Newform data - 2.42.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
  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': 3528, 'analytic_conductor': 21.294334091280668, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -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': [2, 1, [], []], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 4559670239569, 'field_disc_factorization': [[29, 1], [157230008261, 1]], 'field_poly': [-1139917559892, -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': [[3, [-18179996484555185904, -8863347528, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503600332013570, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 5760, 'hecke_ring_index_factorization': [[2, 7], [3, 2], [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': '2.42.a.b', 'level': 2, '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': [2], 'level_radical': 2, 'minimal_twist': '2.42.a.b', 'prim_orbit_index': 1, 'qexp_display': 'q+2^{20}q^{2}+(4431673764-\\beta )q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '41.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '2.42.a', 'trace_display': [2097152, 8863347528, 97599184325580, 217106802373088656], 'trace_hash': 399503186240599130, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.018', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.006', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.195', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.948', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.243', 'prec': 17}, {'__RealLiteral__': 0, 'data': '69.408', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, 2097152, 8863347528, 2199023255552, 97599184325580, 9293893497520128, 217106802373088656, 2305843009213693952, 41972929616872509786, 102340162303379374080, 110594481484939565784, 9745353668055665737728, 173293106838448696895068, 227652982405163810553856, -3295287287252802285241680, 2417851639229258349412352, -10287966260741677078429404, 44011806645941708821364736, 206254882139859790701457000, 107311438027428330555310080, 3267849131609686416057835584, 115966719017551990131523584, 14925421378885128304361915568, 10218743967835137756603875328, 97534966241249753807444705150, 181710992796233180795442823168, 533156288863055843864697754320, 238711453678477047815320109056, -1375143011941884388614889894020, -3455359162518394409049579847680, -3626496922711160469799126663616, 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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

  
  {'an': [[1, 0], [1048576, 0], [4431673764, -1], [1099511627776, 0], [48799592162790, 49284], [4646946748760064, -1048576], [108553401186544328, -30482802], [1152921504606846976, 0], [20986464808436254893, -8863347528], [51170081151689687040, 51678019584], [55297240742469782892, 187241620797], [4872676834027832868864, -1099511627776], [86646553419224348447534, 929010448548], [113826491202581905276928, -31963534589952], [-1647643643626401142620840, 169611017622186], [1208925819614629174706176, 0], [-5143983130370838539214702, 30456449636472], [22005903322970854410682368, -9293893497520128], [103127441069929895350728500, 22472953406377947], [53655719013714165277655040, 54188331063312384], [1633924565804843208028917792, -243643235063151056], [57983359508775995065761792, 196337069768835072], [7462710689442564152180957784, 125759442615183594], [5109371983917568878301937664, -1152921504606846976], [48767483120624876903722352575, 4810078200301884720], [90855496398116590397721411584, 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2638743578309308577617532071133483747865447375561402], [6860084056615470874076758464563283853991627027161611778004192, 1384533266792765862785826452758759039993417650538440], [23921396012421672912495182364557195363142719981405422034263238, 3299750273954327905702632981668164732306018600272756]], 'char_orbit_index': 1, 'field_poly': [-1139917559892, -1, 1], 'hecke_orbit_code': 4503600332013570, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 5760], 'hecke_ring_inverse_numerators': [[1, 0], [2880, 1]], 'hecke_ring_numerators': [[1, 0], [-2880, 5760]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '2.42.a.b', 'level': 2, 'maxp': 997, 'weight': 42}
• 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

  
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16089174347041341227944444451750052397768098369957173133312000], 'weight': 42, 'weight_parity': 1}
• 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: 462
    {'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': '2.42.a.b', 'source_level': 2, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '2.42.a.b', 'target_level': 2, 'twist_class_label': '2.42.a.b', 'twist_class_level': 2, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 42}
  • id: 463
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '2.42.a.b', 'source_level': 2, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '16.42.a.b', 'target_level': 16, 'twist_class_label': '2.42.a.b', 'twist_class_level': 2, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 42}
  • id: 464
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '2.42.a.b', 'source_level': 2, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '18.42.a.c', 'target_level': 18, 'twist_class_label': '2.42.a.b', 'twist_class_level': 2, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 42}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 3275
    {'charpoly_factorization': [[[-1048576, 1], 2]], 'hecke_orbit_code': 4503600332013570, 'p': 2}
  • id: 3276
    {'charpoly_factorization': [[[-18179996484555185904, -8863347528, 1], 1]], 'hecke_orbit_code': 4503600332013570, 'p': 3}
  • id: 3277
    {'charpoly_factorization': [[[-89479417818762018419753137500, -97599184325580, 1], 1]], 'hecke_orbit_code': 4503600332013570, 'p': 5}
  • id: 3278
    {'charpoly_factorization': [[[-23358297180167245689247304023802816, -217106802373088656, 1], 1]], 'hecke_orbit_code': 4503600332013570, 'p': 7}
  • id: 3279
    {'charpoly_factorization': [[[-1322880145089815552579598320564828480858736, -110594481484939565784, 1], 1]], 'hecke_orbit_code': 4503600332013570, 'p': 11}
  • id: 3280
    {'charpoly_factorization': [[[7474984508623206163124473634021017860303346756, -173293106838448696895068, 1], 1]], 'hecke_orbit_code': 4503600332013570, 'p': 13}
  • id: 3281
    {'charpoly_factorization': [[[26425481041900044501782171394237719675041218286404, 10287966260741677078429404, 1], 1]], 'hecke_orbit_code': 4503600332013570, 'p': 17}
  • id: 3282
    {'charpoly_factorization': [[[-8464966019297476181487616856586347602757735211052400, -206254882139859790701457000, 1], 1]], 'hecke_orbit_code': 4503600332013570, 'p': 19}
  • id: 3283
    {'charpoly_factorization': [[[55093915280183848562201055481062778458422873572297621056, -14925421378885128304361915568, 1], 1]], 'hecke_orbit_code': 4503600332013570, 'p': 23}
  • id: 3284
    {'charpoly_factorization': [[[-426498460967325231824407040021434468259616482193920889589500, 1375143011941884388614889894020, 1], 1]], 'hecke_orbit_code': 4503600332013570, 'p': 29}
  • id: 3285
    {'charpoly_factorization': [[[-17806455774814486761644842459528229916036521858234236317940736, 3626496922711160469799126663616, 1], 1]], 'hecke_orbit_code': 4503600332013570, 'p': 31}
  • id: 3286
    {'charpoly_factorization': [[[3435475519927985546882600330736969219472957749022291099122009124, -120356679589378915210866994599436, 1], 1]], 'hecke_orbit_code': 4503600332013570, 'p': 37}
  • id: 3287
    {'charpoly_factorization': [[[-1903318796480955478713256965295951462867924243487216089668785358876, -1270177139906840106861139346878164, 1], 1]], 'hecke_orbit_code': 4503600332013570, 'p': 41}
  • id: 3288
    {'charpoly_factorization': [[[2095962024421012638238443712246181727851846588802439730960126098576, 6045433421160616098770468790853352, 1], 1]], 'hecke_orbit_code': 4503600332013570, 'p': 43}
  • id: 3289
    {'charpoly_factorization': [[[122391068623404429695375305468220257120058284708760538251824443373824, 25416478966330542868882280891861664, 1], 1]], 'hecke_orbit_code': 4503600332013570, 'p': 47}
  • id: 3290
    {'charpoly_factorization': [[[20129160059846411345073270970570604722328736724489695466344928408751076, 301376484284740318156836692232048852, 1], 1]], 'hecke_orbit_code': 4503600332013570, 'p': 53}
  • id: 3291
    {'charpoly_factorization': [[[-169172561430143431600320343415714064416946544147320797421528659817078000, 3282010250697938085995473868454788040, 1], 1]], 'hecke_orbit_code': 4503600332013570, 'p': 59}
  • id: 3292
    {'charpoly_factorization': [[[-13699743684736959659671437078852685479941439827221137258443083202925252476, 4485157745840460017677520841591879236, 1], 1]], 'hecke_orbit_code': 4503600332013570, 'p': 61}
  • id: 3293
    {'charpoly_factorization': [[[117008466438863096680348576031230305003263294380701343262142109299826176784, -55055736076082381526441630307313037256, 1], 1]], 'hecke_orbit_code': 4503600332013570, 'p': 67}
  • id: 3294
    {'charpoly_factorization': [[[-5857650482572685067358405998622062847446109842009618701178306203575681331136, 48857884738531480102553331099997138416, 1], 1]], 'hecke_orbit_code': 4503600332013570, 'p': 71}
  • id: 3295
    {'charpoly_factorization': [[[57303945428340953753380888240511542055954422653966470979329819015973556302436, 485616958845162818165813572349849688812, 1], 1]], 'hecke_orbit_code': 4503600332013570, 'p': 73}
  • id: 3296
    {'charpoly_factorization': [[[162432770314136089738219314361865887012439414005615920275715009319731833555200, 905766854341990828970937020702446890080, 1], 1]], 'hecke_orbit_code': 4503600332013570, 'p': 79}
  • id: 3297
    {'charpoly_factorization': [[[-47048453576745381308925997810273707448803440609922920821801779946636084466544, -1271755206567258248006583231290595969768, 1], 1]], 'hecke_orbit_code': 4503600332013570, 'p': 83}
  • id: 3298
    {'charpoly_factorization': [[[1136615340573313303911885360138245384955888625713420221784291118034463177320100, -2692414558304473820098690391828757436980, 1], 1]], 'hecke_orbit_code': 4503600332013570, 'p': 89}
  • id: 3299
    {'charpoly_factorization': [[[198159491876878047613494398436991713084705356696272241834778313258675823665392004, 31989468315501178009691057062669320691004, 1], 1]], 'hecke_orbit_code': 4503600332013570, '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': '2.42.a.b', 'level': 2, 'portrait': 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', 'weight': 42}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 20116069
    {'hecke_orbit_code': 4503600332013570, 'n': 1, 'trace_an': 2}
  • id: 20116070
    {'hecke_orbit_code': 4503600332013570, 'n': 2, 'trace_an': 2097152}
  • id: 20116071
    {'hecke_orbit_code': 4503600332013570, 'n': 3, 'trace_an': 8863347528}
  • id: 20116072
    {'hecke_orbit_code': 4503600332013570, 'n': 4, 'trace_an': 2199023255552}
  • id: 20116073
    {'hecke_orbit_code': 4503600332013570, 'n': 5, 'trace_an': 97599184325580}
  • id: 20116074
    {'hecke_orbit_code': 4503600332013570, 'n': 6, 'trace_an': 9293893497520128}
  • id: 20116075
    {'hecke_orbit_code': 4503600332013570, 'n': 7, 'trace_an': 217106802373088656}
  • id: 20116076
    {'hecke_orbit_code': 4503600332013570, 'n': 8, 'trace_an': 2305843009213693952}
  • id: 20116077
    {'hecke_orbit_code': 4503600332013570, 'n': 9, 'trace_an': 41972929616872509786}
  • id: 20116078
    {'hecke_orbit_code': 4503600332013570, 'n': 10, 'trace_an': 102340162303379374080}
  • id: 20116079
    {'hecke_orbit_code': 4503600332013570, 'n': 11, 'trace_an': 110594481484939565784}
  • id: 20116080
    {'hecke_orbit_code': 4503600332013570, 'n': 12, 'trace_an': 9745353668055665737728}
  • id: 20116081
    {'hecke_orbit_code': 4503600332013570, 'n': 13, 'trace_an': 173293106838448696895068}
  • id: 20116082
    {'hecke_orbit_code': 4503600332013570, 'n': 14, 'trace_an': 227652982405163810553856}
  • id: 20116083
    {'hecke_orbit_code': 4503600332013570, 'n': 15, 'trace_an': -3295287287252802285241680}
  • id: 20116084
    {'hecke_orbit_code': 4503600332013570, 'n': 16, 'trace_an': 2417851639229258349412352}
  • id: 20116085
    {'hecke_orbit_code': 4503600332013570, 'n': 17, 'trace_an': -10287966260741677078429404}
  • id: 20116086
    {'hecke_orbit_code': 4503600332013570, 'n': 18, 'trace_an': 44011806645941708821364736}
  • id: 20116087
    {'hecke_orbit_code': 4503600332013570, 'n': 19, 'trace_an': 206254882139859790701457000}
  • id: 20116088
    {'hecke_orbit_code': 4503600332013570, 'n': 20, 'trace_an': 107311438027428330555310080}
  • id: 20116089
    {'hecke_orbit_code': 4503600332013570, 'n': 21, 'trace_an': 3267849131609686416057835584}
  • id: 20116090
    {'hecke_orbit_code': 4503600332013570, 'n': 22, 'trace_an': 115966719017551990131523584}
  • id: 20116091
    {'hecke_orbit_code': 4503600332013570, 'n': 23, 'trace_an': 14925421378885128304361915568}
  • id: 20116092
    {'hecke_orbit_code': 4503600332013570, 'n': 24, 'trace_an': 10218743967835137756603875328}
  • id: 20116093
    {'hecke_orbit_code': 4503600332013570, 'n': 25, 'trace_an': 97534966241249753807444705150}
  • id: 20116094
    {'hecke_orbit_code': 4503600332013570, 'n': 26, 'trace_an': 181710992796233180795442823168}
  • id: 20116095
    {'hecke_orbit_code': 4503600332013570, 'n': 27, 'trace_an': 533156288863055843864697754320}
  • id: 20116096
    {'hecke_orbit_code': 4503600332013570, 'n': 28, 'trace_an': 238711453678477047815320109056}
  • id: 20116097
    {'hecke_orbit_code': 4503600332013570, 'n': 29, 'trace_an': -1375143011941884388614889894020}
  • id: 20116098
    {'hecke_orbit_code': 4503600332013570, 'n': 30, 'trace_an': -3455359162518394409049579847680}
  • id: 20116099
    {'hecke_orbit_code': 4503600332013570, 'n': 31, 'trace_an': -3626496922711160469799126663616}
  • id: 20116100
    {'hecke_orbit_code': 4503600332013570, 'n': 32, 'trace_an': 2535301200456458802993406410752}
  • id: 20116101
    {'hecke_orbit_code': 4503600332013570, 'n': 33, 'trace_an': -13672735988327258412044854187424}
  • id: 20116102
    {'hecke_orbit_code': 4503600332013570, 'n': 34, 'trace_an': -10787714509823464784191190728704}
  • id: 20116103
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