Embedded newform data - 156.8.a.c.1.2

Formats: - HTML - YAML - JSON - 2025-12-27T03:37:38.118132

• 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': 9984, 'analytic_conductor': 48.73206397552299, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [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': [156, 1, [79, 53, 145], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 3, 'field_disc': 1643527105, 'field_disc_factorization': [[5, 1], [11, 1], [17, 2], [103399, 1]], 'field_poly': [-379248, -11078, -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': [[5, [2939760, 14844, -524, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199388958876, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 24, 'hecke_ring_index_factorization': [[2, 3], [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': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '156.8.a.c', 'level': 156, '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, 3, 13], 'level_radical': 78, 'minimal_twist': '156.8.a.c', 'prim_orbit_index': 1, 'qexp_display': 'q-3^{3}q^{3}+(175-\\beta _{1})q^{5}+(240+2\\beta _{1}+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '156.8.a', 'trace_display': [0, -81, 524, 722], 'trace_hash': 180468253012627520, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.026', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.924', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.608', 'prec': 17}, {'__RealLiteral__': 0, 'data': '22.308', 'prec': 20}, {'__RealLiteral__': 0, 'data': '12.692', 'prec': 20}, {'__RealLiteral__': 0, 'data': '259.564', 'prec': 24}], 'trace_zratio': 0, 'traces': [3, 0, -81, 0, 524, 0, 722, 0, 2187, 0, 6752, 0, 6591, 0, -14148, 0, -15418, 0, 1826, 0, -19494, 0, 16536, 0, 10513, 0, -59049, 0, -151194, 0, 46338, 0, -182304, 0, -223864, 0, -112378, 0, -177957, 0, 324944, 0, 1282940, 0, 381996, 0, 917072, 0, 559359, 0, 416286, 0, 2688314, 0, 4049992, 0, -49302, 0, 3176620, 0, 2165222, 0, 526338, 0, 1151228, 0, 6699990, 0, -446472, 0, 7734556, 0, 5784690, 0, -283851, 0, -2868232, 0, 8426640, 0, 1594323, 0, 4126284, 0, -8292584, 0, 4082238, 0, 5207756, 0, 1586234, 0, -1251126, 0, 18113000, 0, -7634614, 0, 4922208, 0, 13676518, 0, 8726624, 0, 6044328, 0, 21006324, 0, -3512206, 0, 3034206, 0, 12655698, 0, -21634416, 0, 4804839, 0, 41989028, 0, 12525271, 0, -8773488, 0, 29848776, 0, -3874172, 0, -34639380, 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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0.0]], 'angles': [None, None, -0.22049598746488455, -0.08782899961139036, -0.21267980899326272, None, -0.18649878410194992, -0.24923364865410436, -0.30583463197310173, -0.1960407703880183, -0.2988963407307623, -0.19044770092686844, -0.20618211236252634, -0.3275415292329443, -0.09927584031175223, -0.2607970995527051, -0.2775785704644534, -0.2182676907512077, -0.1353109299678191, -0.2215532238315475, -0.28696335327157996, -0.1157969607516669, -0.17284243212462683, -0.37386886255924284, -0.2612549551022001, -0.2354673104132315, -0.29923392981769487, -0.0880809151865502, -0.2754761055993772, -0.1791785118131348, -0.20730616399283905, -0.09119732160185058, -0.19648728024507633, -0.281072932921814, -0.33889900794691946, -0.36942820827833, -0.2111619822399982, -0.2673936701416286, -0.3866569188718574, -0.30484674175664545, -0.09933336656635178, -0.24910834355878522, -0.27743024609091965, -0.32467989889969634, -0.22159939774363088, -0.2912145061227388, -0.3355234438731793, -0.1974877821428187, 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• 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': [0, 0, 0, 0, 4, 3, 4, 3], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [2, 2, 2, 2, 1, 1, 1, 1], 'ALdims_old': [26, 22, 21, 25, 21, 20, 19, 22], 'Nk2': 9984, 'analytic_conductor': 48.73206397552299, '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': [156, 1, [79, 53, 145], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 190, 'dim': 14, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 134217884, 'hecke_orbit_dims': [1, 2, 3, 4, 4], 'label': '156.8.a', 'level': 156, '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, 3, 13], 'level_radical': 78, 'mf_dim': 202, 'mf_new_dim': 14, 'num_forms': 5, 'plus_dim': 7, 'prim_orbit_index': 1, 'relative_dim': 14, 'sturm_bound': 224, 'trace_bound': 3, 'trace_display': [0, 0, -4, 560], 'traces': [14, 0, 0, 0, -4, 0, 560, 0, 10206, 0, 7724, 0, -4394, 0, -21276, 0, 59252, 0, -50112, 0, -37044, 0, 98880, 0, 307594, 0, 0, 0, -53508, 0, 1736, 0, -56268, 0, -1135864, 0, -15276, 0, 0, 0, 182828, 0, 1644320, 0, -2916, 0, -858388, 0, 1357446, 0, 89208, 0, -232492, 0, 1657264, 0, -2898612, 0, -996524, 0, -3450772, 0, 408240, 0, 1783964, 0, -2229256, 0, -3681936, 0, 3266284, 0, 787372, 0, -1881360, 0, -2513944, 0, 7143160, 0, 7440174, 0, -2832804, 0, -2618376, 0, 12947040, 0, 5267804, 0, -913952, 0, -6094764, 0, -15336856, 0, -23342564, 0, 5630796, 0, 18272644, 0, 8465288, 0, 12153672, 0, -38370720, 0, 29755652, 0, 22465080, 0, 14766516, 0, -87724384, 0, -3203226, 0, 45622448, 0, 74372806, 0, -17836740, 0, 28974792, 0, 20849576, 0, 4366440, 0, 37590256, 0, -24752856, 0, -15510204, 0, -169170868, 0, -80797936, 0, -33388092, 0, -8867092, 0, 73088792, 0, 42456960, 0, -173577060, 0, -78012552, 0, 43194708, 0, -16356632, 0, 127902268, 0, 35319024, 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0, 297606960, 0, -8276130084, 0, -8040083376, 0, -9493694856, 0, 14326115904, 0, -6648828036, 0, -5602188528, 0, 5327440056, 0, 4080247560, 0, 1300509756, 0, 286022140, 0, 1634204088, 0, 1014520788, 0, 11651356092, 0, 17368282128, 0, 12809241072, 0, -702381816, 0, -980532292, 0, -1625127624, 0, 15913481836, 0, -1493907336, 0, 6708735576, 0, 1822692716, 0, 9613381732, 0, -9732224736, 0, -5708699268, 0, -15896514088, 0, -2684131344, 0, 14143804904, 0, 2548268542, 0, 564284664, 0, -38918936872, 0, -8955111832, 0, 14030372664, 0, 18798123504, 0, -484978962, 0, 2381121036, 0, -33490039228, 0, 26320825480, 0, 268365744, 0, -22212730416, 0, 12255303424, 0, -1661373072, 0, 12901812092, 0, -40681324336, 0, 573994188, 0, 38184698256, 0, 18985539892, 0, 3441925656, 0, -14679343504, 0, -19080255040, 0, 15912372564, 0, 32302343864, 0, -38020157404, 0, -1371511440, 0, 4657869188, 0, -41467344560, 0, -9184090932, 0, -3729261652, 0, 13237557360, 0, 3356463312, 0, 9520189796, 0, 5359901912, 0, 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26293189008, 0, -666271008, 0, -8402943492, 0, -70113696744, 0, 23770193148, 0, 15264287116, 0, -104231353492, 0, -2401181280, 0, -32189678844, 0, -20130426672, 0, -4443082956, 0, -38418064156, 0, 26445095122, 0, -11673819252, 0, -19307236, 0, 10347350896, 0, 5688626112, 0, -28241411520, 0, 6989104772, 0, -11180568024, 0, 35202667020, 0, -73592762144, 0, 5337065160, 0, -14658593228, 0, 69515463992, 0, -1819678176, 0, 38808147616, 0, 3160815112, 0, -17016729156, 0, -30668596560, 0, 26988491460, 0, -5838814260, 0, -33708331828, 0, 66932979536, 0, 18424610784, 0, 31766967144, 0, -71013103744, 0, 4104850284, 0, 12617976584, 0, 5880489840, 0, -3886580880, 0, 30954113040, 0, -55872426696, 0, 59374658880, 0, -37787967656, 0, 70879679184, 0, 13320757476, 0, -41466451688, 0, 104972725920, 0, -51725949624, 0, 32057211952, 0, 10206708648, 0, 17462402388, 0, 35356083724, 0, -67448492292, 0, 6171194952, 0, 9499467292, 0, -28591905600, 0, 40777130160, 0, -82698289120, 0, 33025070004, 0, -24486996816, 0, -72339439444, 0, -129445395360, 0, 8860026888, 0, 114572893844, 0, -9901799908, 0, 29004466068, 0, -71059132500, 0, 34817380864, 0, -30631576248, 0, -48199639624, 0, -14882836554, 0, -27972254880, 0, 48783059960, 0, 110792324344, 0, 79845795144, 0, -1469495248, 0, -134264681536, 0, 171787824, 0, 31974027084, 0, 40935783600, 0, 21691870308, 0, 54986093412, 0, -24146084832, 0, -14754435336, 0, 1776970944, 0, -37044931224, 0, 19828362924, 0, -2584775152, 0, -19777414076, 0, 16377043320, 0], '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: 40515533
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 2, 'source_hecke_orbit_code': 9007199388958876, 'source_is_minimal': True, 'source_label': '156.8.a.c.1.2', 'source_level': 156, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007199388958876, 'target_is_minimal': True, 'target_label': '156.8.a.c.1.2', 'target_level': 156, 'twist_class_label': '156.8.a.c.1.2', 'twist_class_level': 156, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
  • id: 40515534
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 2, 'source_hecke_orbit_code': 9007199388958876, 'source_is_minimal': True, 'source_label': '156.8.a.c.1.2', 'source_level': 156, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510799016329684, 'target_is_minimal': False, 'target_label': '468.8.a.d.1.2', 'target_level': 468, 'twist_class_label': '156.8.a.c.1.2', 'twist_class_level': 156, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 40515535
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 2, 'source_hecke_orbit_code': 9007199388958876, 'source_is_minimal': True, 'source_label': '156.8.a.c.1.2', 'source_level': 156, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 2, 'target_hecke_orbit_code': 54043195662664304, 'target_is_minimal': False, 'target_label': '624.8.a.m.1.2', 'target_level': 624, 'twist_class_label': '156.8.a.c.1.2', 'twist_class_level': 156, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 415825
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 9007199388958876, 'p': 2}
  • id: 415826
    {'charpoly_factorization': [[[27, 1], 3]], 'hecke_orbit_code': 9007199388958876, 'p': 3}
  • id: 415827
    {'charpoly_factorization': [[[2939760, 14844, -524, 1], 1]], 'hecke_orbit_code': 9007199388958876, 'p': 5}
  • id: 415828
    {'charpoly_factorization': [[[-28628704, -1254352, -722, 1], 1]], 'hecke_orbit_code': 9007199388958876, 'p': 7}
  • id: 415829
    {'charpoly_factorization': [[[45830002176, -12698640, -6752, 1], 1]], 'hecke_orbit_code': 9007199388958876, 'p': 11}
  • id: 415830
    {'charpoly_factorization': [[[-2197, 1], 3]], 'hecke_orbit_code': 9007199388958876, 'p': 13}
  • id: 415831
    {'charpoly_factorization': [[[-3211140134664, -286358772, 15418, 1], 1]], 'hecke_orbit_code': 9007199388958876, 'p': 17}
  • id: 415832
    {'charpoly_factorization': [[[311539185920, -1081586320, -1826, 1], 1]], 'hecke_orbit_code': 9007199388958876, 'p': 19}
  • id: 415833
    {'charpoly_factorization': [[[-87018827710464, -4441430016, -16536, 1], 1]], 'hecke_orbit_code': 9007199388958876, 'p': 23}
  • id: 415834
    {'charpoly_factorization': [[[-1239538201798248, -6651601668, 151194, 1], 1]], 'hecke_orbit_code': 9007199388958876, 'p': 29}
  • id: 415835
    {'charpoly_factorization': [[[516613206809440, -9563838144, -46338, 1], 1]], 'hecke_orbit_code': 9007199388958876, 'p': 31}
  • id: 415836
    {'charpoly_factorization': [[[3605739857948696, -92050192900, 112378, 1], 1]], 'hecke_orbit_code': 9007199388958876, 'p': 37}
  • id: 415837
    {'charpoly_factorization': [[[46356245912515680, -172802849556, -324944, 1], 1]], 'hecke_orbit_code': 9007199388958876, 'p': 41}
  • id: 415838
    {'charpoly_factorization': [[[382187033851246016, -81675747472, -1282940, 1], 1]], 'hecke_orbit_code': 9007199388958876, 'p': 43}
  • id: 415839
    {'charpoly_factorization': [[[1279338472448835840, -1382663894160, -917072, 1], 1]], 'hecke_orbit_code': 9007199388958876, 'p': 47}
  • id: 415840
    {'charpoly_factorization': [[[284441400289222920, 1519102551564, -2688314, 1], 1]], 'hecke_orbit_code': 9007199388958876, 'p': 53}
  • id: 415841
    {'charpoly_factorization': [[[1189874129266317312, 163363495392, -3176620, 1], 1]], 'hecke_orbit_code': 9007199388958876, 'p': 59}
  • id: 415842
    {'charpoly_factorization': [[[-368929577343352744, 1552725561308, -2165222, 1], 1]], 'hecke_orbit_code': 9007199388958876, 'p': 61}
  • id: 415843
    {'charpoly_factorization': [[[-9667088261868988544, 14187755438208, -6699990, 1], 1]], 'hecke_orbit_code': 9007199388958876, 'p': 67}
  • id: 415844
    {'charpoly_factorization': [[[-7000300143172251648, 13672221229632, -7734556, 1], 1]], 'hecke_orbit_code': 9007199388958876, 'p': 71}
  • id: 415845
    {'charpoly_factorization': [[[9535702302894085384, -4959378815652, -5784690, 1], 1]], 'hecke_orbit_code': 9007199388958876, 'p': 73}
  • id: 415846
    {'charpoly_factorization': [[[183244720821690035200, -15682411817280, -8426640, 1], 1]], 'hecke_orbit_code': 9007199388958876, 'p': 79}
  • id: 415847
    {'charpoly_factorization': [[[41237082237410795520, -12032739812160, -4126284, 1], 1]], 'hecke_orbit_code': 9007199388958876, 'p': 83}
  • id: 415848
    {'charpoly_factorization': [[[492243266882925285552, -83125397703300, -5207756, 1], 1]], 'hecke_orbit_code': 9007199388958876, 'p': 89}
  • id: 415849
    {'charpoly_factorization': [[[8792205483257147432, 15005963696252, 7634614, 1], 1]], 'hecke_orbit_code': 9007199388958876, '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': 3, 'label': '156.8.a.c', 'level': 156, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 29085091
    {'hecke_orbit_code': 9007199388958876, 'n': 1, 'trace_an': 3}
  • id: 29085092
    {'hecke_orbit_code': 9007199388958876, 'n': 2, 'trace_an': 0}
  • id: 29085093
    {'hecke_orbit_code': 9007199388958876, 'n': 3, 'trace_an': -81}
  • id: 29085094
    {'hecke_orbit_code': 9007199388958876, 'n': 4, 'trace_an': 0}
  • id: 29085095
    {'hecke_orbit_code': 9007199388958876, 'n': 5, 'trace_an': 524}
  • id: 29085096
    {'hecke_orbit_code': 9007199388958876, 'n': 6, 'trace_an': 0}
  • id: 29085097
    {'hecke_orbit_code': 9007199388958876, 'n': 7, 'trace_an': 722}
  • id: 29085098
    {'hecke_orbit_code': 9007199388958876, 'n': 8, 'trace_an': 0}
  • id: 29085099
    {'hecke_orbit_code': 9007199388958876, 'n': 9, 'trace_an': 2187}
  • id: 29085100
    {'hecke_orbit_code': 9007199388958876, 'n': 10, 'trace_an': 0}
  • id: 29085101
    {'hecke_orbit_code': 9007199388958876, 'n': 11, 'trace_an': 6752}
  • id: 29085102
    {'hecke_orbit_code': 9007199388958876, 'n': 12, 'trace_an': 0}
  • id: 29085103
    {'hecke_orbit_code': 9007199388958876, 'n': 13, 'trace_an': 6591}
  • id: 29085104
    {'hecke_orbit_code': 9007199388958876, 'n': 14, 'trace_an': 0}
  • id: 29085105
    {'hecke_orbit_code': 9007199388958876, 'n': 15, 'trace_an': -14148}
  • id: 29085106
    {'hecke_orbit_code': 9007199388958876, 'n': 16, 'trace_an': 0}
  • id: 29085107
    {'hecke_orbit_code': 9007199388958876, 'n': 17, 'trace_an': -15418}
  • id: 29085108
    {'hecke_orbit_code': 9007199388958876, 'n': 18, 'trace_an': 0}
  • id: 29085109
    {'hecke_orbit_code': 9007199388958876, 'n': 19, 'trace_an': 1826}
  • id: 29085110
    {'hecke_orbit_code': 9007199388958876, 'n': 20, 'trace_an': 0}
  • id: 29085111
    {'hecke_orbit_code': 9007199388958876, 'n': 21, 'trace_an': -19494}
  • id: 29085112
    {'hecke_orbit_code': 9007199388958876, 'n': 22, 'trace_an': 0}
  • id: 29085113
    {'hecke_orbit_code': 9007199388958876, 'n': 23, 'trace_an': 16536}
  • id: 29085114
    {'hecke_orbit_code': 9007199388958876, 'n': 24, 'trace_an': 0}
  • id: 29085115
    {'hecke_orbit_code': 9007199388958876, 'n': 25, 'trace_an': 10513}
  • id: 29085116
    {'hecke_orbit_code': 9007199388958876, 'n': 26, 'trace_an': 0}
  • id: 29085117
    {'hecke_orbit_code': 9007199388958876, 'n': 27, 'trace_an': -59049}
  • id: 29085118
    {'hecke_orbit_code': 9007199388958876, 'n': 28, 'trace_an': 0}
  • id: 29085119
    {'hecke_orbit_code': 9007199388958876, 'n': 29, 'trace_an': -151194}
  • id: 29085120
    {'hecke_orbit_code': 9007199388958876, 'n': 30, 'trace_an': 0}
  • id: 29085121
    {'hecke_orbit_code': 9007199388958876, 'n': 31, 'trace_an': 46338}
  • id: 29085122
    {'hecke_orbit_code': 9007199388958876, 'n': 32, 'trace_an': 0}
  • id: 29085123
    {'hecke_orbit_code': 9007199388958876, 'n': 33, 'trace_an': -182304}
  • id: 29085124
    {'hecke_orbit_code': 9007199388958876, 'n': 34, 'trace_an': 0}
  • id: 29085125
    {'hecke_orbit_code': 9007199388958876, 'n': 35, 'trace_an': -223864}
  • id: 29085126
    {'hecke_orbit_code': 9007199388958876, 'n': 36, 'trace_an': 0}
  • id: 29085127
    {'hecke_orbit_code': 9007199388958876, 'n': 37, 'trace_an': -112378}
  • id: 29085128
    {'hecke_orbit_code': 9007199388958876, 'n': 38, 'trace_an': 0}
  • id: 29085129
    {'hecke_orbit_code': 9007199388958876, 'n': 39, 'trace_an': -177957}
  • id: 29085130
    {'hecke_orbit_code': 9007199388958876, 'n': 40, 'trace_an': 0}
  • id: 29085131
    {'hecke_orbit_code': 9007199388958876, 'n': 41, 'trace_an': 324944}
  • id: 29085132
    {'hecke_orbit_code': 9007199388958876, 'n': 42, 'trace_an': 0}
  • id: 29085133
    {'hecke_orbit_code': 9007199388958876, 'n': 43, 'trace_an': 1282940}
  • id: 29085134
    {'hecke_orbit_code': 9007199388958876, 'n': 44, 'trace_an': 0}
  • id: 29085135
    {'hecke_orbit_code': 9007199388958876, 'n': 45, 'trace_an': 381996}
  • id: 29085136
    {'hecke_orbit_code': 9007199388958876, 'n': 46, 'trace_an': 0}
  • id: 29085137
    {'hecke_orbit_code': 9007199388958876, 'n': 47, 'trace_an': 917072}
  • id: 29085138
    {'hecke_orbit_code': 9007199388958876, 'n': 48, 'trace_an': 0}
  • id: 29085139
    {'hecke_orbit_code': 9007199388958876, 'n': 49, 'trace_an': 559359}
  • id: 29085140
    {'hecke_orbit_code': 9007199388958876, 'n': 50, 'trace_an': 0}
  • id: 29085141
    {'hecke_orbit_code': 9007199388958876, 'n': 51, 'trace_an': 416286}
  • id: 29085142
    {'hecke_orbit_code': 9007199388958876, 'n': 52, 'trace_an': 0}
  • id: 29085143
    {'hecke_orbit_code': 9007199388958876, 'n': 53, 'trace_an': 2688314}
  • id: 29085144
    {'hecke_orbit_code': 9007199388958876, 'n': 54, 'trace_an': 0}
  • id: 29085145
    {'hecke_orbit_code': 9007199388958876, 'n': 55, 'trace_an': 4049992}
  • id: 29085146
    {'hecke_orbit_code': 9007199388958876, 'n': 56, 'trace_an': 0}
  • id: 29085147
    {'hecke_orbit_code': 9007199388958876, 'n': 57, 'trace_an': -49302}
  • id: 29085148
    {'hecke_orbit_code': 9007199388958876, 'n': 58, 'trace_an': 0}
  • id: 29085149
    {'hecke_orbit_code': 9007199388958876, 'n': 59, 'trace_an': 3176620}
  • id: 29085150
    {'hecke_orbit_code': 9007199388958876, 'n': 60, 'trace_an': 0}
  • id: 29085151
    {'hecke_orbit_code': 9007199388958876, 'n': 61, 'trace_an': 2165222}
  • id: 29085152
    {'hecke_orbit_code': 9007199388958876, 'n': 62, 'trace_an': 0}
  • id: 29085153
    {'hecke_orbit_code': 9007199388958876, 'n': 63, 'trace_an': 526338}
  • id: 29085154
    {'hecke_orbit_code': 9007199388958876, 'n': 64, 'trace_an': 0}
  • id: 29085155
    {'hecke_orbit_code': 9007199388958876, 'n': 65, 'trace_an': 1151228}
  • id: 29085156
    {'hecke_orbit_code': 9007199388958876, 'n': 66, 'trace_an': 0}
  • id: 29085157
    {'hecke_orbit_code': 9007199388958876, 'n': 67, 'trace_an': 6699990}
  • id: 29085158
    {'hecke_orbit_code': 9007199388958876, 'n': 68, 'trace_an': 0}
  • id: 29085159
    {'hecke_orbit_code': 9007199388958876, 'n': 69, 'trace_an': -446472}
  • id: 29085160
    {'hecke_orbit_code': 9007199388958876, 'n': 70, 'trace_an': 0}
  • id: 29085161
    {'hecke_orbit_code': 9007199388958876, 'n': 71, 'trace_an': 7734556}
  • id: 29085162
    {'hecke_orbit_code': 9007199388958876, 'n': 72, 'trace_an': 0}
  • id: 29085163
    {'hecke_orbit_code': 9007199388958876, 'n': 73, 'trace_an': 5784690}
  • id: 29085164
    {'hecke_orbit_code': 9007199388958876, 'n': 74, 'trace_an': 0}
  • id: 29085165
    {'hecke_orbit_code': 9007199388958876, 'n': 75, 'trace_an': -283851}
  • id: 29085166
    {'hecke_orbit_code': 9007199388958876, 'n': 76, 'trace_an': 0}
  • id: 29085167
    {'hecke_orbit_code': 9007199388958876, 'n': 77, 'trace_an': -2868232}
  • id: 29085168
    {'hecke_orbit_code': 9007199388958876, 'n': 78, 'trace_an': 0}
  • id: 29085169
    {'hecke_orbit_code': 9007199388958876, 'n': 79, 'trace_an': 8426640}
  • id: 29085170
    {'hecke_orbit_code': 9007199388958876, 'n': 80, 'trace_an': 0}
  • id: 29085171
    {'hecke_orbit_code': 9007199388958876, 'n': 81, 'trace_an': 1594323}
  • id: 29085172
    {'hecke_orbit_code': 9007199388958876, 'n': 82, 'trace_an': 0}
  • id: 29085173
    {'hecke_orbit_code': 9007199388958876, 'n': 83, 'trace_an': 4126284}
  • id: 29085174
    {'hecke_orbit_code': 9007199388958876, 'n': 84, 'trace_an': 0}
  • id: 29085175
    {'hecke_orbit_code': 9007199388958876, 'n': 85, 'trace_an': -8292584}
  • id: 29085176
    {'hecke_orbit_code': 9007199388958876, 'n': 86, 'trace_an': 0}
  • id: 29085177
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