Embedded newform data - 363.8.a.e.1.2

Formats: - HTML - YAML - JSON - 2026-03-18T10:28:58.218630

• 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': 23232, 'analytic_conductor': 113.39576425073619, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [11, -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': [363, 1, [122, 244], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 3, 'field_disc': 115512, 'field_disc_factorization': [[2, 3], [3, 1], [4813, 1]], 'field_poly': [-194, -70, -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, [280, -144, 9, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398643700075, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 6, 'hecke_ring_index_factorization': [[2, 1], [3, 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': False, 'label': '363.8.a.e', 'level': 363, '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, 11], 'level_radical': 33, 'minimal_twist': '33.8.a.d', 'nf_label': '3.3.115512.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-3-\\beta _{1})q^{2}-3^{3}q^{3}+(-5+13\\beta _{1}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '363.8.a', 'trace_display': [-9, -81, -444, -1614], 'trace_hash': 1859692698007599042, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.933', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '21.469', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.401', 'prec': 17}, {'__RealLiteral__': 0, 'data': '221.917', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [3, -9, -81, -15, -444, 243, -1614, -3153, 2187, -2880, 0, 405, -20772, 36258, 11988, 12225, 14538, -6561, -24492, 80112, 43578, 0, 35094, 85131, 29121, 203832, -59049, -278034, 179862, 77760, 288888, 519567, 0, -491586, 532872, -10935, 107562, -686328, 560844, 237360, 135198, -978966, -193536, 0, -323676, -16422, -591486, -330075, 4461159, 1192245, -392526, -2449992, 79044, 177147, 0, 752658, 661284, 2289930, 2532768, -2163024, -6678792, 2660808, -1176606, -3966303, -3191832, 0, 7150356, 7821954, -947538, 4029120, 1390398, -2298537, 6429114, -2507478, -786267, 7654728, 0, -5503464, -6873186, -7556016, 1594323, -1774590, -6505596, 7506918, 16546032, -6519468, -4856274, 0, -8842962, -2099520, 3066648, 6921990, -7799976, 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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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-0.3268324969847883, -0.15688171221348826, -0.26485958502644075, -0.4049936062729234, -0.234805757755511, -0.22268111400938476, -0.21486766205875002, -0.2734234207864217, -0.32965606704014916, -0.043715541373077954, -0.18680224213506044, -0.13506700521844228, -0.07299115964598246, -0.3009541678938054], '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': 9.971315055464151, 'hecke_orbit': 5, 'hecke_orbit_code': 18014398643700075, 'label': '363.8.a.e.1.2', 'level': 363, 'weight': 8}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  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': [32, 32, 28, 35], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [6, 6, 6, 6], 'ALdims_old': [44, 40, 44, 41], 'Nk2': 23232, 'analytic_conductor': 113.39576425073619, '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': [363, 1, [122, 244], [1, 1]], 'conrey_index': 1, 'cusp_dim': 296, 'dim': 127, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 134218091, 'hecke_orbit_dims': [1, 1, 2, 2, 3, 4, 4, 6, 6, 6, 7, 7, 10, 12, 14, 14, 14, 14], 'label': '363.8.a', 'level': 363, '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, 11], 'level_radical': 33, 'mf_dim': 320, 'mf_new_dim': 127, 'num_forms': 18, 'plus_dim': 67, 'prim_orbit_index': 1, 'relative_dim': 127, 'sturm_bound': 352, 'trace_bound': 2, 'trace_display': [-22, -27, 386, -828], 'traces': [127, -22, -27, 8336, 386, 270, -828, -3756, 92583, 10348, 0, -12852, -894, -17244, -2970, 514036, 8834, -16038, 74864, -4924, 38772, 0, -13836, 19116, 2001329, -100024, -19683, -524528, 405654, 226044, -89636, -178220, 0, 686684, 1077080, 6076944, -1025090, 914888, 106974, 2414328, -401998, -208980, 668720, 0, 281394, 3859040, 181568, -1988928, 13467719, -3093578, 432486, 1644256, 4220150, 196830, 0, -6400332, 3645000, -339072, -7768048, 2626560, -8276326, 10704536, -603612, 35178056, -818260, 0, -6510216, 12243904, 1355076, -17778020, -10663988, -2738124, 8672982, -2343276, -5091093, 21473984, 0, 816588, 10672204, 18571792, 67493007, -3520680, -11719116, -1863216, 2257180, 25046476, 4038498, 0, 11752070, 7543692, -26042540, -43682208, -15290316, 24213920, -22392192, -25060212, 6366426, -19670982, 0, 117422376, -35687378, -12351420, 37239900, 42902892, 15007464, -35308452, 38432604, -9369108, 26116386, 0, 65859642, -59681312, 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-86244001884, 177683153287, 117019333668, 28017368316, -42809986928, 150148284836, -42183878760, 100828900212, 0, -35014157820, -34946791480, -99153117316, -6830079732, 92988121488, -14995945448, -86274519822, -221299810648, 91178559318, 60064212312, 0, -112607437088, 19038845394, 278534361768, -35817227824, -60238451520, -146178838940, 93674280072, -83564860896, -338913995904, -208523859600, 0, 432373683132, 178549054120, 76529839068, -209004635492, -50645749716, -63571233240, 7795491682, 155345169832, 48011679018, -5829345696], 'weight': 8, '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: 44139326
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014398643700075, 'source_is_minimal': False, 'source_label': '363.8.a.e.1.2', 'source_level': 363, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014398643700075, 'target_is_minimal': False, 'target_label': '363.8.a.e.1.2', 'target_level': 363, 'twist_class_label': '33.8.a.d.1.2', 'twist_class_level': 33, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
  • id: 44139327
    {'conductor': 11, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014398643700075, 'source_is_minimal': False, 'source_label': '363.8.a.e.1.2', 'source_level': 363, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510799016329249, 'target_is_minimal': True, 'target_label': '33.8.a.d.1.2', 'target_level': 33, 'twist_class_label': '33.8.a.d.1.2', 'twist_class_level': 33, 'twisting_char_label': '11.10', 'twisting_conrey_index': 10, 'weight': 8}
  • id: 44139328
    {'conductor': 33, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014398643700075, 'source_is_minimal': False, 'source_label': '363.8.a.e.1.2', 'source_level': 363, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014398643699811, 'target_is_minimal': False, 'target_label': '99.8.a.e.1.2', 'target_level': 99, 'twist_class_label': '33.8.a.d.1.2', 'twist_class_level': 33, 'twisting_char_label': '33.32', 'twisting_conrey_index': 32, 'weight': 8}
  • id: 44139329
    {'conductor': 44, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014398643700075, 'source_is_minimal': False, 'source_label': '363.8.a.e.1.2', 'source_level': 363, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 1, 'target_hecke_orbit_code': 63050394917405200, 'target_is_minimal': False, 'target_label': '528.8.a.o.1.1', 'target_level': 528, 'twist_class_label': '33.8.a.d.1.2', 'twist_class_level': 33, 'twisting_char_label': '44.43', 'twisting_conrey_index': 43, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 779050
    {'charpoly_factorization': [[[280, -144, 9, 1], 1]], 'hecke_orbit_code': 18014398643700075, 'p': 2}
  • id: 779051
    {'charpoly_factorization': [[[27, 1], 3]], 'hecke_orbit_code': 18014398643700075, 'p': 3}
  • id: 779052
    {'charpoly_factorization': [[[-980800, -33180, 444, 1], 1]], 'hecke_orbit_code': 18014398643700075, 'p': 5}
  • id: 779053
    {'charpoly_factorization': [[[-3449053112, -2163396, 1614, 1], 1]], 'hecke_orbit_code': 18014398643700075, 'p': 7}
  • id: 779054
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 18014398643700075, 'p': 11}
  • id: 779055
    {'charpoly_factorization': [[[-665759180384, 44436708, 20772, 1], 1]], 'hecke_orbit_code': 18014398643700075, 'p': 13}
  • id: 779056
    {'charpoly_factorization': [[[11730861043168, -818259552, -14538, 1], 1]], 'hecke_orbit_code': 18014398643700075, 'p': 17}
  • id: 779057
    {'charpoly_factorization': [[[5608943166816, -1204747452, 24492, 1], 1]], 'hecke_orbit_code': 18014398643700075, 'p': 19}
  • id: 779058
    {'charpoly_factorization': [[[200462606267008, -7952126688, -35094, 1], 1]], 'hecke_orbit_code': 18014398643700075, 'p': 23}
  • id: 779059
    {'charpoly_factorization': [[[-61407931779072, -11437687680, -179862, 1], 1]], 'hecke_orbit_code': 18014398643700075, 'p': 29}
  • id: 779060
    {'charpoly_factorization': [[[1912407630749696, -5454223872, -288888, 1], 1]], 'hecke_orbit_code': 18014398643700075, 'p': 31}
  • id: 779061
    {'charpoly_factorization': [[[1189844764073064, -11195717604, -107562, 1], 1]], 'hecke_orbit_code': 18014398643700075, 'p': 37}
  • id: 779062
    {'charpoly_factorization': [[[1276226223818752, -8930828160, -135198, 1], 1]], 'hecke_orbit_code': 18014398643700075, 'p': 41}
  • id: 779063
    {'charpoly_factorization': [[[20672203928496912, -181930168716, 193536, 1], 1]], 'hecke_orbit_code': 18014398643700075, 'p': 43}
  • id: 779064
    {'charpoly_factorization': [[[94663336510842880, -611447094144, 591486, 1], 1]], 'hecke_orbit_code': 18014398643700075, 'p': 47}
  • id: 779065
    {'charpoly_factorization': [[[294486119227069344, -994803190908, -79044, 1], 1]], 'hecke_orbit_code': 18014398643700075, 'p': 53}
  • id: 779066
    {'charpoly_factorization': [[[3844870229226736000, -877661239344, -2532768, 1], 1]], 'hecke_orbit_code': 18014398643700075, 'p': 59}
  • id: 779067
    {'charpoly_factorization': [[[4529577947471620560, 12546376324788, 6678792, 1], 1]], 'hecke_orbit_code': 18014398643700075, 'p': 61}
  • id: 779068
    {'charpoly_factorization': [[[-13157169586500939200, 16871120222256, -7150356, 1], 1]], 'hecke_orbit_code': 18014398643700075, 'p': 67}
  • id: 779069
    {'charpoly_factorization': [[[13710207212579395584, -20891916532608, -1390398, 1], 1]], 'hecke_orbit_code': 18014398643700075, 'p': 71}
  • id: 779070
    {'charpoly_factorization': [[[-2627289632174804696, 11138115578460, -6429114, 1], 1]], 'hecke_orbit_code': 18014398643700075, 'p': 73}
  • id: 779071
    {'charpoly_factorization': [[[1156168887952201112, -6105162734484, 6873186, 1], 1]], 'hecke_orbit_code': 18014398643700075, 'p': 79}
  • id: 779072
    {'charpoly_factorization': [[[-81936383266096432128, -10235053662336, 6505596, 1], 1]], 'hecke_orbit_code': 18014398643700075, 'p': 83}
  • id: 779073
    {'charpoly_factorization': [[[-26294899478004065448, -1344010660692, 8842962, 1], 1]], 'hecke_orbit_code': 18014398643700075, 'p': 89}
  • id: 779074
    {'charpoly_factorization': [[[248997277649499784, -6645491951988, 1764774, 1], 1]], 'hecke_orbit_code': 18014398643700075, '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': '363.8.a.e', 'level': 363, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 40241011
    {'hecke_orbit_code': 18014398643700075, 'n': 1, 'trace_an': 3}
  • id: 40241012
    {'hecke_orbit_code': 18014398643700075, 'n': 2, 'trace_an': -9}
  • id: 40241013
    {'hecke_orbit_code': 18014398643700075, 'n': 3, 'trace_an': -81}
  • id: 40241014
    {'hecke_orbit_code': 18014398643700075, 'n': 4, 'trace_an': -15}
  • id: 40241015
    {'hecke_orbit_code': 18014398643700075, 'n': 5, 'trace_an': -444}
  • id: 40241016
    {'hecke_orbit_code': 18014398643700075, 'n': 6, 'trace_an': 243}
  • id: 40241017
    {'hecke_orbit_code': 18014398643700075, 'n': 7, 'trace_an': -1614}
  • id: 40241018
    {'hecke_orbit_code': 18014398643700075, 'n': 8, 'trace_an': -3153}
  • id: 40241019
    {'hecke_orbit_code': 18014398643700075, 'n': 9, 'trace_an': 2187}
  • id: 40241020
    {'hecke_orbit_code': 18014398643700075, 'n': 10, 'trace_an': -2880}
  • id: 40241021
    {'hecke_orbit_code': 18014398643700075, 'n': 11, 'trace_an': 0}
  • id: 40241022
    {'hecke_orbit_code': 18014398643700075, 'n': 12, 'trace_an': 405}
  • id: 40241023
    {'hecke_orbit_code': 18014398643700075, 'n': 13, 'trace_an': -20772}
  • id: 40241024
    {'hecke_orbit_code': 18014398643700075, 'n': 14, 'trace_an': 36258}
  • id: 40241025
    {'hecke_orbit_code': 18014398643700075, 'n': 15, 'trace_an': 11988}
  • id: 40241026
    {'hecke_orbit_code': 18014398643700075, 'n': 16, 'trace_an': 12225}
  • id: 40241027
    {'hecke_orbit_code': 18014398643700075, 'n': 17, 'trace_an': 14538}
  • id: 40241028
    {'hecke_orbit_code': 18014398643700075, 'n': 18, 'trace_an': -6561}
  • id: 40241029
    {'hecke_orbit_code': 18014398643700075, 'n': 19, 'trace_an': -24492}
  • id: 40241030
    {'hecke_orbit_code': 18014398643700075, 'n': 20, 'trace_an': 80112}
  • id: 40241031
    {'hecke_orbit_code': 18014398643700075, 'n': 21, 'trace_an': 43578}
  • id: 40241032
    {'hecke_orbit_code': 18014398643700075, 'n': 22, 'trace_an': 0}
  • id: 40241033
    {'hecke_orbit_code': 18014398643700075, 'n': 23, 'trace_an': 35094}
  • id: 40241034
    {'hecke_orbit_code': 18014398643700075, 'n': 24, 'trace_an': 85131}
  • id: 40241035
    {'hecke_orbit_code': 18014398643700075, 'n': 25, 'trace_an': 29121}
  • id: 40241036
    {'hecke_orbit_code': 18014398643700075, 'n': 26, 'trace_an': 203832}
  • id: 40241037
    {'hecke_orbit_code': 18014398643700075, 'n': 27, 'trace_an': -59049}
  • id: 40241038
    {'hecke_orbit_code': 18014398643700075, 'n': 28, 'trace_an': -278034}
  • id: 40241039
    {'hecke_orbit_code': 18014398643700075, 'n': 29, 'trace_an': 179862}
  • id: 40241040
    {'hecke_orbit_code': 18014398643700075, 'n': 30, 'trace_an': 77760}
  • id: 40241041
    {'hecke_orbit_code': 18014398643700075, 'n': 31, 'trace_an': 288888}
  • id: 40241042
    {'hecke_orbit_code': 18014398643700075, 'n': 32, 'trace_an': 519567}
  • id: 40241043
    {'hecke_orbit_code': 18014398643700075, 'n': 33, 'trace_an': 0}
  • id: 40241044
    {'hecke_orbit_code': 18014398643700075, 'n': 34, 'trace_an': -491586}
  • id: 40241045
    {'hecke_orbit_code': 18014398643700075, 'n': 35, 'trace_an': 532872}
  • id: 40241046
    {'hecke_orbit_code': 18014398643700075, 'n': 36, 'trace_an': -10935}
  • id: 40241047
    {'hecke_orbit_code': 18014398643700075, 'n': 37, 'trace_an': 107562}
  • id: 40241048
    {'hecke_orbit_code': 18014398643700075, 'n': 38, 'trace_an': -686328}
  • id: 40241049
    {'hecke_orbit_code': 18014398643700075, 'n': 39, 'trace_an': 560844}
  • id: 40241050
    {'hecke_orbit_code': 18014398643700075, 'n': 40, 'trace_an': 237360}
  • id: 40241051
    {'hecke_orbit_code': 18014398643700075, 'n': 41, 'trace_an': 135198}
  • id: 40241052
    {'hecke_orbit_code': 18014398643700075, 'n': 42, 'trace_an': -978966}
  • id: 40241053
    {'hecke_orbit_code': 18014398643700075, 'n': 43, 'trace_an': -193536}
  • id: 40241054
    {'hecke_orbit_code': 18014398643700075, 'n': 44, 'trace_an': 0}
  • id: 40241055
    {'hecke_orbit_code': 18014398643700075, 'n': 45, 'trace_an': -323676}
  • id: 40241056
    {'hecke_orbit_code': 18014398643700075, 'n': 46, 'trace_an': -16422}
  • id: 40241057
    {'hecke_orbit_code': 18014398643700075, 'n': 47, 'trace_an': -591486}
  • id: 40241058
    {'hecke_orbit_code': 18014398643700075, 'n': 48, 'trace_an': -330075}
  • id: 40241059
    {'hecke_orbit_code': 18014398643700075, 'n': 49, 'trace_an': 4461159}
  • id: 40241060
    {'hecke_orbit_code': 18014398643700075, 'n': 50, 'trace_an': 1192245}
  • id: 40241061
    {'hecke_orbit_code': 18014398643700075, 'n': 51, 'trace_an': -392526}
  • id: 40241062
    {'hecke_orbit_code': 18014398643700075, 'n': 52, 'trace_an': -2449992}
  • id: 40241063
    {'hecke_orbit_code': 18014398643700075, 'n': 53, 'trace_an': 79044}
  • id: 40241064
    {'hecke_orbit_code': 18014398643700075, 'n': 54, 'trace_an': 177147}
  • id: 40241065
    {'hecke_orbit_code': 18014398643700075, 'n': 55, 'trace_an': 0}
  • id: 40241066
    {'hecke_orbit_code': 18014398643700075, 'n': 56, 'trace_an': 752658}
  • id: 40241067
    {'hecke_orbit_code': 18014398643700075, 'n': 57, 'trace_an': 661284}
  • id: 40241068
    {'hecke_orbit_code': 18014398643700075, 'n': 58, 'trace_an': 2289930}
  • id: 40241069
    {'hecke_orbit_code': 18014398643700075, 'n': 59, 'trace_an': 2532768}
  • id: 40241070
    {'hecke_orbit_code': 18014398643700075, 'n': 60, 'trace_an': -2163024}
  • id: 40241071
    {'hecke_orbit_code': 18014398643700075, 'n': 61, 'trace_an': -6678792}
  • id: 40241072
    {'hecke_orbit_code': 18014398643700075, 'n': 62, 'trace_an': 2660808}
  • id: 40241073
    {'hecke_orbit_code': 18014398643700075, 'n': 63, 'trace_an': -1176606}
  • id: 40241074
    {'hecke_orbit_code': 18014398643700075, 'n': 64, 'trace_an': -3966303}
  • id: 40241075
    {'hecke_orbit_code': 18014398643700075, 'n': 65, 'trace_an': -3191832}
  • id: 40241076
    {'hecke_orbit_code': 18014398643700075, 'n': 66, 'trace_an': 0}
  • id: 40241077
    {'hecke_orbit_code': 18014398643700075, 'n': 67, 'trace_an': 7150356}
  • id: 40241078
    {'hecke_orbit_code': 18014398643700075, 'n': 68, 'trace_an': 7821954}
  • id: 40241079
    {'hecke_orbit_code': 18014398643700075, 'n': 69, 'trace_an': -947538}
  • id: 40241080
    {'hecke_orbit_code': 18014398643700075, 'n': 70, 'trace_an': 4029120}
  • id: 40241081
    {'hecke_orbit_code': 18014398643700075, 'n': 71, 'trace_an': 1390398}
  • id: 40241082
    {'hecke_orbit_code': 18014398643700075, 'n': 72, 'trace_an': -2298537}
  • id: 40241083
    {'hecke_orbit_code': 18014398643700075, 'n': 73, 'trace_an': 6429114}
  • id: 40241084
    {'hecke_orbit_code': 18014398643700075, 'n': 74, 'trace_an': -2507478}
  • id: 40241085
    {'hecke_orbit_code': 18014398643700075, 'n': 75, 'trace_an': -786267}
  • id: 40241086
    {'hecke_orbit_code': 18014398643700075, 'n': 76, 'trace_an': 7654728}
  • id: 40241087
    {'hecke_orbit_code': 18014398643700075, 'n': 77, 'trace_an': 0}
  • id: 40241088
    {'hecke_orbit_code': 18014398643700075, 'n': 78, 'trace_an': -5503464}
  • id: 40241089
    {'hecke_orbit_code': 18014398643700075, 'n': 79, 'trace_an': -6873186}
  • id: 40241090
    {'hecke_orbit_code': 18014398643700075, 'n': 80, 'trace_an': -7556016}
  • id: 40241091
    {'hecke_orbit_code': 18014398643700075, 'n': 81, 'trace_an': 1594323}
  • id: 40241092
    {'hecke_orbit_code': 18014398643700075, 'n': 82, 'trace_an': -1774590}
  • id: 40241093
    {'hecke_orbit_code': 18014398643700075, 'n': 83, 'trace_an': -6505596}
  • id: 40241094
    {'hecke_orbit_code': 18014398643700075, 'n': 84, 'trace_an': 7506918}
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