Newform data - 252.8.a.c

Formats: - HTML - YAML - JSON - 2026-07-22T20:07:36.812822

• 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': 16128, 'analytic_conductor': 78.72102642199869, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1], [7, -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': [252, 1, [127, 29, 73], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 3649, 'field_disc_factorization': [[41, 1], [89, 1]], 'field_poly': [-912, -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': [[5, [-113940, 264, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199388958972, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 12, 'hecke_ring_index_factorization': [[2, 2], [3, 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': '252.8.a.c', 'level': 252, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'minimal_twist': '84.8.a.c', 'nf_label': '2.2.3649.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-132-\\beta )q^{5}+7^{3}q^{7}+(2490-7\\beta )q^{11}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '252.8.a', 'trace_display': [0, 0, -264, 686], 'trace_hash': 1914807729390447197, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.948', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.016', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.290', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.640', 'prec': 17}, {'__RealLiteral__': 0, 'data': '61.323', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [2, 0, 0, 0, -264, 0, 686, 0, 0, 0, 4980, 0, -10148, 0, 0, 0, -17832, 0, 6256, 0, 0, 0, -14052, 0, 141326, 0, 0, 0, -243588, 0, 470824, 0, 0, 0, -90552, 0, 311116, 0, 0, 0, -919248, 0, -112616, 0, 0, 0, 102456, 0, 235298, 0, 0, 0, -2720028, 0, 1181736, 0, 0, 0, 19008, 0, -925148, 0, 0, 0, -4965936, 0, -2053424, 0, 0, 0, 869508, 0, 3505228, 0, 0, 0, 1708140, 0, -6640856, 0, 0, 0, -7856760, 0, -14723496, 0, 0, 0, 9330384, 0, -3480764, 0, 0, 0, 3903312, 0, -2220212, 0, 0, 0, -12477264, 0, -14694248, 0, 0, 0, 20198244, 0, -7060724, 0, 0, 0, -32015364, 0, -16273368, 0, 0, 0, -6116376, 0, -13700470, 0, 0, 0, -67390224, 0, -32791688, 0, 0, 0, -57376632, 0, 2145808, 0, 0, 0, -67364124, 0, 50377384, 0, 0, 0, -69406824, 0, 45290016, 0, 0, 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], [0, 0], [0, 0], [-132, -1], [0, 0], [343, 0], [0, 0], [0, 0], [0, 0], [2490, -7], [0, 0], [-5074, 24], [0, 0], [0, 0], [0, 0], [-8916, 65], [0, 0], [3128, -18], [0, 0], [0, 0], [0, 0], [-7026, 69], [0, 0], [70663, 264], [0, 0], [0, 0], [0, 0], [-121794, -50], [0, 0], [235412, -18], [0, 0], [0, 0], [0, 0], [-45276, -343], [0, 0], [155558, 780], [0, 0], [0, 0], [0, 0], [-459624, 407], [0, 0], [-56308, -1380], [0, 0], [0, 0], [0, 0], [51228, 2050], [0, 0], [117649, 0], [0, 0], [0, 0], [0, 0], [-1360014, -1896], [0, 0], [590868, -1566], [0, 0], [0, 0], [0, 0], [9504, -7110], [0, 0], [-462574, -5514], [0, 0], [0, 0], [0, 0], [-2482968, 1906], [0, 0], [-1026712, 8778], [0, 0], [0, 0], [0, 0], [434754, 5387], [0, 0], [1752614, -10278], [0, 0], [0, 0], [0, 0], [854070, -2401], [0, 0], [-3320428, 9486], [0, 0], [0, 0], [0, 0], [-3928380, 12244], [0, 0], [-7361748, 336], [0, 0], [0, 0], [0, 0], [4665192, -1393], [0, 0], [-1740382, 8232], [0, 0], [0, 0], [0, 0], [1951656, -752], [0, 0], [-1110106, 26262], [0, 0], [0, 0], [0, 0]], 'ap': [[0, 0], [0, 0], [-132, -1], [343, 0], [2490, -7], [-5074, 24], [-8916, 65], [3128, -18], [-7026, 69], [-121794, -50], [235412, -18], [155558, 780], [-459624, 407], [-56308, -1380], [51228, 2050], [-1360014, -1896], [9504, -7110], [-462574, -5514], [-1026712, 8778], [434754, 5387], [1752614, -10278], [-3320428, 9486], [-3928380, 12244], [4665192, -1393], [-1110106, 26262], [-6238632, -6063], [-7347124, 19662], [10099122, 8837], [-3530362, -48648], [-16007682, -17608], [-16395844, -50118], [-28688316, -32964], [-33682062, 426], [25188692, 24876], [-25384686, 8856], [-46743040, -41748], [7149218, -75066], [-1543552, 63702], [2330196, 89634], [5919048, 227717], [73088742, 103519], [69237686, 172128], [-4256694, -111997], [-56898838, 190428], [-55154862, 306784], [-91914784, -43068], [-23049436, -614796], [-115623712, -425040], [140559144, -196038], [-56462002, -501300], [111879474, 478506], [-8125914, -735179], 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12720237], [-11897349484, 3293424], [3369267528, -57010787], [-5256879378, 860060], [-10060742284, -15979884], [-13508180982, 28228284], [-19699168108, 1687962], [2748474378, -11833919], [-20158622482, 1880952], [-3691926204, -32714886], [-5075609638, 41915358], [3315325416, 24536807], [4313561576, 8559690], [-7726919034, 49282181], [-12779247442, -69805260], [-9325881180, 6939053], [-12801860500, 63136704], [-7161888876, -8325190], [-1060003876, 70479036], [8878997658, -70001173], [12772693352, -27865776], [28305471816, 14248171], [31881345194, -27686472], [-33629524812, 31086871], [-138549582, -123885727], [13698243990, 93737456], [6071778116, -41042622], [-9872382036, 21658700], [-13601517390, 12434318], [-11624931768, -14820912], [7176305264, 56210136], [5459382746, 46656270], [17896705322, 2779044], [51873109320, 12374921], [13801774074, -31841175], [24459279314, 81441822], [-3598633158, 88657487], [-9703570870, -146450712], [26899862600, 60332556], [7266775092, -65875927], [50617441208, 16442694], [-15523204362, -151123242], [-1798795348, 41333862], [9611094002, 33381390], [-35492360500, 57266754], [-36894890076, -55024940], [-44147827138, -3316224], [46595293116, -80357795], [49892255550, 2885929], [-1583350320, 236619653], [-40395063274, 36810000], [-11589852412, -34152000], [-9049121062, -107477856], [6717570240, -206436200], [-35658467266, 177959778], [47372362986, 35960265], [-45159604468, 112659264], [584653248, 51338449], [13273547466, -87598235], [23152623012, -178290695], [-19209695590, 29079180], [71080550054, 77568144], [8451265080, -68830053], [44884304268, -87633490], [-37231814286, 193741892], [44307849488, 232679208], [-24353484322, 41381124], [48741118982, 96796926], [33831308556, -80360740], [-52500890328, -106697259], [8346504800, 175004232], [111161655426, 58821057], [-14423978562, 37627364], [9899028104, -109653678], [53807316194, 238694232], [-94902723948, 99800123], [-72272847880, 10448304], [-4299148476, 246676536], [-52556646132, 182556286], [137637254234, -79635720], [-16117884832, 115101096], [48495661908, 17458605], [65592745782, -54577367], [-34665374658, -251985122], [23370318542, 116206728], [-119600632372, -35511570], [-4869466746, 16410556], [-37186642528, -283731696], [-109301206548, 125010304], [-97741284778, -122390244], [5241191112, 323180895], [-86426016018, 36705257], [14462053172, -356966958], [-113484179826, -160341841], [-44840821450, 232812720], [-949439032, 370200414], [-83328640576, 137521296], [-9174419802, 149855120], [-38049664672, 390030414], [107015001504, 139976008], [-81475393546, 216601062], [4165499562, 624754796], [-8497514802, 41021919], [56464494912, 117148692], [-81687155754, 190511567], [96318450980, 89112804], [-12450945544, -119006880], [-71690414218, -427307592], [48708219480, -200313389], [-133144296804, -26546810], [-11081185804, -342792474], [-16047715176, -258257902], [66545849984, -250620798], [19353194910, 727814401], [64761393542, 32491272], [11425881372, -240002519], [-162740177406, 80525883], [260701608278, -4158654], [-85801485576, 216197653], [99115002258, 525877289], [94550371070, 352563912], [25823080568, -84406302], [-10650141216, -507426131], [125456861162, -182322120], [228669442580, -72653586], [-255027979266, -138994637], [-35382527362, 474782988], [34654643714, 173251374], [250674042996, 36226485], [-5855710876, -183954744], [3413197170, 938409588], [-46453001892, -588037675], [-66630219880, 279755814], [30361442598, -1103442], [-31379756998, -424280622], [27391432268, -80585016], [177962894822, 181888290], [141062792840, 147630708], [201346430198, -394848354], [-351593968804, 27190086], [317579358666, 44340985], [89406258950, 663237768], [37332131282, 194577444], [-51325780968, 1048644634], [-232660122192, -100277960], [-137544655564, 24098418], [24172281336, -966949800], [-141905035078, 525083982], [-104006330068, -12133752], [154979294442, 557363235], [127192477058, 171978648], [-181700449374, 935809856], [160954732820, -606064350], [386412180912, -274428257], [300333722658, 478412156], [-179220147900, -661248988], [161427019890, 212350962], [-99788052504, 843752062], [101054445830, -1060213296], [-288903296808, -805408331], [-263315552440, 565637580], [-326041651356, -153161701], [-295168455408, -236411846], [16845724652, 330157716], [116155410962, 1264496508], [112655635782, 566988450], [-212652967804, -480200010], [-370501484790, -421819867], [-253064905600, 889253898], [-141565713286, 717983652], [44228601366, 1078867019], [409085030630, -151749708], [-17854514646, 1038118183], [-8569418962, 1515270480], [-198838879488, 1129613352], [365873098422, 124312990], [-6910123158, 857493018], [90349543148, -550775136], [-380015595162, 202210601], [290403127286, -415228926], [-267804959028, -561052648], [288592756038, -1372580283], [118237499726, -920829462], [189324905154, 506531638], [-302662390720, -1124803566], [-140440739518, -1536815148], [-69087003840, 794578681], [-37819583056, -98399064], [12526997118, -1687475692], [-553194437146, -457541298], [196153091912, 382374162], [-573701728096, -176997402], [110816482554, -1115207581], [-607644025938, -156041110], [-518588964250, 1364543088], [-321983323290, 17964538], [-82580009284, -1944451542], [-161850354240, -1097681722], [-454829076880, 968526354], [-100565789400, -243124298], [-363662293714, -88756596], [-469064748048, 992058975], [334672377662, 578578542], [-42136258516, -953508342], [-314552263234, -2050369056], [587052081714, -264553982], [766981906404, 207407875], [-484197715648, -305668884], [-179096073066, -2677373902], [914327171370, -204695187], [-122892649810, 1535680812], [58728617612, 1480148076], [-1013020761192, 594912684], [-22831954104, 873805713], [116077482752, -1336214742], [620282901746, -1783224396], [-317578805742, 1548257140], [135708660080, 2013275160], [-239759833762, 380656704], [-407685834108, 1076991265], [794127927360, -992713448], [280514741484, 1125440828], [243487438302, -1377713560], [-466934659926, 1235480471], [-536233352050, 2413113888], [-581406846912, 1679954139], [-443763350502, -183755301], [671434836714, 1844611441], [-251758254052, -1970865132], [368033056514, -1691234244], [791458788828, -848907285], [285984425276, 1293898950], [-301935221566, -857312508], [-565006655946, 1357098239], [-106598171536, 1793831502], [-928312214910, -1754302721], [78171315114, -867779972], [178365679028, -923167830], [-1227879279802, -321176424], [969551921556, -510912916], [663184813374, -2418765247], [203733291674, -34303164], [-260361057396, -947931087], [-194644716538, 3134097594], [-1284997057680, -256786471], [-227299739826, 395463868], [937903991744, -371220156], [351913032438, 604075732], [-890647084876, -2070126192], [209203448088, -500247000], [-137204324344, -2092611180], [-675238794106, 2286790416], [382741264760, 236267574], [415346069004, 2814316290], [-235576862878, 1571488896], [-86389733988, -3022552913], [368748493698, 2154044237], [-533787338584, -3816981186], [-190416160494, -4089949485], [850420944050, 998448396], [-611957391064, -304471260], [1025873983956, 1179393305], [593230158152, 2370214806], [-510650196354, -2490858150], [1267266665210, 1201500066], [-1526695333122, 1168594560], [-432010082596, 3658485546], [-863571179832, 2092597463], [-665445923124, 2713525135], [589116548888, 2487567528], [1206948706550, 1641947736], [1113238587558, 569648356], [-1320544205092, -2394569388], [1915176722112, 820580534], [273826055114, 2229709236], [-12286272618, 1482015918], [162662287446, -2142857229], [646591558724, 3086501868], [31071230042, -3929721840], [-433232286564, 1996477691], [-614614402290, -4461943135], [-977043828652, 1853313834], [359883748116, 476620989], [-769996560660, 4397963606], [-1551728076906, -2217267614], [-889715450638, -3486042078], [-754501368894, -4580114145], [-646137649668, 2618481124], [899182967042, -3675400668], [-923091825096, -199469371], [-831857541930, 2206434239], [-459284543046, -663946594], [-937792825972, -1117040760], [800420802756, -2187704750]], 'char_orbit_index': 1, 'field_poly': [-912, -1, 1], 'hecke_orbit_code': 9007199388958972, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 12], 'hecke_ring_inverse_numerators': [[1, 0], [6, 1]], 'hecke_ring_numerators': [[1, 0], [-6, 12]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '252.8.a.c', 'level': 252, 'maxp': 2999, 'weight': 8}
• 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': [0, 0, 0, 0, 4, 4, 5, 5], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [4, 4, 4, 4, 2, 2, 2, 2], 'ALdims_old': [42, 38, 38, 42, 38, 36, 35, 37], 'Nk2': 16128, 'analytic_conductor': 78.72102642199869, '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': [252, 1, [127, 29, 73], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 324, 'dim': 18, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 134217980, 'hecke_orbit_dims': [1, 1, 2, 2, 2, 2, 4, 4], 'label': '252.8.a', 'level': 252, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'mf_dim': 348, 'mf_new_dim': 18, 'num_forms': 8, 'plus_dim': 9, 'prim_orbit_index': 1, 'relative_dim': 18, 'sturm_bound': 384, 'trace_bound': 7, 'trace_display': [0, 0, 32, 0], 'traces': [18, 0, 0, 0, 32, 0, 0, 0, 0, 0, -6572, 0, 11568, 0, 0, 0, -37412, 0, -4920, 0, 0, 0, -66428, 0, 402702, 0, 0, 0, -243820, 0, 31464, 0, 0, 0, -56252, 0, -444612, 0, 0, 0, -233508, 0, 804216, 0, 0, 0, 538632, 0, 2117682, 0, 0, 0, -2161524, 0, -1570584, 0, 0, 0, -241480, 0, 1899048, 0, 0, 0, -9090672, 0, -140160, 0, 0, 0, 2557372, 0, 11339844, 0, 0, 0, 93296, 0, -15423384, 0, 0, 0, 16091248, 0, -9278040, 0, 0, 0, 7392516, 0, 1885128, 0, 0, 0, 30310048, 0, -33749844, 0, 0, 0, 6115568, 0, 2921976, 0, 0, 0, 9210276, 0, 22648788, 0, 0, 0, -21903532, 0, -76502280, 0, 0, 0, -7895860, 0, 41834610, 0, 0, 0, -16321344, 0, 94543416, 0, 0, 0, -74571376, 0, 2737140, 0, 0, 0, -46999588, 0, 52390128, 0, 0, 0, -591048, 0, 32197824, 0, 0, 0, -1844676, 0, -155231856, 0, 0, 0, 7154976, 0, 54670896, 0, 0, 0, -1347304, 0, 180218784, 0, 0, 0, 67567016, 0, -130972266, 0, 0, 0, 85037768, 0, -103064640, 0, 0, 0, -29372292, 0, 203776416, 0, 0, 0, -104981456, 0, -275219496, 0, 0, 0, 28842012, 0, 154158900, 0, 0, 0, 45516556, 0, 316429152, 0, 0, 0, -9140264, 0, -163110504, 0, 0, 0, -239177776, 0, -178752840, 0, 0, 0, 359596144, 0, 170550576, 0, 0, 0, -244884480, 0, -791062512, 0, 0, 0, 235639512, 0, 58900368, 0, 0, 0, 6116860, 0, 428386704, 0, 0, 0, 621354516, 0, -295621764, 0, 0, 0, 3764768, 0, -937424928, 0, 0, 0, 99192216, 0, -438854040, 0, 0, 0, 554912532, 0, 205141440, 0, 0, 0, 95477124, 0, 1327195824, 0, 0, 0, -289051864, 0, -373474200, 0, 0, 0, -847053028, 0, 357183972, 0, 0, 0, -492635252, 0, 842947032, 0, 0, 0, -82233564, 0, 61454430, 0, 0, 0, -314366064, 0, 1524361008, 0, 0, 0, -653442744, 0, -189755832, 0, 0, 0, -613584864, 0, -1451621832, 0, 0, 0, -1395685432, 0, 1425990348, 0, 0, 0, 77318364, 0, 652502712, 0, 0, 0, -291569488, 0, -1717120560, 0, 0, 0, -334737816, 0, 4436050680, 0, 0, 0, 1341820448, 0, -1801204596, 0, 0, 0, 2262588336, 0, 0, 0, 0, 0, -186644676, 0, -834388896, 0, 0, 0, 795405924, 0, -4911885384, 0, 0, 0, -1433464324, 0, -2729923854, 0, 0, 0, 2685581264, 0, 1232475312, 0, 0, 0, -1089093600, 0, 579801516, 0, 0, 0, 4130987472, 0, -746935752, 0, 0, 0, 2685362608, 0, 1307447400, 0, 0, 0, -2988185884, 0, 2431619352, 0, 0, 0, -1875096336, 0, -5361666768, 0, 0, 0, -1978987116, 0, 2092901328, 0, 0, 0, 2869401896, 0, -328386516, 0, 0, 0, -1710139004, 0, 468281184, 0, 0, 0, -862134024, 0, -158158716, 0, 0, 0, 8487210212, 0, 757212288, 0, 0, 0, -6332075172, 0, -3817468644, 0, 0, 0, -31550272, 0, -1225662576, 0, 0, 0, -5706688724, 0, 8667931704, 0, 0, 0, 247554524, 0, 7810685976, 0, 0, 0, -1241327976, 0, 3033267996, 0, 0, 0, -505167688, 0, -8260375032, 0, 0, 0, 14470178456, 0, 2428769280, 0, 0, 0, -6862316368, 0, -8649657720, 0, 0, 0, -8441435672, 0, -5083515408, 0, 0, 0, -7519784176, 0, 7484490432, 0, 0, 0, 9482274924, 0, 6271689864, 0, 0, 0, -3269780584, 0, 1179720072, 0, 0, 0, -938544816, 0, -3018290328, 0, 0, 0, 11595989064, 0, 872155704, 0, 0, 0, -4308513056, 0, -1256308656, 0, 0, 0, -10604249700, 0, -4842986256, 0, 0, 0, -6872935200, 0, 12665181258, 0, 0, 0, 8680277088, 0, 6660032328, 0, 0, 0, -773189228, 0, 5010345444, 0, 0, 0, 2056050464, 0, -21956274336, 0, 0, 0, 18501298576, 0, 4038256992, 0, 0, 0, -17115649588, 0, 19343313456, 0, 0, 0, -2916528824, 0, -36935772816, 0, 0, 0, -16133063292, 0, -347311488, 0, 0, 0, 14432259116, 0, 3195649860, 0, 0, 0, -10036801516, 0, 561785592, 0, 0, 0, 23478780424, 0, 14011846416, 0, 0, 0, 36548726820, 0, 8361390576, 0, 0, 0, -32197833492, 0, -6176020716, 0, 0, 0, -8286148976, 0, -33593141376, 0, 0, 0, -11552446896, 0, 12107602692, 0, 0, 0, 28245452500, 0, -24878449344, 0, 0, 0, -10765031676, 0, 41300415930, 0, 0, 0, 19130684936, 0, -3774314616, 0, 0, 0, 68278637664, 0, 1360963632, 0, 0, 0, -26512310396, 0, -35991082440, 0, 0, 0, -27933918792, 0, -45883672560, 0, 0, 0, -30045704844, 0, 31192906176, 0, 0, 0, 25488543988, 0, 25042701288, 0, 0, 0, -16567547584, 0, 52363296120, 0, 0, 0, -1284074664, 0, -33082342644, 0, 0, 0, 56021184984, 0, 16218118392, 0, 0, 0, -34583120004, 0, -28457689392, 0, 0, 0, -38918933904, 0, -42101953344, 0, 0, 0, -63553078528, 0, 30926825760, 0, 0, 0, 20218019732, 0, 55004571792, 0, 0, 0, -22118213684, 0, 27164316468, 0, 0, 0, 27913902864, 0, -45211349136, 0, 0, 0, 71463323232, 0, 11031950160, 0, 0, 0, -53067457076, 0, 15651073848, 0, 0, 0, -33093473488, 0, -36113871336, 0, 0, 0, -69890524352, 0, 44102378784, 0, 0, 0, 40100317212, 0, 69230578896, 0, 0, 0, -23233083048, 0, 33972424944, 0, 0, 0, 44722322480, 0, -54790917228, 0, 0, 0, 104117240188, 0, 16353147888, 0, 0, 0, -82553366016, 0, -47453922756, 0, 0, 0, -6443169232, 0, -102092931432, 0, 0, 0, -37763899728, 0, 77487059352, 0, 0, 0, 59351089984, 0, -2679108192, 0, 0, 0, -29847431936, 0, -33516823248, 0, 0, 0, 16302018888, 0, -3239777904, 0, 0, 0, 165904488232, 0, 37470195336, 0, 0, 0, -59085874060, 0, -40302459504, 0, 0, 0, -32258273216, 0, -58686904896, 0, 0, 0, -58714833236, 0, 22883060808, 0, 0, 0, 61250500836, 0, -17503049304, 0, 0, 0, -4401484388, 0, 39482543856, 0, 0, 0, 32645464936, 0, -38017681458, 0, 0, 0, 169505151376, 0, 23119506144, 0, 0, 0, -101569590616, 0, -7164758496, 0, 0, 0, -86596749828, 0, -108143054136, 0, 0, 0, -77600266300, 0, 44095952904, 0, 0, 0, 90371149584, 0, 70158061056, 0, 0, 0, -55129333560, 0, 72798145620, 0, 0, 0, 18609385092, 0, -71413788120, 0, 0, 0, 147895918152, 0, 19197633168, 0, 0, 0, -99321766992, 0, -7215055272, 0, 0, 0, -73472256432, 0, -188993875416, 0, 0, 0, -96619606416, 0, 151674470856, 0, 0, 0, 92063168316, 0, 48889834272, 0, 0, 0, -45648323756, 0, 113734425600, 0, 0, 0, 24051442056, 0, -128694151452, 0, 0, 0, 209090897628, 0, -578833080, 0, 0, 0, -150039277120, 0, 24015752148, 0, 0, 0, -135332105968, 0, -202189566696, 0, 0, 0, -129616843420, 0, 83966515680, 0, 0, 0, 184207437340, 0, 62217930840, 0, 0, 0, -38121653864, 0, 220225258098, 0, 0, 0, 132425974144, 0, -8668261176, 0, 0, 0, 204143912832, 0, 45618372996, 0, 0, 0, -179474792772, 0, -45554172648, 0, 0, 0, -45399283872, 0, -244286896080, 0, 0, 0, -124750474000, 0, 76840324176, 0, 0, 0, 108874028608, 0, 29971812696, 0, 0, 0], 'weight': 8, '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: 201883
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '252.8.a.c', 'source_level': 252, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '84.8.a.c', 'target_level': 84, 'twist_class_label': '84.8.a.c', 'twist_class_level': 84, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 201884
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '252.8.a.c', 'source_level': 252, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '252.8.a.c', 'target_level': 252, 'twist_class_label': '84.8.a.c', 'twist_class_level': 84, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
  • id: 201885
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '252.8.a.c', 'source_level': 252, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 17, 'target_is_minimal': False, 'target_label': '336.8.a.q', 'target_level': 336, 'twist_class_label': '84.8.a.c', 'twist_class_level': 84, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 201886
    {'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '252.8.a.c', 'source_level': 252, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '588.8.a.f', 'target_level': 588, 'twist_class_label': '84.8.a.c', 'twist_class_level': 84, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 8}
  • id: 201887
    {'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '252.8.a.c', 'source_level': 252, 'target_char_orbit': 9, 'target_dim': 4, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '588.8.i.j', 'target_level': 588, 'twist_class_label': '84.8.a.c', 'twist_class_level': 84, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 8}
  • id: 201888
    {'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '252.8.a.c', 'source_level': 252, 'target_char_orbit': 9, 'target_dim': 4, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '588.8.i.k', 'target_level': 588, 'twist_class_label': '84.8.a.c', 'twist_class_level': 84, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 583775
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 9007199388958972, 'p': 2}
  • id: 583776
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 9007199388958972, 'p': 3}
  • id: 583777
    {'charpoly_factorization': [[[-113940, 264, 1], 1]], 'hecke_orbit_code': 9007199388958972, 'p': 5}
  • id: 583778
    {'charpoly_factorization': [[[-343, 1], 2]], 'hecke_orbit_code': 9007199388958972, 'p': 7}
  • id: 583779
    {'charpoly_factorization': [[[-236736, -4980, 1], 1]], 'hecke_orbit_code': 9007199388958972, 'p': 11}
  • id: 583780
    {'charpoly_factorization': [[[-49920188, 10148, 1], 1]], 'hecke_orbit_code': 9007199388958972, 'p': 13}
  • id: 583781
    {'charpoly_factorization': [[[-475517844, 17832, 1], 1]], 'hecke_orbit_code': 9007199388958972, 'p': 17}
  • id: 583782
    {'charpoly_factorization': [[[-32777552, -6256, 1], 1]], 'hecke_orbit_code': 9007199388958972, 'p': 19}
  • id: 583783
    {'charpoly_factorization': [[[-576059328, 14052, 1], 1]], 'hecke_orbit_code': 9007199388958972, 'p': 23}
  • id: 583784
    {'charpoly_factorization': [[[14505368436, 243588, 1], 1]], 'hecke_orbit_code': 9007199388958972, 'p': 29}
  • id: 583785
    {'charpoly_factorization': [[[55376247808, -470824, 1], 1]], 'hecke_orbit_code': 9007199388958972, 'p': 31}
  • id: 583786
    {'charpoly_factorization': [[[-55723566236, -311116, 1], 1]], 'hecke_orbit_code': 9007199388958972, 'p': 37}
  • id: 583787
    {'charpoly_factorization': [[[189493906140, 919248, 1], 1]], 'hecke_orbit_code': 9007199388958972, 'p': 41}
  • id: 583788
    {'charpoly_factorization': [[[-246999010736, 112616, 1], 1]], 'hecke_orbit_code': 9007199388958972, 'p': 43}
  • id: 583789
    {'charpoly_factorization': [[[-549432902016, -102456, 1], 1]], 'hecke_orbit_code': 9007199388958972, 'p': 47}
  • id: 583790
    {'charpoly_factorization': [[[1377408671172, 2720028, 1], 1]], 'hecke_orbit_code': 9007199388958972, 'p': 53}
  • id: 583791
    {'charpoly_factorization': [[[-6640635738384, -19008, 1], 1]], 'hecke_orbit_code': 9007199388958972, 'p': 59}
  • id: 583792
    {'charpoly_factorization': [[[-3780042097868, 925148, 1], 1]], 'hecke_orbit_code': 9007199388958972, 'p': 61}
  • id: 583793
    {'charpoly_factorization': [[[-9067890068432, 2053424, 1], 1]], 'hecke_orbit_code': 9007199388958972, 'p': 67}
  • id: 583794
    {'charpoly_factorization': [[[-3623141894400, -869508, 1], 1]], 'hecke_orbit_code': 9007199388958972, 'p': 71}
  • id: 583795
    {'charpoly_factorization': [[[-10805280342380, -3505228, 1], 1]], 'hecke_orbit_code': 9007199388958972, 'p': 73}
  • id: 583796
    {'charpoly_factorization': [[[-795441820160, 6640856, 1], 1]], 'hecke_orbit_code': 9007199388958972, 'p': 79}
  • id: 583797
    {'charpoly_factorization': [[[-4261335046704, 7856760, 1], 1]], 'hecke_orbit_code': 9007199388958972, 'p': 83}
  • id: 583798
    {'charpoly_factorization': [[[21509111254428, -9330384, 1], 1]], 'hecke_orbit_code': 9007199388958972, 'p': 89}
  • id: 583799
    {'charpoly_factorization': [[[-89368449155180, 2220212, 1], 1]], 'hecke_orbit_code': 9007199388958972, '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': '252.8.a.c', 'level': 252, 'portrait': 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', 'weight': 8}
• 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: 29103667
    {'hecke_orbit_code': 9007199388958972, 'n': 1, 'trace_an': 2}
  • id: 29103668
    {'hecke_orbit_code': 9007199388958972, 'n': 2, 'trace_an': 0}
  • id: 29103669
    {'hecke_orbit_code': 9007199388958972, 'n': 3, 'trace_an': 0}
  • id: 29103670
    {'hecke_orbit_code': 9007199388958972, 'n': 4, 'trace_an': 0}
  • id: 29103671
    {'hecke_orbit_code': 9007199388958972, 'n': 5, 'trace_an': -264}
  • id: 29103672
    {'hecke_orbit_code': 9007199388958972, 'n': 6, 'trace_an': 0}
  • id: 29103673
    {'hecke_orbit_code': 9007199388958972, 'n': 7, 'trace_an': 686}
  • id: 29103674
    {'hecke_orbit_code': 9007199388958972, 'n': 8, 'trace_an': 0}
  • id: 29103675
    {'hecke_orbit_code': 9007199388958972, 'n': 9, 'trace_an': 0}
  • id: 29103676
    {'hecke_orbit_code': 9007199388958972, 'n': 10, 'trace_an': 0}
  • id: 29103677
    {'hecke_orbit_code': 9007199388958972, 'n': 11, 'trace_an': 4980}
  • id: 29103678
    {'hecke_orbit_code': 9007199388958972, 'n': 12, 'trace_an': 0}
  • id: 29103679
    {'hecke_orbit_code': 9007199388958972, 'n': 13, 'trace_an': -10148}
  • id: 29103680
    {'hecke_orbit_code': 9007199388958972, 'n': 14, 'trace_an': 0}
  • id: 29103681
    {'hecke_orbit_code': 9007199388958972, 'n': 15, 'trace_an': 0}
  • id: 29103682
    {'hecke_orbit_code': 9007199388958972, 'n': 16, 'trace_an': 0}
  • id: 29103683
    {'hecke_orbit_code': 9007199388958972, 'n': 17, 'trace_an': -17832}
  • id: 29103684
    {'hecke_orbit_code': 9007199388958972, 'n': 18, 'trace_an': 0}
  • id: 29103685
    {'hecke_orbit_code': 9007199388958972, 'n': 19, 'trace_an': 6256}
  • id: 29103686
    {'hecke_orbit_code': 9007199388958972, 'n': 20, 'trace_an': 0}
  • id: 29103687
    {'hecke_orbit_code': 9007199388958972, 'n': 21, 'trace_an': 0}
  • id: 29103688
    {'hecke_orbit_code': 9007199388958972, 'n': 22, 'trace_an': 0}
  • id: 29103689
    {'hecke_orbit_code': 9007199388958972, 'n': 23, 'trace_an': -14052}
  • id: 29103690
    {'hecke_orbit_code': 9007199388958972, 'n': 24, 'trace_an': 0}
  • id: 29103691
    {'hecke_orbit_code': 9007199388958972, 'n': 25, 'trace_an': 141326}
  • id: 29103692
    {'hecke_orbit_code': 9007199388958972, 'n': 26, 'trace_an': 0}
  • id: 29103693
    {'hecke_orbit_code': 9007199388958972, 'n': 27, 'trace_an': 0}
  • id: 29103694
    {'hecke_orbit_code': 9007199388958972, 'n': 28, 'trace_an': 0}
  • id: 29103695
    {'hecke_orbit_code': 9007199388958972, 'n': 29, 'trace_an': -243588}
  • id: 29103696
    {'hecke_orbit_code': 9007199388958972, 'n': 30, 'trace_an': 0}
  • id: 29103697
    {'hecke_orbit_code': 9007199388958972, 'n': 31, 'trace_an': 470824}
  • id: 29103698
    {'hecke_orbit_code': 9007199388958972, 'n': 32, 'trace_an': 0}
  • id: 29103699
    {'hecke_orbit_code': 9007199388958972, 'n': 33, 'trace_an': 0}
  • id: 29103700
    {'hecke_orbit_code': 9007199388958972, 'n': 34, 'trace_an': 0}
  • id: 29103701
    {'hecke_orbit_code': 9007199388958972, 'n': 35, 'trace_an': -90552}
  • id: 29103702
    {'hecke_orbit_code': 9007199388958972, 'n': 36, 'trace_an': 0}
  • id: 29103703
    {'hecke_orbit_code': 9007199388958972, 'n': 37, 'trace_an': 311116}
  • id: 29103704
    {'hecke_orbit_code': 9007199388958972, 'n': 38, 'trace_an': 0}
  • id: 29103705
    {'hecke_orbit_code': 9007199388958972, 'n': 39, 'trace_an': 0}
  • id: 29103706
    {'hecke_orbit_code': 9007199388958972, 'n': 40, 'trace_an': 0}
  • id: 29103707
    {'hecke_orbit_code': 9007199388958972, 'n': 41, 'trace_an': -919248}
  • id: 29103708
    {'hecke_orbit_code': 9007199388958972, 'n': 42, 'trace_an': 0}
  • id: 29103709
    {'hecke_orbit_code': 9007199388958972, 'n': 43, 'trace_an': -112616}
  • id: 29103710
    {'hecke_orbit_code': 9007199388958972, 'n': 44, 'trace_an': 0}
  • id: 29103711
    {'hecke_orbit_code': 9007199388958972, 'n': 45, 'trace_an': 0}
  • id: 29103712
    {'hecke_orbit_code': 9007199388958972, 'n': 46, 'trace_an': 0}
  • id: 29103713
    {'hecke_orbit_code': 9007199388958972, 'n': 47, 'trace_an': 102456}
  • id: 29103714
    {'hecke_orbit_code': 9007199388958972, 'n': 48, 'trace_an': 0}
  • id: 29103715
    {'hecke_orbit_code': 9007199388958972, 'n': 49, 'trace_an': 235298}
  • id: 29103716
    {'hecke_orbit_code': 9007199388958972, 'n': 50, 'trace_an': 0}
  • id: 29103717
    {'hecke_orbit_code': 9007199388958972, 'n': 51, 'trace_an': 0}
  • id: 29103718
    {'hecke_orbit_code': 9007199388958972, 'n': 52, 'trace_an': 0}
  • id: 29103719
    {'hecke_orbit_code': 9007199388958972, 'n': 53, 'trace_an': -2720028}
  • id: 29103720
    {'hecke_orbit_code': 9007199388958972, 'n': 54, 'trace_an': 0}
  • id: 29103721
    {'hecke_orbit_code': 9007199388958972, 'n': 55, 'trace_an': 1181736}
  • id: 29103722
    {'hecke_orbit_code': 9007199388958972, 'n': 56, 'trace_an': 0}
  • id: 29103723
    {'hecke_orbit_code': 9007199388958972, 'n': 57, 'trace_an': 0}
  • id: 29103724
    {'hecke_orbit_code': 9007199388958972, 'n': 58, 'trace_an': 0}
  • id: 29103725
    {'hecke_orbit_code': 9007199388958972, 'n': 59, 'trace_an': 19008}
  • id: 29103726
    {'hecke_orbit_code': 9007199388958972, 'n': 60, 'trace_an': 0}
  • id: 29103727
    {'hecke_orbit_code': 9007199388958972, 'n': 61, 'trace_an': -925148}
  • id: 29103728
    {'hecke_orbit_code': 9007199388958972, 'n': 62, 'trace_an': 0}
  • id: 29103729
    {'hecke_orbit_code': 9007199388958972, 'n': 63, 'trace_an': 0}
  • id: 29103730
    {'hecke_orbit_code': 9007199388958972, 'n': 64, 'trace_an': 0}
  • id: 29103731
    {'hecke_orbit_code': 9007199388958972, 'n': 65, 'trace_an': -4965936}
  • id: 29103732
    {'hecke_orbit_code': 9007199388958972, 'n': 66, 'trace_an': 0}
  • id: 29103733
    {'hecke_orbit_code': 9007199388958972, 'n': 67, 'trace_an': -2053424}
  • id: 29103734
    {'hecke_orbit_code': 9007199388958972, 'n': 68, 'trace_an': 0}
  • id: 29103735
    {'hecke_orbit_code': 9007199388958972, 'n': 69, 'trace_an': 0}
  • id: 29103736
    {'hecke_orbit_code': 9007199388958972, 'n': 70, 'trace_an': 0}
  • id: 29103737
    {'hecke_orbit_code': 9007199388958972, 'n': 71, 'trace_an': 869508}
  • id: 29103738
    {'hecke_orbit_code': 9007199388958972, 'n': 72, 'trace_an': 0}
  • id: 29103739
    {'hecke_orbit_code': 9007199388958972, 'n': 73, 'trace_an': 3505228}
  • id: 29103740
    {'hecke_orbit_code': 9007199388958972, 'n': 74, 'trace_an': 0}
  • id: 29103741
    {'hecke_orbit_code': 9007199388958972, 'n': 75, 'trace_an': 0}
  • id: 29103742
    {'hecke_orbit_code': 9007199388958972, 'n': 76, 'trace_an': 0}
  • id: 29103743
    {'hecke_orbit_code': 9007199388958972, 'n': 77, 'trace_an': 1708140}
  • id: 29103744
    {'hecke_orbit_code': 9007199388958972, 'n': 78, 'trace_an': 0}
  • id: 29103745
    {'hecke_orbit_code': 9007199388958972, 'n': 79, 'trace_an': -6640856}
  • id: 29103746
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  • id: 29103747
    {'hecke_orbit_code': 9007199388958972, 'n': 81, 'trace_an': 0}
  • id: 29103748
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  • id: 29103749
    {'hecke_orbit_code': 9007199388958972, 'n': 83, 'trace_an': -7856760}
  • id: 29103750
    {'hecke_orbit_code': 9007199388958972, 'n': 84, 'trace_an': 0}
  • id: 29103751
    {'hecke_orbit_code': 9007199388958972, 'n': 85, 'trace_an': -14723496}
  • id: 29103752
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  • id: 29103753
    {'hecke_orbit_code': 9007199388958972, 'n': 87, 'trace_an': 0}
  • id: 29103754
    {'hecke_orbit_code': 9007199388958972, 'n': 88, 'trace_an': 0}
  • id: 29103755
    {'hecke_orbit_code': 9007199388958972, 'n': 89, 'trace_an': 9330384}
  • id: 29103756
    {'hecke_orbit_code': 9007199388958972, 'n': 90, 'trace_an': 0}
  • id: 29103757
    {'hecke_orbit_code': 9007199388958972, 'n': 91, 'trace_an': -3480764}
  • id: 29103758
    {'hecke_orbit_code': 9007199388958972, 'n': 92, 'trace_an': 0}
  • id: 29103759
    {'hecke_orbit_code': 9007199388958972, 'n': 93, 'trace_an': 0}
  • id: 29103760
    {'hecke_orbit_code': 9007199388958972, 'n': 94, 'trace_an': 0}
  • id: 29103761
    {'hecke_orbit_code': 9007199388958972, 'n': 95, 'trace_an': 3903312}
  • id: 29103762
    {'hecke_orbit_code': 9007199388958972, 'n': 96, 'trace_an': 0}
  • id: 29103763
    {'hecke_orbit_code': 9007199388958972, 'n': 97, 'trace_an': -2220212}
  • id: 29103764
    {'hecke_orbit_code': 9007199388958972, 'n': 98, 'trace_an': 0}
  • id: 29103765
    {'hecke_orbit_code': 9007199388958972, 'n': 99, 'trace_an': 0}
  • id: 29103766
    {'hecke_orbit_code': 9007199388958972, 'n': 100, 'trace_an': 0}