Embedded newform data - 75.10.a.e.1.2

Formats: - HTML - YAML - JSON - 2024-06-04T21:38:58.268149

• 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': 7500, 'analytic_conductor': 38.62768771229049, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [5, -1]], 'atkin_lehner_string': '--', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [75, 1, [26, 52], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 316, 'field_disc_factorization': [[2, 2], [79, 1]], 'field_poly': [-79, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [8, 36, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398677254219, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], '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': True, 'label': '75.10.a.e', 'level': 75, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'minimal_twist': '75.10.a.e', 'nf_label': '2.2.316.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-18+\\beta )q^{2}+3^{4}q^{3}+(2^{7}-6^{2}\\beta )q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '75.10.a', 'trace_display': [-36, 162, 0, 3318], 'trace_hash': 1581905253207464465, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.945', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.760', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '70.305', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, -36, 162, 256, 0, -2916, 3318, -8928, 13122, 0, 24228, 20736, -90934, -139356, 0, 196480, 124236, -236196, -1348846, 0, 268758, 813992, 330444, -723168, 0, 4048524, 1062882, 3291456, -4283172, 0, 1176582, 6859008, 1962468, -13150888, 0, 1679616, 5207668, 39420684, -7365654, 0, -28888488, -11287836, 13370630, -41902272, 0, -47026728, -66459060, 15914880, -65169020, 0, 10063116, -98461184, 3809664, -19131876, 0, -35834400, -109256526, -1418792, -115150284, 0, -231494410, -241338204, 21769398, -352239616, 0, 65933352, -319773234, 408829248, 26765964, 0, 111792024, -58576608, -69141676, -354726216, 0, -717744704, -117317844, 327930444, -334446000, 0, 86093442, 1250955136, 149433012, 266607936, 0, 904698468, -346936932, 221871552, -246671136, 0, -454735218, 1521131328, 95303142, 565405736, 0, 555579648, 696298546, 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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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-0.32206743814214756, -0.23844085029259593, -0.37788101827852194], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 0.0, 'embedding_root_real': 8.888194417315589, 'hecke_orbit': 5, 'hecke_orbit_code': 18014398677254219, 'label': '75.10.a.e.1.2', 'level': 75, 'weight': 10}
• 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': [6, 8, 8, 6], 'Nk2': 7500, 'analytic_conductor': 38.62768771229049, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [75, 1, [26, 52], [1, 1]], 'conrey_index': 1, 'cusp_dim': 84, 'dim': 28, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 167772235, 'hecke_orbit_dims': [1, 1, 1, 1, 2, 2, 2, 2, 4, 4, 4, 4], 'label': '75.10.a', 'level': 75, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 96, 'mf_new_dim': 28, 'num_forms': 12, 'plus_dim': 12, 'prim_orbit_index': 1, 'relative_dim': 28, 'sturm_bound': 100, 'trace_bound': 2, 'trace_display': [-50, 0, 0, 6780], 'traces': [28, -50, 0, 7424, 0, -4374, 6780, -45540, 183708, 0, 121392, 37260, 64420, -616164, 0, 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-52895005844880, 123140886917508, 0, -177985866791544, -64300055001980, 29469765254400, -195193123378944, 0, -67154697721764, 161610385358300, 46927414674840, 94617727772760, 0, 424215613362696, 51348583886400, 12323993722160, 161156692867224, 0, -6892332047644, 10618701190920, 58176483882480, -76972480020528, 0, 161453962148760, -83317402275180, -72394160393600, 4755988803312, 0], 'weight': 10, '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: 44141701
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014398677254219, 'source_is_minimal': True, 'source_label': '75.10.a.e.1.2', 'source_level': 75, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014398677254219, 'target_is_minimal': True, 'target_label': '75.10.a.e.1.2', 'target_level': 75, 'twist_class_label': '75.10.a.e.1.2', 'twist_class_level': 75, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
  • id: 44141702
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014398677254219, 'source_is_minimal': True, 'source_label': '75.10.a.e.1.2', 'source_level': 75, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 49539596068847841, 'target_is_minimal': False, 'target_label': '225.10.a.l.1.1', 'target_level': 225, 'twist_class_label': '75.10.a.e.1.2', 'twist_class_level': 75, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 10}
  • id: 44141703
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014398677254219, 'source_is_minimal': True, 'source_label': '75.10.a.e.1.2', 'source_level': 75, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 27021666651471947, 'target_is_minimal': False, 'target_label': '75.10.b.g.49.2', 'target_level': 75, 'twist_class_label': '75.10.a.e.1.2', 'twist_class_level': 75, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 10}
  • id: 44141704
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014398677254219, 'source_is_minimal': True, 'source_label': '75.10.a.e.1.2', 'source_level': 75, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 27021666651471947, 'target_is_minimal': False, 'target_label': '75.10.b.g.49.3', 'target_level': 75, 'twist_class_label': '75.10.a.e.1.2', 'twist_class_level': 75, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 10}
  • id: 44141705
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014398677254219, 'source_is_minimal': True, 'source_label': '75.10.a.e.1.2', 'source_level': 75, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525197559365707, 'target_is_minimal': True, 'target_label': '75.10.a.h.1.1', 'target_level': 75, 'twist_class_label': '75.10.a.e.1.2', 'twist_class_level': 75, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 10}
  • id: 44141706
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014398677254219, 'source_is_minimal': True, 'source_label': '75.10.a.e.1.2', 'source_level': 75, 'target_conrey_index': 199, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 40532465533583585, 'target_is_minimal': False, 'target_label': '225.10.b.j.199.3', 'target_level': 225, 'twist_class_label': '75.10.a.e.1.2', 'twist_class_level': 75, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 10}
  • id: 44141707
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014398677254219, 'source_is_minimal': True, 'source_label': '75.10.a.e.1.2', 'source_level': 75, 'target_conrey_index': 199, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 40532465533583585, 'target_is_minimal': False, 'target_label': '225.10.b.j.199.2', 'target_level': 225, 'twist_class_label': '75.10.a.e.1.2', 'twist_class_level': 75, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 10}
  • id: 44141708
    {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014398677254219, 'source_is_minimal': True, 'source_label': '75.10.a.e.1.2', 'source_level': 75, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 27021597931995361, 'target_is_minimal': False, 'target_label': '225.10.a.g.1.2', 'target_level': 225, 'twist_class_label': '75.10.a.e.1.2', 'twist_class_level': 75, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 234325
    {'charpoly_factorization': [[[8, 36, 1], 1]], 'hecke_orbit_code': 18014398677254219, 'p': 2}
  • id: 234326
    {'charpoly_factorization': [[[-81, 1], 2]], 'hecke_orbit_code': 18014398677254219, 'p': 3}
  • id: 234327
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 18014398677254219, 'p': 5}
  • id: 234328
    {'charpoly_factorization': [[[-2264535, -3318, 1], 1]], 'hecke_orbit_code': 18014398677254219, 'p': 7}
  • id: 234329
    {'charpoly_factorization': [[[-1089595948, -24228, 1], 1]], 'hecke_orbit_code': 18014398677254219, 'p': 11}
  • id: 234330
    {'charpoly_factorization': [[[-2534298407, 90934, 1], 1]], 'hecke_orbit_code': 18014398677254219, 'p': 13}
  • id: 234331
    {'charpoly_factorization': [[[-90389270476, -124236, 1], 1]], 'hecke_orbit_code': 18014398677254219, 'p': 17}
  • id: 234332
    {'charpoly_factorization': [[[273466881505, 1348846, 1], 1]], 'hecke_orbit_code': 18014398677254219, 'p': 19}
  • id: 234333
    {'charpoly_factorization': [[[-1307719531980, -330444, 1], 1]], 'hecke_orbit_code': 18014398677254219, 'p': 23}
  • id: 234334
    {'charpoly_factorization': [[[-290780819500, 4283172, 1], 1]], 'hecke_orbit_code': 18014398677254219, 'p': 29}
  • id: 234335
    {'charpoly_factorization': [[[-38000674643175, -1176582, 1], 1]], 'hecke_orbit_code': 18014398677254219, 'p': 31}
  • id: 234336
    {'charpoly_factorization': [[[-47108368408220, -5207668, 1], 1]], 'hecke_orbit_code': 18014398677254219, 'p': 37}
  • id: 234337
    {'charpoly_factorization': [[[-214074226693600, 28888488, 1], 1]], 'hecke_orbit_code': 18014398677254219, 'p': 41}
  • id: 234338
    {'charpoly_factorization': [[[-993179978760551, -13370630, 1], 1]], 'hecke_orbit_code': 18014398677254219, 'p': 43}
  • id: 234339
    {'charpoly_factorization': [[[789343287059876, 66459060, 1], 1]], 'hecke_orbit_code': 18014398677254219, 'p': 47}
  • id: 234340
    {'charpoly_factorization': [[[-180915167344240, -3809664, 1], 1]], 'hecke_orbit_code': 18014398677254219, 'p': 53}
  • id: 234341
    {'charpoly_factorization': [[[-11611344057936220, 115150284, 1], 1]], 'hecke_orbit_code': 18014398677254219, 'p': 59}
  • id: 234342
    {'charpoly_factorization': [[[13327317281330521, 231494410, 1], 1]], 'hecke_orbit_code': 18014398677254219, 'p': 61}
  • id: 234343
    {'charpoly_factorization': [[[24648350988313089, 319773234, 1], 1]], 'hecke_orbit_code': 18014398677254219, 'p': 67}
  • id: 234344
    {'charpoly_factorization': [[[-25587991067205856, -111792024, 1], 1]], 'hecke_orbit_code': 18014398677254219, 'p': 71}
  • id: 234345
    {'charpoly_factorization': [[[-17814457503516380, 69141676, 1], 1]], 'hecke_orbit_code': 18014398677254219, 'p': 73}
  • id: 234346
    {'charpoly_factorization': [[[6136761994574400, 334446000, 1], 1]], 'hecke_orbit_code': 18014398677254219, 'p': 79}
  • id: 234347
    {'charpoly_factorization': [[[-222906323953355868, -149433012, 1], 1]], 'hecke_orbit_code': 18014398677254219, 'p': 83}
  • id: 234348
    {'charpoly_factorization': [[[-186412718429038080, 246671136, 1], 1]], 'hecke_orbit_code': 18014398677254219, 'p': 89}
  • id: 234349
    {'charpoly_factorization': [[[75159892235542129, -696298546, 1], 1]], 'hecke_orbit_code': 18014398677254219, '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': 5, 'label': '75.10.a.e', 'level': 75, 'portrait': 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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 40275841
    {'hecke_orbit_code': 18014398677254219, 'n': 1, 'trace_an': 2}
  • id: 40275842
    {'hecke_orbit_code': 18014398677254219, 'n': 2, 'trace_an': -36}
  • id: 40275843
    {'hecke_orbit_code': 18014398677254219, 'n': 3, 'trace_an': 162}
  • id: 40275844
    {'hecke_orbit_code': 18014398677254219, 'n': 4, 'trace_an': 256}
  • id: 40275845
    {'hecke_orbit_code': 18014398677254219, 'n': 5, 'trace_an': 0}
  • id: 40275846
    {'hecke_orbit_code': 18014398677254219, 'n': 6, 'trace_an': -2916}
  • id: 40275847
    {'hecke_orbit_code': 18014398677254219, 'n': 7, 'trace_an': 3318}
  • id: 40275848
    {'hecke_orbit_code': 18014398677254219, 'n': 8, 'trace_an': -8928}
  • id: 40275849
    {'hecke_orbit_code': 18014398677254219, 'n': 9, 'trace_an': 13122}
  • id: 40275850
    {'hecke_orbit_code': 18014398677254219, 'n': 10, 'trace_an': 0}
  • id: 40275851
    {'hecke_orbit_code': 18014398677254219, 'n': 11, 'trace_an': 24228}
  • id: 40275852
    {'hecke_orbit_code': 18014398677254219, 'n': 12, 'trace_an': 20736}
  • id: 40275853
    {'hecke_orbit_code': 18014398677254219, 'n': 13, 'trace_an': -90934}
  • id: 40275854
    {'hecke_orbit_code': 18014398677254219, 'n': 14, 'trace_an': -139356}
  • id: 40275855
    {'hecke_orbit_code': 18014398677254219, 'n': 15, 'trace_an': 0}
  • id: 40275856
    {'hecke_orbit_code': 18014398677254219, 'n': 16, 'trace_an': 196480}
  • id: 40275857
    {'hecke_orbit_code': 18014398677254219, 'n': 17, 'trace_an': 124236}
  • id: 40275858
    {'hecke_orbit_code': 18014398677254219, 'n': 18, 'trace_an': -236196}
  • id: 40275859
    {'hecke_orbit_code': 18014398677254219, 'n': 19, 'trace_an': -1348846}
  • id: 40275860
    {'hecke_orbit_code': 18014398677254219, 'n': 20, 'trace_an': 0}
  • id: 40275861
    {'hecke_orbit_code': 18014398677254219, 'n': 21, 'trace_an': 268758}
  • id: 40275862
    {'hecke_orbit_code': 18014398677254219, 'n': 22, 'trace_an': 813992}
  • id: 40275863
    {'hecke_orbit_code': 18014398677254219, 'n': 23, 'trace_an': 330444}
  • id: 40275864
    {'hecke_orbit_code': 18014398677254219, 'n': 24, 'trace_an': -723168}
  • id: 40275865
    {'hecke_orbit_code': 18014398677254219, 'n': 25, 'trace_an': 0}
  • id: 40275866
    {'hecke_orbit_code': 18014398677254219, 'n': 26, 'trace_an': 4048524}
  • id: 40275867
    {'hecke_orbit_code': 18014398677254219, 'n': 27, 'trace_an': 1062882}
  • id: 40275868
    {'hecke_orbit_code': 18014398677254219, 'n': 28, 'trace_an': 3291456}
  • id: 40275869
    {'hecke_orbit_code': 18014398677254219, 'n': 29, 'trace_an': -4283172}
  • id: 40275870
    {'hecke_orbit_code': 18014398677254219, 'n': 30, 'trace_an': 0}
  • id: 40275871
    {'hecke_orbit_code': 18014398677254219, 'n': 31, 'trace_an': 1176582}
  • id: 40275872
    {'hecke_orbit_code': 18014398677254219, 'n': 32, 'trace_an': 6859008}
  • id: 40275873
    {'hecke_orbit_code': 18014398677254219, 'n': 33, 'trace_an': 1962468}
  • id: 40275874
    {'hecke_orbit_code': 18014398677254219, 'n': 34, 'trace_an': -13150888}
  • id: 40275875
    {'hecke_orbit_code': 18014398677254219, 'n': 35, 'trace_an': 0}
  • id: 40275876
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