Newform data - 22.20.a.b

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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
  conrey_indexes	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_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	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': 8800, 'analytic_conductor': 50.33967324240377, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [11, 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': [22, 1, [13], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 204604, 'field_disc_factorization': [[2, 2], [51151, 1]], 'field_poly': [-51151, 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, [5737473, -16974, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599962914838, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 4, 'hecke_ring_index_factorization': [[2, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '22.20.a.b', 'level': 22, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 11], 'level_radical': 22, 'minimal_twist': '22.20.a.b', 'nf_label': '2.2.204604.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2^{9}q^{2}+(8487+9\\beta )q^{3}+2^{18}q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '19.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '22.20.a', 'trace_display': [1024, 16974, -2948510, 84929956], 'trace_hash': 2195129755173450676, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.909', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.418', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '65.560', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, 1024, 16974, 524288, -2948510, 8690688, 84929956, 268435456, -2047881204, -1509637120, -4715895382, 4449632256, 12931357856, 43484137472, -91168385490, 137438953472, -459787304876, -1048515176448, -1766628927912, -772934205440, 1510776580572, -2414538435584, -3266600096146, 2278211715072, -801420243000, 6620855222272, -34858123423398, 22263878385664, -97113536421264, -46678213370880, -154254203154130, 70368744177664, -40023804107034, -235411100096512, -519318683122780, -536839770341376, -571392764844202, -904514011090944, 993838018166208, -395742313185280, -184921680043224, 773517609252864, 2116703700483204, -1236243679019008, 1896364379272140, -1672499249226752, -7456201298413488, 1166444398116864, -14484301062165318, -410327164416000, -6621865965055188, 3389877873803264, -14846639027241356, -17847359192779776, 6952432346390410, 11399105733459968, -23447497932939960, 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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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[182933168689547261239647825284511, 721257477020171079820538155452], [-816885791013343786929735331913840, -803036855207240324929745474882], [188346957499785573337148881529384, -184752143402006860480931415542], [342696368720118225576697479502770, 514595314591441449834101058369], [-206612625603192040804235536184278, 699792808938114005188775704140], [80212325038327837563770537187003, -606959587761875689528574862216], [-1032328933931100191715714216190449, -420448175828817755239708092111], [1327469775555249384650934704484266, -410604745554607151303694180509], [562751536735727901708841226049123, -1287673609871422066444019382295], [929121785860826969893583852467536, -312961188442398927725870297136]], 'char_orbit_index': 1, 'field_poly': [-51151, 0, 1], 'hecke_orbit_code': 4503599962914838, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 4], 'hecke_ring_inverse_numerators': [[1, 0], [0, 1]], 'hecke_ring_numerators': [[1, 0], [0, 4]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '22.20.a.b', 'level': 22, 'maxp': 2999, 'weight': 20}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  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_prime	boolean
  level_is_prime_power	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

  
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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

  
  {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '22.20.a.b', 'source_level': 22, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '22.20.a.b', 'target_level': 22, 'twist_class_label': '22.20.a.b', 'twist_class_level': 22, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 20}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 87375
    {'charpoly_factorization': [[[-512, 1], 2]], 'hecke_orbit_code': 4503599962914838, 'p': 2}
  • id: 87376
    {'charpoly_factorization': [[[5737473, -16974, 1], 1]], 'hecke_orbit_code': 4503599962914838, 'p': 3}
  • id: 87377
    {'charpoly_factorization': [[[-14325920596575, 2948510, 1], 1]], 'hecke_orbit_code': 4503599962914838, 'p': 5}
  • id: 87378
    {'charpoly_factorization': [[[-550195941209516, -84929956, 1], 1]], 'hecke_orbit_code': 4503599962914838, 'p': 7}
  • id: 87379
    {'charpoly_factorization': [[[2357947691, 1], 2]], 'hecke_orbit_code': 4503599962914838, 'p': 11}
  • id: 87380
    {'charpoly_factorization': [[[-2905828107589704750960, -12931357856, 1], 1]], 'hecke_orbit_code': 4503599962914838, 'p': 13}
  • id: 87381
    {'charpoly_factorization': [[[24957318158534813611380, 459787304876, 1], 1]], 'hecke_orbit_code': 4503599962914838, 'p': 17}
  • id: 87382
    {'charpoly_factorization': [[[510707987368777665448352, 1766628927912, 1], 1]], 'hecke_orbit_code': 4503599962914838, 'p': 19}
  • id: 87383
    {'charpoly_factorization': [[[-118622843020739460317951007, 3266600096146, 1], 1]], 'hecke_orbit_code': 4503599962914838, 'p': 23}
  • id: 87384
    {'charpoly_factorization': [[[2132404994942672931779246208, 97113536421264, 1], 1]], 'hecke_orbit_code': 4503599962914838, 'p': 29}
  • id: 87385
    {'charpoly_factorization': [[[3190533665378782037694926625, 154254203154130, 1], 1]], 'hecke_orbit_code': 4503599962914838, 'p': 31}
  • id: 87386
    {'charpoly_factorization': [[[-165966790655738943195415630215, 571392764844202, 1], 1]], 'hecke_orbit_code': 4503599962914838, 'p': 37}
  • id: 87387
    {'charpoly_factorization': [[[-450119731195459002871931529312, 184921680043224, 1], 1]], 'hecke_orbit_code': 4503599962914838, 'p': 41}
  • id: 87388
    {'charpoly_factorization': [[[966791892946200281535119735300, -2116703700483204, 1], 1]], 'hecke_orbit_code': 4503599962914838, 'p': 43}
  • id: 87389
    {'charpoly_factorization': [[[-32219299532489993251416609217920, 7456201298413488, 1], 1]], 'hecke_orbit_code': 4503599962914838, 'p': 47}
  • id: 87390
    {'charpoly_factorization': [[[-739595756377458039500044903810716, 14846639027241356, 1], 1]], 'hecke_orbit_code': 4503599962914838, 'p': 53}
  • id: 87391
    {'charpoly_factorization': [[[-12597220908249108800613739776780183, -27278259292488522, 1], 1]], 'hecke_orbit_code': 4503599962914838, 'p': 59}
  • id: 87392
    {'charpoly_factorization': [[[12084238090813553333347547025122000, 221405767994019480, 1], 1]], 'hecke_orbit_code': 4503599962914838, 'p': 61}
  • id: 87393
    {'charpoly_factorization': [[[3952827513615161299000380742775057, 211824895464439422, 1], 1]], 'hecke_orbit_code': 4503599962914838, 'p': 67}
  • id: 87394
    {'charpoly_factorization': [[[108508023664391180009751866809271433, 752788827699476886, 1], 1]], 'hecke_orbit_code': 4503599962914838, 'p': 71}
  • id: 87395
    {'charpoly_factorization': [[[329908661503939789298366354605983120, 1171002362670305344, 1], 1]], 'hecke_orbit_code': 4503599962914838, 'p': 73}
  • id: 87396
    {'charpoly_factorization': [[[130581513766935431132003172451576324, -1558374634535268220, 1], 1]], 'hecke_orbit_code': 4503599962914838, 'p': 79}
  • id: 87397
    {'charpoly_factorization': [[[-1184261385417917800238325545905096860, -974129749376372, 1], 1]], 'hecke_orbit_code': 4503599962914838, 'p': 83}
  • id: 87398
    {'charpoly_factorization': [[[-8613506479148035560228893583000113775, -3903208985507920622, 1], 1]], 'hecke_orbit_code': 4503599962914838, 'p': 89}
  • id: 87399
    {'charpoly_factorization': [[[56672687997051949094216502788778685841, -17667658647655093842, 1], 1]], 'hecke_orbit_code': 4503599962914838, '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': '22.20.a.b', 'level': 22, 'portrait': 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', 'weight': 20}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 77449000
    {'hecke_orbit_code': 4503599962914838, 'n': 1, 'trace_an': 2}
  • id: 77449001
    {'hecke_orbit_code': 4503599962914838, 'n': 2, 'trace_an': 1024}
  • id: 77449002
    {'hecke_orbit_code': 4503599962914838, 'n': 3, 'trace_an': 16974}
  • id: 77449003
    {'hecke_orbit_code': 4503599962914838, 'n': 4, 'trace_an': 524288}
  • id: 77449004
    {'hecke_orbit_code': 4503599962914838, 'n': 5, 'trace_an': -2948510}
  • id: 77449005
    {'hecke_orbit_code': 4503599962914838, 'n': 6, 'trace_an': 8690688}
  • id: 77449006
    {'hecke_orbit_code': 4503599962914838, 'n': 7, 'trace_an': 84929956}
  • id: 77449007
    {'hecke_orbit_code': 4503599962914838, 'n': 8, 'trace_an': 268435456}
  • id: 77449008
    {'hecke_orbit_code': 4503599962914838, 'n': 9, 'trace_an': -2047881204}
  • id: 77449009
    {'hecke_orbit_code': 4503599962914838, 'n': 10, 'trace_an': -1509637120}
  • id: 77449010
    {'hecke_orbit_code': 4503599962914838, 'n': 11, 'trace_an': -4715895382}
  • id: 77449011
    {'hecke_orbit_code': 4503599962914838, 'n': 12, 'trace_an': 4449632256}
  • id: 77449012
    {'hecke_orbit_code': 4503599962914838, 'n': 13, 'trace_an': 12931357856}
  • id: 77449013
    {'hecke_orbit_code': 4503599962914838, 'n': 14, 'trace_an': 43484137472}
  • id: 77449014
    {'hecke_orbit_code': 4503599962914838, 'n': 15, 'trace_an': -91168385490}
  • id: 77449015
    {'hecke_orbit_code': 4503599962914838, 'n': 16, 'trace_an': 137438953472}
  • id: 77449016
    {'hecke_orbit_code': 4503599962914838, 'n': 17, 'trace_an': -459787304876}
  • id: 77449017
    {'hecke_orbit_code': 4503599962914838, 'n': 18, 'trace_an': -1048515176448}
  • id: 77449018
    {'hecke_orbit_code': 4503599962914838, 'n': 19, 'trace_an': -1766628927912}
  • id: 77449019
    {'hecke_orbit_code': 4503599962914838, 'n': 20, 'trace_an': -772934205440}
  • id: 77449020
    {'hecke_orbit_code': 4503599962914838, 'n': 21, 'trace_an': 1510776580572}
  • id: 77449021
    {'hecke_orbit_code': 4503599962914838, 'n': 22, 'trace_an': -2414538435584}
  • id: 77449022
    {'hecke_orbit_code': 4503599962914838, 'n': 23, 'trace_an': -3266600096146}
  • id: 77449023
    {'hecke_orbit_code': 4503599962914838, 'n': 24, 'trace_an': 2278211715072}
  • id: 77449024
    {'hecke_orbit_code': 4503599962914838, 'n': 25, 'trace_an': -801420243000}
  • id: 77449025
    {'hecke_orbit_code': 4503599962914838, 'n': 26, 'trace_an': 6620855222272}
  • id: 77449026
    {'hecke_orbit_code': 4503599962914838, 'n': 27, 'trace_an': -34858123423398}
  • id: 77449027
    {'hecke_orbit_code': 4503599962914838, 'n': 28, 'trace_an': 22263878385664}
  • id: 77449028
    {'hecke_orbit_code': 4503599962914838, 'n': 29, 'trace_an': -97113536421264}
  • id: 77449029
    {'hecke_orbit_code': 4503599962914838, 'n': 30, 'trace_an': -46678213370880}
  • id: 77449030
    {'hecke_orbit_code': 4503599962914838, 'n': 31, 'trace_an': -154254203154130}
  • id: 77449031
    {'hecke_orbit_code': 4503599962914838, 'n': 32, 'trace_an': 70368744177664}
  • id: 77449032
    {'hecke_orbit_code': 4503599962914838, 'n': 33, 'trace_an': -40023804107034}
  • id: 77449033
    {'hecke_orbit_code': 4503599962914838, 'n': 34, 'trace_an': -235411100096512}
  • id: 77449034
    {'hecke_orbit_code': 4503599962914838, 'n': 35, 'trace_an': -519318683122780}
  • id: 77449035
    {'hecke_orbit_code': 4503599962914838, 'n': 36, 'trace_an': -536839770341376}
  • id: 77449036
    {'hecke_orbit_code': 4503599962914838, 'n': 37, 'trace_an': -571392764844202}
  • id: 77449037
    {'hecke_orbit_code': 4503599962914838, 'n': 38, 'trace_an': -904514011090944}
  • id: 77449038
    {'hecke_orbit_code': 4503599962914838, 'n': 39, 'trace_an': 993838018166208}
  • id: 77449039
    {'hecke_orbit_code': 4503599962914838, 'n': 40, 'trace_an': -395742313185280}
  • id: 77449040
    {'hecke_orbit_code': 4503599962914838, 'n': 41, 'trace_an': -184921680043224}
  • id: 77449041
    {'hecke_orbit_code': 4503599962914838, 'n': 42, 'trace_an': 773517609252864}
  • id: 77449042
    {'hecke_orbit_code': 4503599962914838, 'n': 43, 'trace_an': 2116703700483204}
  • id: 77449043
    {'hecke_orbit_code': 4503599962914838, 'n': 44, 'trace_an': -1236243679019008}
  • id: 77449044
    {'hecke_orbit_code': 4503599962914838, 'n': 45, 'trace_an': 1896364379272140}
  • id: 77449045
    {'hecke_orbit_code': 4503599962914838, 'n': 46, 'trace_an': -1672499249226752}
  • id: 77449046
    {'hecke_orbit_code': 4503599962914838, 'n': 47, 'trace_an': -7456201298413488}
  • id: 77449047
    {'hecke_orbit_code': 4503599962914838, 'n': 48, 'trace_an': 1166444398116864}
  • id: 77449048
    {'hecke_orbit_code': 4503599962914838, 'n': 49, 'trace_an': -14484301062165318}
  • id: 77449049
    {'hecke_orbit_code': 4503599962914838, 'n': 50, 'trace_an': -410327164416000}
  • id: 77449050
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