Newform data - 350.6.a.l

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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': 12600, 'analytic_conductor': 56.13433693454322, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [5, 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': [350, 1, [127, 101], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [-9, 1]], [13, [627, 1]]], 'hecke_orbit': 12, 'hecke_orbit_code': 49539596001739102, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], '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': '350.6.a.l', 'level': 350, '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, 5, 7], 'level_radical': 70, 'minimal_twist': '70.6.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+4q^{2}+9q^{3}+2^{4}q^{4}+6^{2}q^{6}+7^{2}q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '350.6.a', 'trace_display': [4, 9, 0, 49], 'trace_hash': 298612840669939101, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.008', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.030', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.115', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [1, 4, 9, 16, 0, 36, 49, 64, -162, 0, -187, 144, -627, 196, 0, 256, -1813, -648, 258, 0, 441, -748, -2970, 576, 0, -2508, -3645, 784, 1299, 0, 1916, 1024, -1683, -7252, 0, -2592, -6578, 1032, -5643, 0, 6676, 1764, -3178, -2992, 0, -11880, 22001, 2304, 2401, 0, -16317, -10032, -26168, -14580, 0, 3136, 2322, 5196, 3932, 0, -48740, 7664, -7938, 4096, 0, -6732, 44832, -29008, -26730, 0, 63736, -10368, -60470, -26312, 0, 4128, -9163, -22572, -43721, 0, 6561, 26704, -97276, 7056, 0, -12712, 11691, -11968, 45560, 0, -30723, -47520, 17244, 88004, 0, 9216, 57295, 9604, 30294, 0, -44970, -65268, 101405, -40128, 0, -104672, 166002, -58320, 8289, 0, -59202, 12544, -263206, 9288, 0, 20784, 101574, 15728, -88837, 0, -126082, -194960, 60084, 30656, 0, -31752, -30052, 16384, -28602, 0, -120050, 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-82062848, -42326358, 0, -599718752, -193844736, -182616840, -231876204, 0, 17657856, 446501748, 77030656, 9956520, 0, -236115924, 112430304, -9290580, -219866624, 0, -403183936, 131725095, 252139392, -117024740, 0, -427851333, 86791936, -403697720, -255789468, 0, 130145568, -43158258, 419905276, 580045324, 0], 'weight': 6, 'weight_parity': 1}
• 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], [4], [9], [16], [0], [36], [49], [64], [-162], [0], [-187], [144], [-627], [196], [0], [256], [-1813], [-648], [258], [0], [441], [-748], [-2970], [576], [0], [-2508], [-3645], [784], [1299], [0], [1916], [1024], [-1683], [-7252], [0], [-2592], [-6578], [1032], [-5643], [0], [6676], [1764], [-3178], [-2992], [0], [-11880], [22001], [2304], [2401], [0], [-16317], [-10032], [-26168], [-14580], [0], [3136], [2322], [5196], [3932], [0], [-48740], [7664], [-7938], [4096], [0], [-6732], [44832], [-29008], [-26730], [0], [63736], [-10368], [-60470], [-26312], [0], [4128], [-9163], [-22572], [-43721], [0], [6561], [26704], [-97276], [7056], [0], [-12712], [11691], [-11968], [45560], [0], [-30723], [-47520], [17244], [88004], [0], [9216], [57295], [9604], [30294], [0]], 'ap': [[4], [9], [0], [49], [-187], [-627], [-1813], [258], [-2970], [1299], [1916], [-6578], [6676], [-3178], [22001], [-26168], [3932], [-48740], [44832], [63736], [-60470], [-43721], [-97276], [45560], [57295], [-44970], [101405], [166002], [8289], [-263206], [-30052], [-120050], [-31776], [-200162], [309642], [-208657], [-36010], [-175670], [157413], [23471], [612228], [528832], [540369], [-960320], [-761944], [125084], [627547], [1221101], [-390547], [-712124], [-561576], [-1360837], [530050], [990330], [1816430], [1958474], [218034], [1262652], [1102638], [-998213], [386371], [783571], [-2817733], [-847398], [-364955], [-1937438], [-61460], [3741158], [-211334], [3395578], [3880935], [3242104], [-1444303], [-3435416], [-1686348], [-2643540], [-452099], [1955303], [-4767367], [-4131990], [190512], [-5191855], [-4217811], [4860274], [-2031134], [-2841986], [-4596825], [-4933672], [-4756672], [-4086188], [4159319], [-3360402], [-7052426], [-83937], [-7105263], [-2891469], [1035482], [-7497146], [-3532228], [-4991877], [-5126340], [-8868656], [-9072772], [2083098], [-5463684], [-7662463], [15746456], [16240857], [-1907931], [3529698], [-3377989], [-1204122], [5473298], [3226622], [13628237], [-19247150], [12839945], [-20023256], [7236554], [14247449], [14926480], [15506168], [7800645], [-15854668], [20365636], [24803615], [18191707], [-16620210], [15759144], [2152385], [-22726715], [-12115296], [-20759041], [18622184], [26533626], [-20159462], [5864877], [1633469], [-20767305], [3539361], [-21148006], [265389], [-30926116], [28415246], [-33354724], [-5662046], [-21998330], [21756810], [-40938396], [-5655968], [-26106662], [1442944], [15243168], [33149984], [-11696306], [28932096], [-45783829], [24694712], [19892551], [-37345436], [-51039592], [-254832], [-11701186], [35907984], [55059198], [18131723], [-20290760], [-47539037], [-28357187], [-12432734], [33287512], [50962742], [62786145], [-11638014], [-35025022], [30299372], [-18124103], [-63794763], [838060], [-1137716], [11271808], [-7568472], [60408406], [8309078], [-6847416], [-61493634], [-4943380], [-23720735], [29610649], [17683140], [31402626], [-25024730], [-19174097], [-92042456], [41332668], [61245081], [47931535], [7551860], [26967483], [85216829], [35590886], [-16561642], [-81307878], [1515618], [28259334], [46729571], [-62983174], [-30032712], [34908390], [-7891132], [-74828436], [23535930], [-103314916], [90706997], [-42156474], [58853696], [-2283994], [21322500], [-13390598], [79336806], [-56172574], [-36891154], [67867005], [126420462], [-66187867], [137547134], [-60334481], [-27853139], [-143631763], [-95099828], [-154361584], [-58783974], [16421752], [-7905711], [90898709], [-57969051], [19257664], [-100795984], [104976319], [5043302], [58448560], [-173745208], [56370441], [-106725890], [16399497], [100880094], [137870992], [-103548858], [74344379], [-183943618], [37082066], [-61628682], [-31538784], [-3776904], [45729846], [65343977], [53420678], [81078092], [70680045], [-219387807], [137071158], [-58889558], [79321456], [-13736423], [-63229830], [42112406], [-129757179], [97496278], [-122084848], [78460626], [-53335224], [223073988], [-42278201], [-20573124], [82001710], [-26085959], [5087900], [-6780910], [104274657], [55973750], [-89563307], [89356655], [-230664432], [158358054], [-218899115], [284460573], [-169877842], [24712866], [202440056], [71008680], [-17564595], [-86675617], [107457448], [-37661444], [-75831342], [-208652088], [-209462414], [105460213], [333729444], [68615257], [-164994453], [-128593978], [58304905], [267461784], [160194023], [-57390666], [26237342], [-81359640], [-146371368], [140159020], [235265496], [-104920233], [-16024978], [-213541790], [-88728402], [-391439392], [258523086], [92575077], [215408883], [209535805], [-8190566], [-1967104], [-335135246], [66469740], [90067410], [-97832968], [152775263], [-61587228], [7874392], [-281079492], [124631582], [-153811620], [186525454], [-288227469], [477569972], [-86968239], [153193], [388181634], [-80935610], [378725449], [-425706262], [31954276], [-401640114], [279968945], [-21654246], [228648644], [-369728418], [14166896], [-280677906], [101003823], [237517076], [401006988], [-80074011], [394376809], [-153137667], [-100184682], [59493930], [-299706310], [193471362], [-360634014], [-445868948], [106805860], [448512728], [-479499487], [410855036], [-138435166], [-255529241], [-477497206], [36547021], [-506060079], [-432019340], [413957596], [566542527], [-175455214], [157409942], [162568360], [-492619671], [-121332455], [282601638], [281735949], [-142004950], [118987846], [94137288], [-138938922], [24254304], [-272172747], [-57233595], [43444117], [-39644804], [61965847], [-358494655], [-189973541], [282000035], [-359170092], [205547045], [244215152], [-351485144], [-387800128], [-478838427], [-379630878], [418926792], [90920640], [-343628602], [372855975], [181260932], [207530086], [-656515142], [661282695], [527567892], [77918460], [556834111], [-460002510], [557203122], [171242092], [751191370], [391366088], [466143933], [698507892], [130506762], [260766773], [-227013007], [-443377898], [722779062], [-617756708], [672890061], [-348676385], [472673132], [-42326358], [-599718752], [580045324]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 49539596001739102, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '350.6.a.l', 'level': 350, 'maxp': 2999, 'weight': 6}
• 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': [6, 7, 7, 5, 5, 4, 6, 8], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3, 3, 3, 3, 3], 'ALdims_old': [27, 32, 31, 29, 31, 32, 31, 27], 'Nk2': 12600, 'analytic_conductor': 56.13433693454322, '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': [350, 1, [127, 101], [1, 1]], 'conrey_index': 1, 'cusp_dim': 288, 'dim': 48, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 13], 'hecke_orbit_code': 100663646, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 5, 5], 'label': '350.6.a', 'level': 350, '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, 5, 7], 'level_radical': 70, 'mf_dim': 312, 'mf_new_dim': 48, 'num_forms': 26, 'plus_dim': 21, 'prim_orbit_index': 1, 'relative_dim': 48, 'sturm_bound': 360, 'trace_bound': 3, 'trace_display': [-8, 26, 0, 0], 'traces': [48, -8, 26, 768, 0, -8, 0, -128, 4416, 0, -952, 416, 518, 392, 0, 12288, 2212, -5656, -4122, 0, -98, 1872, 8224, -128, 0, -1560, -8164, 0, 12612, 0, -6572, -2048, 12288, 28976, 0, 70656, -8004, -24888, 39976, 0, 32320, -3528, 9596, -15232, 0, -13664, 86420, 6656, 115248, 0, -94144, 8288, 5648, -83840, 0, 6272, -12156, 27104, 47818, 0, 59126, 1488, 44492, 196608, 0, 113040, -146168, 35392, -240816, 0, -211184, -90496, 110552, 50080, 0, -65952, -47628, 132064, 41680, 0, 454452, 49088, -190410, -1568, 0, 335696, -211292, 29952, 187220, 0, 11466, 131584, 339080, 40560, 0, -2048, -112012, -19208, 579332, 0, -609410, 24080, -156572, -24960, 0, -216592, 28176, -130624, 320012, 0, 761836, 0, -60412, 196608, 0, 201792, 275646, 84104, 138964, 0, 534500, -257240, 631740, -105152, 0, 253624, 351944, -32768, 813952, 0, 772970, 196608, 16758, 2384, 0, 463616, -696960, 85696, -236894, 0, 1852832, 449152, 401848, 1130496, 0, -1465568, 62426, -128064, 636560, 0, -972240, -398208, 2469708, -132496, 0, 639616, -310138, 327808, 1040932, 0, 185416, -584920, -1733460, 517120, 0, -576504, -208420, -56448, 1011492, 0, -319566, 153536, -886754, 636464, 0, -243712, 1340148, 231344, 556892, 0, -565582, -56840, -2684416, -218624, 0, -649632, -374584, 1382720, -224420, 0, 742304, 106496, 1430780, -1821952, 0, 1843968, 301176, -1888944, -556404, 0, 663716, -1293208, -1118964, -1506304, 0, -995056, 1609312, 132608, -2204076, 0, 2780652, 90368, -81312, -1285104, 0, -1341440, 1119356, -530048, -6989056, 0, -5741412, -505872, 6780136, 100352, 0, -2321072, -12050, -194496, -2524006, 0, 268520, 433664, -4873640, -4025752, 0, 765088, -3649344, -1390816, -1461944, 0, -5283752, -1622888, -4735906, 946016, 0, -1737632, -386792, 23808, 1728640, 0, -10390342, 711872, -2929152, 1234720, 0, 3145728, 342240, 3995520, -1257340, 0, 10368388, 3187720, 4064024, 1808640, 0, 1324568, 1273188, -2338688, -4451654, 0, -3868360, 566272, -2928632, 3638400, 0, -3853056, 1700608, -3060296, -3188060, 0, 3542608, 4473696, 1563006, -3378944, 0, -3333824, 2216956, -1447936, 7367636, 0, -2841972, 1768832, 7002170, -19208, 0, 801280, -836880, 2768752, -4150096, 0, 2026052, -1149760, -7446032, -1055232, 0, 9000992, -7193954, -762048, -3735656, 0, -661752, 2113024, -1942356, -3420088, 0, 666880, 3601352, 2495184, -7097056, 0, -27150804, -504896, -13652092, 7271232, 0, -3018656, -3624876, 785408, 9589692, 0, 6588240, -3046560, 8388292, -5286096, 0, -25088, 3500364, -1198024, -1659400, 0, -2267840, -9259128, 0, 5371136, 0, 7528584, -4650308, -3380672, -7074382, 0, 17409160, 479232, 6184736, 1736432, 0, 2995520, 634844, -1320672, -730152, 0, 3436432, 3379352, 17775010, 183456, 0, -1731648, -2277240, 2105344, 11252284, 0, 6860000, 5425280, -11627640, -15376368, 0, 648960, 335716, -548016, 609056, 0, -2014520, -9736384, -2143052, -32768, 0, -5127728, 9972684, -1792192, 3190748, 0, -14048112, -307328, -9966156, 15066288, 0, 9269312, 13138958, 11083280, 1374548, 0, 32915024, 6106080, 2142272, -9750560, 0, 199136, 11085016, 385280, 30525160, 0, -31022856, -2505152, -7390474, 6326368, 0, -399360, -8419572, -16178240, 7703634, 0, 11561688, 732608, 18420436, -3465472, 0, -10507552, 3419514, 450816, 49913864, 0, -20551368, -2089984, 29392348, 3774960, 0, 5120192, -19452880, 18932592, -22783888, 0, 10602816, -2873872, -5648664, 12189376, 0, 7956928, -18327476, 0, -54244260, 0, 35048228, -966592, -750256, -13301672, 0, 3145728, -7948372, 5649656, 389180, 0, -34953454, -2107392, -11171328, 3228672, 0, -39514896, -436426, 4410336, -1609944, 0, 49782048, 1345664, 11879648, -2625376, 0, 2223424, -3195864, -15954656, 34805500, 0, 26718444, -6073888, -13571824, 8552000, 0, -5685608, 16568784, -4115840, -55553156, 0, 8562792, 10107840, 6172976, 27651616, 0, -1682432, 6129312, -3527952, 3936136, 0, 35678760, -244296, 38079064, 4057984, 0, 5737472, -1990402, 5631104, 24226122, 0, 2105040, -524288, -15906168, 11370416, 0, 13023232, 427536, -4539360, 15456968, 0, -18005152, -11082496, -19568858, 12367520, 0, -19597504, 4526760, 3145728, 49924560, 0, -27435622, 268128, -31295028, -53532640, 0, 38144, -48922504, 17563768, -2285752, 0, -3813288, 21341376, 15839768, 7417856, 0, 29654016, 19936740, -11151360, 44166470, 0, -9774548, 1371136, -1671488, -39694960, 0, -3790304, 11893752, 13731152, 28110648, 0, 17368580, 18812336, 25565114, 29645312, 0, -31405784, 19760132, 7186432, 8919760, 0, 22387068, 6429568, 23114496, 5693408, 0, 18087936, -164064, 3887976, -57020656, 0, -9439262, -45572208, -2901672, -23449088, 0, 134200, -12667750, 998816, 8140408, 0, 59938652, -2049024, 2671160, 59195760, 0, 10184960, 19147480, -13887424, 19178464, 0, 14684372, -7132048, -36080872, -15555840, 0, 24100512, -16773664, -6371328, -2853956, 0, 12440832, 39515328, -13792228, -15066744, 0, -2119936, 58252, -4901856, -45439094, 0, -158423520, -17790592, -435904, 10233856, 0, -68932960, 37875040, -4962208, -53255520, 0, -88304008, 5244928, -36469320, 3805456, 0, 16654912, 1243718, 13490080, -25074344, 0, 12873364, -18120352, -23293670, 2966656, 0, 94859264, -55232820, -9358720, -31474480, 0, -12944232, -27735360, 32271956, -64584016, 0, 8273920, 36267600, 3119536, 44625568, 0, 40175694, 5377200, 3219600, -9224064, 0, -38487360, 33006080, -3334720, -190673672, 0, -41905712, -903168, 29905488, -8538448, 0, 16183872, -37996650, -24157936, 18300716, 0, -142184460, 74249344, -27755144, -5113056, 0, 941192, -26978968, 2456576, 13679116, 0, 55340918, -14188064, 23669156, 82595648, 0, 10183424, 61031840, -5591368, 24756260, 0, 23629684, 44562304, -10851764, -3899392, 0, 105377008, 12844762, 21442368, 43076556, 0, -33740456, 3701504, -109016192, 19332656, 0, 8910272, -4526992, -26030464, -112115548, 0, 35625548, -20469144, 46025948, -9049312, 0, -201303864, 32889444, -909440, -150643896, 0, -75848984, -42950656, 16894514, -95242912, 0, -3497984, -91172864, -75335008, 115941524, 0, 19539336, -21901040, 16859960, -10394112, 0, 107217424, -52393402, -5993344, -520576, 0, -6987136, 22123520, -43839508, -170338320, 0, -3590720, 72807996, -7082096, 71613408, 0, -22012152, -39413056, 24192868, 11876864, 0, -13365072, -18393944, 1703936, -96517392, 0, -252940172, 22892480, 66197130, 104120976, 0, -29151232, 13363476, 61770848, 135743448, 0, 62807832, 32822272, -162799016, 29503488, 0, -56282448, -132249690, 4818816, -145483240, 0, 20045116, -30223104, 48340180, -41383096, 0, -8902464, 94839630, 32158896, -128651104, 0, 131264280, -35952096, 86173448, 10619456, 0, 6536640, -68999784, -20691328, -33800092, 0, 108082386, -17903424, 83781856, 36523488, 0, -24100864, 2756704, -44646816, -49534590, 0, 1592920, 114591856, -64836816, -15920896, 0, -28183624, 44563744, 25748992, 189433198, 0, 39727980, 2121728, 5311012, 50742048, 0, -35265216, 171448256, 33445496, 36953476, 0, 33681232, 3691472, -49606204, 44490432, 0, 90217296, 14990864, 1445888, 219417648, 0, 208984688, -1300992, -151603650, 49295960, 0, -20561664, -61921724, 58672512, 152030930, 0, -55978972, -78917664, 163727368, -21463040, 0, -84040112, 67630926, 17909696, -56305144, 0, 131511760, -8480768, 5519484, 84676480, 0, -111824896, -52266020, -21116352, 139654928, 0, 100008648, -13580056, 32351664, -91862592, 0, 57705872, 54728324, -8093952, -8481312, 0, -9277096, 108482176, -137018456, 86757872, 0, 1605632, -34662176, 4929328, 185259848, 0, -204735560, -23895776, 19472992, -37137152, 0, 88545280, 48368144, -192800, -15665402, 0, 100108304, -3111936, -41809232, 189403024, 0, -40384096, 3775254, 128326304, 89337448, 0, 150638456, 33903064, -82181952, 4296320, 0, -95935104, -48042364, 6938624, -96636564, 0, -9896922, -77978240, 175551200, -165858312, 0, -64412032, 94965176, 42975744, -307718516, 0, 81440878, -105686240, 12384288, 12241408, 0, 50681664, -188392556, -58389504, 56733468, 0, 266788356, -22253056, -28798712, -209715760, 0, -23391104, -268680400, -3089136, -9355864, 0, 172273536, 176703824, 9324672, -84540032, 0, 23830464, 32862096, -25966208, -195956996, 0, -388783530, -75774496, 27651386, 105543424, 0, 15136256, 65601264, -71588672, 113693980, 0, -165834052, 131892800, 134475940, -27802112, 0, 139211008, 24464328, -6188672, -32396336, 0, 179433168, 380928, -28523776, 54862752, 0, 27658240, -77643110, 7480576, -113839160, 0], 'weight': 6, '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: 267245
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '350.6.a.l', 'source_level': 350, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '70.6.a.b', 'target_level': 70, 'twist_class_label': '70.6.a.b', 'twist_class_level': 70, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 267246
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '350.6.a.l', 'source_level': 350, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '350.6.a.l', 'target_level': 350, 'twist_class_label': '70.6.a.b', 'twist_class_level': 70, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 267247
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '350.6.a.l', 'source_level': 350, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '350.6.c.g', 'target_level': 350, 'twist_class_label': '70.6.a.b', 'twist_class_level': 70, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 267248
    {'conductor': 35, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '350.6.a.l', 'source_level': 350, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '490.6.a.g', 'target_level': 490, 'twist_class_label': '70.6.a.b', 'twist_class_level': 70, 'twisting_char_label': '35.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 267249
    {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '350.6.a.l', 'source_level': 350, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '560.6.a.e', 'target_level': 560, 'twist_class_label': '70.6.a.b', 'twist_class_level': 70, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 267250
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '350.6.a.l', 'source_level': 350, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '630.6.a.i', 'target_level': 630, 'twist_class_label': '70.6.a.b', 'twist_class_level': 70, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 691375
    {'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 49539596001739102, 'p': 2}
  • id: 691376
    {'charpoly_factorization': [[[-9, 1], 1]], 'hecke_orbit_code': 49539596001739102, 'p': 3}
  • id: 691377
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 49539596001739102, 'p': 5}
  • id: 691378
    {'charpoly_factorization': [[[-49, 1], 1]], 'hecke_orbit_code': 49539596001739102, 'p': 7}
  • id: 691379
    {'charpoly_factorization': [[[187, 1], 1]], 'hecke_orbit_code': 49539596001739102, 'p': 11}
  • id: 691380
    {'charpoly_factorization': [[[627, 1], 1]], 'hecke_orbit_code': 49539596001739102, 'p': 13}
  • id: 691381
    {'charpoly_factorization': [[[1813, 1], 1]], 'hecke_orbit_code': 49539596001739102, 'p': 17}
  • id: 691382
    {'charpoly_factorization': [[[-258, 1], 1]], 'hecke_orbit_code': 49539596001739102, 'p': 19}
  • id: 691383
    {'charpoly_factorization': [[[2970, 1], 1]], 'hecke_orbit_code': 49539596001739102, 'p': 23}
  • id: 691384
    {'charpoly_factorization': [[[-1299, 1], 1]], 'hecke_orbit_code': 49539596001739102, 'p': 29}
  • id: 691385
    {'charpoly_factorization': [[[-1916, 1], 1]], 'hecke_orbit_code': 49539596001739102, 'p': 31}
  • id: 691386
    {'charpoly_factorization': [[[6578, 1], 1]], 'hecke_orbit_code': 49539596001739102, 'p': 37}
  • id: 691387
    {'charpoly_factorization': [[[-6676, 1], 1]], 'hecke_orbit_code': 49539596001739102, 'p': 41}
  • id: 691388
    {'charpoly_factorization': [[[3178, 1], 1]], 'hecke_orbit_code': 49539596001739102, 'p': 43}
  • id: 691389
    {'charpoly_factorization': [[[-22001, 1], 1]], 'hecke_orbit_code': 49539596001739102, 'p': 47}
  • id: 691390
    {'charpoly_factorization': [[[26168, 1], 1]], 'hecke_orbit_code': 49539596001739102, 'p': 53}
  • id: 691391
    {'charpoly_factorization': [[[-3932, 1], 1]], 'hecke_orbit_code': 49539596001739102, 'p': 59}
  • id: 691392
    {'charpoly_factorization': [[[48740, 1], 1]], 'hecke_orbit_code': 49539596001739102, 'p': 61}
  • id: 691393
    {'charpoly_factorization': [[[-44832, 1], 1]], 'hecke_orbit_code': 49539596001739102, 'p': 67}
  • id: 691394
    {'charpoly_factorization': [[[-63736, 1], 1]], 'hecke_orbit_code': 49539596001739102, 'p': 71}
  • id: 691395
    {'charpoly_factorization': [[[60470, 1], 1]], 'hecke_orbit_code': 49539596001739102, 'p': 73}
  • id: 691396
    {'charpoly_factorization': [[[43721, 1], 1]], 'hecke_orbit_code': 49539596001739102, 'p': 79}
  • id: 691397
    {'charpoly_factorization': [[[97276, 1], 1]], 'hecke_orbit_code': 49539596001739102, 'p': 83}
  • id: 691398
    {'charpoly_factorization': [[[-45560, 1], 1]], 'hecke_orbit_code': 49539596001739102, 'p': 89}
  • id: 691399
    {'charpoly_factorization': [[[-57295, 1], 1]], 'hecke_orbit_code': 49539596001739102, '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': 12, 'label': '350.6.a.l', 'level': 350, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 56718439
    {'hecke_orbit_code': 49539596001739102, 'n': 1, 'trace_an': 1}
  • id: 56718440
    {'hecke_orbit_code': 49539596001739102, 'n': 2, 'trace_an': 4}
  • id: 56718441
    {'hecke_orbit_code': 49539596001739102, 'n': 3, 'trace_an': 9}
  • id: 56718442
    {'hecke_orbit_code': 49539596001739102, 'n': 4, 'trace_an': 16}
  • id: 56718443
    {'hecke_orbit_code': 49539596001739102, 'n': 5, 'trace_an': 0}
  • id: 56718444
    {'hecke_orbit_code': 49539596001739102, 'n': 6, 'trace_an': 36}
  • id: 56718445
    {'hecke_orbit_code': 49539596001739102, 'n': 7, 'trace_an': 49}
  • id: 56718446
    {'hecke_orbit_code': 49539596001739102, 'n': 8, 'trace_an': 64}
  • id: 56718447
    {'hecke_orbit_code': 49539596001739102, 'n': 9, 'trace_an': -162}
  • id: 56718448
    {'hecke_orbit_code': 49539596001739102, 'n': 10, 'trace_an': 0}
  • id: 56718449
    {'hecke_orbit_code': 49539596001739102, 'n': 11, 'trace_an': -187}
  • id: 56718450
    {'hecke_orbit_code': 49539596001739102, 'n': 12, 'trace_an': 144}
  • id: 56718451
    {'hecke_orbit_code': 49539596001739102, 'n': 13, 'trace_an': -627}
  • id: 56718452
    {'hecke_orbit_code': 49539596001739102, 'n': 14, 'trace_an': 196}
  • id: 56718453
    {'hecke_orbit_code': 49539596001739102, 'n': 15, 'trace_an': 0}
  • id: 56718454
    {'hecke_orbit_code': 49539596001739102, 'n': 16, 'trace_an': 256}
  • id: 56718455
    {'hecke_orbit_code': 49539596001739102, 'n': 17, 'trace_an': -1813}
  • id: 56718456
    {'hecke_orbit_code': 49539596001739102, 'n': 18, 'trace_an': -648}
  • id: 56718457
    {'hecke_orbit_code': 49539596001739102, 'n': 19, 'trace_an': 258}
  • id: 56718458
    {'hecke_orbit_code': 49539596001739102, 'n': 20, 'trace_an': 0}
  • id: 56718459
    {'hecke_orbit_code': 49539596001739102, 'n': 21, 'trace_an': 441}
  • id: 56718460
    {'hecke_orbit_code': 49539596001739102, 'n': 22, 'trace_an': -748}
  • id: 56718461
    {'hecke_orbit_code': 49539596001739102, 'n': 23, 'trace_an': -2970}
  • id: 56718462
    {'hecke_orbit_code': 49539596001739102, 'n': 24, 'trace_an': 576}
  • id: 56718463
    {'hecke_orbit_code': 49539596001739102, 'n': 25, 'trace_an': 0}
  • id: 56718464
    {'hecke_orbit_code': 49539596001739102, 'n': 26, 'trace_an': -2508}
  • id: 56718465
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  • id: 56718466
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  • id: 56718467
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  • id: 56718468
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  • id: 56718469
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  • id: 56718470
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  • id: 56718471
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  • id: 56718472
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  • id: 56718473
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  • id: 56718474
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  • id: 56718475
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  • id: 56718476
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  • id: 56718477
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  • id: 56718478
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  • id: 56718479
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  • id: 56718480
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  • id: 56718481
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  • id: 56718482
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  • id: 56718483
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  • id: 56718484
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  • id: 56718485
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  • id: 56718486
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  • id: 56718487
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  • id: 56718488
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  • id: 56718489
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  • id: 56718490
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  • id: 56718491
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  • id: 56718492
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  • id: 56718493
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  • id: 56718494
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  • id: 56718495
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  • id: 56718496
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  • id: 56718497
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  • id: 56718498
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  • id: 56718499
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  • id: 56718500
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  • id: 56718501
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  • id: 56718502
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  • id: 56718503
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  • id: 56718504
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  • id: 56718505
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  • id: 56718506
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  • id: 56718507
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  • id: 56718508
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  • id: 56718509
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  • id: 56718510
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  • id: 56718511
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  • id: 56718512
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  • id: 56718513
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  • id: 56718514
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  • id: 56718515
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  • id: 56718516
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  • id: 56718517
    {'hecke_orbit_code': 49539596001739102, 'n': 79, 'trace_an': -43721}
  • id: 56718518
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  • id: 56718519
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  • id: 56718520
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  • id: 56718521
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  • id: 56718522
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  • id: 56718523
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  • id: 56718524
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  • id: 56718525
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  • id: 56718526
    {'hecke_orbit_code': 49539596001739102, 'n': 88, 'trace_an': -11968}
  • id: 56718527
    {'hecke_orbit_code': 49539596001739102, 'n': 89, 'trace_an': 45560}
  • id: 56718528
    {'hecke_orbit_code': 49539596001739102, 'n': 90, 'trace_an': 0}
  • id: 56718529
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  • id: 56718530
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  • id: 56718531
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  • id: 56718532
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  • id: 56718533
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  • id: 56718534
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  • id: 56718535
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  • id: 56718536
    {'hecke_orbit_code': 49539596001739102, 'n': 98, 'trace_an': 9604}
  • id: 56718537
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  • id: 56718538
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  • id: 56718539
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  • id: 56718540
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  • id: 56718541
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  • id: 56718542
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  • id: 56718543
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  • id: 56718544
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  • id: 56718545
    {'hecke_orbit_code': 49539596001739102, 'n': 125, 'trace_an': 0}
  • id: 56718546
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  • id: 56718547
    {'hecke_orbit_code': 49539596001739102, 'n': 128, 'trace_an': 16384}
  • id: 56718548
    {'hecke_orbit_code': 49539596001739102, 'n': 131, 'trace_an': -120050}
  • id: 56718549
    {'hecke_orbit_code': 49539596001739102, 'n': 137, 'trace_an': -31776}
  • id: 56718550
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  • id: 56718551
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  • id: 56718552
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  • id: 56718553
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  • id: 56718554
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  • id: 56718555
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  • id: 56718556
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  • id: 56718557
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  • id: 56718558
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  • id: 56718559
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  • id: 56718560
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  • id: 56718561
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  • id: 56718562
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  • id: 56718563
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  • id: 56718564
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  • id: 56718565
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  • id: 56718566
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  • id: 56718567
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  • id: 56718568
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  • id: 56718569
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  • id: 56718570
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  • id: 56718571
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  • id: 56718572
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  • id: 56718573
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  • id: 56718574
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  • id: 56718575
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  • id: 56718576
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  • id: 56718577
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  • id: 56718578
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  • id: 56718579
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  • id: 56718580
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  • id: 56718581
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  • id: 56718582
    {'hecke_orbit_code': 49539596001739102, 'n': 293, 'trace_an': 783571}
  • id: 56718583
    {'hecke_orbit_code': 49539596001739102, 'n': 307, 'trace_an': -2817733}
  • id: 56718584
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  • id: 56718585
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  • id: 56718586
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  • id: 56718587
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  • id: 56718588
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  • id: 56718589
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  • id: 56718590
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  • id: 56718591
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  • id: 56718592
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  • id: 56718593
    {'hecke_orbit_code': 49539596001739102, 'n': 359, 'trace_an': 3242104}
  • id: 56718594
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  • id: 56718595
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  • id: 56718596
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  • id: 56718597
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  • id: 56718598
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  • id: 56718599
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  • id: 56718600
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  • id: 56718601
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  • id: 56718602
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  • id: 56718603
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  • id: 56718604
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  • id: 56718605
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  • id: 56718606
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  • id: 56718607
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  • id: 56718608
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  • id: 56718609
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  • id: 56718610
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  • id: 56718611
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  • id: 56718612
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  • id: 56718613
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  • id: 56718614
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  • id: 56718615
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  • id: 56718616
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  • id: 56718617
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  • id: 56718618
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  • id: 56718619
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  • id: 56718620
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  • id: 56718621
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  • id: 56718622
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  • id: 56718623
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  • id: 56718624
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  • id: 56718625
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  • id: 56718626
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  • id: 56718627
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  • id: 56718628
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  • id: 56718629
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  • id: 56718630
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  • id: 56718631
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  • id: 56718632
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  • id: 56718633
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  • id: 56718634
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  • id: 56718635
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  • id: 56718636
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  • id: 56718637
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  • id: 56718638
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  • id: 56718639
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  • id: 56718640
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  • id: 56718641
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  • id: 56718642
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  • id: 56718643
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  • id: 56718644
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  • id: 56718645
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  • id: 56718646
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  • id: 56718647
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  • id: 56718648
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  • id: 56718649
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  • id: 56718650
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  • id: 56718651
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  • id: 56718652
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  • id: 56718653
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  • id: 56718654
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  • id: 56718655
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  • id: 56718656
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  • id: 56718657
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  • id: 56718658
    {'hecke_orbit_code': 49539596001739102, 'n': 743, 'trace_an': -12115296}
  • id: 56718659
    {'hecke_orbit_code': 49539596001739102, 'n': 751, 'trace_an': -20759041}
  • id: 56718660
    {'hecke_orbit_code': 49539596001739102, 'n': 757, 'trace_an': 18622184}
  • id: 56718661
    {'hecke_orbit_code': 49539596001739102, 'n': 761, 'trace_an': 26533626}
  • id: 56718662
    {'hecke_orbit_code': 49539596001739102, 'n': 769, 'trace_an': -20159462}
  • id: 56718663
    {'hecke_orbit_code': 49539596001739102, 'n': 773, 'trace_an': 5864877}
  • id: 56718664
    {'hecke_orbit_code': 49539596001739102, 'n': 787, 'trace_an': 1633469}
  • id: 56718665
    {'hecke_orbit_code': 49539596001739102, 'n': 797, 'trace_an': -20767305}
  • id: 56718666
    {'hecke_orbit_code': 49539596001739102, 'n': 809, 'trace_an': 3539361}
  • id: 56718667
    {'hecke_orbit_code': 49539596001739102, 'n': 811, 'trace_an': -21148006}
  • id: 56718668
    {'hecke_orbit_code': 49539596001739102, 'n': 821, 'trace_an': 265389}
  • id: 56718669
    {'hecke_orbit_code': 49539596001739102, 'n': 823, 'trace_an': -30926116}
  • id: 56718670
    {'hecke_orbit_code': 49539596001739102, 'n': 827, 'trace_an': 28415246}
  • id: 56718671
    {'hecke_orbit_code': 49539596001739102, 'n': 829, 'trace_an': -33354724}
  • id: 56718672
    {'hecke_orbit_code': 49539596001739102, 'n': 839, 'trace_an': -5662046}
  • id: 56718673
    {'hecke_orbit_code': 49539596001739102, 'n': 841, 'trace_an': -18823748}
  • id: 56718674
    {'hecke_orbit_code': 49539596001739102, 'n': 853, 'trace_an': -21998330}
  • id: 56718675
    {'hecke_orbit_code': 49539596001739102, 'n': 857, 'trace_an': 21756810}
  • id: 56718676
    {'hecke_orbit_code': 49539596001739102, 'n': 859, 'trace_an': -40938396}
  • id: 56718677
    {'hecke_orbit_code': 49539596001739102, 'n': 863, 'trace_an': -5655968}
  • id: 56718678
    {'hecke_orbit_code': 49539596001739102, 'n': 877, 'trace_an': -26106662}
  • id: 56718679
    {'hecke_orbit_code': 49539596001739102, 'n': 881, 'trace_an': 1442944}
  • id: 56718680
    {'hecke_orbit_code': 49539596001739102, 'n': 883, 'trace_an': 15243168}
  • id: 56718681
    {'hecke_orbit_code': 49539596001739102, 'n': 887, 'trace_an': 33149984}
  • id: 56718682
    {'hecke_orbit_code': 49539596001739102, 'n': 907, 'trace_an': -11696306}
  • id: 56718683
    {'hecke_orbit_code': 49539596001739102, 'n': 911, 'trace_an': 28932096}
  • id: 56718684
    {'hecke_orbit_code': 49539596001739102, 'n': 919, 'trace_an': -45783829}
  • id: 56718685
    {'hecke_orbit_code': 49539596001739102, 'n': 929, 'trace_an': 24694712}
  • id: 56718686
    {'hecke_orbit_code': 49539596001739102, 'n': 937, 'trace_an': 19892551}
  • id: 56718687
    {'hecke_orbit_code': 49539596001739102, 'n': 941, 'trace_an': -37345436}
  • id: 56718688
    {'hecke_orbit_code': 49539596001739102, 'n': 947, 'trace_an': -51039592}
  • id: 56718689
    {'hecke_orbit_code': 49539596001739102, 'n': 953, 'trace_an': -254832}
  • id: 56718690
    {'hecke_orbit_code': 49539596001739102, 'n': 961, 'trace_an': -24958095}
  • id: 56718691
    {'hecke_orbit_code': 49539596001739102, 'n': 967, 'trace_an': -11701186}
  • id: 56718692
    {'hecke_orbit_code': 49539596001739102, 'n': 971, 'trace_an': 35907984}
  • id: 56718693
    {'hecke_orbit_code': 49539596001739102, 'n': 977, 'trace_an': 55059198}
  • id: 56718694
    {'hecke_orbit_code': 49539596001739102, 'n': 983, 'trace_an': 18131723}
  • id: 56718695
    {'hecke_orbit_code': 49539596001739102, 'n': 991, 'trace_an': -20290760}
  • id: 56718696
    {'hecke_orbit_code': 49539596001739102, 'n': 997, 'trace_an': -47539037}