Embedded newform data - 224.6.a.i.1.5

Formats: - HTML - YAML - JSON - 2025-12-17T12:02:01.089835

• 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': 8064, 'analytic_conductor': 35.92597563810766, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 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': [224, 1, [127, 197, 129], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 5, 'field_disc': 1822956605200, 'field_disc_factorization': [[2, 4], [5, 2], [4557391513, 1]], 'field_poly': [-13998, 7973, -272, -229, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [-208800, 107952, -7592, -876, 10, 1]]], 'hecke_orbit': 9, 'hecke_orbit_code': 36028797119627488, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 4096, 'hecke_ring_index_factorization': [[2, 12]], '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': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '224.6.a.i', 'level': 224, '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, 7], 'level_radical': 14, 'minimal_twist': '224.6.a.i', 'prim_orbit_index': 1, 'qexp_display': 'q+(-2+\\beta _{1})q^{3}+(7-\\beta _{3})q^{5}+7^{2}q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 5, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '224.6.a', 'trace_display': [0, -10, 36, 245], 'trace_hash': 1235955534168460518, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.035', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.514', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '55.773', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1063.971', 'prec': 27}], 'trace_zratio': 0, 'traces': [5, 0, -10, 0, 36, 0, 245, 0, 637, 0, 116, 0, 40, 0, 16, 0, -402, 0, -3582, 0, -490, 0, 472, 0, 9615, 0, 356, 0, 4754, 0, -10500, 0, 15864, 0, 1764, 0, 19642, 0, 10872, 0, 23398, 0, 22044, 0, 49476, 0, 16004, 0, 12005, 0, -45676, 0, 54246, 0, 53456, 0, 109556, 0, -74366, 0, 68316, 0, 31213, 0, 152568, 0, -26560, 0, 214720, 0, 93072, 0, 136098, 0, -124510, 0, 5684, 0, 96080, 0, 104801, 0, -145894, 0, 117352, 0, 168876, 0, 188554, 0, 1960, 0, 86296, 0, 74736, 0, -88146, 0, -260236, 0, 9524, 0, 234380, 0, 784, 0, -154552, 0, 233706, 0, 161084, 0, 48102, 0, -212336, 0, -87960, 0, -19698, 0, 119529, 0, -896092, 0, 86616, 0, 626512, 0, -463192, 0, -115854, 0, -175518, 0, 802304, 0, -753750, 0, -838482, 0, -710264, 0, 1085216, 0, -875304, 0, -24010, 0, -582210, 0, 260160, 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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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'angles': [None, -0.08001943098321367, -0.1726496682365908, None, -0.22162443949507993, -0.22120614985956494, -0.3632244673264234, -0.23111292559142357, -0.12206378958172166, -0.1674089604941149, -0.4132680827885795, -0.21465075091337424, -0.40336900637333634, -0.17445745303560073, -0.36275656343314616, -0.15526393152117346, -0.44809218999108197, -0.18452594895433155, -0.32878287837139997, -0.17898662236368032, -0.19948498617119378, -0.27283936349407534, -0.2166552456470188, -0.13589270825555666, -0.36658387336954384, -0.15510574467037344, -0.21820700930821404, -0.1939884558385503, -0.171457956971962, -0.06671055318638146, -0.3028255765845362, -0.37762117415951174, -0.3547585347095552, -0.339084459688009, -0.35031568617807, -0.29431418926685965, -0.2885496244232429, -0.36046363647656415, -0.3946333369144811, -0.17140764851019977, -0.2220301149521118, -0.22913331969984274, -0.2471567213185017, -0.09000531363437411, -0.271824991212866, -0.36995194893474226, -0.13545349315591215, 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-0.2296026574947987, -0.2804557539584613, -0.231007179362356, -0.3466682342778059, -0.2652061009025152, -0.2123761700424958, -0.12499228664907011, -0.057999890474919304, -0.34515662992559226, -0.2948769284412908, -0.18063662281203105, -0.2948942196359725, -0.35516003911044275, -0.3331613150063206, -0.26727439321858554, -0.244157469085257, -0.34374401171928476, -0.37060554459598816, -0.24570575473500533, -0.2641614701945618, -0.22869419013171632, -0.264839267548284, -0.21481517412524603, -0.3032640115888973, -0.23595268215641527, -0.25978310789812736, -0.13327902920114343, -0.2551819516275218, -0.2526785882745057], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 5, 'dual_embedding_m': 5, 'embedding_index': 5, 'embedding_m': 5, 'embedding_root_imag': 0.0, 'embedding_root_real': 14.659352274267794, 'hecke_orbit': 9, 'hecke_orbit_code': 36028797119627488, 'label': '224.6.a.i.1.5', 'level': 224, 'weight': 6}
• 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': [7, 9, 8, 6], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [4, 4, 4, 4], 'ALdims_old': [28, 32, 31, 31], 'Nk2': 8064, 'analytic_conductor': 35.92597563810766, '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': [224, 1, [127, 197, 129], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 152, 'dim': 30, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 100663520, 'hecke_orbit_dims': [1, 1, 2, 2, 3, 3, 4, 4, 5, 5], 'label': '224.6.a', 'level': 224, '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, 7], 'level_radical': 14, 'mf_dim': 168, 'mf_new_dim': 30, 'num_forms': 10, 'plus_dim': 13, 'prim_orbit_index': 1, 'relative_dim': 30, 'sturm_bound': 192, 'trace_bound': 3, 'trace_display': [0, 0, -76, 0], 'traces': [30, 0, 0, 0, -76, 0, 0, 0, 2342, 0, 0, 0, 244, 0, 0, 0, -3220, 0, 0, 0, 0, 0, 0, 0, 28098, 0, 0, 0, 8564, 0, 0, 0, -7504, 0, 0, 0, 18820, 0, 0, 0, 42252, 0, 0, 0, -102828, 0, 0, 0, 72030, 0, 0, 0, 117956, 0, 0, 0, 198912, 0, 0, 0, -91580, 0, 0, 0, -118568, 0, 0, 0, 285072, 0, 0, 0, 122364, 0, 0, 0, 0, 0, 0, 0, 115246, 0, 0, 0, 131080, 0, 0, 0, 426364, 0, 0, 0, 364128, 0, 0, 0, -470132, 0, 0, 0, 180100, 0, 0, 0, -196784, 0, 0, 0, -145004, 0, 0, 0, -184804, 0, 0, 0, 689268, 0, 0, 0, 427606, 0, 0, 0, 243384, 0, 0, 0, 274256, 0, 0, 0, -353584, 0, 0, 0, -1300308, 0, 0, 0, -1469952, 0, 0, 0, -1377992, 0, 0, 0, -568476, 0, 0, 0, -1531236, 0, 0, 0, 762644, 0, 0, 0, 0, 0, 0, 0, -2419104, 0, 0, 0, 481618, 0, 0, 0, -985004, 0, 0, 0, 809568, 0, 0, 0, -1460332, 0, 0, 0, -1111880, 0, 0, 0, 1775760, 0, 0, 0, 2455612, 0, 0, 0, -2267516, 0, 0, 0, -1150384, 0, 0, 0, -2391896, 0, 0, 0, 1865360, 0, 0, 0, -3593952, 0, 0, 0, -673456, 0, 0, 0, 5452104, 0, 0, 0, 5515770, 0, 0, 0, 2125380, 0, 0, 0, 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-48761664, 0, 0, 0, -16302056, 0, 0, 0, -62666048, 0, 0, 0, -219787268, 0, 0, 0, -67321772, 0, 0, 0, 92800732, 0, 0, 0, -184353200, 0, 0, 0, 9792160, 0, 0, 0, -15305024, 0, 0, 0, -123789824, 0, 0, 0, -147879064, 0, 0, 0, 4488824, 0, 0, 0, 248685284, 0, 0, 0, 29755024, 0, 0, 0, 10883488, 0, 0, 0, 57269056, 0, 0, 0, -41762660, 0, 0, 0, 123054860, 0, 0, 0, 39249728, 0, 0, 0, -92831620, 0, 0, 0, 320036212, 0, 0, 0, -65856000, 0, 0, 0, -121877464, 0, 0, 0, -8607988, 0, 0, 0, 125514144, 0, 0, 0, 162640862, 0, 0, 0, -90070472, 0, 0, 0, -5936992, 0, 0, 0, -17451056, 0, 0, 0, -96892004, 0, 0, 0, 116970340, 0, 0, 0, -76404424, 0, 0, 0, -59459360, 0, 0, 0, 108699472, 0, 0, 0, 112686356, 0, 0, 0], 'weight': 6, '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: 46579844
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 5, 'source_hecke_orbit_code': 36028797119627488, 'source_is_minimal': True, 'source_label': '224.6.a.i.1.5', 'source_level': 224, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 5, 'target_hecke_orbit_code': 36028797119627488, 'target_is_minimal': True, 'target_label': '224.6.a.i.1.5', 'target_level': 224, 'twist_class_label': '224.6.a.i.1.5', 'twist_class_level': 224, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 46579845
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 5, 'source_hecke_orbit_code': 36028797119627488, 'source_is_minimal': True, 'source_label': '224.6.a.i.1.5', 'source_level': 224, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 1, 'target_hecke_orbit_code': 40532396746997984, 'target_is_minimal': True, 'target_label': '224.6.a.j.1.1', 'target_level': 224, 'twist_class_label': '224.6.a.i.1.5', 'twist_class_level': 224, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 46579846
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 5, 'source_hecke_orbit_code': 36028797119627488, 'source_is_minimal': True, 'source_label': '224.6.a.i.1.5', 'source_level': 224, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 5, 'target_hecke_orbit_code': 135107988921778624, 'target_is_minimal': False, 'target_label': '448.6.a.be.1.5', 'target_level': 448, 'twist_class_label': '224.6.a.i.1.5', 'twist_class_level': 224, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 46579847
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 5, 'source_hecke_orbit_code': 36028797119627488, 'source_is_minimal': True, 'source_label': '224.6.a.i.1.5', 'source_level': 224, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 1, 'target_hecke_orbit_code': 139611588549149120, 'target_is_minimal': False, 'target_label': '448.6.a.bf.1.1', 'target_level': 448, 'twist_class_label': '224.6.a.i.1.5', 'twist_class_level': 224, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 536375
    {'charpoly_factorization': [[[0, 1], 5]], 'hecke_orbit_code': 36028797119627488, 'p': 2}
  • id: 536376
    {'charpoly_factorization': [[[-208800, 107952, -7592, -876, 10, 1], 1]], 'hecke_orbit_code': 36028797119627488, 'p': 3}
  • id: 536377
    {'charpoly_factorization': [[[-222365696, 16702736, 342672, -11972, -36, 1], 1]], 'hecke_orbit_code': 36028797119627488, 'p': 5}
  • id: 536378
    {'charpoly_factorization': [[[-49, 1], 5]], 'hecke_orbit_code': 36028797119627488, 'p': 7}
  • id: 536379
    {'charpoly_factorization': [[[183286596608, -16851132672, 173665088, -455664, -116, 1], 1]], 'hecke_orbit_code': 36028797119627488, 'p': 11}
  • id: 536380
    {'charpoly_factorization': [[[247266196544, 28757047888, 37014784, -829636, -40, 1], 1]], 'hecke_orbit_code': 36028797119627488, 'p': 13}
  • id: 536381
    {'charpoly_factorization': [[[-353511151373280, 2379976827280, -2695788240, -4604968, 402, 1], 1]], 'hecke_orbit_code': 36028797119627488, 'p': 17}
  • id: 536382
    {'charpoly_factorization': [[[7112109898059808, -11808407073232, -19135170168, -2552972, 3582, 1], 1]], 'hecke_orbit_code': 36028797119627488, 'p': 19}
  • id: 536383
    {'charpoly_factorization': [[[116982338009905152, 220159981381888, 542594048, -30664992, -472, 1], 1]], 'hecke_orbit_code': 36028797119627488, 'p': 23}
  • id: 536384
    {'charpoly_factorization': [[[385668769900695520, -750868256585840, 378698413520, -50170792, -4754, 1], 1]], 'hecke_orbit_code': 36028797119627488, 'p': 29}
  • id: 536385
    {'charpoly_factorization': [[[3408739887300561920, -1414979356403968, -917812367424, -66606704, 10500, 1], 1]], 'hecke_orbit_code': 36028797119627488, 'p': 31}
  • id: 536386
    {'charpoly_factorization': [[[117905791582517600, -81331223815280, -209626615280, 119395160, -19642, 1], 1]], 'hecke_orbit_code': 36028797119627488, 'p': 37}
  • id: 536387
    {'charpoly_factorization': [[[135096159295101604000, -55355904066887280, 6903777643504, -134223912, -23398, 1], 1]], 'hecke_orbit_code': 36028797119627488, 'p': 41}
  • id: 536388
    {'charpoly_factorization': [[[-77538343379353080832, 2630170069505792, 3561557790144, -164335472, -22044, 1], 1]], 'hecke_orbit_code': 36028797119627488, 'p': 43}
  • id: 536389
    {'charpoly_factorization': [[[628865585262472483840, 189448839464612608, 5982354113600, -805861168, -16004, 1], 1]], 'hecke_orbit_code': 36028797119627488, 'p': 47}
  • id: 536390
    {'charpoly_factorization': [[[-575209828712109810400, -55603384403194800, 10777434128080, 401563688, -54246, 1], 1]], 'hecke_orbit_code': 36028797119627488, 'p': 53}
  • id: 536391
    {'charpoly_factorization': [[[-14375284696012125920, -9671835518624976, 1264001635336, 1229634900, 74366, 1], 1]], 'hecke_orbit_code': 36028797119627488, 'p': 59}
  • id: 536392
    {'charpoly_factorization': [[[-30906780291215481216, -38441709688547312, -360764942544, 1136765180, -68316, 1], 1]], 'hecke_orbit_code': 36028797119627488, 'p': 61}
  • id: 536393
    {'charpoly_factorization': [[[16840051092288503435264, 125084489230373120, -128473365502720, -3678461600, 26560, 1], 1]], 'hecke_orbit_code': 36028797119627488, 'p': 67}
  • id: 536394
    {'charpoly_factorization': [[[103842290588006925991936, -10444629551847829504, 314947215959040, -859052096, -93072, 1], 1]], 'hecke_orbit_code': 36028797119627488, 'p': 71}
  • id: 536395
    {'charpoly_factorization': [[[8167090664477841583200, 368605340915279440, -120728028945936, 6496046888, -136098, 1], 1]], 'hecke_orbit_code': 36028797119627488, 'p': 73}
  • id: 536396
    {'charpoly_factorization': [[[-26989971858101080686592, -460659393550282752, 114284266099712, 499256256, -96080, 1], 1]], 'hecke_orbit_code': 36028797119627488, 'p': 79}
  • id: 536397
    {'charpoly_factorization': [[[-8669377299294959100000, 2843881551658836400, -239652720440728, 1004010932, 145894, 1], 1]], 'hecke_orbit_code': 36028797119627488, 'p': 83}
  • id: 536398
    {'charpoly_factorization': [[[64363064200179994471392, -14597759081174068656, 353156462625456, 6722278824, -188554, 1], 1]], 'hecke_orbit_code': 36028797119627488, 'p': 89}
  • id: 536399
    {'charpoly_factorization': [[[9361903593232682369453600, 113863368896318852240, -1809901383688272, -21534547688, 88146, 1], 1]], 'hecke_orbit_code': 36028797119627488, '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': 9, 'label': '224.6.a.i', 'level': 224, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 51761227
    {'hecke_orbit_code': 36028797119627488, 'n': 1, 'trace_an': 5}
  • id: 51761228
    {'hecke_orbit_code': 36028797119627488, 'n': 2, 'trace_an': 0}
  • id: 51761229
    {'hecke_orbit_code': 36028797119627488, 'n': 3, 'trace_an': -10}
  • id: 51761230
    {'hecke_orbit_code': 36028797119627488, 'n': 4, 'trace_an': 0}
  • id: 51761231
    {'hecke_orbit_code': 36028797119627488, 'n': 5, 'trace_an': 36}
  • id: 51761232
    {'hecke_orbit_code': 36028797119627488, 'n': 6, 'trace_an': 0}
  • id: 51761233
    {'hecke_orbit_code': 36028797119627488, 'n': 7, 'trace_an': 245}
  • id: 51761234
    {'hecke_orbit_code': 36028797119627488, 'n': 8, 'trace_an': 0}
  • id: 51761235
    {'hecke_orbit_code': 36028797119627488, 'n': 9, 'trace_an': 637}
  • id: 51761236
    {'hecke_orbit_code': 36028797119627488, 'n': 10, 'trace_an': 0}
  • id: 51761237
    {'hecke_orbit_code': 36028797119627488, 'n': 11, 'trace_an': 116}
  • id: 51761238
    {'hecke_orbit_code': 36028797119627488, 'n': 12, 'trace_an': 0}
  • id: 51761239
    {'hecke_orbit_code': 36028797119627488, 'n': 13, 'trace_an': 40}
  • id: 51761240
    {'hecke_orbit_code': 36028797119627488, 'n': 14, 'trace_an': 0}
  • id: 51761241
    {'hecke_orbit_code': 36028797119627488, 'n': 15, 'trace_an': 16}
  • id: 51761242
    {'hecke_orbit_code': 36028797119627488, 'n': 16, 'trace_an': 0}
  • id: 51761243
    {'hecke_orbit_code': 36028797119627488, 'n': 17, 'trace_an': -402}
  • id: 51761244
    {'hecke_orbit_code': 36028797119627488, 'n': 18, 'trace_an': 0}
  • id: 51761245
    {'hecke_orbit_code': 36028797119627488, 'n': 19, 'trace_an': -3582}
  • id: 51761246
    {'hecke_orbit_code': 36028797119627488, 'n': 20, 'trace_an': 0}
  • id: 51761247
    {'hecke_orbit_code': 36028797119627488, 'n': 21, 'trace_an': -490}
  • id: 51761248
    {'hecke_orbit_code': 36028797119627488, 'n': 22, 'trace_an': 0}
  • id: 51761249
    {'hecke_orbit_code': 36028797119627488, 'n': 23, 'trace_an': 472}
  • id: 51761250
    {'hecke_orbit_code': 36028797119627488, 'n': 24, 'trace_an': 0}
  • id: 51761251
    {'hecke_orbit_code': 36028797119627488, 'n': 25, 'trace_an': 9615}
  • id: 51761252
    {'hecke_orbit_code': 36028797119627488, 'n': 26, 'trace_an': 0}
  • id: 51761253
    {'hecke_orbit_code': 36028797119627488, 'n': 27, 'trace_an': 356}
  • id: 51761254
    {'hecke_orbit_code': 36028797119627488, 'n': 28, 'trace_an': 0}
  • id: 51761255
    {'hecke_orbit_code': 36028797119627488, 'n': 29, 'trace_an': 4754}
  • id: 51761256
    {'hecke_orbit_code': 36028797119627488, 'n': 30, 'trace_an': 0}
  • id: 51761257
    {'hecke_orbit_code': 36028797119627488, 'n': 31, 'trace_an': -10500}
  • id: 51761258
    {'hecke_orbit_code': 36028797119627488, 'n': 32, 'trace_an': 0}
  • id: 51761259
    {'hecke_orbit_code': 36028797119627488, 'n': 33, 'trace_an': 15864}
  • id: 51761260
    {'hecke_orbit_code': 36028797119627488, 'n': 34, 'trace_an': 0}
  • id: 51761261
    {'hecke_orbit_code': 36028797119627488, 'n': 35, 'trace_an': 1764}
  • id: 51761262
    {'hecke_orbit_code': 36028797119627488, 'n': 36, 'trace_an': 0}
  • id: 51761263
    {'hecke_orbit_code': 36028797119627488, 'n': 37, 'trace_an': 19642}
  • id: 51761264
    {'hecke_orbit_code': 36028797119627488, 'n': 38, 'trace_an': 0}
  • id: 51761265
    {'hecke_orbit_code': 36028797119627488, 'n': 39, 'trace_an': 10872}
  • id: 51761266
    {'hecke_orbit_code': 36028797119627488, 'n': 40, 'trace_an': 0}
  • id: 51761267
    {'hecke_orbit_code': 36028797119627488, 'n': 41, 'trace_an': 23398}
  • id: 51761268
    {'hecke_orbit_code': 36028797119627488, 'n': 42, 'trace_an': 0}
  • id: 51761269
    {'hecke_orbit_code': 36028797119627488, 'n': 43, 'trace_an': 22044}
  • id: 51761270
    {'hecke_orbit_code': 36028797119627488, 'n': 44, 'trace_an': 0}
  • id: 51761271
    {'hecke_orbit_code': 36028797119627488, 'n': 45, 'trace_an': 49476}
  • id: 51761272
    {'hecke_orbit_code': 36028797119627488, 'n': 46, 'trace_an': 0}
  • id: 51761273
    {'hecke_orbit_code': 36028797119627488, 'n': 47, 'trace_an': 16004}
  • id: 51761274
    {'hecke_orbit_code': 36028797119627488, 'n': 48, 'trace_an': 0}
  • id: 51761275
    {'hecke_orbit_code': 36028797119627488, 'n': 49, 'trace_an': 12005}
  • id: 51761276
    {'hecke_orbit_code': 36028797119627488, 'n': 50, 'trace_an': 0}
  • id: 51761277
    {'hecke_orbit_code': 36028797119627488, 'n': 51, 'trace_an': -45676}
  • id: 51761278
    {'hecke_orbit_code': 36028797119627488, 'n': 52, 'trace_an': 0}
  • id: 51761279
    {'hecke_orbit_code': 36028797119627488, 'n': 53, 'trace_an': 54246}
  • id: 51761280
    {'hecke_orbit_code': 36028797119627488, 'n': 54, 'trace_an': 0}
  • id: 51761281
    {'hecke_orbit_code': 36028797119627488, 'n': 55, 'trace_an': 53456}
  • id: 51761282
    {'hecke_orbit_code': 36028797119627488, 'n': 56, 'trace_an': 0}
  • id: 51761283
    {'hecke_orbit_code': 36028797119627488, 'n': 57, 'trace_an': 109556}
  • id: 51761284
    {'hecke_orbit_code': 36028797119627488, 'n': 58, 'trace_an': 0}
  • id: 51761285
    {'hecke_orbit_code': 36028797119627488, 'n': 59, 'trace_an': -74366}
  • id: 51761286
    {'hecke_orbit_code': 36028797119627488, 'n': 60, 'trace_an': 0}
  • id: 51761287
    {'hecke_orbit_code': 36028797119627488, 'n': 61, 'trace_an': 68316}
  • id: 51761288
    {'hecke_orbit_code': 36028797119627488, 'n': 62, 'trace_an': 0}
  • id: 51761289
    {'hecke_orbit_code': 36028797119627488, 'n': 63, 'trace_an': 31213}
  • id: 51761290
    {'hecke_orbit_code': 36028797119627488, 'n': 64, 'trace_an': 0}
  • id: 51761291
    {'hecke_orbit_code': 36028797119627488, 'n': 65, 'trace_an': 152568}
  • id: 51761292
    {'hecke_orbit_code': 36028797119627488, 'n': 66, 'trace_an': 0}
  • id: 51761293
    {'hecke_orbit_code': 36028797119627488, 'n': 67, 'trace_an': -26560}
  • id: 51761294
    {'hecke_orbit_code': 36028797119627488, 'n': 68, 'trace_an': 0}
  • id: 51761295
    {'hecke_orbit_code': 36028797119627488, 'n': 69, 'trace_an': 214720}
  • id: 51761296
    {'hecke_orbit_code': 36028797119627488, 'n': 70, 'trace_an': 0}
  • id: 51761297
    {'hecke_orbit_code': 36028797119627488, 'n': 71, 'trace_an': 93072}
  • id: 51761298
    {'hecke_orbit_code': 36028797119627488, 'n': 72, 'trace_an': 0}
  • id: 51761299
    {'hecke_orbit_code': 36028797119627488, 'n': 73, 'trace_an': 136098}
  • id: 51761300
    {'hecke_orbit_code': 36028797119627488, 'n': 74, 'trace_an': 0}
  • id: 51761301
    {'hecke_orbit_code': 36028797119627488, 'n': 75, 'trace_an': -124510}
  • id: 51761302
    {'hecke_orbit_code': 36028797119627488, 'n': 76, 'trace_an': 0}
  • id: 51761303
    {'hecke_orbit_code': 36028797119627488, 'n': 77, 'trace_an': 5684}
  • id: 51761304
    {'hecke_orbit_code': 36028797119627488, 'n': 78, 'trace_an': 0}
  • id: 51761305
    {'hecke_orbit_code': 36028797119627488, 'n': 79, 'trace_an': 96080}
  • id: 51761306
    {'hecke_orbit_code': 36028797119627488, 'n': 80, 'trace_an': 0}
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