Embedded newform data - 59.6.a.b.1.15

Formats: - HTML - YAML - JSON - 2024-05-20T16:11:36.948221

• 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_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': 2124, 'analytic_conductor': 9.462645368965857, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[59, -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': [59, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 15, 'field_disc': 13786903684259404571185332288584095549810008839736964145505210368, 'field_disc_factorization': [[2, 12], [43, 1], [1839459006307243, 1], [42554767723838639233579696556132302810688417, 1]], 'field_poly': [-6425465344, -15832169472, -857496704, 12769149184, 786583520, -2211672000, -129401208, 141305760, 6474028, -4067604, -124838, 57328, 1023, -387, -3, 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, [-6425465344, -15832169472, -857496704, 12769149184, 786583520, -2211672000, -129401208, 141305760, 6474028, -4067604, -124838, 57328, 1023, -387, -3, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599728033851, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 16, 'hecke_ring_index_factorization': [[2, 4]], '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': '59.6.a.b', 'level': 59, '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': [59], 'level_radical': 59, 'minimal_twist': '59.6.a.b', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta _{1}q^{2}+(1-\\beta _{7})q^{3}+(20+\\beta _{2})q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 15, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '59.6.a', 'trace_display': [3, 18, 128, 282], 'trace_hash': 974262620675757470, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.185', 'prec': 17}, {'__RealLiteral__': 0, 'data': '12.270', 'prec': 20}, {'__RealLiteral__': 0, 'data': '12.650', 'prec': 20}, {'__RealLiteral__': 0, 'data': '454.730', 'prec': 24}, {'__RealLiteral__': 0, 'data': '1249.752', 'prec': 27}, {'__RealLiteral__': 0, 'data': '28447.816', 'prec': 30}], 'trace_zratio': 0, 'traces': [15, 3, 18, 303, 128, 14, 282, 249, 1621, 598, 34, 864, 1790, 1087, 2900, 12155, 6130, 10417, 5342, 11772, 7976, 7657, 1552, 612, 10587, -7885, 3072, -3541, 7476, -25854, -3468, -9479, -11228, 2177, -15556, -39367, 22158, -60264, 8000, -11660, 4670, -130868, 20134, -74355, -22660, -15144, -23192, -77896, 75323, -110939, -22092, -104973, 22148, -122246, -27480, -103031, -65580, 60642, 52215, -1822, 156158, -262068, 283004, 209263, 148264, -32770, 166884, 290919, 221972, -50302, 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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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-0.13443007831711842, -0.26392911174030537, -0.2425667166616061, -0.300172148198814, -0.36379615984348534, -0.23531938591080165, -0.198519770343906, -0.22353828058805483, -0.3772669670149804, -0.27889414172015836, -0.1275768016596972, -0.35335472838884513, -0.23773460303188565, -0.24682484724748624, -0.18491445205609927, -0.16529111369754923, -0.34466307916766975, -0.1124380067697607, -0.18030063793235718], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 15, 'dual_embedding_m': 15, 'embedding_index': 15, 'embedding_m': 15, 'embedding_root_imag': 0.0, 'embedding_root_real': 11.032681383672749, 'hecke_orbit': 2, 'hecke_orbit_code': 4503599728033851, 'label': '59.6.a.b.1.15', 'level': 59, 'weight': 6}
• 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': [9, 15], 'Nk2': 2124, 'analytic_conductor': 9.462645368965857, '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': [59, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 24, 'dim': 24, 'eis_dim': 2, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100663355, 'hecke_orbit_dims': [9, 15], 'label': '59.6.a', 'level': 59, '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': [59], 'level_radical': 59, 'mf_dim': 26, 'mf_new_dim': 24, 'num_forms': 2, 'plus_dim': 9, 'prim_orbit_index': 1, 'relative_dim': 24, 'sturm_bound': 30, 'trace_bound': 1, 'trace_display': [-6, 18, 56, 74], 'traces': [24, -6, 18, 366, 56, -260, 74, -78, 1784, 196, -1142, 864, -138, 998, -53, 8622, 3099, 2356, 826, 6232, -1235, 5582, -640, -4578, 4976, -4730, 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-32285972, -332999915, 45178186, 191203372, -418354390, 100429562, -151082420, -177595616, -416442740, -130741614, 167483668, -133178872, 54609928, -169630392, 263883600, 178104098, 318972824, 152235600, -220543942, 167206052, -408316268, -48798980, -260268794, -156851484, -368920380, 241874116, -300005334, -133978234, 255400560, 82638528, -153765016, 43175917, 86395034, 270571952, 265620828, -183546424, 203093066, 220330717, 317536504, -60535206, 89490552, 14127996, 110829152, 116824180, 134767252, -149147486, -22352910, -162825988, 744393868, 383676130, -264773900, -30612232, -199885250, -23808584, 246591520, 203208240, 95443600, -32484732, 96488348, -172527886, -656277096, -56759784, 404319272, -75839159, 270438164, -17776928, -114912502, -521550682, -436474574], 'weight': 6, '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: 34394361
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 15, 'source_embedding_index': 15, 'source_hecke_orbit_code': 4503599728033851, 'source_is_minimal': True, 'source_label': '59.6.a.b.1.15', 'source_level': 59, 'target_conrey_index': 1, 'target_dim': 15, 'target_embedding_index': 15, 'target_hecke_orbit_code': 4503599728033851, 'target_is_minimal': True, 'target_label': '59.6.a.b.1.15', 'target_level': 59, 'twist_class_label': '59.6.a.b.1.15', 'twist_class_level': 59, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 34394362
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 15, 'source_embedding_index': 15, 'source_hecke_orbit_code': 4503599728033851, 'source_is_minimal': True, 'source_label': '59.6.a.b.1.15', 'source_level': 59, 'target_conrey_index': 1, 'target_dim': 15, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998237516307, 'target_is_minimal': False, 'target_label': '531.6.a.f.1.1', 'target_level': 531, 'twist_class_label': '59.6.a.b.1.15', 'twist_class_level': 59, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 34394363
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 15, 'source_embedding_index': 15, 'source_hecke_orbit_code': 4503599728033851, 'source_is_minimal': True, 'source_label': '59.6.a.b.1.15', 'source_level': 59, 'target_conrey_index': 1, 'target_dim': 15, 'target_embedding_index': 7, 'target_hecke_orbit_code': 31525197492257712, 'target_is_minimal': False, 'target_label': '944.6.a.h.1.7', 'target_level': 944, 'twist_class_label': '59.6.a.b.1.15', 'twist_class_level': 59, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 194025
    {'charpoly_factorization': [[[-6425465344, -15832169472, -857496704, 12769149184, 786583520, -2211672000, -129401208, 141305760, 6474028, -4067604, -124838, 57328, 1023, -387, -3, 1], 1]], 'hecke_orbit_code': 4503599728033851, 'p': 2}
  • id: 194026
    {'charpoly_factorization': [[[4556818921580496, -8854914886693236, -1311208637198940, 1007715695188617, 116074722233940, -23589393987964, -2125856234262, 220391568772, 13235036606, -996283769, -35763664, 2275458, 42482, -2471, -18, 1], 1]], 'hecke_orbit_code': 4503599728033851, 'p': 3}
  • id: 194027
    {'charpoly_factorization': [[[2456894887367459602874904, 2308571029896058135866252, -100464722528026022436902, -6052840037361218293827, 289202351577911692920, 4205232564727836124, -274826953523579302, -693687289670304, 121602275708464, -314326529453, -27354132944, 143947746, 3008988, -20539, -128, 1], 1]], 'hecke_orbit_code': 4503599728033851, 'p': 5}
  • id: 194028
    {'charpoly_factorization': [[[-2661127443851362200638189768, 2252939347889234965879466555, 149439188855487851530034260, -7425518693332689544905195, -236050809387587322293834, 10645204705563403754924, -15658533035639046136, -2992953261739091091, 30449332115953582, 72363117937945, -2001573829754, 3376884909, 42047900, -123952, -282, 1], 1]], 'hecke_orbit_code': 4503599728033851, 'p': 7}
  • id: 194029
    {'charpoly_factorization': [[[61459809934191982625438600371256754176, -450497985452935306307803901092151296, -8148408504884074602434439833878528, 55625054389341620081167499653120, 293010722940668934973055550464, -2041483241358771083173880064, -4158171699133314406626560, 31646230710205407745216, 24872585908268158592, -228119356012552560, -68985117261760, 824022853456, 84932448, -1454559, -34, 1], 1]], 'hecke_orbit_code': 4503599728033851, 'p': 11}
  • id: 194030
    {'charpoly_factorization': [[[26424509384009508357313619650358978715648, 565551084405013323937938970202779693056, -1659406635920734722605476488379408384, -22466344447403587699546564471687168, 70286872869650889310325809327104, 176844302282280305700840656384, -654657429986394076676398976, -514533332702841081661632, 2584174871190557574080, 346904029156685376, -5043411582878088, 1040728545540, 4809481678, -2002277, -1790, 1], 1]], 'hecke_orbit_code': 4503599728033851, 'p': 13}
  • id: 194031
    {'charpoly_factorization': [[[15699660451055167288554182389801548906502016, -322043356910226719996053698134475431594816, 433129215558577040651866096585133985504, 12639307961572580027720308164699727792, -38956453045723775277159300725313816, -7242873824471885385782008954108, 127013818261685680198043001034, -87215963632646172404978655, -115295906161008098597396, 148836752423272458140, 4317505292889176, -73819828254746, 27701292956, 7087336, -6130, 1], 1]], 'hecke_orbit_code': 4503599728033851, 'p': 17}
  • id: 194032
    {'charpoly_factorization': [[[-17366252389543700700141496822262921672453020288, 141178904406219677262165135922606154681832176, -161007462084785434677271065413572095985656, -657837335906406983555481222012645248047, 723259338964206243678832958257316764, 1142346203158002124508934770567260, -1109244204881548227506914889014, -906268224954379753140728576, 865809443536239683351074, 326631009537874860743, -363357895433752312, -33244790325138, 74736316358, -6784339, -5342, 1], 1]], 'hecke_orbit_code': 4503599728033851, 'p': 19}
  • id: 194033
    {'charpoly_factorization': [[[4531621262355093495781181406922856544820042661888, -28260215760692043729662404434509862075952529408, 25971093042256619848432351503686482670452736, 77684004937124106500088016085725698555904, -48416483351120569106936244688239042560, -80126521735682346614017169905327104, 24850039151624552672278222040064, 38157597949774444055112793856, -4059430350490016933268736, -8706389175289064946624, -5277615768087488, 946017266840096, 34622636464, -48983008, -1552, 1], 1]], 'hecke_orbit_code': 4503599728033851, 'p': 23}
  • id: 194034
    {'charpoly_factorization': [[[501338060722516503234111169075900181179816161930464, -2210637142432975799629066370599861073966977444656, -3785802907559062787202739536981529773377709926, 1780019069720819264629871851125997558091165, 3602953918989144756065743547266167497712, -538913148089990432337847680524417164, -1354726869995757812926420096947442, 120807719192415317571709047476, 245978791221745343209323316, -23953265634991436648749, -21305133680295600312, 2564833722116782, 745037199296, -99475351, -7476, 1], 1]], 'hecke_orbit_code': 4503599728033851, 'p': 29}
  • id: 194035
    {'charpoly_factorization': [[[85871971245064564449637090366208772102183983771549696, -507212841574675014818483378751141463496655980462080, 1073130162150457171324910470566411438867745865728, -1011764457965077372794954291978064498160304128, 395374240716237428798592485840722908807168, 8033402184153236082700704484687056896, -51077776424659150750210978164537344, 9884529270871923596263131440384, 1806134760201897590465314304, -653033173953080689672320, -14041814817793996352, 16992970875884784, -268533783248, -206784644, 3468, 1], 1]], 'hecke_orbit_code': 4503599728033851, 'p': 31}
  • id: 194036
    {'charpoly_factorization': [[[-106247871180833361938551546450089117784265211692185124864, -126435576617161527954295879833097090748465893541011456, 138435588568635706237505066827261855958451486361600, 17179769438960293367204522618841170183683640320, -44130142173026665304447542900948800243087872, 11724584213753448275240901615065258002176, 562861480695847419645157623067622656, -624986025836116561815594320281216, 58035240173054461965851145920, 7986364306189390628463424, -1440484011297171861112, -1625233539332788, 10137100889638, -320475197, -22158, 1], 1]], 'hecke_orbit_code': 4503599728033851, 'p': 37}
  • id: 194037
    {'charpoly_factorization': [[[12328854277827159539462581320611606908858488879589820134, -97072005077462890399477596326210330507051338094470147, -131146868335313290468212568251407426277719626832084, 95763472087584221558681584662035378224357612489, 101097394742095896806965060535189273758853826, -24903367155204242072483450117571324592540, -6632243666998973902204046749232030762, 1316249944218066815456630123779339, 126268414191485041880114563318, -23944635147738560550056495, -1022371391651169920116, 194588295820753747, 3673565439762, -724821594, -4670, 1], 1]], 'hecke_orbit_code': 4503599728033851, 'p': 41}
  • id: 194038
    {'charpoly_factorization': [[[108832675833569925647423483124767346183761097889261289472, -134863589309331068017227850528432233351439804358393856, -251876840464126050863039103248292271257345465810944, 80685341992324945955511449380734040828573474816, 115984537197648121921410460872965441501996032, -6554648885103331741764792962503805607680, -11144957177341164532441923620168524800, 782773849249733447366864357001856, 281674481766289440129861621120, -18946092871286258072113360, -2897710978158645518720, 176598989841737948, 12925005547664, -703132067, -20134, 1], 1]], 'hecke_orbit_code': 4503599728033851, 'p': 43}
  • id: 194039
    {'charpoly_factorization': [[[23954966030462010273789326065370681854922094298887804250226688, 52763946468766217163482812812914132395784332529911936843776, 28551481464258948515421853155566334337689288999179911168, 307101549510502700471590593098720637619996561833984, -695315306146394828680172421723205198337314488320, -28585375570272431490083458452051417707880448, 5810628130148504603765211474189095518208, 276340930259838744307721652927844608, -23575828908259887788169210613248, -1136626856644986707450127872, 50399621159084391245440, 2362989760729840352, -54374903025824, -2446457664, 23192, 1], 1]], 'hecke_orbit_code': 4503599728033851, 'p': 47}
  • id: 194040
    {'charpoly_factorization': [[[192521936949307699977724831617016969066744171951774104568000, -54794439698761871967163660056285088992515971965390829800, -254754666234923310199522667405777686216686916918957730, -24862115614232262745625480885892856617950149487059, 23256534659883457235100730215156616419669309776, 2594570114072767427970572251558477745926940, -589193242593948331513740695647775745598, -45204931940928129283513748093198156, 7838489425171102351239194854540, 175671732031435124353989251, -49251406143883696261160, 1031034920281816206, 66124685497712, -2208083879, -22148, 1], 1]], 'hecke_orbit_code': 4503599728033851, 'p': 53}
  • id: 194041
    {'charpoly_factorization': [[[-3481, 1], 15]], 'hecke_orbit_code': 4503599728033851, 'p': 59}
  • id: 194042
    {'charpoly_factorization': [[[-5099843136069853807505369649803218187551487876206267576952029184, 4918360639427346214097587597312490698555557046983580073459712, -1588868182646149925749146034945349730580187876369780342784, 203269635995846540307863181094891580905939051013423104, -3528322860016907299927051463789062972635474313216, -1476205761853865276359862575635455748536240128, 111559977230326536714141999011012080632320, 768012940539141406971007742330363136, -352879535648937961571809683562368, 9410511301874783432603424704, 282456294532824457938720, -16659839628615598768, 117517220503360, 6831887536, -156158, 1], 1]], 'hecke_orbit_code': 4503599728033851, 'p': 61}
  • id: 194043
    {'charpoly_factorization': [[[7757268412237920571724030284787325584814397717332756740974092222464, -1957379301827913594191236121849817627111355957546709071998222336, 116979487831989615621835394955595074496541461285139548405760, 7786290145659411242859588498896492593229006028130238464, -1015208891830917256107762988314815981717063938588672, 9379402865441363846292765794039980235219447808, 2411817434096063699746599646846518536989696, -79199729146237442370511231493027055872, -1670249065859801449663741521587968, 112937665205257222909407879168, -665087581393651741994304, -48501297012749397136, 822318087508544, 3558706276, -166884, 1], 1]], 'hecke_orbit_code': 4503599728033851, 'p': 67}
  • id: 194044
    {'charpoly_factorization': [[[-91445007953651017021948942891291797404958806536128398483694157955072, 1636478550793634671167964900005226657170701592608699213704380416, 1435234039415482535044660340562223341404705817890985501884416, 11501278108613885729544190442203344609412515197473930240, -6690517567857213288242330519500700918461439335807104, -152696544010469016881201895372510247744772421232, 10231612015006956165293380194940214869308216, 305734696051419866460295671180239724191, -6374787218158727588020915334947354, -235404531599545886999026523470, 1762387040772582992528670, 85647475546979058016, -192696036985134, -14876159042, 3954, 1], 1]], 'hecke_orbit_code': 4503599728033851, 'p': 71}
  • id: 194045
    {'charpoly_factorization': [[[-120315950283928372003725247727518461623889236482764266003090636800, 414559291512374212654275348268233193787140143728572133112217600, -191127052654009251824848135179891915401804923632775510073344, 7662746225335979920707705795688334832721334944480202752, 3195547728943466735921935360165744973194376666120192, -69468533911467028957675381661599213112788518912, -9796351167619293697976252312780239360418816, 241608409161793079123992425279158968832, 8821678395192802807905417315056512, -237549758444209886592074363456, -3243560671683330499194560, 94460414371028178688, 528619187543016, -16311267508, -32606, 1], 1]], 'hecke_orbit_code': 4503599728033851, 'p': 73}
  • id: 194046
    {'charpoly_factorization': [[[4918376697145460522468284619334986494541845529414491513737884301363936, -77778237306829943200851165745186274087913968692388295368353067637, -33621922620803046494312113767630585968871471639291488167498484, 1186040962052361491256308960402670861830800356613435439701, 64675750208259887519775256380713065158600872482698522, -4028249595928899141125690534806153754268499063132, 11981113929720168491289114643386306883456616, 3721818980753672004473442351041669185685, -92883499733231171993068325490416190, 117949154971210415849687693857, 26925066866909894849193170, -387221617126714889051, 245256649152556, 39199555360, -352558, 1], 1]], 'hecke_orbit_code': 4503599728033851, 'p': 79}
  • id: 194047
    {'charpoly_factorization': [[[-1824719001655868152001129535172574329464628334856947717118666823876608, -11187564452563282454877693947793371520855862969236094952780500992, 29801207827100270526891304396213377511725569464636050449076224, -1589089934731360571825554229463932225892058438017878150144, -30119515261692992728422100728491526218649048026440704, 3676009848566389285131409830553623915034723823104, -35404956222950629084495353466969113681787136, -2557026698943677722625107665545711350464, 52611257155572225889556127628040192, 555605515359310686201408504992, -20074487295033749434677408, 6866277156702109896, 2985728300711520, -13303985351, -153906, 1], 1]], 'hecke_orbit_code': 4503599728033851, 'p': 83}
  • id: 194048
    {'charpoly_factorization': [[[-38584124322270510099523292985351200133893809436789732167541210583924736, -3078438794918647927809784829990303582767971596263634826279417151488, 266234199960783129379897262439200473529331265394936416544456704, 17750705872166769506010096113274556313720104660102881492992, -691567140900601001459757143528258666885899568166174720, -30108498310846978292066216982758422278014915401728, 601690788044667399623191121535479175055194624, 22304996825848415677352784042547349772544, -174484558576814805779108466319289728, -7067062522029951377517572940096, 11713914920588400741203232, 892046290112697790032, 136678875206592, -49077501808, -20806, 1], 1]], 'hecke_orbit_code': 4503599728033851, 'p': 89}
  • id: 194049
    {'charpoly_factorization': [[[-10427903721861695495844656574793607712434693180500944377457269556772864, -1654886736848503801293597254584998191771618901714355779940702552064, 272316466645394215105316727952851126342829656884101317408497664, 9029809549922148407844149695356112258291390999842173251584, -857490500873306667066110645618455184859394330570016768, -31524721130742704507940578095862962875685970383872, 385622796726417426582826166843048067310325760, 21609375304102983184069933527185316516352, -24042978559548743008512060587629696, -5852699152320632511802956688832, -9198247556338688329482944, 753790480304199206688, 1324105055531408, -45468026672, -45926, 1], 1]], 'hecke_orbit_code': 4503599728033851, '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': '59.6.a.b', 'level': 59, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 74616000
    {'hecke_orbit_code': 4503599728033851, 'n': 1, 'trace_an': 15}
  • id: 74616001
    {'hecke_orbit_code': 4503599728033851, 'n': 2, 'trace_an': 3}
  • id: 74616002
    {'hecke_orbit_code': 4503599728033851, 'n': 3, 'trace_an': 18}
  • id: 74616003
    {'hecke_orbit_code': 4503599728033851, 'n': 4, 'trace_an': 303}
  • id: 74616004
    {'hecke_orbit_code': 4503599728033851, 'n': 5, 'trace_an': 128}
  • id: 74616005
    {'hecke_orbit_code': 4503599728033851, 'n': 6, 'trace_an': 14}
  • id: 74616006
    {'hecke_orbit_code': 4503599728033851, 'n': 7, 'trace_an': 282}
  • id: 74616007
    {'hecke_orbit_code': 4503599728033851, 'n': 8, 'trace_an': 249}
  • id: 74616008
    {'hecke_orbit_code': 4503599728033851, 'n': 9, 'trace_an': 1621}
  • id: 74616009
    {'hecke_orbit_code': 4503599728033851, 'n': 10, 'trace_an': 598}
  • id: 74616010
    {'hecke_orbit_code': 4503599728033851, 'n': 11, 'trace_an': 34}
  • id: 74616011
    {'hecke_orbit_code': 4503599728033851, 'n': 12, 'trace_an': 864}
  • id: 74616012
    {'hecke_orbit_code': 4503599728033851, 'n': 13, 'trace_an': 1790}
  • id: 74616013
    {'hecke_orbit_code': 4503599728033851, 'n': 14, 'trace_an': 1087}
  • id: 74616014
    {'hecke_orbit_code': 4503599728033851, 'n': 15, 'trace_an': 2900}
  • id: 74616015
    {'hecke_orbit_code': 4503599728033851, 'n': 16, 'trace_an': 12155}
  • id: 74616016
    {'hecke_orbit_code': 4503599728033851, 'n': 17, 'trace_an': 6130}
  • id: 74616017
    {'hecke_orbit_code': 4503599728033851, 'n': 18, 'trace_an': 10417}
  • id: 74616018
    {'hecke_orbit_code': 4503599728033851, 'n': 19, 'trace_an': 5342}
  • id: 74616019
    {'hecke_orbit_code': 4503599728033851, 'n': 20, 'trace_an': 11772}
  • id: 74616020
    {'hecke_orbit_code': 4503599728033851, 'n': 21, 'trace_an': 7976}
  • id: 74616021
    {'hecke_orbit_code': 4503599728033851, 'n': 22, 'trace_an': 7657}
  • id: 74616022
    {'hecke_orbit_code': 4503599728033851, 'n': 23, 'trace_an': 1552}
  • id: 74616023
    {'hecke_orbit_code': 4503599728033851, 'n': 24, 'trace_an': 612}
  • id: 74616024
    {'hecke_orbit_code': 4503599728033851, 'n': 25, 'trace_an': 10587}
  • id: 74616025
    {'hecke_orbit_code': 4503599728033851, 'n': 26, 'trace_an': -7885}
  • id: 74616026
    {'hecke_orbit_code': 4503599728033851, 'n': 27, 'trace_an': 3072}
  • id: 74616027
    {'hecke_orbit_code': 4503599728033851, 'n': 28, 'trace_an': -3541}
  • id: 74616028
    {'hecke_orbit_code': 4503599728033851, 'n': 29, 'trace_an': 7476}
  • id: 74616029
    {'hecke_orbit_code': 4503599728033851, 'n': 30, 'trace_an': -25854}
  • id: 74616030
    {'hecke_orbit_code': 4503599728033851, 'n': 31, 'trace_an': -3468}
  • id: 74616031
    {'hecke_orbit_code': 4503599728033851, 'n': 32, 'trace_an': -9479}
  • id: 74616032
    {'hecke_orbit_code': 4503599728033851, 'n': 33, 'trace_an': -11228}
  • id: 74616033
    {'hecke_orbit_code': 4503599728033851, 'n': 34, 'trace_an': 2177}
  • id: 74616034
    {'hecke_orbit_code': 4503599728033851, 'n': 35, 'trace_an': -15556}
  • id: 74616035
    {'hecke_orbit_code': 4503599728033851, 'n': 36, 'trace_an': -39367}
  • id: 74616036
    {'hecke_orbit_code': 4503599728033851, 'n': 37, 'trace_an': 22158}
  • id: 74616037
    {'hecke_orbit_code': 4503599728033851, 'n': 38, 'trace_an': -60264}
  • id: 74616038
    {'hecke_orbit_code': 4503599728033851, 'n': 39, 'trace_an': 8000}
  • id: 74616039
    {'hecke_orbit_code': 4503599728033851, 'n': 40, 'trace_an': -11660}
  • id: 74616040
    {'hecke_orbit_code': 4503599728033851, 'n': 41, 'trace_an': 4670}
  • id: 74616041
    {'hecke_orbit_code': 4503599728033851, 'n': 42, 'trace_an': -130868}
  • id: 74616042
    {'hecke_orbit_code': 4503599728033851, 'n': 43, 'trace_an': 20134}
  • id: 74616043
    {'hecke_orbit_code': 4503599728033851, 'n': 44, 'trace_an': -74355}
  • id: 74616044
    {'hecke_orbit_code': 4503599728033851, 'n': 45, 'trace_an': -22660}
  • id: 74616045
    {'hecke_orbit_code': 4503599728033851, 'n': 46, 'trace_an': -15144}
  • id: 74616046
    {'hecke_orbit_code': 4503599728033851, 'n': 47, 'trace_an': -23192}
  • id: 74616047
    {'hecke_orbit_code': 4503599728033851, 'n': 48, 'trace_an': -77896}
  • id: 74616048
    {'hecke_orbit_code': 4503599728033851, 'n': 49, 'trace_an': 75323}
  • id: 74616049
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  • id: 74616972
    {'hecke_orbit_code': 4503599728033851, 'n': 973, 'trace_an': 111886048}
  • id: 74616973
    {'hecke_orbit_code': 4503599728033851, 'n': 974, 'trace_an': 134643747}
  • id: 74616974
    {'hecke_orbit_code': 4503599728033851, 'n': 975, 'trace_an': 89110460}
  • id: 74616975
    {'hecke_orbit_code': 4503599728033851, 'n': 976, 'trace_an': 46978826}
  • id: 74616976
    {'hecke_orbit_code': 4503599728033851, 'n': 977, 'trace_an': -89191614}
  • id: 74616977
    {'hecke_orbit_code': 4503599728033851, 'n': 978, 'trace_an': 1716370}
  • id: 74616978
    {'hecke_orbit_code': 4503599728033851, 'n': 979, 'trace_an': -150485044}
  • id: 74616979
    {'hecke_orbit_code': 4503599728033851, 'n': 980, 'trace_an': 726310412}
  • id: 74616980
    {'hecke_orbit_code': 4503599728033851, 'n': 981, 'trace_an': 334539438}
  • id: 74616981
    {'hecke_orbit_code': 4503599728033851, 'n': 982, 'trace_an': -141955362}
  • id: 74616982
    {'hecke_orbit_code': 4503599728033851, 'n': 983, 'trace_an': -6015716}
  • id: 74616983
    {'hecke_orbit_code': 4503599728033851, 'n': 984, 'trace_an': -117374324}
  • id: 74616984
    {'hecke_orbit_code': 4503599728033851, 'n': 985, 'trace_an': -27694040}
  • id: 74616985
    {'hecke_orbit_code': 4503599728033851, 'n': 986, 'trace_an': 200915476}
  • id: 74616986
    {'hecke_orbit_code': 4503599728033851, 'n': 987, 'trace_an': 182525136}
  • id: 74616987
    {'hecke_orbit_code': 4503599728033851, 'n': 988, 'trace_an': 90915460}
  • id: 74616988
    {'hecke_orbit_code': 4503599728033851, 'n': 989, 'trace_an': 114389388}
  • id: 74616989
    {'hecke_orbit_code': 4503599728033851, 'n': 990, 'trace_an': 242081814}
  • id: 74616990
    {'hecke_orbit_code': 4503599728033851, 'n': 991, 'trace_an': -134026524}
  • id: 74616991
    {'hecke_orbit_code': 4503599728033851, 'n': 992, 'trace_an': -579791004}
  • id: 74616992
    {'hecke_orbit_code': 4503599728033851, 'n': 993, 'trace_an': 10255002}
  • id: 74616993
    {'hecke_orbit_code': 4503599728033851, 'n': 994, 'trace_an': 93464621}
  • id: 74616994
    {'hecke_orbit_code': 4503599728033851, 'n': 995, 'trace_an': 49264932}
  • id: 74616995
    {'hecke_orbit_code': 4503599728033851, 'n': 996, 'trace_an': 224664310}
  • id: 74616996
    {'hecke_orbit_code': 4503599728033851, 'n': 997, 'trace_an': 27216520}
  • id: 74616997
    {'hecke_orbit_code': 4503599728033851, 'n': 998, 'trace_an': 47186452}
  • id: 74616998
    {'hecke_orbit_code': 4503599728033851, 'n': 999, 'trace_an': -296593760}
  • id: 74616999
    {'hecke_orbit_code': 4503599728033851, 'n': 1000, 'trace_an': -359041062}