Embedded newform data - 5.14.a.b.1.3

Formats: - HTML - YAML - JSON - 2025-12-17T13:37:07.668852

• 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': 980, 'analytic_conductor': 5.361546447595635, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[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': [5, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 3, 'field_disc': 383726041, 'field_disc_factorization': [[139, 1], [1381, 1], [1999, 1]], 'field_poly': [-18720, -4466, -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, [901248, -11144, -142, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599862251525, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 40, 'hecke_ring_index_factorization': [[2, 3], [5, 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': '5.14.a.b', 'level': 5, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5], 'level_radical': 5, 'minimal_twist': '5.14.a.b', 'prim_orbit_index': 1, 'qexp_display': 'q+(47-\\beta _{1})q^{2}+(138-3\\beta _{1}-\\beta _{2})q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '13.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '5.14.a', 'trace_display': [142, 416, 46875, 448292], 'trace_hash': 2082221040449643259, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.041', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.884', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.397', 'prec': 17}, {'__RealLiteral__': 0, 'data': '21.808', 'prec': 20}, {'__RealLiteral__': 0, 'data': '8.392', 'prec': 17}, {'__RealLiteral__': 0, 'data': '244.520', 'prec': 24}], 'trace_zratio': 0, 'traces': [3, 142, 416, 17876, 46875, 120376, 448292, 2580360, 1286119, 2218750, -6604004, -23722448, -33501974, -46562928, 6500000, 199912208, 83129542, -30983914, 97491100, 279312500, 438200736, -530907256, 316255836, -3890359200, 732421875, -3746814044, 6518951360, -6227646976, 2236171850, 1880875000, 7482994376, 32169857312, 359182912, -30236073988, 7004562500, -43361833852, 31447174242, -42518132360, -70188571072, 40318125000, -10752884434, 92283853824, 16930554856, -68395825168, 20095609375, 246828204336, 31934201692, -80078828864, -38956926629, 34667968750, -129369882944, -18152597928, -221149123934, 246121937200, -103187562500, -522876451200, -763110695680, 854269976260, -55436423900, -370663250000, 496161392746, -598069940736, 1085454385236, 3297565494336, -523468343750, -22883875168, 459297824792, -2008021178776, 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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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[-0.573375793377202, 0.0], [-0.2839877716884377, 0.0], [0.48209068429363094, 0.0], [-0.9201485086667972, 0.0], [0.8557940645764506, 0.0], [-0.22764484965859744, 0.0], [-6.85131260400144, 0.0], [-0.23574921786880088, 0.0], [-0.05181343843604989, 0.0], [-0.7560719885224723, 0.0], [0.4063097980146867, 0.0], [-0.7122071382265464, 0.0], [-0.03166591108269583, 0.0], [0.4137335866180838, 0.0], [1.9766982231531423, 0.0], [0.4188768070379085, 0.0], [-1.1806615659157664, 0.0], [-0.001706410288518264, 0.0], [4.633511724039541, 0.0], [0.210220583578223, 0.0], [-1.1345048409763834, 0.0], [0.8452408824007126, 0.0], [-0.88631605604516, 0.0], [-0.9715728438530286, 0.0], [0.5901079008347138, 0.0], [0.02036502168724907, 0.0], [2.6025770726453024, 0.0], [0.688239169024188, 0.0], [0.9147811592187889, 0.0], [0.09238986318319549, 0.0], [-2.3572104577584256, 0.0], [-0.03233629064794058, 0.0], [-0.8488681926770865, 0.0], [0.7668182310052727, 0.0], [-2.8099459985537503, 0.0], [-1.0848192748324554, 0.0], 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-0.30487121216688723, -0.26133914139494785, -0.24627814137322468, -0.2190650899134683, -0.18763327926401915, -0.41387366732654474, -0.3351867081261989, -0.2134764542661584, -0.12004911342868925, -0.1039528928216042, -0.275634626821138, -0.19519144429463536, -0.43135688663019883, -0.33103906605457156, -0.385385308076085, -0.12389394555451698, -0.252041288558536, -0.19920040721321694, -0.3271074157765525, -0.19805968554718012, -0.3675922753682063, -0.36321790696710016, -0.0918846395125253, -0.2870055128233684, -0.27430833208293154, -0.33043559655752314, -0.21959535370559796, -0.3204116743541427, -0.1511821464354096, -0.2935001207914692, -0.1529922648612335, -0.25030363991596527, -0.11025903261464698, -0.17003604511624718, -0.2771164657120083, -0.3314880291595063, -0.3019822364172295, -0.23098141893284144, -0.12027687970509764, -0.2566878150270943, -0.09411063708616539, -0.17279044159820936, -0.1771652793255122, -0.262320584174121, -0.3520203100550508, -0.26408869919862527, 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-0.19721064509861053, -0.3366212791087442, -0.3050446833327182, -0.23187757249364935, -0.18270385650881887, -0.4149327658734291, -0.22950438599864983, -0.09137031030757391, -0.08278654987573265, -0.3831548640541936, -0.2949257405697484, -0.3434977279916292, -0.13479458858946208, -0.12062571255313687, -0.30234124888984343, -0.1784571591118984, -0.4184330237227047, -0.413098442608116, -0.3842285153530136, -0.24535612116830133, -0.3221127060475704, -0.251925733038299, -0.2515764772022566, -0.17841024446913115, -0.14888308724625868, -0.10744873376359357, -0.27948708930591826, -0.28564290606230075, -0.3559557573007047, -0.17145085476050254, -0.3050952222145119, -0.18012688878678507, -0.16533436558152995, -0.29798234174373067, -0.23225233667873613, -0.20857983232748806, -0.4030636281193801, -0.2915178607096774, -0.20127996069402668, -0.17628055385589328, -0.4004708316168869, -0.32521253587743565, -0.30486024470798345, -0.2057624592488559, -0.23832945854485796, -0.22331751035035455, -0.2049691519008033, -0.1439884226773635, -0.14332370160068436, -0.23280264073696194, -0.21395398913984373, -0.39297092151454105, -0.296498191935266, -0.1769683012035035, -0.24128650967342183, -0.40285118301881506, -0.3260886086178892, -0.31170022380399043, -0.2164182130677562, -0.2426452308965553, -0.1873749676111006, -0.1192013801699385, -0.18337265729155405, -0.22833980308726215, -0.30955429382590777], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 3, 'dual_embedding_m': 3, 'embedding_index': 3, 'embedding_m': 3, 'embedding_root_imag': 0.0, 'embedding_root_real': -64.10839385227726, 'hecke_orbit': 2, 'hecke_orbit_code': 4503599862251525, 'label': '5.14.a.b.1.3', 'level': 5, 'weight': 14}
• 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': [2, 3], 'ALdims_eis_new': [0, 0], 'ALdims_eis_old': [1, 1], 'ALdims_old': [0, 0], 'Nk2': 980, 'analytic_conductor': 5.361546447595635, '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': [5, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 5, 'dim': 5, 'eis_dim': 2, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 234881029, 'hecke_orbit_dims': [2, 3], 'label': '5.14.a', 'level': 5, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5], 'level_radical': 5, 'mf_dim': 7, 'mf_new_dim': 5, 'num_forms': 2, 'plus_dim': 2, 'prim_orbit_index': 1, 'relative_dim': 5, 'sturm_bound': 7, 'trace_bound': 1, 'trace_display': [62, 1196, 15625, -168008], 'traces': [5, 62, 1196, 20660, 15625, -102440, -168008, 1846920, 701065, 3468750, 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• 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: 34475981
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4503599862251525, 'source_is_minimal': True, 'source_label': '5.14.a.b.1.3', 'source_level': 5, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 3, 'target_hecke_orbit_code': 4503599862251525, 'target_is_minimal': True, 'target_label': '5.14.a.b.1.3', 'target_level': 5, 'twist_class_label': '5.14.a.b.1.3', 'twist_class_level': 5, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 14}
  • id: 34475982
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4503599862251525, 'source_is_minimal': True, 'source_label': '5.14.a.b.1.3', 'source_level': 5, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398744363053, 'target_is_minimal': False, 'target_label': '45.14.a.e.1.1', 'target_level': 45, 'twist_class_label': '5.14.a.b.1.3', 'twist_class_level': 5, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 14}
  • id: 34475983
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4503599862251525, 'source_is_minimal': True, 'source_label': '5.14.a.b.1.3', 'source_level': 5, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 2, 'target_hecke_orbit_code': 27021597999104080, 'target_is_minimal': False, 'target_label': '80.14.a.g.1.2', 'target_level': 80, 'twist_class_label': '5.14.a.b.1.3', 'twist_class_level': 5, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 14}
  • id: 34475984
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4503599862251525, 'source_is_minimal': True, 'source_label': '5.14.a.b.1.3', 'source_level': 5, 'target_conrey_index': 24, 'target_dim': 6, 'target_embedding_index': 6, 'target_hecke_orbit_code': 4503668581728281, 'target_is_minimal': False, 'target_label': '25.14.b.b.24.6', 'target_level': 25, 'twist_class_label': '5.14.a.b.1.3', 'twist_class_level': 5, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 14}
  • id: 34475985
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4503599862251525, 'source_is_minimal': True, 'source_label': '5.14.a.b.1.3', 'source_level': 5, 'target_conrey_index': 24, 'target_dim': 6, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503668581728281, 'target_is_minimal': False, 'target_label': '25.14.b.b.24.1', 'target_level': 25, 'twist_class_label': '5.14.a.b.1.3', 'twist_class_level': 5, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 14}
  • id: 34475986
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4503599862251525, 'source_is_minimal': True, 'source_label': '5.14.a.b.1.3', 'source_level': 5, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599862251545, 'target_is_minimal': False, 'target_label': '25.14.a.b.1.1', 'target_level': 25, 'twist_class_label': '5.14.a.b.1.3', 'twist_class_level': 5, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 14}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 18750
    {'charpoly_factorization': [[[901248, -11144, -142, 1], 1]], 'hecke_orbit_code': 4503599862251525, 'p': 2}
  • id: 18751
    {'charpoly_factorization': [[[-1364770944, -2948016, -416, 1], 1]], 'hecke_orbit_code': 4503599862251525, 'p': 3}
  • id: 18752
    {'charpoly_factorization': [[[-15625, 1], 3]], 'hecke_orbit_code': 4503599862251525, 'p': 5}
  • id: 18753
    {'charpoly_factorization': [[[21268597977381888, -25372193664, -448292, 1], 1]], 'hecke_orbit_code': 4503599862251525, 'p': 7}
  • id: 18754
    {'charpoly_factorization': [[[8884881428085085632, 13558779730672, 6604004, 1], 1]], 'hecke_orbit_code': 4503599862251525, 'p': 11}
  • id: 18755
    {'charpoly_factorization': [[[-1563271783694341784504, 212419069004, 33501974, 1], 1]], 'hecke_orbit_code': 4503599862251525, 'p': 13}
  • id: 18756
    {'charpoly_factorization': [[[55487500862316842283768, -14209778241929204, -83129542, 1], 1]], 'hecke_orbit_code': 4503599862251525, 'p': 17}
  • id: 18757
    {'charpoly_factorization': [[[-1037255652409432406600000, -64102118148043600, -97491100, 1], 1]], 'hecke_orbit_code': 4503599862251525, 'p': 19}
  • id: 18758
    {'charpoly_factorization': [[[-133931292277866194455870464, -811651820076302976, -316255836, 1], 1]], 'hecke_orbit_code': 4503599862251525, 'p': 23}
  • id: 18759
    {'charpoly_factorization': [[[18108913405817953326976845000, -7912928658864706100, -2236171850, 1], 1]], 'hecke_orbit_code': 4503599862251525, 'p': 29}
  • id: 18760
    {'charpoly_factorization': [[[6132444377189056555141158912, -1820388793297310208, -7482994376, 1], 1]], 'hecke_orbit_code': 4503599862251525, 'p': 31}
  • id: 18761
    {'charpoly_factorization': [[[4639170238873510422337694935528, -3281607129629443284, -31447174242, 1], 1]], 'hecke_orbit_code': 4503599862251525, 'p': 37}
  • id: 18762
    {'charpoly_factorization': [[[-8253822336083889128546423172648, -1878252325398766086548, 10752884434, 1], 1]], 'hecke_orbit_code': 4503599862251525, 'p': 41}
  • id: 18763
    {'charpoly_factorization': [[[348133205240641604230104841216, -150522473339731981936, -16930554856, 1], 1]], 'hecke_orbit_code': 4503599862251525, 'p': 43}
  • id: 18764
    {'charpoly_factorization': [[[189220257698717224894255669425408, -6531732290197220637824, -31934201692, 1], 1]], 'hecke_orbit_code': 4503599862251525, 'p': 47}
  • id: 18765
    {'charpoly_factorization': [[[-3309568873947408132481597732773144, -15594088245534104776916, 221149123934, 1], 1]], 'hecke_orbit_code': 4503599862251525, 'p': 53}
  • id: 18766
    {'charpoly_factorization': [[[18597352789000427095731687195720000, -244199198813253186040400, 55436423900, 1], 1]], 'hecke_orbit_code': 4503599862251525, 'p': 59}
  • id: 18767
    {'charpoly_factorization': [[[83764819606760869989955719283778632, -168084690998783712859828, -496161392746, 1], 1]], 'hecke_orbit_code': 4503599862251525, 'p': 61}
  • id: 18768
    {'charpoly_factorization': [[[7818389965468583273428628145735168, 18034682757450178638096, -459297824792, 1], 1]], 'hecke_orbit_code': 4503599862251525, 'p': 67}
  • id: 18769
    {'charpoly_factorization': [[[-409966168019034664147234020119036928, -1393240981596313522290368, -521997878336, 1], 1]], 'hecke_orbit_code': 4503599862251525, 'p': 71}
  • id: 18770
    {'charpoly_factorization': [[[118212552449667244478372643764878936, 869287653090325267846124, -2505025571086, 1], 1]], 'hecke_orbit_code': 4503599862251525, 'p': 73}
  • id: 18771
    {'charpoly_factorization': [[[2311380614388570099467421892193280000, 782560703023487892614400, -2990636883200, 1], 1]], 'hecke_orbit_code': 4503599862251525, 'p': 79}
  • id: 18772
    {'charpoly_factorization': [[[1801370671283079270478985360345986176, 5391156736632767654808144, -5137135467696, 1], 1]], 'hecke_orbit_code': 4503599862251525, 'p': 83}
  • id: 18773
    {'charpoly_factorization': [[[226967774209231184184590659394470215000, 119534442454068777421253100, 19423025958450, 1], 1]], 'hecke_orbit_code': 4503599862251525, 'p': 89}
  • id: 18774
    {'charpoly_factorization': [[[-565171605450676166255179927624501022792, -45947128061731293102745524, 11088325396458, 1], 1]], 'hecke_orbit_code': 4503599862251525, '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': 2, 'label': '5.14.a.b', 'level': 5, 'portrait': 'data:image/png;base64,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', 'weight': 14}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 19855746
    {'hecke_orbit_code': 4503599862251525, 'n': 1, 'trace_an': 3}
  • id: 19855747
    {'hecke_orbit_code': 4503599862251525, 'n': 2, 'trace_an': 142}
  • id: 19855748
    {'hecke_orbit_code': 4503599862251525, 'n': 3, 'trace_an': 416}
  • id: 19855749
    {'hecke_orbit_code': 4503599862251525, 'n': 4, 'trace_an': 17876}
  • id: 19855750
    {'hecke_orbit_code': 4503599862251525, 'n': 5, 'trace_an': 46875}
  • id: 19855751
    {'hecke_orbit_code': 4503599862251525, 'n': 6, 'trace_an': 120376}
  • id: 19855752
    {'hecke_orbit_code': 4503599862251525, 'n': 7, 'trace_an': 448292}
  • id: 19855753
    {'hecke_orbit_code': 4503599862251525, 'n': 8, 'trace_an': 2580360}
  • id: 19855754
    {'hecke_orbit_code': 4503599862251525, 'n': 9, 'trace_an': 1286119}
  • id: 19855755
    {'hecke_orbit_code': 4503599862251525, 'n': 10, 'trace_an': 2218750}
  • id: 19855756
    {'hecke_orbit_code': 4503599862251525, 'n': 11, 'trace_an': -6604004}
  • id: 19855757
    {'hecke_orbit_code': 4503599862251525, 'n': 12, 'trace_an': -23722448}
  • id: 19855758
    {'hecke_orbit_code': 4503599862251525, 'n': 13, 'trace_an': -33501974}
  • id: 19855759
    {'hecke_orbit_code': 4503599862251525, 'n': 14, 'trace_an': -46562928}
  • id: 19855760
    {'hecke_orbit_code': 4503599862251525, 'n': 15, 'trace_an': 6500000}
  • id: 19855761
    {'hecke_orbit_code': 4503599862251525, 'n': 16, 'trace_an': 199912208}
  • id: 19855762
    {'hecke_orbit_code': 4503599862251525, 'n': 17, 'trace_an': 83129542}
  • id: 19855763
    {'hecke_orbit_code': 4503599862251525, 'n': 18, 'trace_an': -30983914}
  • id: 19855764
    {'hecke_orbit_code': 4503599862251525, 'n': 19, 'trace_an': 97491100}
  • id: 19855765
    {'hecke_orbit_code': 4503599862251525, 'n': 20, 'trace_an': 279312500}
  • id: 19855766
    {'hecke_orbit_code': 4503599862251525, 'n': 21, 'trace_an': 438200736}
  • id: 19855767
    {'hecke_orbit_code': 4503599862251525, 'n': 22, 'trace_an': -530907256}
  • id: 19855768
    {'hecke_orbit_code': 4503599862251525, 'n': 23, 'trace_an': 316255836}
  • id: 19855769
    {'hecke_orbit_code': 4503599862251525, 'n': 24, 'trace_an': -3890359200}
  • id: 19855770
    {'hecke_orbit_code': 4503599862251525, 'n': 25, 'trace_an': 732421875}
  • id: 19855771
    {'hecke_orbit_code': 4503599862251525, 'n': 26, 'trace_an': -3746814044}
  • id: 19855772
    {'hecke_orbit_code': 4503599862251525, 'n': 27, 'trace_an': 6518951360}
  • id: 19855773
    {'hecke_orbit_code': 4503599862251525, 'n': 28, 'trace_an': -6227646976}
  • id: 19855774
    {'hecke_orbit_code': 4503599862251525, 'n': 29, 'trace_an': 2236171850}
  • id: 19855775
    {'hecke_orbit_code': 4503599862251525, 'n': 30, 'trace_an': 1880875000}
  • id: 19855776
    {'hecke_orbit_code': 4503599862251525, 'n': 31, 'trace_an': 7482994376}
  • id: 19855777
    {'hecke_orbit_code': 4503599862251525, 'n': 32, 'trace_an': 32169857312}
  • id: 19855778
    {'hecke_orbit_code': 4503599862251525, 'n': 33, 'trace_an': 359182912}
  • id: 19855779
    {'hecke_orbit_code': 4503599862251525, 'n': 34, 'trace_an': -30236073988}
  • id: 19855780
    {'hecke_orbit_code': 4503599862251525, 'n': 35, 'trace_an': 7004562500}
  • id: 19855781
    {'hecke_orbit_code': 4503599862251525, 'n': 36, 'trace_an': -43361833852}
  • id: 19855782
    {'hecke_orbit_code': 4503599862251525, 'n': 37, 'trace_an': 31447174242}
  • id: 19855783
    {'hecke_orbit_code': 4503599862251525, 'n': 38, 'trace_an': -42518132360}
  • id: 19855784
    {'hecke_orbit_code': 4503599862251525, 'n': 39, 'trace_an': -70188571072}
  • id: 19855785
    {'hecke_orbit_code': 4503599862251525, 'n': 40, 'trace_an': 40318125000}
  • id: 19855786
    {'hecke_orbit_code': 4503599862251525, 'n': 41, 'trace_an': -10752884434}
  • id: 19855787
    {'hecke_orbit_code': 4503599862251525, 'n': 42, 'trace_an': 92283853824}
  • id: 19855788
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  • id: 19855965
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  • id: 19855966
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  • id: 19855967
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  • id: 19855968
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  • id: 19855969
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  • id: 19855970
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  • id: 19855971
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  • id: 19855972
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  • id: 19855973
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  • id: 19855974
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  • id: 19855975
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  • id: 19855976
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  • id: 19855977
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  • id: 19855978
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  • id: 19855979
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  • id: 19855980
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  • id: 19855981
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  • id: 19855982
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  • id: 19855983
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  • id: 19855984
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  • id: 19855985
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  • id: 19855986
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  • id: 19855987
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  • id: 19855988
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  • id: 19855989
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  • id: 19855990
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  • id: 19855991
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  • id: 19855992
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  • id: 19855993
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  • id: 19855994
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  • id: 19855995
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  • id: 19855996
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  • id: 19855997
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  • id: 19855998
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  • id: 19855999
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  • id: 19856000
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  • id: 19856001
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  • id: 19856002
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  • id: 19856003
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