Newform data - 25.22.a.c

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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': 12100, 'analytic_conductor': 69.86933607176553, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, 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': [25, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 4, 'field_disc': 71914922810724228737281, 'field_disc_factorization': [[13, 1], [5531917139286479133637, 1]], 'field_poly': [239341586400, -743130000, -1929606, -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': [[2, [-4309053579264, -15642931840, -4542888, 2910, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199623839769, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 33600, 'hecke_ring_index_factorization': [[2, 6], [3, 1], [5, 2], [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': '25.22.a.c', 'level': 25, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [5], 'level_radical': 5, 'minimal_twist': '5.22.a.b', 'prim_orbit_index': 1, 'qexp_display': 'q+(-728+\\beta _{1})q^{2}+(-20803-14\\beta _{1}+\\cdots)q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '21.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '25.22.a', 'trace_display': [-2910, -83240, 0, -512613800], 'trace_hash': 2054465252851187843, 'trace_moments': [0, {'__RealLiteral__': 0, 'data': '3.808', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '38.997', 'prec': 17}, 0, {'__RealLiteral__': 0, 'data': '613.263', 'prec': 20}], 'trace_zratio': 0, 'traces': [4, -2910, -83240, 9165268, 0, -158524712, -512613800, -5167363080, 21732888532, 0, 33727076448, 142435377680, -863532165080, 2725405637616, 0, 9168135122704, -17694691101480, -108219081471590, 65217596849840, 0, -248634744508992, 133302721028280, -306130984922520, -509427036802080, 0, -1909802985226812, 3478503990916720, 2466701432057920, -1183867881941640, 0, 8127647981305328, -6394106775900960, 27227776360130720, 32676043106528796, 0, 132603401899613444, -50729262881561240, -35369554723756920, -90408012787467856, 0, -151242912792059832, 584170109040328320, -195241056541629800, -614844690548787984, 0, -156055372897688112, 461921266212226680, 268908035207420480, 348492786998301828, 0, 3394366189837348048, -2124030127334250200, -1013253578565011640, -2325284713297481360, 0, 3133890122325795840, -6889753607884864160, 15566576922395873820, 9994246603380823920, 0, 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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, 0, 0], [-728, 1, 0, 0], [-20803, -14, 0, -1], [2291466, -297, 1, -5], [0, 0, 0, 0], [-39626164, -10022, 6, 2450], [-128229189, 151718, 240, 3741], [-1292638252, 1594534, -430, 4742], [5436213161, -5979944, 2112, -30700], [0, 0, 0, 0], [8426594482, 10314300, -34960, -498310], [35632372888, -47117356, -60420, -3735596], [-215800602474, -164888472, -10880, 2463340], [681240993476, 220852834, 20978, -11736490], [0, 0, 0, 0], [2292375163064, -683262044, -497268, -5056380], [-4424319060766, 1294061352, 1490560, -56964212], [-27057985860328, 6425126821, -5858040, 84711704], [16304015379096, 763721112, -3945616, 93015260], [0, 0, 0, 0], [-62171729584200, 26062900656, -24013248, 300999240], [33340312676904, -29236413488, 28426180, 1436565580], [-76520469215315, -24630667030, -76636400, 418790491], [-127362695072112, 11900832696, 29089512, 4510492920], [0, 0, 0, 0], [-477278851631936, -344000969766, -211620232, -4944271000], [869618550971618, 14778019444, -115495680, 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[98342981975263418706285889385871842, -220071524827615230982420512218400, -690521605488744611698772673920, -560548600031924326230903299120], [69281166424468330578651876811960997, 729036314031403708997397079109346, 88245945860156293016069207360, 9830955741022605248006894624039], [-1178054721091305262617746263459215404, 144419488948215676050885197054192, 428536534182893696855558977264, -4795113116969775029656778209520], [-58498898645297937324085525289535786, -348722143302987570810681976180528, -218737291381307916935784587520, 634969842912540291488917818072], [-767318352197839440420280247981483790, -236158931476780662972736149633360, -817973986485899982713595649920, -7362008517376104245884355939928], [1189973764211762506288354977310228393, 303033223693248516523457095829914, -60383295108970717524415960800, 3178824531984043011076734915963], [-820213809531828000350968454346842898, 246559615216609531939620799094500, -714569388137710161230004126000, -517742256646480188730232366250], 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-10543737079804427539602274111420], [-1216013296306907320134984789151180138, 1231927713548962431836134931672100, 874838385775456475768397354480, -5884663567990302346998460442970], [-1823531144201543447533964047219088760, -752390655814984572266818740713600, -33739985132484253885257962720, -27871520052923560845734540557520]], 'char_orbit_index': 1, 'field_poly': [239341586400, -743130000, -1929606, -1, 1], 'hecke_orbit_code': 9007199623839769, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 324, 324], 'hecke_ring_inverse_denominators': [1, 2, 4, 4], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [0, 1, 0, 0], [3858634, 1159, 1, -5], [2233496722, 3365071, 877, -3089]], 'hecke_ring_numerators': [[1, 0, 0, 0], [0, 2, 0, 0], [187959204, -6622602, -3089, 5], [287631324, -1174314, -877, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '25.22.a.c', 'level': 25, 'maxp': 2999, 'weight': 22}
• 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': [15, 17], 'ALdims_eis_new': [1, 2], 'ALdims_eis_old': [2, 1], 'ALdims_old': [9, 8], 'Nk2': 12100, 'analytic_conductor': 69.86933607176553, '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': [25, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 49, 'dim': 32, 'eis_dim': 6, 'eis_new_dim': 3, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 369098777, 'hecke_orbit_dims': [1, 3, 4, 7, 7, 10], 'label': '25.22.a', 'level': 25, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [5], 'level_radical': 5, 'mf_dim': 55, 'mf_new_dim': 35, 'num_forms': 6, 'plus_dim': 15, 'prim_orbit_index': 1, 'relative_dim': 32, 'sturm_bound': 55, 'trace_bound': 2, 'trace_display': [-1310, -6590, 0, -428951550], 'traces': [32, -1310, -6590, 32915734, 0, 32120394, 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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

  
  
  • id: 20496
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '25.22.a.c', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '5.22.a.b', 'target_level': 5, 'twist_class_label': '5.22.a.b', 'twist_class_level': 5, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 22}
  • id: 20497
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '25.22.a.c', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '25.22.a.c', 'target_level': 25, 'twist_class_label': '5.22.a.b', 'twist_class_level': 5, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 22}
  • id: 20498
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '25.22.a.c', 'source_level': 25, 'target_char_orbit': 2, 'target_dim': 8, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '25.22.b.c', 'target_level': 25, 'twist_class_label': '5.22.a.b', 'twist_class_level': 5, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 22}
  • id: 20499
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '25.22.a.c', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '45.22.a.f', 'target_level': 45, 'twist_class_label': '5.22.a.b', 'twist_class_level': 5, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 22}
  • id: 20500
    {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '25.22.a.c', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '80.22.a.g', 'target_level': 80, 'twist_class_label': '5.22.a.b', 'twist_class_level': 5, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 22}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 96900
    {'charpoly_factorization': [[[-4309053579264, -15642931840, -4542888, 2910, 1], 1]], 'hecke_orbit_code': 9007199623839769, 'p': 2}
  • id: 96901
    {'charpoly_factorization': [[[-79989994747910421504, -3128856979127040, -28322701872, 83240, 1], 1]], 'hecke_orbit_code': 9007199623839769, 'p': 3}
  • id: 96902
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 9007199623839769, 'p': 5}
  • id: 96903
    {'charpoly_factorization': [[[373297256370043621131868364927287296, -313953434318733318094003200, -1159951667690498928, 512613800, 1], 1]], 'hecke_orbit_code': 9007199623839769, 'p': 7}
  • id: 96904
    {'charpoly_factorization': [[[17073460252721995610358215856661186720839936, 980567721498843169736950058188288, -21809890670104421048736, -33727076448, 1], 1]], 'hecke_orbit_code': 9007199623839769, 'p': 11}
  • id: 96905
    {'charpoly_factorization': [[[-19321881144373082201070847907413427781724670704, -158771356346913009320440687615448480, -107839843802377603154472, 863532165080, 1], 1]], 'hecke_orbit_code': 9007199623839769, 'p': 13}
  • id: 96906
    {'charpoly_factorization': [[[2035825730973725075774738202509537751153072480800016, -806222106324953747453397941302181185120, -13270710411752389883322408, 17694691101480, 1], 1]], 'hecke_orbit_code': 9007199623839769, 'p': 17}
  • id: 96907
    {'charpoly_factorization': [[[-27058324942492668806853660494751728484059627252320000, -3429554394926343818258104029428950624000, 1171329977293121847351602400, -65217596849840, 1], 1]], 'hecke_orbit_code': 9007199623839769, 'p': 19}
  • id: 96908
    {'charpoly_factorization': [[[-1002878759921946168876288139907835662775400194210793979904, -15993576976167971992557310530209923420600320, -39599676494231033474849212272, 306130984922520, 1], 1]], 'hecke_orbit_code': 9007199623839769, 'p': 23}
  • id: 96909
    {'charpoly_factorization': [[[14189538089265916284138755752899628955390979162263192364330000, -5101720975722881833500792001745481094638316000, -7530028200451197476747363322600, 1183867881941640, 1], 1]], 'hecke_orbit_code': 9007199623839769, 'p': 29}
  • id: 96910
    {'charpoly_factorization': [[[-371086606178989328312604189612950211758121749830348683246157824, 204652216773756139482114425554497758874294294528, -10575323564648193994394277694656, -8127647981305328, 1], 1]], 'hecke_orbit_code': 9007199623839769, 'p': 31}
  • id: 96911
    {'charpoly_factorization': [[[703263177689582220925706812604540182593111859894131987270961117456, -39716388622685044543602318452607452506929486988960, -1187127494645297886281604985699368, 50729262881561240, 1], 1]], 'hecke_orbit_code': 9007199623839769, 'p': 37}
  • id: 96912
    {'charpoly_factorization': [[[44621335604624272214088841116308597053109423137311408103898022471696, -1003670423372874933119134196574446278405297238616352, -8111840361248389919324165485789416, 151242912792059832, 1], 1]], 'hecke_orbit_code': 9007199623839769, 'p': 41}
  • id: 96913
    {'charpoly_factorization': [[[-72238079109289467855301189791529953531369091049432088573335736315904, -3056573761819001268955744926497238146650405893132800, -25308981146130522369531461154469872, 195241056541629800, 1], 1]], 'hecke_orbit_code': 9007199623839769, 'p': 43}
  • id: 96914
    {'charpoly_factorization': [[[-5875501898550307448497107802892231700019229307636381823068943309824, -1051310311938012547060527977432448787003744477338880, -42720814261512717902773372039660848, -461921266212226680, 1], 1]], 'hecke_orbit_code': 9007199623839769, 'p': 47}
  • id: 96915
    {'charpoly_factorization': [[[14304430553978387750027931780197982890147014072798150287317378094817296, -21590752569566858442556456641437085182561665918385440, -471941268280911144879111564369405672, 1013253578565011640, 1], 1]], 'hecke_orbit_code': 9007199623839769, 'p': 53}
  • id: 96916
    {'charpoly_factorization': [[[-143745833384485369239550498222527095039643706183062743788275235515143520000, 93758651542301642588165137692565399933476939780056992000, 8853123567145434394500500958756117600, -9994246603380823920, 1], 1]], 'hecke_orbit_code': 9007199623839769, 'p': 59}
  • id: 96917
    {'charpoly_factorization': [[[375493532566243159457968864125063444632176521286517963870188094094751198736, -187643967090669288583895129496088984317543376219954738912, -20193219115485072847250803854426188136, 10817434481929098952, 1], 1]], 'hecke_orbit_code': 9007199623839769, 'p': 61}
  • id: 96918
    {'charpoly_factorization': [[[218612045117075546400503308508661463034261425840219647817908442796737007616, -248185548368999717218437962121648361927621281291031902720, 28989078195812821003175807758913154192, 21966891437417653880, 1], 1]], 'hecke_orbit_code': 9007199623839769, 'p': 67}
  • id: 96919
    {'charpoly_factorization': [[[-288893704231601989718907257186276595461290440585732770354203413295883029561344, 24378505015699162772200276106549544979909835353907710711808, 148734157635047614827021877367791312704, -51295204524235287888, 1], 1]], 'hecke_orbit_code': 9007199623839769, 'p': 71}
  • id: 96920
    {'charpoly_factorization': [[[-219035048600430749931216382618695278032887320557021136097555983346728139000304, -24003484148399158031472925999950359405657576895595065021920, 746941500870966552448747691468055199128, 74737166154487034120, 1], 1]], 'hecke_orbit_code': 9007199623839769, 'p': 73}
  • id: 96921
    {'charpoly_factorization': [[[73430220353761783930963147926527411719888823079264521004276056442476700794880000, -521319945433812265526328500986550585617828800530389272576000, -16625568440917587204882478862763418233600, 60935090437726582240, 1], 1]], 'hecke_orbit_code': 9007199623839769, 'p': 79}
  • id: 96922
    {'charpoly_factorization': [[[23955073041993262683242431439750628913938184168463891484717830523673803533239296, 1746352968457741482850419047545911349916714038531779244880640, 7377132606308714219700216756979233365328, -278730291142551479640, 1], 1]], 'hecke_orbit_code': 9007199623839769, 'p': 83}
  • id: 96923
    {'charpoly_factorization': [[[-4693206939354456296365554115094099386232921832397414182111517202163551087361270000, -50556505791986757382454374250741362041889648201792571356932000, -110751303909532441539528312503363836223400, 323651892724949032920, 1], 1]], 'hecke_orbit_code': 9007199623839769, 'p': 89}
  • id: 96924
    {'charpoly_factorization': [[[313909436907484594910774646516297557664533522562500655813221261962364318513773052176, 98490905306559343779070590269633109982518949084642173213986720, -1497714433311969506991382273272377616535848, 309141974076136362920, 1], 1]], 'hecke_orbit_code': 9007199623839769, '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': 3, 'label': '25.22.a.c', 'level': 25, 'portrait': 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', 'weight': 22}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  Showing the first 100 of 258 matching records in this table.
  • id: 29410687
    {'hecke_orbit_code': 9007199623839769, 'n': 1, 'trace_an': 4}
  • id: 29410688
    {'hecke_orbit_code': 9007199623839769, 'n': 2, 'trace_an': -2910}
  • id: 29410689
    {'hecke_orbit_code': 9007199623839769, 'n': 3, 'trace_an': -83240}
  • id: 29410690
    {'hecke_orbit_code': 9007199623839769, 'n': 4, 'trace_an': 9165268}
  • id: 29410691
    {'hecke_orbit_code': 9007199623839769, 'n': 5, 'trace_an': 0}
  • id: 29410692
    {'hecke_orbit_code': 9007199623839769, 'n': 6, 'trace_an': -158524712}
  • id: 29410693
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