Embedded newform data - 64.22.a.p.1.4

Formats: - HTML - YAML - JSON - 2024-09-16T20:15:28.303086

• 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': 30976, 'analytic_conductor': 178.86550034371973, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1]], 'atkin_lehner_string': '+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [64, 1, [63, 5], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 5, 'field_disc': 129164573394119046293007064555360, 'field_disc_factorization': [[2, 5], [5, 1], [30829, 1], [26185688271213598862476699, 1]], 'field_poly': [-1473608896916400, 4990572086304, -466399708, -5201320, -2, 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, [-1453037867054036457652224, 82240611698058743808, 329073177775104, -27303054720, -23144, 1]]], 'hecke_orbit': 16, 'hecke_orbit_code': 67553994779656256, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 88664617663856640, 'hecke_ring_index_factorization': [[2, 48], [3, 2], [5, 1], [7, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '64.22.a.p', 'level': 64, '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': [2], 'level_radical': 2, 'minimal_twist': '32.22.a.c', 'prim_orbit_index': 1, 'qexp_display': 'q+(4629-\\beta _{1})q^{3}+(-3662238+14\\beta _{1}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 5, 'rm_discs': [], 'sato_tate_group': '21.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '64.22.a', 'trace_display': [0, 23144, -18311174, -63978640], 'trace_hash': 124421594671318781, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.660', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '61.250', 'prec': 20}, {'__RealLiteral__': 0, 'data': '16.590', 'prec': 20}, {'__RealLiteral__': 0, 'data': '1272.315', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [5, 0, 23144, 0, -18311174, 0, -63978640, 0, 2839988161, 0, 25629588280, 0, -26739996110, 0, -850898706352, 0, -88104593910, 0, 13998239618440, 0, -11868255565952, 0, -191593435978416, 0, -41142227484149, 0, 436694294703248, 0, -229446229587518, 0, 3073873710228160, 0, 5433145544904640, 0, -8500692544521248, 0, 11689624248645370, 0, -5755218754185200, 0, 73561781960295890, 0, 59173471060274168, 0, 110307182017064626, 0, -189587882278171232, 0, 198072470828678205, 0, 60381606670165200, 0, 448473144842566250, 0, 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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, -0.20827856251776447, -0.13157952259556424, -0.21427301719048095, -0.3093725199210067, -0.22544781722857674, -0.26196229749305777, -0.3049333017519459, -0.1054107538048121, -0.26826978784201033, -0.38197787359832064, -0.43041619174077395, -0.29493078822935903, -0.28959423611637497, -0.19934556912281357, -0.24226531215841068, -0.19988412441045192, -0.2261367620249526, -0.37237389762147266, -0.25651286349880736, -0.1651923941196194, -0.4144497448954336, -0.1779658942867622, -0.4150557745245872, -0.24898443791097952, -0.2128827809533927, -0.35057252542158907, -0.06308749681146403, -0.20767458944913467, -0.15299091580726298, -0.2959240583652645, -0.20061680651650438, -0.3328810187507188, -0.1814619193076909, -0.4015769846798939, -0.1665298497982433, -0.17996833703010928, -0.27801093008381284, -0.1520782398655274, -0.21322093245647644, -0.42429876206410233, -0.38905865943742524, -0.06320698912640291, -0.2912432528686852, -0.3768830625847032, -0.27094779721636614, 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• mf_newspaces •

  Column	Type
  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_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': [20, 21], 'Nk2': 30976, 'analytic_conductor': 178.86550034371973, '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': [64, 1, [63, 5], [1, 1]], 'conrey_index': 1, 'cusp_dim': 162, 'dim': 41, 'eis_dim': 12, 'eis_new_dim': 2, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 369098816, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 3, 3, 4, 5, 5, 6], 'label': '64.22.a', 'level': 64, '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': [2], 'level_radical': 2, 'mf_dim': 174, 'mf_new_dim': 43, 'num_forms': 17, 'plus_dim': 20, 'prim_orbit_index': 1, 'relative_dim': 41, 'sturm_bound': 176, 'trace_bound': 3, 'trace_display': [0, 0, 2, 0], 'traces': [41, 0, 0, 0, 2, 0, 0, 0, 135984591637, 0, 0, 0, -1065395863654, 0, 0, 0, 3481428994002, 0, 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30141823906356331713787555075170, 0, 0, 0, 59157160330155378665449513791360, 0, 0, 0, 40067730737682004540504282242762, 0, 0, 0, 83295432770053879010755530367706, 0, 0, 0, 78348005402438194535792817648128, 0, 0, 0, -94324740210416979300527426338268, 0, 0, 0, -62146399342576214179730298518902, 0, 0, 0, -23826083507040849815639040400768, 0, 0, 0, -30735063817478794007026273579895, 0, 0, 0, 206016186896374420343746947018340, 0, 0, 0, 3555852072565135155874135991680, 0, 0, 0, -75922187246540344807910292187776, 0, 0, 0, 62352018236611973023084332325010, 0, 0, 0, -227788984639399634490757611919662, 0, 0, 0, 63242810104418171315710222969188, 0, 0, 0, -159524687651408052550182144246656, 0, 0, 0, -38059650958299519418987983944384, 0, 0, 0, 216431701500454712799083272908482, 0, 0, 0], 'weight': 22, '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: 47955020
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 4, 'source_hecke_orbit_code': 67553994779656256, 'source_is_minimal': False, 'source_label': '64.22.a.p.1.4', 'source_level': 64, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 4, 'target_hecke_orbit_code': 67553994779656256, 'target_is_minimal': False, 'target_label': '64.22.a.p.1.4', 'target_level': 64, 'twist_class_label': '32.22.a.c.1.2', 'twist_class_level': 32, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 22}
  • id: 47955021
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 4, 'source_hecke_orbit_code': 67553994779656256, 'source_is_minimal': False, 'source_label': '64.22.a.p.1.4', 'source_level': 64, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 2, 'target_hecke_orbit_code': 63050395152285760, 'target_is_minimal': False, 'target_label': '64.22.a.o.1.2', 'target_level': 64, 'twist_class_label': '32.22.a.c.1.2', 'twist_class_level': 32, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 22}
  • id: 47955022
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 4, 'source_hecke_orbit_code': 67553994779656256, 'source_is_minimal': False, 'source_label': '64.22.a.p.1.4', 'source_level': 64, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 4, 'target_hecke_orbit_code': 13510799251210272, 'target_is_minimal': True, 'target_label': '32.22.a.d.1.4', 'target_level': 32, 'twist_class_label': '32.22.a.c.1.2', 'twist_class_level': 32, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 22}
  • id: 47955023
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 4, 'source_hecke_orbit_code': 67553994779656256, 'source_is_minimal': False, 'source_label': '64.22.a.p.1.4', 'source_level': 64, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007199623839776, 'target_is_minimal': True, 'target_label': '32.22.a.c.1.2', 'target_level': 32, 'twist_class_label': '32.22.a.c.1.2', 'twist_class_level': 32, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 22}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 210425
    {'charpoly_factorization': [[[0, 1], 5]], 'hecke_orbit_code': 67553994779656256, 'p': 2}
  • id: 210426
    {'charpoly_factorization': [[[-1453037867054036457652224, 82240611698058743808, 329073177775104, -27303054720, -23144, 1], 1]], 'hecke_orbit_code': 67553994779656256, 'p': 3}
  • id: 210427
    {'charpoly_factorization': [[[439031231734237075838566158087500000, 17348827410081959018194450000, -13294563568158301666000, -1003872235136600, 18311174, 1], 1]], 'hecke_orbit_code': 67553994779656256, 'p': 5}
  • id: 210428
    {'charpoly_factorization': [[[-65767511701387425684264286649257223338852352, 257741894126925969306854651388559360, 272393771543491584246292480, -1493354262434424320, 63978640, 1], 1]], 'hecke_orbit_code': 67553994779656256, 'p': 7}
  • id: 210429
    {'charpoly_factorization': [[[2985366706905585728789964932383037218433331154358272000, 85074162000146695339139402818728669868544000, -166043846951611817056104138767360, -17715329791150576597376, -25629588280, 1], 1]], 'hecke_orbit_code': 67553994779656256, 'p': 11}
  • id: 210430
    {'charpoly_factorization': [[[-2036795362514885919607609148400375770024267028637312100000, 14555314615353782873395781658871874293671986000, 46717586706144932980313869823273200, -385596806553637669071896, 26739996110, 1], 1]], 'hecke_orbit_code': 67553994779656256, 'p': 13}
  • id: 210431
    {'charpoly_factorization': [[[767792904213287123117885857847750160668794980231166064623788000, -466586826472515844620553141157813462963057987502000, -1105061037722746356943458165408332124240, -192574478365287925854982104, 88104593910, 1], 1]], 'hecke_orbit_code': 67553994779656256, 'p': 17}
  • id: 210432
    {'charpoly_factorization': [[[19327510063226877414477127244488926985665266977542541828624805888000, 1688435354815562974228833916494074322757927240577536000, -2906266855515672113313691909101811901440, -2635730293219243464040571264, -13998239618440, 1], 1]], 'hecke_orbit_code': 67553994779656256, 'p': 19}
  • id: 210433
    {'charpoly_factorization': [[[218214956955119123620546032813063505939096512751766905923461064856436736, 1623529387076322896933403800867019893473983787487614795776, -19739618259870988082373001593019116511076352, -118845608424154685083020989952, 191593435978416, 1], 1]], 'hecke_orbit_code': 67553994779656256, 'p': 23}
  • id: 210434
    {'charpoly_factorization': [[[-3624056400810780219919142559181033272261593079748985899532015562598218342304, 1967994943005045812647071403503930558678675434103140318356816, 11873557808595957347911742818117231041955103600, -10502012169526890957950426383256, 229446229587518, 1], 1]], 'hecke_orbit_code': 67553994779656256, 'p': 29}
  • id: 210435
    {'charpoly_factorization': [[[-369803312464143585672470502704174165290651082503272389255497939620814913536000, 407699242443756013842630543293112491398675035534362341801984000, 147703392175283554533590493137174981481943531520, -54254614106784452779451260952576, -3073873710228160, 1], 1]], 'hecke_orbit_code': 67553994779656256, 'p': 31}
  • id: 210436
    {'charpoly_factorization': [[[2687594171049870996270583225801508058424762545057156741621350179622118611574604000, 1244348421217338024404553432726771185976863202018565232718115346000, 29251424315560037635606623546903063053087328623920, -3301164292493953514815165943082584, -11689624248645370, 1], 1]], 'hecke_orbit_code': 67553994779656256, 'p': 37}
  • id: 210437
    {'charpoly_factorization': [[[9036921660052037005132426369517654632806585422796871746601809282352543243195981660000, 298149978913270097453798102763095221788470132099047362319169315506000, 947968613173011577872173714813401705918225713199600, -33742196539386052560156461571535640, -73561781960295890, 1], 1]], 'hecke_orbit_code': 67553994779656256, 'p': 41}
  • id: 210438
    {'charpoly_factorization': [[[2813114209513898993079272572148286215729694668973094128706811269779927133858664710144, 21367551903359995373737357444557840998286085450024368102775244148736, -2294714036665830844116586964690074314629164391767040, -37992027536722603659156622295355776, -59173471060274168, 1], 1]], 'hecke_orbit_code': 67553994779656256, 'p': 43}
  • id: 210439
    {'charpoly_factorization': [[[863564945080017090933397058701372406724574319572405321357330868733571288400112954376192, 7105647363089691581352116020203238441598829988059232083465918429003776, -23203274550123710317117715838099480095469888663781376, -205544242557562438814043544655157248, 189587882278171232, 1], 1]], 'hecke_orbit_code': 67553994779656256, 'p': 47}
  • id: 210440
    {'charpoly_factorization': [[[52382151466396467125786639104912858088873903636492644940438950939133334024686560391404000, -751753553586814476918589129956002955701594066785911002597461877773358000, 3014767063378172849367160861955401371664837427932665520, -2876598713163941319915905714313725144, -448473144842566250, 1], 1]], 'hecke_orbit_code': 67553994779656256, 'p': 53}
  • id: 210441
    {'charpoly_factorization': [[[-45048816032450055125472786789767271996779488206916544541300730850832614644078919564800000000, 166799621819550681638737914282061268468006169177496306474047571134272000000, 7103062525143299670164194012654671635113495409682560000, -35318668429498504858609202376378224000, 580240954920275560, 1], 1]], 'hecke_orbit_code': 67553994779656256, 'p': 59}
  • id: 210442
    {'charpoly_factorization': [[[194092536751477298540866487666774210114720324400445578070685009153094775341379238907983253600, 268868849526682933652349762744986821724178156931520155607960343262708122960, -130734024074845789645388917755148423615578498349881824400, -63467249657169947459030530086190668696, 60707231290899774, 1], 1]], 'hecke_orbit_code': 67553994779656256, 'p': 61}
  • id: 210443
    {'charpoly_factorization': [[[38739817877184454948671888137285762570317335350550357056584194826342299069037288277872633151488, -39732042256678637333205698217873686409537876547946955716346776212233591959552, 8927056545787037998931167725435185172867126425898770910208, -334986755047346548222839675233621175680, -20784270726401480552, 1], 1]], 'hecke_orbit_code': 67553994779656256, 'p': 67}
  • id: 210444
    {'charpoly_factorization': [[[187826899615204382240133213013948238034534558552111062728289145667261365411658064528333209600000, 26855313528531906170189297336092900130423007252819453707645090500527202304000, -26667819937180585472500219509272629781839985160894840627200, -493694466112638591820707267918235026944, 48791036649307600400, 1], 1]], 'hecke_orbit_code': 67553994779656256, 'p': 71}
  • id: 210445
    {'charpoly_factorization': [[[5369627859330026981687452753090187976685855641751810199503167401099484026244131236960202447100000, 904760463026570685905086405051239934950730234709009306863919011126777971570000, -15884223444441835057917769766327960413792187626663805946000, -2006302466956111516183594379622162427800, 7687983545663740350, 1], 1]], 'hecke_orbit_code': 67553994779656256, 'p': 73}
  • id: 210446
    {'charpoly_factorization': [[[2216954472263177257336347651391365732280191565856210824955190473934319590252844674200054735568896000, -5740878139473291712258603519040794676996739156065701693932037749616719822848000, -1551126702622209632948068757159336451409940585018380792299520, -8931125474668928657569242424097114937344, 150036082528549569440, 1], 1]], 'hecke_orbit_code': 67553994779656256, 'p': 79}
  • id: 210447
    {'charpoly_factorization': [[[-3812016202590511034152707789034361254720863631335502628642932176845388012634569824897585872519987200, 3772929921743579904468713671626996357349151592755589685618445738828454843863040, 3068189437698925663932018213311959906993151465567567020317696, 1235639191690023613982312923171630620288, -320036481947166592392, 1], 1]], 'hecke_orbit_code': 67553994779656256, 'p': 83}
  • id: 210448
    {'charpoly_factorization': [[[-627376693622094983582559911475756507123455471893088652910512689509373633579727852947595974052862365856, 3183122236746285060897023644984408008310079647912105965504821103332277972955440976, 53003979546813779108607742680185784625693693083725216329916912, -248820643078274097566359670920398906460952, -157308716989748010706, 1], 1]], 'hecke_orbit_code': 67553994779656256, 'p': 89}
  • id: 210449
    {'charpoly_factorization': [[[166260183859482322145625579246298131571381925418257734753423486539894413055176434970891295675423500000, -21089645711976607951975447854614147601197447101625005250035057150331196370638190000, 349589140659567336691357815536182684728241466726234042981054000, -1031524446401707955309305633509396760314200, 165820666835121495910, 1], 1]], 'hecke_orbit_code': 67553994779656256, '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': 16, 'label': '64.22.a.p', 'level': 64, 'portrait': 'data:image/png;base64,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', 'weight': 22}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 61173841
    {'hecke_orbit_code': 67553994779656256, 'n': 1, 'trace_an': 5}
  • id: 61173842
    {'hecke_orbit_code': 67553994779656256, 'n': 2, 'trace_an': 0}
  • id: 61173843
    {'hecke_orbit_code': 67553994779656256, 'n': 3, 'trace_an': 23144}
  • id: 61173844
    {'hecke_orbit_code': 67553994779656256, 'n': 4, 'trace_an': 0}
  • id: 61173845
    {'hecke_orbit_code': 67553994779656256, 'n': 5, 'trace_an': -18311174}
  • id: 61173846
    {'hecke_orbit_code': 67553994779656256, 'n': 6, 'trace_an': 0}
  • id: 61173847
    {'hecke_orbit_code': 67553994779656256, 'n': 7, 'trace_an': -63978640}
  • id: 61173848
    {'hecke_orbit_code': 67553994779656256, 'n': 8, 'trace_an': 0}
  • id: 61173849
    {'hecke_orbit_code': 67553994779656256, 'n': 9, 'trace_an': 2839988161}
  • id: 61173850
    {'hecke_orbit_code': 67553994779656256, 'n': 10, 'trace_an': 0}
  • id: 61173851
    {'hecke_orbit_code': 67553994779656256, 'n': 11, 'trace_an': 25629588280}
  • id: 61173852
    {'hecke_orbit_code': 67553994779656256, 'n': 12, 'trace_an': 0}
  • id: 61173853
    {'hecke_orbit_code': 67553994779656256, 'n': 13, 'trace_an': -26739996110}
  • id: 61173854
    {'hecke_orbit_code': 67553994779656256, 'n': 14, 'trace_an': 0}
  • id: 61173855
    {'hecke_orbit_code': 67553994779656256, 'n': 15, 'trace_an': -850898706352}
  • id: 61173856
    {'hecke_orbit_code': 67553994779656256, 'n': 16, 'trace_an': 0}
  • id: 61173857
    {'hecke_orbit_code': 67553994779656256, 'n': 17, 'trace_an': -88104593910}
  • id: 61173858
    {'hecke_orbit_code': 67553994779656256, 'n': 18, 'trace_an': 0}
  • id: 61173859
    {'hecke_orbit_code': 67553994779656256, 'n': 19, 'trace_an': 13998239618440}
  • id: 61173860
    {'hecke_orbit_code': 67553994779656256, 'n': 20, 'trace_an': 0}
  • id: 61173861
    {'hecke_orbit_code': 67553994779656256, 'n': 21, 'trace_an': -11868255565952}
  • id: 61173862
    {'hecke_orbit_code': 67553994779656256, 'n': 22, 'trace_an': 0}
  • id: 61173863
    {'hecke_orbit_code': 67553994779656256, 'n': 23, 'trace_an': -191593435978416}
  • id: 61173864
    {'hecke_orbit_code': 67553994779656256, 'n': 24, 'trace_an': 0}
  • id: 61173865
    {'hecke_orbit_code': 67553994779656256, 'n': 25, 'trace_an': -41142227484149}
  • id: 61173866
    {'hecke_orbit_code': 67553994779656256, 'n': 26, 'trace_an': 0}
  • id: 61173867
    {'hecke_orbit_code': 67553994779656256, 'n': 27, 'trace_an': 436694294703248}
  • id: 61173868
    {'hecke_orbit_code': 67553994779656256, 'n': 28, 'trace_an': 0}
  • id: 61173869
    {'hecke_orbit_code': 67553994779656256, 'n': 29, 'trace_an': -229446229587518}
  • id: 61173870
    {'hecke_orbit_code': 67553994779656256, 'n': 30, 'trace_an': 0}
  • id: 61173871
    {'hecke_orbit_code': 67553994779656256, 'n': 31, 'trace_an': 3073873710228160}
  • id: 61173872
    {'hecke_orbit_code': 67553994779656256, 'n': 32, 'trace_an': 0}
  • id: 61173873
    {'hecke_orbit_code': 67553994779656256, 'n': 33, 'trace_an': 5433145544904640}
  • id: 61173874
    {'hecke_orbit_code': 67553994779656256, 'n': 34, 'trace_an': 0}
  • id: 61173875
    {'hecke_orbit_code': 67553994779656256, 'n': 35, 'trace_an': -8500692544521248}
  • id: 61173876
    {'hecke_orbit_code': 67553994779656256, 'n': 36, 'trace_an': 0}
  • id: 61173877
    {'hecke_orbit_code': 67553994779656256, 'n': 37, 'trace_an': 11689624248645370}
  • id: 61173878
    {'hecke_orbit_code': 67553994779656256, 'n': 38, 'trace_an': 0}
  • id: 61173879
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