Newform data - 490.6.a.g

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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': 17640, 'analytic_conductor': 78.58807170836052, 'analytic_rank': 0, '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': [490, 1, [197, 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]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021597864886762, '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': '490.6.a.g', 'level': 490, '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}-5^{2}q^{5}-6^{2}q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '490.6.a', 'trace_display': [-4, 9, -25, 0], 'trace_hash': 1716259181353210826, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.025', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.008', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.071', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.030', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.224', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.115', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, -4, 9, 16, -25, -36, 0, -64, -162, 100, -187, 144, -627, 0, -225, 256, -1813, 648, -258, -400, 0, 748, 2970, -576, 625, 2508, -3645, 0, 1299, 900, -1916, -1024, -1683, 7252, 0, -2592, 6578, 1032, -5643, 1600, -6676, 0, 3178, -2992, 4050, -11880, 22001, 2304, 0, -2500, -16317, -10032, 26168, 14580, 4675, 0, -2322, -5196, -3932, -3600, 48740, 7664, 0, 4096, 15675, 6732, -44832, -29008, 26730, 0, 63736, 10368, -60470, -26312, 5625, -4128, 0, 22572, -43721, -6400, 6561, 26704, -97276, 0, 45325, -12712, 11691, 11968, -45560, -16200, 0, 47520, -17244, -88004, 6450, -9216, 57295, 0, 30294, 10000, 44970, 65268, 101405, 40128, 0, -104672, -166002, -58320, 8289, -18700, 59202, 0, 263206, 9288, -74250, 20784, 101574, 15728, 0, 14400, -126082, -194960, -60084, -30656, -15625, 0, 30052, -16384, 28602, -62700, 120050, -26928, 0, 179328, 91125, 116032, 31776, 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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], [-4], [9], [16], [-25], [-36], [0], [-64], [-162], [100], [-187], [144], [-627], [0], [-225], [256], [-1813], [648], [-258], [-400], [0], [748], [2970], [-576], [625], [2508], [-3645], [0], [1299], [900], [-1916], [-1024], [-1683], [7252], [0], [-2592], [6578], [1032], [-5643], [1600], [-6676], [0], [3178], [-2992], [4050], [-11880], [22001], [2304], [0], [-2500], [-16317], [-10032], [26168], [14580], [4675], [0], [-2322], [-5196], [-3932], [-3600], [48740], [7664], [0], [4096], [15675], [6732], [-44832], [-29008], [26730], [0], [63736], [10368], [-60470], [-26312], [5625], [-4128], [0], [22572], [-43721], [-6400], [6561], [26704], [-97276], [0], [45325], [-12712], [11691], [11968], [-45560], [-16200], [0], [47520], [-17244], [-88004], [6450], [-9216], [57295], [0], [30294], [10000]], 'ap': [[-4], [9], [-25], [0], [-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': 27021597864886762, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '490.6.a.g', 'level': 490, 'maxp': 2999, '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, 8, 9, 8, 8, 8, 6, 11], 'Nk2': 17640, 'analytic_conductor': 78.58807170836052, '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': [490, 1, [197, 101], [1, 1]], 'conrey_index': 1, 'cusp_dim': 404, 'dim': 67, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 100663786, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 4, 4, 4, 4, 6, 6], 'label': '490.6.a', 'level': 490, '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': 436, 'mf_new_dim': 67, 'num_forms': 31, 'plus_dim': 31, 'prim_orbit_index': 1, 'relative_dim': 67, 'sturm_bound': 504, 'trace_bound': 3, 'trace_display': [-4, 40, 25, 0], 'traces': [67, -4, 40, 1072, 25, -48, 0, -64, 5155, 100, -1184, 640, 694, 0, -1100, 17152, 1062, -1908, -80, 400, 0, -1456, 2880, -768, 41875, -5864, -9920, 0, 2342, 2000, -1384, -1024, -18080, 14648, 0, 82480, -38094, 320, 16272, 1600, -30818, 0, 61092, -18944, 8925, 33456, 39848, 10240, 0, -2500, 50064, 11104, 21522, -61344, 10100, 0, 264920, -86072, 37944, -17600, 50494, 87168, 0, 274432, 16550, 21696, 83716, 16992, 14056, 0, -44152, -30528, 62102, 33144, 25000, -1280, 0, 14336, 460736, 6400, 423555, -21448, -82192, 0, 5150, 40144, -450480, -23296, -202866, 111700, 0, 46080, 173464, 102096, 18100, -12288, 116342, 0, -953168, 670000, 121278, -581536, -440944, -93824, 0, -3880, -361932, -158720, -99762, 196400, -173184, 0, -795922, 563872, -73000, 37472, 808638, 121632, 0, 32000, 842659, -89864, 1598360, -22144, 15625, 0, 161704, -16384, 167208, -214200, 823696, -289280, 0, 1646544, -454400, 234368, -592722, 828800, 690016, 0, -95928, 401568, 182776, 1319680, -119850, -798920, 0, -609504, 432422, -30000, -1898680, 5120, 2526734, 0, -421600, 260352, 625110, -941952, -334528, 25600, 0, 1947484, -1789900, -493088, 939800, -744592, -675360, 0, -378551, -330600, -2055504, 977472, -1876282, -350048, 0, -303104, 2127936, -272680, 3211416, 142800, -1752682, 0, 636552, 535296, 986750, 1660064, -128232, 637568, 0, -304000, 2068256, 163840, -2098122, 837176, 694000, 0, -1694502, 140848, -1085680, -40000, 2625768, -1252776, 0, 801024, -774550, 139152, 2459840, 177664, -2601376, 0, 5412832, 344352, 1765360, -182896, -1643100, -981504, 0, -772664, -2841632, 161600, -3721652, -1717280, 5468336, 0, 3221875, 1141496, -3110192, 4238720, 3986246, 1314000, 0, -1377152, -2218866, 4024, 1405300, 607104, -3686640, 0, 2774696, -281600, -420298, 2942828, -3118760, 807904, 0, -3878224, 439728, 1394688, -9451580, 62500, -5500256, 0, -4348624, -5226240, -780000, 4390912, -1762722, 6667840, 0, 264800, 9148986, 1846304, 2168712, 347136, 3316550, 0, 6614128, 1339456, 4552198, 1300400, 1962688, 271872, 0, -3376680, -740000, 224896, -12833614, -2325184, -30056, 0, 4351058, 713760, 671592, -706432, -2436000, -3315232, 0, -488448, 9535097, 424600, 677160, 993632, 10497830, 0, 570300, 530304, -1952720, 5571656, -3002064, 400000, 0, 1818208, -20712600, -20480, 1786950, 3366488, -7083728, 0, -8582436, -1378400, -6975816, 229376, 1449918, 1378072, 0, 7371776, -1138534, 3187680, 2337336, 102400, -17982984, 0, -7700712, 6776880, 433750, 2165664, 4622720, -343168, 0, -3072800, -10926480, -1315072, -18931574, 42672, 5405300, 0, -23394970, -8529500, 1005520, 82400, 1894480, -10429120, 0, 642304, -336700, -3552488, -6835436, -7207680, -4133250, 0, 886232, -372736, 7945934, -9078176, 717600, -3245856, 0, -927472, -3078672, 1787200, -3015989, 13558136, 32270120, 0, -2686850, 24215504, 1123696, 737280, -10809114, 2471000, 0, 2775424, -10306454, -9282848, -687500, 1633536, 438004, 0, -28557928, 289600, -3868264, -6449280, -12512376, -196608, 0, 11547096, 12668748, 1861472, 24817994, -2076000, -15531808, 0, -14901816, 7291608, 3535800, -15250688, 2333830, 2634304, 0, 10720000, 11054310, 9135680, 30353000, 1940448, 16713225, 0, 2681584, -9304576, 2528094, -135000, 8581392, -7055104, 0, 26718720, -8725700, -1501184, -38653224, -19864960, -4093416, 0, 37724406, -12367920, 8546296, -62080, 663750, -18542336, 0, -5790912, -19938848, 2269600, -11993944, -2539520, 27788102, 0, -19666200, -1596192, -11869440, 27977824, -6814168, 3142400, 0, -7867184, -23642948, -2770944, 6208850, 17358224, -21688640, 0, -22670578, -1192500, 4258904, -12734752, -5743520, 3846544, 0, 9021952, -41331410, 10784376, -28604360, -1168000, -24429938, 0, 32475928, 599552, -7036000, -5524040, 4152000, 12938208, 0, 13641200, 23860712, 1946112, 12164936, 587520, -50000, 0, 25335722, -17609088, 24723528, 512000, 12826820, -3901160, 0, 13482544, -2978650, -12033360, 58166536, -1437824, -30664552, 0, -12270708, 25573760, -11088908, -19862800, -1630300, -354304, 0, -26215360, -71168724, 250000, 27750100, -3857760, 15181816, 0, 7974550, -15423760, -31848840, 2587264, -2618642, 2364000, 0, -262144, 78139296, -15422888, -6671600, 2675328, 16752192, 0, 8509032, -3427200, -9060170, -934840, 14514296, 13179136, 0, -1037568, -16367024, -4628480, -56635477, 4790200, -17225864, 0, -74245324, 10188656, -4271300, 26344704, -36398560, 9748184, 0, -7270400, 100229438, 20627040, -57397272, 3749888, 5939150, 0, -32114236, -9483552, -8308458, -910000, -1038400, 13260800, 0, 19830440, -3329600, 11040256, -4914830, -6340864, -3219656, 0, 93880896, 18403672, 51804664, -1534848, -11349550, 6460048, 0, 6425088, 8311378, 13272000, 57139532, 2924416, 12752640, 0, 1800000, 21114880, -12878130, -16639564, 39420048, -1917600, 0, -114210912, 2218128, -12782720, 74949750, -23404776, -32560352, 0, -87659768, 21078800, -560128, -9752064, 7073294, 16947840, 0, 6918752, -44874576, -26476960, 29832024, -480000, 1224294, 0, 88588812, -30378880, 3242125, 47569648, -16076432, 81920, 0, -13895800, 91788108, 40427744, -9818054, 12915152, -2330000, 0, 61846606, -10721376, 22977320, -6745600, 81438400, -7827264, 0, 4165632, 26171875, -6850984, -88208424, 10001760, -20641020, 0, -50453232, -15071232, -36559040, 37226184, 1983200, -5352448, 0, -38488032, 60344704, 409600, -53615538, -5139520, 2871608, 0, 21765700, -48173632, -14787264, 31159744, 28066128, -3665000, 0, -28638400, -5116622, -81464672, 10866700, -7889408, 67103854, 0, 47723476, 15036800, 10568310, -65111024, -18727680, -11913472, 0, -13332264, -39810912, -10805760, 59658824, 13203200, 42443640, 0, 91138750, -94824712, -6200000, -6056816, -27072882, -15131360, 0, -5289600, 17358968, 71043712, 28236532, -32888064, -3081350, 0, -90484136, 15639552, 15049236, -20429600, 33950784, -30020512, 0, 36923088, 17215300, -5600768, 18037412, 31376280, 52817744, 0, 149167974, 54813216, 8871840, -4849664, -8517000, 3267992, 0, 34046976, 145695294, 23026400, 130833368, -4362880, -65746640, 0, 80916500, 51382656, -18335920, 9751328, -77643832, 2284800, 0, -73649716, -110611920, -28042912, 1463750, -19283632, -7977360, 0, -15715649, 19691000, -28776984, 10184832, 6153406, 23753712, 0, 8564736, 11713152, -57328936, -144069656, 15788000, 94199872, 0, -76117216, 26561024, -34504850, 69094152, -13065344, -2051712, 0, 1250000, 41154912, 10201088, 40414448, -16669680, -24189800, 0, 47117506, 66576592, 168833152, -4864000, -79548138, -51583360, 0, 33092096, 2333950, 11733424, 158687144, 2621440, -35866418, 0, 102267720, -33569952, 68808502, -105366400, -865000, 13394816, 0, 45367048, 65636468, 11104000, 103244104, 7195040, -175294080, 0, 32343350, -23547712, -118652368, -27112032, 18269272, -26032800, 0, 2253568, 32421964, -64398760, -16880200, -17370880, 145067334, 0, 20832728, -640000, 31856614, -15144520, 58990648, 42012288, 0, 128160352, -33330008, -20044416, 193524174, 40744900, 108476760, 0, 32139024, 43134864, -32538900, 12816384, 12763680, -37439560, 0, -12392800, -244766854, 148484640, -142859400, 2226432, -11300000, 0, -115420876, 39357440, 95052718, -31752400, -58368576, 2842624, 0, -135485440, 59770900, -41622016, -122809080, 22111904, -43178928, 0, -98612711, -219257624, -28908000, 86605312, 25890575, 97184592, 0, 5509632, -160857320, 9155000, -29132588, 28245760, -183470306, 0, 101323500, -2926336, -95950274, -172765536, 15684256, -26289600, 0, -10141728, 88541368, -15704064, -9856250, -18992328, 80083480, 0, -106556440, 1017200, 48409112, -12362624, 92472574, 73813440, 0, -45466112, -72949542, -69948768, -11237320, 2585600, 38792590, 0, -96253148, -59546432, -92706000, -134352880, 2609024, -27476480, 0, 28187000, -245105376, 87493376, 61430088, -100964384, -13938300, 0, -31363120, -141418376, 21398000, 51550000, 4531796, 496288, 0, 18263936, 17267350, 17371392, -180622484, -49763072, -111764682, 0, 75146488, 67819520, -21978448, 47735608, 31906000, 63779936, 0, -16125536, -73954544, 21024000, -10606260, 30615320, -175462464, 0, -23808750, 83896016, -88529888, -22034432, 33579990, -68624000, 0, -35501856, 238970320, -146623600, 93274800, 64384, 113240550, 0, -291380920, 22484800, 22802230, -108725952, -43668240, 9713664, 0, -25000928, 88854692, -58986240, -22171660, 200000, 106633408, 0, 23886622, -100939304, -63561400, 44395136, -168406800, 7707104, 0, -4505600, 219340675, 199408400, -195775124, -6724768, -42261550, 0, -186004856, 47085248, 240736640, -1517800, 20545784, -49900160, 0, 178666544, 10170000, 12926464, 289408014, -39974080, -24197000, 0, -131109302, 34059728, 51179104, -62051584, 28346150, 91581136, 0, 7035648, 128867004, 127562800, 116871576, 22315008, -208755120, 0, 37761200, -151225280, -77245882, 17551760, -14183712, 1000000], '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: 350404
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '490.6.a.g', 'source_level': 490, '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': '7.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 350405
    {'conductor': 35, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '490.6.a.g', 'source_level': 490, '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': '35.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 350406
    {'conductor': 35, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '490.6.a.g', 'source_level': 490, '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': '35.f', 'twisting_char_orbit': 6, 'weight': 6}
  • id: 350407
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '490.6.a.g', 'source_level': 490, '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': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 350408
    {'conductor': 28, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '490.6.a.g', 'source_level': 490, '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': '28.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 350409
    {'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '490.6.a.g', 'source_level': 490, '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': '21.c', 'twisting_char_orbit': 3, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 960850
    {'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 27021597864886762, 'p': 2}
  • id: 960851
    {'charpoly_factorization': [[[-9, 1], 1]], 'hecke_orbit_code': 27021597864886762, 'p': 3}
  • id: 960852
    {'charpoly_factorization': [[[25, 1], 1]], 'hecke_orbit_code': 27021597864886762, 'p': 5}
  • id: 960853
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 27021597864886762, 'p': 7}
  • id: 960854
    {'charpoly_factorization': [[[187, 1], 1]], 'hecke_orbit_code': 27021597864886762, 'p': 11}
  • id: 960855
    {'charpoly_factorization': [[[627, 1], 1]], 'hecke_orbit_code': 27021597864886762, 'p': 13}
  • id: 960856
    {'charpoly_factorization': [[[1813, 1], 1]], 'hecke_orbit_code': 27021597864886762, 'p': 17}
  • id: 960857
    {'charpoly_factorization': [[[258, 1], 1]], 'hecke_orbit_code': 27021597864886762, 'p': 19}
  • id: 960858
    {'charpoly_factorization': [[[-2970, 1], 1]], 'hecke_orbit_code': 27021597864886762, 'p': 23}
  • id: 960859
    {'charpoly_factorization': [[[-1299, 1], 1]], 'hecke_orbit_code': 27021597864886762, 'p': 29}
  • id: 960860
    {'charpoly_factorization': [[[1916, 1], 1]], 'hecke_orbit_code': 27021597864886762, 'p': 31}
  • id: 960861
    {'charpoly_factorization': [[[-6578, 1], 1]], 'hecke_orbit_code': 27021597864886762, 'p': 37}
  • id: 960862
    {'charpoly_factorization': [[[6676, 1], 1]], 'hecke_orbit_code': 27021597864886762, 'p': 41}
  • id: 960863
    {'charpoly_factorization': [[[-3178, 1], 1]], 'hecke_orbit_code': 27021597864886762, 'p': 43}
  • id: 960864
    {'charpoly_factorization': [[[-22001, 1], 1]], 'hecke_orbit_code': 27021597864886762, 'p': 47}
  • id: 960865
    {'charpoly_factorization': [[[-26168, 1], 1]], 'hecke_orbit_code': 27021597864886762, 'p': 53}
  • id: 960866
    {'charpoly_factorization': [[[3932, 1], 1]], 'hecke_orbit_code': 27021597864886762, 'p': 59}
  • id: 960867
    {'charpoly_factorization': [[[-48740, 1], 1]], 'hecke_orbit_code': 27021597864886762, 'p': 61}
  • id: 960868
    {'charpoly_factorization': [[[44832, 1], 1]], 'hecke_orbit_code': 27021597864886762, 'p': 67}
  • id: 960869
    {'charpoly_factorization': [[[-63736, 1], 1]], 'hecke_orbit_code': 27021597864886762, 'p': 71}
  • id: 960870
    {'charpoly_factorization': [[[60470, 1], 1]], 'hecke_orbit_code': 27021597864886762, 'p': 73}
  • id: 960871
    {'charpoly_factorization': [[[43721, 1], 1]], 'hecke_orbit_code': 27021597864886762, 'p': 79}
  • id: 960872
    {'charpoly_factorization': [[[97276, 1], 1]], 'hecke_orbit_code': 27021597864886762, 'p': 83}
  • id: 960873
    {'charpoly_factorization': [[[45560, 1], 1]], 'hecke_orbit_code': 27021597864886762, 'p': 89}
  • id: 960874
    {'charpoly_factorization': [[[-57295, 1], 1]], 'hecke_orbit_code': 27021597864886762, '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': 7, 'label': '490.6.a.g', 'level': 490, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 46819753
    {'hecke_orbit_code': 27021597864886762, 'n': 1, 'trace_an': 1}
  • id: 46819754
    {'hecke_orbit_code': 27021597864886762, 'n': 2, 'trace_an': -4}
  • id: 46819755
    {'hecke_orbit_code': 27021597864886762, 'n': 3, 'trace_an': 9}
  • id: 46819756
    {'hecke_orbit_code': 27021597864886762, 'n': 4, 'trace_an': 16}
  • id: 46819757
    {'hecke_orbit_code': 27021597864886762, 'n': 5, 'trace_an': -25}
  • id: 46819758
    {'hecke_orbit_code': 27021597864886762, 'n': 6, 'trace_an': -36}
  • id: 46819759
    {'hecke_orbit_code': 27021597864886762, 'n': 7, 'trace_an': 0}
  • id: 46819760
    {'hecke_orbit_code': 27021597864886762, 'n': 8, 'trace_an': -64}
  • id: 46819761
    {'hecke_orbit_code': 27021597864886762, 'n': 9, 'trace_an': -162}
  • id: 46819762
    {'hecke_orbit_code': 27021597864886762, 'n': 10, 'trace_an': 100}
  • id: 46819763
    {'hecke_orbit_code': 27021597864886762, 'n': 11, 'trace_an': -187}
  • id: 46819764
    {'hecke_orbit_code': 27021597864886762, 'n': 12, 'trace_an': 144}
  • id: 46819765
    {'hecke_orbit_code': 27021597864886762, 'n': 13, 'trace_an': -627}
  • id: 46819766
    {'hecke_orbit_code': 27021597864886762, 'n': 14, 'trace_an': 0}
  • id: 46819767
    {'hecke_orbit_code': 27021597864886762, 'n': 15, 'trace_an': -225}
  • id: 46819768
    {'hecke_orbit_code': 27021597864886762, 'n': 16, 'trace_an': 256}
  • id: 46819769
    {'hecke_orbit_code': 27021597864886762, 'n': 17, 'trace_an': -1813}
  • id: 46819770
    {'hecke_orbit_code': 27021597864886762, 'n': 18, 'trace_an': 648}
  • id: 46819771
    {'hecke_orbit_code': 27021597864886762, 'n': 19, 'trace_an': -258}
  • id: 46819772
    {'hecke_orbit_code': 27021597864886762, 'n': 20, 'trace_an': -400}
  • id: 46819773
    {'hecke_orbit_code': 27021597864886762, 'n': 21, 'trace_an': 0}
  • id: 46819774
    {'hecke_orbit_code': 27021597864886762, 'n': 22, 'trace_an': 748}
  • id: 46819775
    {'hecke_orbit_code': 27021597864886762, 'n': 23, 'trace_an': 2970}
  • id: 46819776
    {'hecke_orbit_code': 27021597864886762, 'n': 24, 'trace_an': -576}
  • id: 46819777
    {'hecke_orbit_code': 27021597864886762, 'n': 25, 'trace_an': 625}
  • id: 46819778
    {'hecke_orbit_code': 27021597864886762, 'n': 26, 'trace_an': 2508}
  • id: 46819779
    {'hecke_orbit_code': 27021597864886762, 'n': 27, 'trace_an': -3645}
  • id: 46819780
    {'hecke_orbit_code': 27021597864886762, 'n': 28, 'trace_an': 0}
  • id: 46819781
    {'hecke_orbit_code': 27021597864886762, 'n': 29, 'trace_an': 1299}
  • id: 46819782
    {'hecke_orbit_code': 27021597864886762, 'n': 30, 'trace_an': 900}
  • id: 46819783
    {'hecke_orbit_code': 27021597864886762, 'n': 31, 'trace_an': -1916}
  • id: 46819784
    {'hecke_orbit_code': 27021597864886762, 'n': 32, 'trace_an': -1024}
  • id: 46819785
    {'hecke_orbit_code': 27021597864886762, 'n': 33, 'trace_an': -1683}
  • id: 46819786
    {'hecke_orbit_code': 27021597864886762, 'n': 34, 'trace_an': 7252}
  • id: 46819787
    {'hecke_orbit_code': 27021597864886762, 'n': 35, 'trace_an': 0}
  • id: 46819788
    {'hecke_orbit_code': 27021597864886762, 'n': 36, 'trace_an': -2592}
  • id: 46819789
    {'hecke_orbit_code': 27021597864886762, 'n': 37, 'trace_an': 6578}
  • id: 46819790
    {'hecke_orbit_code': 27021597864886762, 'n': 38, 'trace_an': 1032}
  • id: 46819791
    {'hecke_orbit_code': 27021597864886762, 'n': 39, 'trace_an': -5643}
  • id: 46819792
    {'hecke_orbit_code': 27021597864886762, 'n': 40, 'trace_an': 1600}
  • id: 46819793
    {'hecke_orbit_code': 27021597864886762, 'n': 41, 'trace_an': -6676}
  • id: 46819794
    {'hecke_orbit_code': 27021597864886762, 'n': 42, 'trace_an': 0}
  • id: 46819795
    {'hecke_orbit_code': 27021597864886762, 'n': 43, 'trace_an': 3178}
  • id: 46819796
    {'hecke_orbit_code': 27021597864886762, 'n': 44, 'trace_an': -2992}
  • id: 46819797
    {'hecke_orbit_code': 27021597864886762, 'n': 45, 'trace_an': 4050}
  • id: 46819798
    {'hecke_orbit_code': 27021597864886762, 'n': 46, 'trace_an': -11880}
  • id: 46819799
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  • id: 46819800
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  • id: 46819801
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  • id: 46819802
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  • id: 46819803
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  • id: 46819804
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  • id: 46819805
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  • id: 46819806
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  • id: 46819807
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  • id: 46819808
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  • id: 46819809
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  • id: 46819810
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  • id: 46819811
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  • id: 46819812
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  • id: 46819813
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  • id: 46819814
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  • id: 46819815
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  • id: 46819816
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  • id: 46819817
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  • id: 46819818
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  • id: 46819819
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  • id: 46819820
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  • id: 46819821
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  • id: 46819822
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  • id: 46819823
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  • id: 46819824
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  • id: 46819825
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  • id: 46819826
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  • id: 46819827
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  • id: 46819828
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  • id: 46819829
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  • id: 46819830
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  • id: 46819831
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  • id: 46819832
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  • id: 46819833
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  • id: 46819834
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  • id: 46819835
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  • id: 46819836
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  • id: 46819837
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  • id: 46819838
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  • id: 46819839
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  • id: 46819840
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  • id: 46819841
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  • id: 46819842
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  • id: 46819843
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  • id: 46819844
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  • id: 46819845
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  • id: 46819846
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  • id: 46819847
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  • id: 46819848
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  • id: 46819849
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  • id: 46819850
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  • id: 46819851
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  • id: 46819852
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  • id: 46819853
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  • id: 46819854
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  • id: 46819855
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  • id: 46819856
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  • id: 46819857
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  • id: 46819858
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  • id: 46819859
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  • id: 46819860
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  • id: 46819861
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  • id: 46819862
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  • id: 46819863
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  • id: 46819864
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  • id: 46819865
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  • id: 46819866
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  • id: 46819867
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  • id: 46819868
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  • id: 46819869
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  • id: 46819870
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  • id: 46819871
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  • id: 46819872
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  • id: 46819873
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  • id: 46819874
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  • id: 46819875
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  • id: 46819876
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  • id: 46819877
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  • id: 46819878
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  • id: 46819879
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  • id: 46819880
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  • id: 46819881
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  • id: 46819882
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  • id: 46819883
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  • id: 46819884
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  • id: 46819885
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  • id: 46819886
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  • id: 46819887
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  • id: 46819888
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  • id: 46819889
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  • id: 46819890
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  • id: 46819891
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  • id: 46819892
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  • id: 46819893
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  • id: 46819894
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  • id: 46819895
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  • id: 46819896
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  • id: 46819897
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  • id: 46819898
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  • id: 46819899
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  • id: 46819900
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  • id: 46819901
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  • id: 46819902
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  • id: 46819903
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  • id: 46819904
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  • id: 46819905
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  • id: 46819906
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  • id: 46819907
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  • id: 46819908
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  • id: 46819909
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  • id: 46819910
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  • id: 46819911
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  • id: 46819912
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  • id: 46819913
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  • id: 46819914
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  • id: 46819915
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  • id: 46819916
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  • id: 46819917
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  • id: 46819918
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  • id: 46819919
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  • id: 46819920
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  • id: 46819921
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  • id: 46819922
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  • id: 46819923
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  • id: 46819924
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  • id: 46819925
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  • id: 46819926
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  • id: 46819927
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  • id: 46819928
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  • id: 46819929
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  • id: 46819930
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  • id: 46819931
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  • id: 46819932
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  • id: 46819933
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  • id: 46819934
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  • id: 46819935
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  • id: 46819936
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  • id: 46819937
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  • id: 46819938
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  • id: 46819939
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  • id: 46819940
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  • id: 46819941
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  • id: 46819942
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  • id: 46819943
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  • id: 46819944
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  • id: 46819945
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  • id: 46819946
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  • id: 46819947
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  • id: 46819948
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  • id: 46819949
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  • id: 46819950
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  • id: 46819951
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  • id: 46819952
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  • id: 46819953
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  • id: 46819954
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  • id: 46819955
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  • id: 46819956
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  • id: 46819957
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  • id: 46819958
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  • id: 46819959
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  • id: 46819960
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  • id: 46819961
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  • id: 46819962
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  • id: 46819963
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  • id: 46819964
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  • id: 46819965
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  • id: 46819966
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  • id: 46819967
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  • id: 46819968
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  • id: 46819969
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  • id: 46819970
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  • id: 46819971
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  • id: 46819972
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  • id: 46819973
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  • id: 46819974
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  • id: 46819975
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  • id: 46819976
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  • id: 46819977
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  • id: 46819978
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  • id: 46819979
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  • id: 46819980
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  • id: 46819981
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  • id: 46819982
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  • id: 46819983
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  • id: 46819984
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  • id: 46819985
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  • id: 46819986
    {'hecke_orbit_code': 27021597864886762, 'n': 839, 'trace_an': 5662046}
  • id: 46819987
    {'hecke_orbit_code': 27021597864886762, 'n': 841, 'trace_an': -18823748}
  • id: 46819988
    {'hecke_orbit_code': 27021597864886762, 'n': 853, 'trace_an': -21998330}
  • id: 46819989
    {'hecke_orbit_code': 27021597864886762, 'n': 857, 'trace_an': 21756810}
  • id: 46819990
    {'hecke_orbit_code': 27021597864886762, 'n': 859, 'trace_an': 40938396}
  • id: 46819991
    {'hecke_orbit_code': 27021597864886762, 'n': 863, 'trace_an': 5655968}
  • id: 46819992
    {'hecke_orbit_code': 27021597864886762, 'n': 877, 'trace_an': 26106662}
  • id: 46819993
    {'hecke_orbit_code': 27021597864886762, 'n': 881, 'trace_an': -1442944}
  • id: 46819994
    {'hecke_orbit_code': 27021597864886762, 'n': 883, 'trace_an': -15243168}
  • id: 46819995
    {'hecke_orbit_code': 27021597864886762, 'n': 887, 'trace_an': 33149984}
  • id: 46819996
    {'hecke_orbit_code': 27021597864886762, 'n': 907, 'trace_an': 11696306}
  • id: 46819997
    {'hecke_orbit_code': 27021597864886762, 'n': 911, 'trace_an': 28932096}
  • id: 46819998
    {'hecke_orbit_code': 27021597864886762, 'n': 919, 'trace_an': -45783829}
  • id: 46819999
    {'hecke_orbit_code': 27021597864886762, 'n': 929, 'trace_an': -24694712}
  • id: 46820000
    {'hecke_orbit_code': 27021597864886762, 'n': 937, 'trace_an': 19892551}
  • id: 46820001
    {'hecke_orbit_code': 27021597864886762, 'n': 941, 'trace_an': 37345436}
  • id: 46820002
    {'hecke_orbit_code': 27021597864886762, 'n': 947, 'trace_an': 51039592}
  • id: 46820003
    {'hecke_orbit_code': 27021597864886762, 'n': 953, 'trace_an': 254832}
  • id: 46820004
    {'hecke_orbit_code': 27021597864886762, 'n': 961, 'trace_an': -24958095}
  • id: 46820005
    {'hecke_orbit_code': 27021597864886762, 'n': 967, 'trace_an': 11701186}
  • id: 46820006
    {'hecke_orbit_code': 27021597864886762, 'n': 971, 'trace_an': -35907984}
  • id: 46820007
    {'hecke_orbit_code': 27021597864886762, 'n': 977, 'trace_an': -55059198}
  • id: 46820008
    {'hecke_orbit_code': 27021597864886762, 'n': 983, 'trace_an': 18131723}
  • id: 46820009
    {'hecke_orbit_code': 27021597864886762, 'n': 991, 'trace_an': -20290760}
  • id: 46820010
    {'hecke_orbit_code': 27021597864886762, 'n': 997, 'trace_an': -47539037}