 0}
  • id: 248415966
    {'hecke_orbit_code': 85568392987149809, 'n': 967, 'trace_an': 5720}
  • id: 248415967
    {'hecke_orbit_code': 85568392987149809, 'n': 968, 'trace_an': 10635}
  • id: 248415968
    {'hecke_orbit_code': 85568392987149809, 'n': 969, 'trace_an': 0}
  • id: 248415969
    {'hecke_orbit_code': 85568392987149809, 'n': 970, 'trace_an': 20970}
  • id: 248415970
    {'hecke_orbit_code': 85568392987149809, 'n': 971, 'trace_an': -41263}
  • id: 248415971
    {'hecke_orbit_code': 85568392987149809, 'n': 972, 'trace_an': 0}
  • id: 248415972
    {'hecke_orbit_code': 85568392987149809, 'n': 973, 'trace_an': -535}
  • id: 248415973
    {'hecke_orbit_code': 85568392987149809, 'n': 974, 'trace_an': 26594}
  • id: 248415974
    {'hecke_orbit_code': 85568392987149809, 'n': 975, 'trace_an': 0}
  • id: 248415975
    {'hecke_orbit_code': 85568392987149809, 'n': 976, 'trace_an': 39807}
  • id: 248415976
    {'hecke_orbit_code': 85568392987149809, 'n': 977, 'trace_an': -1490}
  • id: 248415977
    {'hecke_orbit_code': 85568392987149809, 'n': 978, 'trace_an': 0}
  • id: 248415978
    {'hecke_orbit_code': 85568392987149809, 'n': 979, 'trace_an': -8109}
  • id: 248415979
    {'hecke_orbit_code': 85568392987149809, 'n': 980, 'trace_an': 52625}
  • id: 248415980
    {'hecke_orbit_code': 85568392987149809, 'n': 981, 'trace_an': 0}
  • id: 248415981
    {'hecke_orbit_code': 85568392987149809, 'n': 982, 'trace_an': -12630}
  • id: 248415982
    {'hecke_orbit_code': 85568392987149809, 'n': 983, 'trace_an': 44780}
  • id: 248415983
    {'hecke_orbit_code': 85568392987149809, 'n': 984, 'trace_an': 0}
  • id: 248415984
    {'hecke_orbit_code': 85568392987149809, 'n': 985, 'trace_an': 80280}
  • id: 248415985
    {'hecke_orbit_code': 85568392987149809, 'n': 986, 'trace_an': -1887}
  • id: 248415986
    {'hecke_orbit_code': 85568392987149809, 'n': 987, 'trace_an': 0}
  • id: 248415987
    {'hecke_orbit_code': 85568392987149809, 'n': 988, 'trace_an': 0}
  • id: 248415988
    {'hecke_orbit_code': 85568392987149809, 'n': 989, 'trace_an': -5779}
  • id: 248415989
    {'hecke_orbit_code': 85568392987149809, 'n': 990, 'trace_an': 0}
  • id: 248415990
    {'hecke_orbit_code': 85568392987149809, 'n': 991, 'trace_an': 9833}
  • id: 248415991
    {'hecke_orbit_code': 85568392987149809, 'n': 992, 'trace_an': -47900}
  • id: 248415992
    {'hecke_orbit_code': 85568392987149809, 'n': 993, 'trace_an': 0}
  • id: 248415993
    {'hecke_orbit_code': 85568392987149809, 'n': 994, 'trace_an': -11846}
  • id: 248415994
    {'hecke_orbit_code': 85568392987149809, 'n': 995, 'trace_an': -78730}
  • id: 248415995
    {'hecke_orbit_code': 85568392987149809, 'n': 996, 'trace_an': 0}
  • id: 248415996
    {'hecke_orbit_code': 85568392987149809, 'n': 997, 'trace_an': -13290}
  • id: 248415997
    {'hecke_orbit_code': 85568392987149809, 'n': 998, 'trace_an': 55400}
  • id: 248415998
    {'hecke_orbit_code': 85568392987149809, 'n': 999, 'trace_an': 0}
  • id: 248415999
    {'hecke_orbit_code': 85568392987149809, 'n': 1000, 'trace_an': 6625}