Embedded newform data - 81.11.f.a.71.13

Formats: - HTML - YAML - JSON - 2025-09-04T00:49:22.390246

• 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': 9801, 'analytic_conductor': 51.46393746657165, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 27, 'char_degree': 6, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 18, 'char_parity': -1, 'char_values': [81, 18, [2], [1]], 'cm_discs': [], 'conrey_index': 8, 'dim': 174, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 343781933137, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 27, 6, -1, 18, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '81.11.f.a', 'level': 81, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'minimal_twist': '27.11.f.a', 'prim_orbit_index': 6, 'related_objects': [], 'relative_dim': 29, 'rm_discs': [], 'sato_tate_group': '10.2.3.c18', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '81.11.f', 'trace_display': [6, 0, 4965, -6], 'traces': [174, 6, 0, -6, 4965, 0, -6, 9, 0, -3, 978, 0, -6, -2134569, 0, -3078, 9, 0, -3, -15925353, 0, 10420410, -8437692, 0, -14881965, 0, 0, -12, -7820868, 0, -51711531, -76244832, 0, 92236410, 260153622, 0, -3, -250645020, 0, -26151153, 837714012, 0, -213300456, -2245906431, 0, -3, 1685998563, 0, -183168366, -2548576023, 0, -912655665, 0, 0, -12, 4260806997, 0, -496853331, -1806342150, 0, -1784159286, -2786630112, 0, 8858370045, 2961878001, 0, -915608058, -11412166995, 0, 1945422669, 5512912173, 0, 2110132140, -22008588729, 0, 11875694586, 2702962221, 0, 6660721974, 0, 0, -12, -7670489421, 0, -6965484381, 33241766118, 0, 28790289402, -34430237370, 0, -991980102, -40280154009, 0, -62587945905, 12104972679, 0, 48297833958, 103117506282, 0, -60000000003, -17743810827, 0, -38420090070, -183977628387, 0, -27344390967, 0, 0, -12, 282167254710, 0, 49720901691, -37568413200, 0, -9646531179, -186918565158, 0, -3, -240261655428, 0, 45554611206, 486798198540, 0, 180128239893, 231589026270, 0, -3, -342780511791, 0, -86821900080, -442662850263, 0, -40133748576, 0, 0, -6442450956, 597105007323, 0, -10458255057, 800878676016, 0, 33787240164, -716946855336, 0, -3, -546061400367, 0, -413302204884, 10450002939, 0, -280953735576, 1789719938775, 0, -3, -249155644782, 0, 415464674403, -1678331944695, 0, 429401237112, 0, 0, 344729847120, 2475869799891, 0, -921757333236, 332525109354, 0, -274748178480, -2554353754650, 0, -3, -548888625822, 0, 1034526306150, 2100921702267, 0, -578953483848, 1710538104141, 0, -3, -1503546961962, 0, 163166750112, -3731274194811, 0, -226776343914, 0, 0, 59999999988, 4114076616357, 0, 272624546793, 1431287349630, 0, -888243411507, -2945213657793, 0, -3, -4342867860489, 0, 788528306091, 3530680591110, 0, 663607615323, 1945029988800, 0, 3221225469, 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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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[0.022978385605727774, 0.03979973134502986], [0.4548943599667785, -1.2498119822459866], [0.0, 0.0], [0.26830542737422647, 0.2251349851525759], [-0.007442334623615575, -0.020447646326409108], [0.0, 0.0], [-0.07190538898399473, -0.4077957252774688], [0.0, 0.5461978497530863], [0.0, 0.0], [-0.23516530671811647, 0.0]], 'angles': [-0.30311211392314424, None, 0.22415045230758934, -0.27394000401919655, -0.1464625871581069, -0.2748681727191125, -0.17373549636358607, -0.1638579460934879, 0.03035846813048733, -0.36527697048184066, -0.4542867621558624, -0.33528835042930866, -0.16145336349593323, -0.42366916320784387, -0.3580453822043516, -0.3951172506757658, 0.25127860600359997, -0.25656498043425635, 0.15236543969869334, -0.06884450871432836, -0.0845767228020854, -0.03601452769016936, -0.15906315063375423, -0.42477889836768834, -0.30128724836335047, -0.4150511345795977, -0.09675489586729616, 0.04532071364542482, -0.22795879110639, -0.45807803590906765, -0.14725218041653027, 0.005622283625595791, 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-0.3261597934526699, 0.0402763154788707, -0.15492398437903107, -0.27715023130452743, 0.06774688705941452, -0.17668354030298894, -0.3338399888254733, -0.07457017787411356, -0.2043917377194651, -0.28645724806668216, -0.3344920486567889, -0.4815294105598131, -0.21457078367617874, -0.4114556774012559, -0.3383468133309223, 0.08989646002760072, -0.24067491370058847, 0.024647939379373818, -0.486220075904309, -0.1836892339010212, -0.051187402008237556, -0.22616779117111363, 0.35123544685378166, 0.18661339712729694, -0.15455653702816627, 0.15488608405323756, -0.32990173668570877, -0.08797593565832708, -0.46004257774160756, -0.07410201845248146, -0.41585687581234426, -0.4826561979099411, -0.11730543647042495, -0.07679125884943261, -0.15642664986685023, -0.45223356282153787, -0.30916862942806306, -0.417587850413854, -0.06609702195700559, -0.4326255375430618, -0.32803653642264674, -0.12076484152639258, -0.0796758877727546, -0.49458572491412495], 'char_orbit_index': 6, 'conrey_index': 71, 'dual_conrey_index': 8, 'dual_embedding_index': 13, 'dual_embedding_m': 13, 'embedding_index': 13, 'embedding_m': 158, 'hecke_orbit': 1, 'hecke_orbit_code': 343781933137, 'label': '81.11.f.a.71.13', 'level': 81, 'weight': 11}
• 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

  
  {'Nk2': 9801, 'analytic_conductor': 51.46393746657165, 'char_conductor': 27, 'char_degree': 6, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 18, 'char_parity': -1, 'char_values': [81, 18, [2], [1]], 'conrey_index': 8, 'cusp_dim': 522, 'dim': 174, 'eis_dim': 36, 'eis_new_dim': 12, 'hecke_orbit_code': 343781933137, 'hecke_orbit_dims': [174], 'label': '81.11.f', 'level': 81, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 558, 'mf_new_dim': 186, 'num_forms': 1, 'prim_orbit_index': 6, 'relative_dim': 29, 'sturm_bound': 99, 'trace_bound': 0, 'trace_display': [6, 0, 4965, -6], 'traces': [174, 6, 0, -6, 4965, 0, -6, 9, 0, -3, 978, 0, -6, -2134569, 0, -3078, 9, 0, -3, -15925353, 0, 10420410, -8437692, 0, -14881965, 0, 0, -12, -7820868, 0, -51711531, -76244832, 0, 92236410, 260153622, 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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: 3771043
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 71, 'source_dim': 174, 'source_embedding_index': 13, 'source_hecke_orbit_code': 343781933137, 'source_is_minimal': False, 'source_label': '81.11.f.a.71.13', 'source_level': 81, 'target_conrey_index': 71, 'target_dim': 174, 'target_embedding_index': 13, 'target_hecke_orbit_code': 343781933137, 'target_is_minimal': False, 'target_label': '81.11.f.a.71.13', 'target_level': 81, 'twist_class_label': '27.11.f.a.2.17', 'twist_class_level': 27, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 11}
  • id: 3771044
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 71, 'source_dim': 174, 'source_embedding_index': 13, 'source_hecke_orbit_code': 343781933137, 'source_is_minimal': False, 'source_label': '81.11.f.a.71.13', 'source_level': 81, 'target_conrey_index': 14, 'target_dim': 174, 'target_embedding_index': 17, 'target_hecke_orbit_code': 343781933083, 'target_is_minimal': True, 'target_label': '27.11.f.a.14.17', 'target_level': 27, 'twist_class_label': '27.11.f.a.2.17', 'twist_class_level': 27, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 11}
  • id: 3771045
    {'conductor': 27, 'degree': 6, 'order': 18, 'parity': -1, 'source_conrey_index': 71, 'source_dim': 174, 'source_embedding_index': 13, 'source_hecke_orbit_code': 343781933137, 'source_is_minimal': False, 'source_label': '81.11.f.a.71.13', 'source_level': 81, 'target_conrey_index': 8, 'target_dim': 174, 'target_embedding_index': 13, 'target_hecke_orbit_code': 343781933137, 'target_is_minimal': False, 'target_label': '81.11.f.a.8.13', 'target_level': 81, 'twist_class_label': '27.11.f.a.2.17', 'twist_class_level': 27, 'twisting_char_label': '27.2', 'twisting_conrey_index': 2, 'weight': 11}
  • id: 3771046
    {'conductor': 27, 'degree': 6, 'order': 9, 'parity': 1, 'source_conrey_index': 71, 'source_dim': 174, 'source_embedding_index': 13, 'source_hecke_orbit_code': 343781933137, 'source_is_minimal': False, 'source_label': '81.11.f.a.71.13', 'source_level': 81, 'target_conrey_index': 2, 'target_dim': 174, 'target_embedding_index': 17, 'target_hecke_orbit_code': 343781933083, 'target_is_minimal': True, 'target_label': '27.11.f.a.2.17', 'target_level': 27, 'twist_class_label': '27.11.f.a.2.17', 'twist_class_level': 27, 'twisting_char_label': '27.25', 'twisting_conrey_index': 25, 'weight': 11}
• hecke_orbit_code 343781933137 does not appear in mf_hecke_charpolys
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 6, 'hecke_orbit': 1, 'label': '81.11.f.a', 'level': 81, 'portrait': 'data:image/png;base64,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', 'weight': 11}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 8588112
    {'hecke_orbit_code': 343781933137, 'n': 1, 'trace_an': 174}
  • id: 8588113
    {'hecke_orbit_code': 343781933137, 'n': 2, 'trace_an': 6}
  • id: 8588114
    {'hecke_orbit_code': 343781933137, 'n': 3, 'trace_an': 0}
  • id: 8588115
    {'hecke_orbit_code': 343781933137, 'n': 4, 'trace_an': -6}
  • id: 8588116
    {'hecke_orbit_code': 343781933137, 'n': 5, 'trace_an': 4965}
  • id: 8588117
    {'hecke_orbit_code': 343781933137, 'n': 6, 'trace_an': 0}
  • id: 8588118
    {'hecke_orbit_code': 343781933137, 'n': 7, 'trace_an': -6}
  • id: 8588119
    {'hecke_orbit_code': 343781933137, 'n': 8, 'trace_an': 9}
  • id: 8588120
    {'hecke_orbit_code': 343781933137, 'n': 9, 'trace_an': 0}
  • id: 8588121
    {'hecke_orbit_code': 343781933137, 'n': 10, 'trace_an': -3}
  • id: 8588122
    {'hecke_orbit_code': 343781933137, 'n': 11, 'trace_an': 978}
  • id: 8588123
    {'hecke_orbit_code': 343781933137, 'n': 12, 'trace_an': 0}
  • id: 8588124
    {'hecke_orbit_code': 343781933137, 'n': 13, 'trace_an': -6}
  • id: 8588125
    {'hecke_orbit_code': 343781933137, 'n': 14, 'trace_an': -2134569}
  • id: 8588126
    {'hecke_orbit_code': 343781933137, 'n': 15, 'trace_an': 0}
  • id: 8588127
    {'hecke_orbit_code': 343781933137, 'n': 16, 'trace_an': -3078}
  • id: 8588128
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  • id: 8588136
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  • id: 8588328
    {'hecke_orbit_code': 343781933137, 'n': 729, 'trace_an': 0}
  • id: 8588329
    {'hecke_orbit_code': 343781933137, 'n': 733, 'trace_an': 838406886572109}
  • id: 8588330
    {'hecke_orbit_code': 343781933137, 'n': 739, 'trace_an': -399299071003473}
  • id: 8588331
    {'hecke_orbit_code': 343781933137, 'n': 743, 'trace_an': -1886129237036334}
  • id: 8588332
    {'hecke_orbit_code': 343781933137, 'n': 751, 'trace_an': -375394927624989}
  • id: 8588333
    {'hecke_orbit_code': 343781933137, 'n': 757, 'trace_an': 895674677626122}
  • id: 8588334
    {'hecke_orbit_code': 343781933137, 'n': 761, 'trace_an': 4553453334852231}
  • id: 8588335
    {'hecke_orbit_code': 343781933137, 'n': 769, 'trace_an': 1499483318339082}
  • id: 8588336
    {'hecke_orbit_code': 343781933137, 'n': 773, 'trace_an': -4130825201021106}
  • id: 8588337
    {'hecke_orbit_code': 343781933137, 'n': 787, 'trace_an': -1000228617615732}
  • id: 8588338
    {'hecke_orbit_code': 343781933137, 'n': 797, 'trace_an': -1606836947942991}
  • id: 8588339
    {'hecke_orbit_code': 343781933137, 'n': 809, 'trace_an': 0}
  • id: 8588340
    {'hecke_orbit_code': 343781933137, 'n': 811, 'trace_an': -12}
  • id: 8588341
    {'hecke_orbit_code': 343781933137, 'n': 821, 'trace_an': -1372906599091347}
  • id: 8588342
    {'hecke_orbit_code': 343781933137, 'n': 823, 'trace_an': -2783215162031946}
  • id: 8588343
    {'hecke_orbit_code': 343781933137, 'n': 827, 'trace_an': -3953751728653332}
  • id: 8588344
    {'hecke_orbit_code': 343781933137, 'n': 829, 'trace_an': -617759117845203}
  • id: 8588345
    {'hecke_orbit_code': 343781933137, 'n': 839, 'trace_an': 7047741088363947}
  • id: 8588346
    {'hecke_orbit_code': 343781933137, 'n': 841, 'trace_an': 2334422888402808}
  • id: 8588347
    {'hecke_orbit_code': 343781933137, 'n': 853, 'trace_an': -3199789454539317}
  • id: 8588348
    {'hecke_orbit_code': 343781933137, 'n': 857, 'trace_an': -5387577124794942}
  • id: 8588349
    {'hecke_orbit_code': 343781933137, 'n': 859, 'trace_an': -1677760770024402}
  • id: 8588350
    {'hecke_orbit_code': 343781933137, 'n': 863, 'trace_an': 0}
  • id: 8588351
    {'hecke_orbit_code': 343781933137, 'n': 877, 'trace_an': 3099754071966558}
  • id: 8588352
    {'hecke_orbit_code': 343781933137, 'n': 881, 'trace_an': -588545201440998}
  • id: 8588353
    {'hecke_orbit_code': 343781933137, 'n': 883, 'trace_an': -3}
  • id: 8588354
    {'hecke_orbit_code': 343781933137, 'n': 887, 'trace_an': -5665060828401069}
  • id: 8588355
    {'hecke_orbit_code': 343781933137, 'n': 907, 'trace_an': -507027524411445}
  • id: 8588356
    {'hecke_orbit_code': 343781933137, 'n': 911, 'trace_an': -6719899219235616}
  • id: 8588357
    {'hecke_orbit_code': 343781933137, 'n': 919, 'trace_an': -4897244534482056}
  • id: 8588358
    {'hecke_orbit_code': 343781933137, 'n': 929, 'trace_an': 5013682648059084}
  • id: 8588359
    {'hecke_orbit_code': 343781933137, 'n': 937, 'trace_an': -884716200861177}
  • id: 8588360
    {'hecke_orbit_code': 343781933137, 'n': 941, 'trace_an': -1646326341040404}
  • id: 8588361
    {'hecke_orbit_code': 343781933137, 'n': 947, 'trace_an': 2687050595627961}
  • id: 8588362
    {'hecke_orbit_code': 343781933137, 'n': 953, 'trace_an': 2319669223963236}
  • id: 8588363
    {'hecke_orbit_code': 343781933137, 'n': 961, 'trace_an': 11234579641899123}
  • id: 8588364
    {'hecke_orbit_code': 343781933137, 'n': 967, 'trace_an': 4882530046538514}
  • id: 8588365
    {'hecke_orbit_code': 343781933137, 'n': 971, 'trace_an': 0}
  • id: 8588366
    {'hecke_orbit_code': 343781933137, 'n': 977, 'trace_an': -2379197868983814}
  • id: 8588367
    {'hecke_orbit_code': 343781933137, 'n': 983, 'trace_an': -3550592316409122}
  • id: 8588368
    {'hecke_orbit_code': 343781933137, 'n': 991, 'trace_an': -344468857382454}
  • id: 8588369
    {'hecke_orbit_code': 343781933137, 'n': 997, 'trace_an': 5667947924971836}