Newform data - 315.10.a.e

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• 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': 31500, 'analytic_conductor': 162.23628839162004, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [5, -1], [7, -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': [315, 1, [281, 127, 136], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 4, 'field_disc': 8366509110713, 'field_disc_factorization': [[13, 1], [6827, 1], [94269463, 1]], 'field_poly': [42996, -1039, -1253, -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, [34944, 6344, -1190, -13, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398677254459, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 100, 'hecke_ring_index_factorization': [[2, 2], [5, 2]], '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': '315.10.a.e', 'level': 315, '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, 7], 'level_radical': 105, 'minimal_twist': '105.10.a.d', 'prim_orbit_index': 1, 'qexp_display': 'q+(3+\\beta _{1})q^{2}+(123+8\\beta _{1}+\\beta _{2})q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '315.10.a', 'trace_display': [13, 0, 2500, 9604], 'trace_hash': 989472305646716995, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.038', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.767', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.547', 'prec': 17}, {'__RealLiteral__': 0, 'data': '36.577', 'prec': 20}, {'__RealLiteral__': 0, 'data': '12.247', 'prec': 20}, {'__RealLiteral__': 0, 'data': '507.077', 'prec': 24}], 'trace_zratio': 0, 'traces': [4, 13, 0, 501, 2500, 0, 9604, 16263, 0, 8125, 87062, 0, 39494, 31213, 0, 328849, 291756, 0, 50482, 313125, 0, -1003016, 1048656, 0, 1562500, 7622594, 0, 1202901, 8018996, 0, -1148130, 9765119, 0, 1255358, 6002500, 0, -23416328, -11334892, 0, 10164375, 8000860, 0, 27520044, -42192, 0, 90166880, 78277092, 0, 23059204, 5078125, 0, -62776870, -36168514, 0, 54413750, 39047463, 0, -32819954, 132924868, 0, -119014876, 76291172, 0, -400777983, 24683750, 0, -170018492, 345488158, 0, 19508125, 743169022, 0, -360015502, 547147386, 0, -472117316, 209035862, 0, -613400256, 205530625, 0, -714522510, 1222551024, 0, 182347500, 593721752, 0, -855674336, -835315808, 0, 94825094, 1276931776, 0, 950602540, 31551250, 0, -704297762, 74942413, 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• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
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1248], [19497562, 276368, 6634, -3842], [0, 0, 0, 0], [5764801, 0, 0, 0], [1171875, 390625, 0, 0], [0, 0, 0, 0], [-15972778, 1152248, -166, 37840], [-8663849, -1516442, -16379, -19703], [0, 0, 0, 0], [13673125, -313750, 10625, -24375], [9635213, 494606, 21609, 9604], [0, 0, 0, 0], [-8746366, 2150310, 23760, 8560], [33079842, 510592, 26466, -68442], [0, 0, 0, 0], [-29728816, -16736, -111470, -28594], [17974484, 4367480, 62068, 36312], [0, 0, 0, 0], [-100041933, -604074, -32125, -25948], [5694375, 1908750, -41875, -39375], [0, 0, 0, 0], [-41681438, -3587120, 201318, -93062], [86417506, -149248, 49782, 82400], [0, 0, 0, 0], [4501875, 1500625, 0, 0], [184822817, 3586438, 208417, -82899], [0, 0, 0, 0], [-90600251, 1981530, 402943, -1029], [137741638, -4088910, 278096, 8352], [0, 0, 0, 0], [-116257580, -6870936, -118060, 98000], [52526677, -1205302, 40817, -93639], [0, 0, 0, 0], [-153126172, -1155880, 387436, 127124], [50351875, 4298750, -143125, 32500], [0, 0, 0, 0], [-179852450, 5097706, 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2996351899437, -210770093351], [818811845560554, 137664122420932, 1768152876130, 1699081610018], [-727404156743182, 97544029932000, -1941432523302, 823511402926], [1105554409747111, 4989163548326, 5196853895513, -46747756387], [2284626388471744, -155335031707700, -1157816135886, 1044210594362], [1661557250739066, -70945423693528, 4711751781402, -4860235370250], [2819837315051250, 26363317940400, 4369651002876, -729269477532], [1400511529317945, 59752889647414, 445399507421, 3031664234673], [-519294566136714, 7250365211228, 5653909654078, 1515806071214]], 'char_orbit_index': 1, 'field_poly': [42996, -1039, -1253, -1, 1], 'hecke_orbit_code': 18014398677254459, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 1, 4], 'hecke_ring_inverse_denominators': [1, 1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [0, 1, 0, 0], [626, 2, 1, 0], [1424, 1185, 0, 4]], 'hecke_ring_numerators': [[1, 0, 0, 0], [0, 1, 0, 0], [-626, -2, 1, 0], [-1424, -1185, 0, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '315.10.a.e', 'level': 315, 'maxp': 2999, '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': [10, 8, 10, 8, 14, 13, 12, 15], 'Nk2': 31500, 'analytic_conductor': 162.23628839162004, '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': [315, 1, [281, 127, 136], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 424, 'dim': 90, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 167772475, 'hecke_orbit_dims': [1, 2, 4, 4, 4, 4, 4, 4, 4, 5, 6, 6, 6, 8, 8, 10, 10], 'label': '315.10.a', 'level': 315, '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, 7], 'level_radical': 105, 'mf_dim': 440, 'mf_new_dim': 90, 'num_forms': 17, 'plus_dim': 43, 'prim_orbit_index': 1, 'relative_dim': 90, 'sturm_bound': 480, 'trace_bound': 2, 'trace_display': [66, 0, 0, -4802], 'traces': [90, 66, 0, 22186, 0, 0, -4802, 76698, 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• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 241691
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '315.10.a.e', 'source_level': 315, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '105.10.a.d', 'target_level': 105, 'twist_class_label': '105.10.a.d', 'twist_class_level': 105, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 10}
  • id: 241692
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '315.10.a.e', 'source_level': 315, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '315.10.a.e', 'target_level': 315, 'twist_class_label': '105.10.a.d', 'twist_class_level': 105, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 695825
    {'charpoly_factorization': [[[34944, 6344, -1190, -13, 1], 1]], 'hecke_orbit_code': 18014398677254459, 'p': 2}
  • id: 695826
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 18014398677254459, 'p': 3}
  • id: 695827
    {'charpoly_factorization': [[[-625, 1], 4]], 'hecke_orbit_code': 18014398677254459, 'p': 5}
  • id: 695828
    {'charpoly_factorization': [[[-2401, 1], 4]], 'hecke_orbit_code': 18014398677254459, 'p': 7}
  • id: 695829
    {'charpoly_factorization': [[[1291103090686918656, 175455987643392, -2051437096, -87062, 1], 1]], 'hecke_orbit_code': 18014398677254459, 'p': 11}
  • id: 695830
    {'charpoly_factorization': [[[73283362626052104864, -309445738275752, -28733991500, -39494, 1], 1]], 'hecke_orbit_code': 18014398677254459, 'p': 13}
  • id: 695831
    {'charpoly_factorization': [[[-3468029541845795121936, 40686762815279152, -96918787200, -291756, 1], 1]], 'hecke_orbit_code': 18014398677254459, 'p': 17}
  • id: 695832
    {'charpoly_factorization': [[[5996744247605975527936, -38922820381882592, -307797373232, -50482, 1], 1]], 'hecke_orbit_code': 18014398677254459, 'p': 19}
  • id: 695833
    {'charpoly_factorization': [[[21330958961532349710336, 179601069519732736, -1152128675328, -1048656, 1], 1]], 'hecke_orbit_code': 18014398677254459, 'p': 23}
  • id: 695834
    {'charpoly_factorization': [[[-111281243783001188642367696, 82601030391772269392, -1753100947600, -8018996, 1], 1]], 'hecke_orbit_code': 18014398677254459, 'p': 29}
  • id: 695835
    {'charpoly_factorization': [[[341972361957005037636594944, 19154226127863971040, -54927464344224, 1148130, 1], 1]], 'hecke_orbit_code': 18014398677254459, 'p': 31}
  • id: 695836
    {'charpoly_factorization': [[[-2415430430025624734085013616, -351212145730435589984, 117856672755640, 23416328, 1], 1]], 'hecke_orbit_code': 18014398677254459, 'p': 37}
  • id: 695837
    {'charpoly_factorization': [[[5746244390530671224488590000, 3033836053084338294000, -331003072895600, -8000860, 1], 1]], 'hecke_orbit_code': 18014398677254459, 'p': 41}
  • id: 695838
    {'charpoly_factorization': [[[-110472500039940223899238629376, 18755194343896240843008, -520067938874880, -27520044, 1], 1]], 'hecke_orbit_code': 18014398677254459, 'p': 43}
  • id: 695839
    {'charpoly_factorization': [[[90256092129238721430429874176, -23827672802866621254592, 2139682025686768, -78277092, 1], 1]], 'hecke_orbit_code': 18014398677254459, 'p': 47}
  • id: 695840
    {'charpoly_factorization': [[[1674370629348763019163518295456, 7421755811159096587576, -4058598682106508, 36168514, 1], 1]], 'hecke_orbit_code': 18014398677254459, 'p': 53}
  • id: 695841
    {'charpoly_factorization': [[[-14531793511578396763053467019264, 808166459955210287062592, -7738642769967632, -132924868, 1], 1]], 'hecke_orbit_code': 18014398677254459, 'p': 59}
  • id: 695842
    {'charpoly_factorization': [[[-7907145805039716718292510681104, -1039217025107763043098736, -7830869670457728, 119014876, 1], 1]], 'hecke_orbit_code': 18014398677254459, 'p': 61}
  • id: 695843
    {'charpoly_factorization': [[[-13978786746923438503736742221824, -5809555035909300563441408, -48756592239044832, 170018492, 1], 1]], 'hecke_orbit_code': 18014398677254459, 'p': 67}
  • id: 695844
    {'charpoly_factorization': [[[-1443463608180939527683920370765824, -812789540933312780084928, 149186474591295944, -743169022, 1], 1]], 'hecke_orbit_code': 18014398677254459, 'p': 71}
  • id: 695845
    {'charpoly_factorization': [[[1896011109890815530930705080108896, -20586333283057034446599928, -69974401956257852, 360015502, 1], 1]], 'hecke_orbit_code': 18014398677254459, 'p': 73}
  • id: 695846
    {'charpoly_factorization': [[[1240515255590352606121146854752256, -15051136786162707030839296, -44783926970544448, 613400256, 1], 1]], 'hecke_orbit_code': 18014398677254459, 'p': 79}
  • id: 695847
    {'charpoly_factorization': [[[-43412329266814715153750374630281984, 157490964414210798479554304, 228481418101118752, -1222551024, 1], 1]], 'hecke_orbit_code': 18014398677254459, 'p': 83}
  • id: 695848
    {'charpoly_factorization': [[[-10863919663868485733797938048741936, -50015548819430386826508864, 116277534521069800, 835315808, 1], 1]], 'hecke_orbit_code': 18014398677254459, 'p': 89}
  • id: 695849
    {'charpoly_factorization': [[[-69638900896006707787866955092606336, -416257475038507544964207496, -439277160455814180, 704297762, 1], 1]], 'hecke_orbit_code': 18014398677254459, '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': '315.10.a.e', 'level': 315, 'portrait': 'data:image/png;base64,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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 40299577
    {'hecke_orbit_code': 18014398677254459, 'n': 1, 'trace_an': 4}
  • id: 40299578
    {'hecke_orbit_code': 18014398677254459, 'n': 2, 'trace_an': 13}
  • id: 40299579
    {'hecke_orbit_code': 18014398677254459, 'n': 3, 'trace_an': 0}
  • id: 40299580
    {'hecke_orbit_code': 18014398677254459, 'n': 4, 'trace_an': 501}
  • id: 40299581
    {'hecke_orbit_code': 18014398677254459, 'n': 5, 'trace_an': 2500}
  • id: 40299582
    {'hecke_orbit_code': 18014398677254459, 'n': 6, 'trace_an': 0}
  • id: 40299583
    {'hecke_orbit_code': 18014398677254459, 'n': 7, 'trace_an': 9604}
  • id: 40299584
    {'hecke_orbit_code': 18014398677254459, 'n': 8, 'trace_an': 16263}
  • id: 40299585
    {'hecke_orbit_code': 18014398677254459, 'n': 9, 'trace_an': 0}
  • id: 40299586
    {'hecke_orbit_code': 18014398677254459, 'n': 10, 'trace_an': 8125}
  • id: 40299587
    {'hecke_orbit_code': 18014398677254459, 'n': 11, 'trace_an': 87062}
  • id: 40299588
    {'hecke_orbit_code': 18014398677254459, 'n': 12, 'trace_an': 0}
  • id: 40299589
    {'hecke_orbit_code': 18014398677254459, 'n': 13, 'trace_an': 39494}
  • id: 40299590
    {'hecke_orbit_code': 18014398677254459, 'n': 14, 'trace_an': 31213}
  • id: 40299591
    {'hecke_orbit_code': 18014398677254459, 'n': 15, 'trace_an': 0}
  • id: 40299592
    {'hecke_orbit_code': 18014398677254459, 'n': 16, 'trace_an': 328849}
  • id: 40299593
    {'hecke_orbit_code': 18014398677254459, 'n': 17, 'trace_an': 291756}
  • id: 40299594
    {'hecke_orbit_code': 18014398677254459, 'n': 18, 'trace_an': 0}
  • id: 40299595
    {'hecke_orbit_code': 18014398677254459, 'n': 19, 'trace_an': 50482}
  • id: 40299596
    {'hecke_orbit_code': 18014398677254459, 'n': 20, 'trace_an': 313125}
  • id: 40299597
    {'hecke_orbit_code': 18014398677254459, 'n': 21, 'trace_an': 0}
  • id: 40299598
    {'hecke_orbit_code': 18014398677254459, 'n': 22, 'trace_an': -1003016}
  • id: 40299599
    {'hecke_orbit_code': 18014398677254459, 'n': 23, 'trace_an': 1048656}
  • id: 40299600
    {'hecke_orbit_code': 18014398677254459, 'n': 24, 'trace_an': 0}
  • id: 40299601
    {'hecke_orbit_code': 18014398677254459, 'n': 25, 'trace_an': 1562500}
  • id: 40299602
    {'hecke_orbit_code': 18014398677254459, 'n': 26, 'trace_an': 7622594}
  • id: 40299603
    {'hecke_orbit_code': 18014398677254459, 'n': 27, 'trace_an': 0}
  • id: 40299604
    {'hecke_orbit_code': 18014398677254459, 'n': 28, 'trace_an': 1202901}
  • id: 40299605
    {'hecke_orbit_code': 18014398677254459, 'n': 29, 'trace_an': 8018996}
  • id: 40299606
    {'hecke_orbit_code': 18014398677254459, 'n': 30, 'trace_an': 0}
  • id: 40299607
    {'hecke_orbit_code': 18014398677254459, 'n': 31, 'trace_an': -1148130}
  • id: 40299608
    {'hecke_orbit_code': 18014398677254459, 'n': 32, 'trace_an': 9765119}
  • id: 40299609
    {'hecke_orbit_code': 18014398677254459, 'n': 33, 'trace_an': 0}
  • id: 40299610
    {'hecke_orbit_code': 18014398677254459, 'n': 34, 'trace_an': 1255358}
  • id: 40299611
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  • id: 40299802
    {'hecke_orbit_code': 18014398677254459, 'n': 787, 'trace_an': 2947102492772}
  • id: 40299803
    {'hecke_orbit_code': 18014398677254459, 'n': 797, 'trace_an': 10099720757228}
  • id: 40299804
    {'hecke_orbit_code': 18014398677254459, 'n': 809, 'trace_an': -17259620889180}
  • id: 40299805
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  • id: 40299806
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  • id: 40299807
    {'hecke_orbit_code': 18014398677254459, 'n': 823, 'trace_an': -549685803824}
  • id: 40299808
    {'hecke_orbit_code': 18014398677254459, 'n': 827, 'trace_an': -6423266360204}
  • id: 40299809
    {'hecke_orbit_code': 18014398677254459, 'n': 829, 'trace_an': 54080257867560}
  • id: 40299810
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  • id: 40299811
    {'hecke_orbit_code': 18014398677254459, 'n': 841, 'trace_an': 9781914839740}
  • id: 40299812
    {'hecke_orbit_code': 18014398677254459, 'n': 853, 'trace_an': 13877144712734}
  • id: 40299813
    {'hecke_orbit_code': 18014398677254459, 'n': 857, 'trace_an': -3525251256584}
  • id: 40299814
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  • id: 40299815
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  • id: 40299816
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  • id: 40299817
    {'hecke_orbit_code': 18014398677254459, 'n': 881, 'trace_an': -17252696637928}
  • id: 40299818
    {'hecke_orbit_code': 18014398677254459, 'n': 883, 'trace_an': 11049655599428}
  • id: 40299819
    {'hecke_orbit_code': 18014398677254459, 'n': 887, 'trace_an': 33616410830148}
  • id: 40299820
    {'hecke_orbit_code': 18014398677254459, 'n': 907, 'trace_an': -36094713690924}
  • id: 40299821
    {'hecke_orbit_code': 18014398677254459, 'n': 911, 'trace_an': 92539350140130}
  • id: 40299822
    {'hecke_orbit_code': 18014398677254459, 'n': 919, 'trace_an': -16308518417456}
  • id: 40299823
    {'hecke_orbit_code': 18014398677254459, 'n': 929, 'trace_an': -23923787072640}
  • id: 40299824
    {'hecke_orbit_code': 18014398677254459, 'n': 937, 'trace_an': 60369274024026}
  • id: 40299825
    {'hecke_orbit_code': 18014398677254459, 'n': 941, 'trace_an': 31934708229816}
  • id: 40299826
    {'hecke_orbit_code': 18014398677254459, 'n': 947, 'trace_an': -55364281519912}
  • id: 40299827
    {'hecke_orbit_code': 18014398677254459, 'n': 953, 'trace_an': -25007829817810}
  • id: 40299828
    {'hecke_orbit_code': 18014398677254459, 'n': 961, 'trace_an': 5414642542664}
  • id: 40299829
    {'hecke_orbit_code': 18014398677254459, 'n': 967, 'trace_an': -104764264864208}
  • id: 40299830
    {'hecke_orbit_code': 18014398677254459, 'n': 971, 'trace_an': 138567565683052}
  • id: 40299831
    {'hecke_orbit_code': 18014398677254459, 'n': 977, 'trace_an': -24269696722874}
  • id: 40299832
    {'hecke_orbit_code': 18014398677254459, 'n': 983, 'trace_an': 16437617130444}
  • id: 40299833
    {'hecke_orbit_code': 18014398677254459, 'n': 991, 'trace_an': -3792436468848}
  • id: 40299834
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