Newform data - 630.6.a.i

Formats: - HTML - YAML - JSON - 2024-12-10T15:38:50.890024

• 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': 22680, 'analytic_conductor': 101.0418064821778, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -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': [630, 1, [281, 127, 451], [1, 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': [[11, [-187, 1]]], 'hecke_orbit': 9, 'hecke_orbit_code': 36028797119627894, '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': '630.6.a.i', 'level': 630, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 7], 'level_radical': 210, 'minimal_twist': '70.6.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+4q^{2}+2^{4}q^{4}-5^{2}q^{5}-7^{2}q^{7}+2^{6}q^{8}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '630.6.a', 'trace_display': [4, 0, -25, -49], 'trace_hash': 1080044340217362641, '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': 0, 'traces': [1, 4, 0, 16, -25, 0, -49, 64, 0, -100, 187, 0, 627, -196, 0, 256, -1813, 0, 258, -400, 0, 748, -2970, 0, 625, 2508, 0, -784, -1299, 0, 1916, 1024, 0, -7252, 1225, 0, 6578, 1032, 0, -1600, -6676, 0, 3178, 2992, 0, -11880, 22001, 0, 2401, 2500, 0, 10032, -26168, 0, -4675, -3136, 0, -5196, -3932, 0, -48740, 7664, 0, 4096, -15675, 0, -44832, -29008, 0, 4900, -63736, 0, 60470, 26312, 0, 4128, -9163, 0, -43721, -6400, 0, -26704, -97276, 0, 45325, 12712, 0, 11968, -45560, 0, -30723, -47520, 0, 88004, -6450, 0, -57295, 9604, 0, 10000, 44970, 0, -101405, 40128, 0, -104672, 166002, 0, 8289, -18700, 0, -12544, -263206, 0, 74250, -20784, 0, -15728, 88837, 0, -126082, -194960, 0, 30656, -15625, 0, 30052, 16384, 0, -62700, 120050, 0, -12642, -179328, 0, -116032, -31776, 0, -200162, 19600, 0, -254944, 117249, 0, 32475, 241880, 0, 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0, 781721820, 25080000, 0, -94143720, -8198208, 0, -187428650, 413259664, 0, 44971520, -282601638, 0, -168335384, 115784864, 0, 362827988, -88305700, 0, -281735949, 66450076, 0, -48020000, 142004950, 0, -154895720, -27344896, 0, 112784760, -419255408, 0, 254476519, -195847400, 0, -68995136, 118987846, 0, 86842700, -227959184, 0, 168625896, 39909177, 0, -51641796, 235414784, 0, 238823680, -59613925, 0, -94137288, -3933440, 0, -65420000, 99119350, 0, 82631052, 9135976, 0, -99610624, -138938922, 0, 24254304, 5056800, 0, -214775484, -272172747, 0, 104646300, 24356192, 0, 61728480, -65286130, 0, -57233595, 40297728, 0, 105912324, 103751250, 0, -43444117, -254323740, 0, 71731200, 129533460, 0, 39644804, -145830080, 0, 317064692, 61965847, 0, -358494655, 21803400, 0, -248098688, -189973541, 0, -11224675, -239434112, 0, -65775552, -282000035, 0, 397771660, -188222720, 0, 5590016, 124796925, 0, 359170092, 124810320, 0, -126265200, -205547045, 0, -244215152, 46712160, 0, 44919280, 30250242, 0, 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-363627440, -348676385, 0, -40772358, -42099200, 0, 31622844, 472673132, 0, -406021425, -363594836, 0, 82062848, 42326358, 0, -599718752, -193844736, 0, -231876204, 55523125, 0, -446501748, 77030656, 0, 123856800, 236115924, 0, 9290580, 219866624, 0, -403183936, 131725095, 0, -117024740, 186219000, 0, -86791936, -403697720, 0, -47698275, -130145568, 0, -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], [0], [16], [-25], [0], [-49], [64], [0], [-100], [187], [0], [627], [-196], [0], [256], [-1813], [0], [258], [-400], [0], [748], [-2970], [0], [625], [2508], [0], [-784], [-1299], [0], [1916], [1024], [0], [-7252], [1225], [0], [6578], [1032], [0], [-1600], [-6676], [0], [3178], [2992], [0], [-11880], [22001], [0], [2401], [2500], [0], [10032], [-26168], [0], [-4675], [-3136], [0], [-5196], [-3932], [0], [-48740], [7664], [0], [4096], [-15675], [0], [-44832], [-29008], [0], [4900], [-63736], [0], [60470], [26312], [0], [4128], [-9163], [0], [-43721], [-6400], [0], [-26704], [-97276], [0], [45325], [12712], [0], [11968], [-45560], [0], [-30723], [-47520], [0], [88004], [-6450], [0], [-57295], [9604], [0], [10000]], 'ap': [[4], [0], [-25], [-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': 36028797119627894, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '630.6.a.i', 'level': 630, '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': [2, 3, 3, 2, 4, 4, 4, 4, 3, 2, 2, 3, 3, 4, 4, 3], 'Nk2': 22680, 'analytic_conductor': 101.0418064821778, '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': [630, 1, [281, 127, 451], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 704, 'dim': 50, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [11], 'hecke_orbit_code': 100663926, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3], 'label': '630.6.a', 'level': 630, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 7], 'level_radical': 210, 'mf_dim': 736, 'mf_new_dim': 50, 'num_forms': 31, 'plus_dim': 22, 'prim_orbit_index': 1, 'relative_dim': 50, 'sturm_bound': 864, 'trace_bound': 11, 'trace_display': [-8, 0, 0, 0], 'traces': [50, -8, 0, 800, 0, 0, 0, -128, 0, 0, 176, 0, -808, 0, 0, 12800, 28, 0, 1220, 0, 0, -1856, -6024, 0, 31250, -2528, 0, 0, -12924, 0, -27560, -2048, 0, -13552, -2450, 0, 9484, -29072, 0, 0, 19060, 0, 23280, 2816, 0, 7200, 42952, 0, 120050, -5000, 0, -12928, -67876, 0, 27800, 0, 0, -7728, 110876, 0, 24624, 8288, 0, 204800, -77900, 0, 103832, 448, 0, 9800, 82912, 0, 179020, -8848, 0, 19520, -47432, 0, -63336, 0, 0, 188720, -320972, 0, 46600, 93600, 0, -29696, 27932, 0, 22148, -96384, 0, -147616, 33700, 0, 13396, -19208, 0, 500000, 704640, 0, 110328, -40448, 0, 2320, 554904, 0, -22084, -87200, 0, 0, -469124, 0, -193800, -206784, 0, 679312, -281848, 0, 118242, 25536, 0, -440960, 0, 0, 386040, -32768, 0, -2800, -312452, 0, 62132, 220480, 0, -216832, -13140, 0, 1070700, -39200, 0, 904544, 2718864, 0, -72600, -160240, 0, 151744, 947796, 0, 994480, -465152, 0, 227360, -187800, 0, -464376, 60192, 0, 0, -81144, 0, -225344, 304960, 0, 1017392, 2162616, 0, 1241414, -407200, 0, 372480, 912952, 0, 0, 45056, 0, -575984, -1697112, 0, 514584, -681296, 0, 115200, 1074000, 0, 262400, 687232, 0, 318800, 678000, 0, 1556212, 2575088, 0, 1920800, -696356, 0, 1891720, -80000, 0, 1585920, -109368, 0, -114200, 125856, 0, -206848, -6230016, 0, -554040, -1086016, 0, 2783328, 941000, 0, 349272, 3360496, 0, 444800, 2214168, 0, 982224, 0, 0, -2735920, 1695364, 0, 3352392, -602400, 0, -123648, 197388, 0, -518600, 1774016, 0, -439040, 1206680, 0, 4580988, -3979560, 0, 393984, 0, 0, 2764792, 132608, 0, 0, 1807956, 0, 3734208, 1162272, 0, 3276800, 340276, 0, -1279488, -1246400, 0, -1495792, -307664, 0, 588200, -516656, 0, 1661312, -4160952, 0, 1734656, 7168, 0, 977808, 110000, 0, -266764, 5221200, 0, 156800, -70100, 0, -5552756, 1326592, 0, -3614208, 1700888, 0, 12891918, -2608800, 0, 2864320, -3383584, 0, 697700, -141568, 0, -2693328, -12608592, 0, -2568776, -780736, 0, 312320, -1964500, 0, -3032964, -758912, 0, 2248800, -6925632, 0, -1969676, 7309920, 0, -1013376, 5223212, 0, -4457904, 0, 0, 1585248, -7472904, 0, -505000, -252640, 0, 3019520, 1430408, 0, -8805888, -5135552, 0, -5435232, -164000, 0, 1566804, -4323896, 0, 745600, -5786576, 0, 0, 1497600, 0, 3874784, 9338192, 0, 826152, 0, 0, -475136, 6952308, 0, 6532600, 446912, 0, -8076192, -1208840, 0, -640822, 7152096, 0, 354368, -2886600, 0, -5101632, -1542144, 0, -2928000, 5089336, 0, -27893516, -3451520, 0, -2361856, 5660496, 0, 22936640, 539200, 0, 9799200, 1403304, 0, 3400600, 10946288, 0, 214336, 4031860, 0, -6627504, -307328, 0, -1040944, 7322600, 0, -15071160, 5291936, 0, 8000000, -6702388, 0, 3841648, 11274240, 0, 1970976, -8443760, 0, -24474100, -4871200, 0, 1765248, -2468228, 0, -10452500, -647168, 0, -17505216, -21726156, 0, -10150748, -7043808, 0, 37120, 17500, 0, -6090308, 8878464, 0, -5367200, 10417560, 0, -1738316, -3711456, 0, -353344, -5809440, 0, -9119808, -1395200, 0, -15804480, 31605224, 0, 5895200, 17997120, 0, 0, -5022900, 0, -18968032, -7505984, 0, -14928208, 284200, 0, -733644, 12852000, 0, -3100800, -1596376, 0, 9874816, -3308544, 0, 372816, -11544764, 0, 10150448, -880000, 0, 10868992, -7240768, 0, 762500, -4509568, 0, 23089600, 20516328, 0, -27104, 8427408, 0, 1891872, 5976600, 0, -27642008, 408576, 0, 0, -17702088, 0, -15277512, -36570976, 0, -7055360, 3180296, 0, -15645064, 0, 0, -6851280, 7842912, 0, -19529700, -31743168, 0, 6176640, -29320888, 0, -9529128, -524288, 0, 15806576, -12381400, 0, 20717456, -19879104, 0, -44800, 27492436, 0, 6798348, -4999232, 0, -6308032, 17132576, 0, -15287902, 15368800, 0, 994112, -76231920, 0, -1048800, 3527680, 0, 29830176, 422576, 0, 5294468, -6470336, 0, -3469312, -23768600, 0, -2423824, -210240, 0, -1160000, -31505256, 0, 8495032, -11891888, 0, 17131200, -18624052, 0, -41693168, -627200, 0, 15120080, 96217132, 0, -80000, 10570832, 0, 14472704, 38449524, 0, -28310176, 43501824, 0, -3266144, -3765000, 0, -56841252, -50277528, 0, -1161600, 8712788, 0, -107463584, -2563840, 0, -19691456, -41074340, 0, -16592480, 11042800, 0, 2427904, -59413020, 0, 6727700, 15164736, 0, -47526336, 32684112, 0, 50290964, -7948192, 0, 15911680, 6904000, 0, 13234560, -7442432, 0, 10270000, 4096128, 0, 36391436, 24820176, 0, 3637760, 4009708, 0, -22962044, -3004800, 0, -53965440, -11013632, 0, 19531250, -27629776, 0, -7430016, -17978344, 0, 11492200, 963072, 0, -827312, 4225400, 0, -1940008, -31758144, 0, 0, 46247380, 0, 47691156, -1298304, 0, -25276896, -22702456, 0, 95884960, -1580000, 0, -3605504, 21282532, 0, -20788700, 4879360, 0, 12464032, 35252432, 0, -18934800, 1801728, 0, 16278272, -9314900, 0, -38257488, 34601856, 0, -20368000, 131456, 0, 10849668, -32062800, 0, 19862624, -28856232, 0, 12797232, -6515200, 0, -2720896, -20821976, 0, -9114000, 0, 0, 5959680, 45920496, 0, 26711556, 14607232, 0, 48609664, 31025900, 0, 50039752, 19210848, 0, 0, 22292084, 0, -30114344, 720896, 0, -15531984, 2563092, 0, -21721956, 25536800, 0, -9215744, -38463072, 0, 53644800, -27153792, 0, 47940800, 22547976, 0, -10035200, 71075416, 0, 8233344, -8077500, 0, 156371672, -10900736, 0, -8272800, -146397728, 0, -34064640, 1621440, 0, 1843200, -92391072, 0, -21918576, 17184000, 0, 11733344, 12034632, 0, -22509600, 4889552, 0, 4198400, 22882608, 0, 109524736, 10995712, 0, -34351872, -4832400, 0, 26559324, -11526464, 0, 5100800, -49216764, 0, -50581720, 10848000, 0, 15737376, 29167080, 0, -83667108, -9486400, 0, 24899392, 84318624, 0, -17225000, 41201408, 0, -10075120, 60828744, 0, 55240064, 37350720, 0, 30732800, -22815700, 0, 182456604, -11141696, 0, -6764000, 32456816, 0, 150922648, -47755488, 0, 30267520, 102325944, 0, -46081328, -1280000, 0, -51466736, 82726816, 0, 18139800, 58929152, 0, 25374720, 113238732, 0, -20054588, -1749888, 0, -2122432, 54983400, 0, 2934448, -6954992, 0, -1827200, 11994492, 0, 42517968, 2013696, 0, -36687280, 39335368, 0, 29392768, 1312400, 0, -3309568, 67228, 0, 1337400, -99680256, 0, 47171376, -46360040, 0, -89216602, -62277424, 0, -8864640, 27924800, 0, 1502144, -17376256, 0, -8470000, -16856592, 0, 167770696, 30866864, 0, 44533248, -93782244, 0, 21270524, 15056000, 0, -104046720, 102228080, 0, 3323500, -55159888, 0, 5588352, 29637464, 0, 251800384, 53767936, 0, -63267456, -1531250, 0, 41243548, 37508544, 0, 7116800, 170820892, 0, 13422344, 35426688, 0, -448352, 15953560, 0, -81666536, 17334400, 0, 15715584, -42687840, 0, -16705200, 0, 0, -110846064, -147646800, 0, 114313688, 13347712, 0, -43774720, -20573500, 0, 121409848, 27125824, 0, 6624800, 119056296, 0, 18995312, 78901872, 0, 53638272, -9702196, 0, 3360232, -9638400, 0, 45336544, -60247056, 0, 5927500, 9195008, 0, -1978368, -77525932, 0, 2929220, 3158208, 0, -36836176, -38834800, 0, -382249556, 21208768, 0, -8297600, -183457424, 0, 16777392, 28384256, 0, 43143616, -132604496, 0, -100759760, -18170000, 0, -7024640, -255642420, 0, -68741400, 19306880, 0, -51182496, 57558144, 0, -52042062, -120775360, 0, 73295808, -12792000, 0, 65416344, -63672960, 0, 38913600, -7485444, 0, 68461036, -25275808, 0, 6303744, 21846156, 0, 389252224, 0, 0, 78081888, 159478168, 0, -15846200, 55225248, 0, 44236672, 70199808, 0, -215260200, 2121728, 0, 261856, 34500600, 0, 247984864, 53303968, 0, 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: 424236
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '630.6.a.i', 'source_level': 630, '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': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 424237
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '630.6.a.i', 'source_level': 630, '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': '15.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 424238
    {'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '630.6.a.i', 'source_level': 630, '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': '15.e', 'twisting_char_orbit': 5, 'weight': 6}
  • id: 424239
    {'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '630.6.a.i', 'source_level': 630, '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': '21.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 424240
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '630.6.a.i', 'source_level': 630, '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': '12.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 424241
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '630.6.a.i', 'source_level': 630, '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': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1143675
    {'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 36028797119627894, 'p': 2}
  • id: 1143676
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 36028797119627894, 'p': 3}
  • id: 1143677
    {'charpoly_factorization': [[[25, 1], 1]], 'hecke_orbit_code': 36028797119627894, 'p': 5}
  • id: 1143678
    {'charpoly_factorization': [[[49, 1], 1]], 'hecke_orbit_code': 36028797119627894, 'p': 7}
  • id: 1143679
    {'charpoly_factorization': [[[-187, 1], 1]], 'hecke_orbit_code': 36028797119627894, 'p': 11}
  • id: 1143680
    {'charpoly_factorization': [[[-627, 1], 1]], 'hecke_orbit_code': 36028797119627894, 'p': 13}
  • id: 1143681
    {'charpoly_factorization': [[[1813, 1], 1]], 'hecke_orbit_code': 36028797119627894, 'p': 17}
  • id: 1143682
    {'charpoly_factorization': [[[-258, 1], 1]], 'hecke_orbit_code': 36028797119627894, 'p': 19}
  • id: 1143683
    {'charpoly_factorization': [[[2970, 1], 1]], 'hecke_orbit_code': 36028797119627894, 'p': 23}
  • id: 1143684
    {'charpoly_factorization': [[[1299, 1], 1]], 'hecke_orbit_code': 36028797119627894, 'p': 29}
  • id: 1143685
    {'charpoly_factorization': [[[-1916, 1], 1]], 'hecke_orbit_code': 36028797119627894, 'p': 31}
  • id: 1143686
    {'charpoly_factorization': [[[-6578, 1], 1]], 'hecke_orbit_code': 36028797119627894, 'p': 37}
  • id: 1143687
    {'charpoly_factorization': [[[6676, 1], 1]], 'hecke_orbit_code': 36028797119627894, 'p': 41}
  • id: 1143688
    {'charpoly_factorization': [[[-3178, 1], 1]], 'hecke_orbit_code': 36028797119627894, 'p': 43}
  • id: 1143689
    {'charpoly_factorization': [[[-22001, 1], 1]], 'hecke_orbit_code': 36028797119627894, 'p': 47}
  • id: 1143690
    {'charpoly_factorization': [[[26168, 1], 1]], 'hecke_orbit_code': 36028797119627894, 'p': 53}
  • id: 1143691
    {'charpoly_factorization': [[[3932, 1], 1]], 'hecke_orbit_code': 36028797119627894, 'p': 59}
  • id: 1143692
    {'charpoly_factorization': [[[48740, 1], 1]], 'hecke_orbit_code': 36028797119627894, 'p': 61}
  • id: 1143693
    {'charpoly_factorization': [[[44832, 1], 1]], 'hecke_orbit_code': 36028797119627894, 'p': 67}
  • id: 1143694
    {'charpoly_factorization': [[[63736, 1], 1]], 'hecke_orbit_code': 36028797119627894, 'p': 71}
  • id: 1143695
    {'charpoly_factorization': [[[-60470, 1], 1]], 'hecke_orbit_code': 36028797119627894, 'p': 73}
  • id: 1143696
    {'charpoly_factorization': [[[43721, 1], 1]], 'hecke_orbit_code': 36028797119627894, 'p': 79}
  • id: 1143697
    {'charpoly_factorization': [[[97276, 1], 1]], 'hecke_orbit_code': 36028797119627894, 'p': 83}
  • id: 1143698
    {'charpoly_factorization': [[[45560, 1], 1]], 'hecke_orbit_code': 36028797119627894, 'p': 89}
  • id: 1143699
    {'charpoly_factorization': [[[57295, 1], 1]], 'hecke_orbit_code': 36028797119627894, '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': 9, 'label': '630.6.a.i', 'level': 630, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 51789865
    {'hecke_orbit_code': 36028797119627894, 'n': 1, 'trace_an': 1}
  • id: 51789866
    {'hecke_orbit_code': 36028797119627894, 'n': 2, 'trace_an': 4}
  • id: 51789867
    {'hecke_orbit_code': 36028797119627894, 'n': 3, 'trace_an': 0}
  • id: 51789868
    {'hecke_orbit_code': 36028797119627894, 'n': 4, 'trace_an': 16}
  • id: 51789869
    {'hecke_orbit_code': 36028797119627894, 'n': 5, 'trace_an': -25}
  • id: 51789870
    {'hecke_orbit_code': 36028797119627894, 'n': 6, 'trace_an': 0}
  • id: 51789871
    {'hecke_orbit_code': 36028797119627894, 'n': 7, 'trace_an': -49}
  • id: 51789872
    {'hecke_orbit_code': 36028797119627894, 'n': 8, 'trace_an': 64}
  • id: 51789873
    {'hecke_orbit_code': 36028797119627894, 'n': 9, 'trace_an': 0}
  • id: 51789874
    {'hecke_orbit_code': 36028797119627894, 'n': 10, 'trace_an': -100}
  • id: 51789875
    {'hecke_orbit_code': 36028797119627894, 'n': 11, 'trace_an': 187}
  • id: 51789876
    {'hecke_orbit_code': 36028797119627894, 'n': 12, 'trace_an': 0}
  • id: 51789877
    {'hecke_orbit_code': 36028797119627894, 'n': 13, 'trace_an': 627}
  • id: 51789878
    {'hecke_orbit_code': 36028797119627894, 'n': 14, 'trace_an': -196}
  • id: 51789879
    {'hecke_orbit_code': 36028797119627894, 'n': 15, 'trace_an': 0}
  • id: 51789880
    {'hecke_orbit_code': 36028797119627894, 'n': 16, 'trace_an': 256}
  • id: 51789881
    {'hecke_orbit_code': 36028797119627894, 'n': 17, 'trace_an': -1813}
  • id: 51789882
    {'hecke_orbit_code': 36028797119627894, 'n': 18, 'trace_an': 0}
  • id: 51789883
    {'hecke_orbit_code': 36028797119627894, 'n': 19, 'trace_an': 258}
  • id: 51789884
    {'hecke_orbit_code': 36028797119627894, 'n': 20, 'trace_an': -400}
  • id: 51789885
    {'hecke_orbit_code': 36028797119627894, 'n': 21, 'trace_an': 0}
  • id: 51789886
    {'hecke_orbit_code': 36028797119627894, 'n': 22, 'trace_an': 748}
  • id: 51789887
    {'hecke_orbit_code': 36028797119627894, 'n': 23, 'trace_an': -2970}
  • id: 51789888
    {'hecke_orbit_code': 36028797119627894, 'n': 24, 'trace_an': 0}
  • id: 51789889
    {'hecke_orbit_code': 36028797119627894, 'n': 25, 'trace_an': 625}
  • id: 51789890
    {'hecke_orbit_code': 36028797119627894, 'n': 26, 'trace_an': 2508}
  • id: 51789891
    {'hecke_orbit_code': 36028797119627894, 'n': 27, 'trace_an': 0}
  • id: 51789892
    {'hecke_orbit_code': 36028797119627894, 'n': 28, 'trace_an': -784}
  • id: 51789893
    {'hecke_orbit_code': 36028797119627894, 'n': 29, 'trace_an': -1299}
  • id: 51789894
    {'hecke_orbit_code': 36028797119627894, 'n': 30, 'trace_an': 0}
  • id: 51789895
    {'hecke_orbit_code': 36028797119627894, 'n': 31, 'trace_an': 1916}
  • id: 51789896
    {'hecke_orbit_code': 36028797119627894, 'n': 32, 'trace_an': 1024}
  • id: 51789897
    {'hecke_orbit_code': 36028797119627894, 'n': 33, 'trace_an': 0}
  • id: 51789898
    {'hecke_orbit_code': 36028797119627894, 'n': 34, 'trace_an': -7252}
  • id: 51789899
    {'hecke_orbit_code': 36028797119627894, 'n': 35, 'trace_an': 1225}
  • id: 51789900
    {'hecke_orbit_code': 36028797119627894, 'n': 36, 'trace_an': 0}
  • id: 51789901
    {'hecke_orbit_code': 36028797119627894, 'n': 37, 'trace_an': 6578}
  • id: 51789902
    {'hecke_orbit_code': 36028797119627894, 'n': 38, 'trace_an': 1032}
  • id: 51789903
    {'hecke_orbit_code': 36028797119627894, 'n': 39, 'trace_an': 0}
  • id: 51789904
    {'hecke_orbit_code': 36028797119627894, 'n': 40, 'trace_an': -1600}
  • id: 51789905
    {'hecke_orbit_code': 36028797119627894, 'n': 41, 'trace_an': -6676}
  • id: 51789906
    {'hecke_orbit_code': 36028797119627894, 'n': 42, 'trace_an': 0}
  • id: 51789907
    {'hecke_orbit_code': 36028797119627894, 'n': 43, 'trace_an': 3178}
  • id: 51789908
    {'hecke_orbit_code': 36028797119627894, 'n': 44, 'trace_an': 2992}
  • id: 51789909
    {'hecke_orbit_code': 36028797119627894, 'n': 45, 'trace_an': 0}
  • id: 51789910
    {'hecke_orbit_code': 36028797119627894, 'n': 46, 'trace_an': -11880}
  • id: 51789911
    {'hecke_orbit_code': 36028797119627894, 'n': 47, 'trace_an': 22001}
  • id: 51789912
    {'hecke_orbit_code': 36028797119627894, 'n': 48, 'trace_an': 0}
  • id: 51789913
    {'hecke_orbit_code': 36028797119627894, 'n': 49, 'trace_an': 2401}
  • id: 51789914
    {'hecke_orbit_code': 36028797119627894, 'n': 50, 'trace_an': 2500}
  • id: 51789915
    {'hecke_orbit_code': 36028797119627894, 'n': 51, 'trace_an': 0}
  • id: 51789916
    {'hecke_orbit_code': 36028797119627894, 'n': 52, 'trace_an': 10032}
  • id: 51789917
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  • id: 51790107
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  • id: 51790108
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  • id: 51790109
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  • id: 51790110
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  • id: 51790111
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  • id: 51790112
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  • id: 51790113
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  • id: 51790114
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  • id: 51790115
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  • id: 51790116
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  • id: 51790117
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  • id: 51790118
    {'hecke_orbit_code': 36028797119627894, 'n': 971, 'trace_an': -35907984}
  • id: 51790119
    {'hecke_orbit_code': 36028797119627894, 'n': 977, 'trace_an': 55059198}
  • id: 51790120
    {'hecke_orbit_code': 36028797119627894, 'n': 983, 'trace_an': 18131723}
  • id: 51790121
    {'hecke_orbit_code': 36028797119627894, 'n': 991, 'trace_an': -20290760}
  • id: 51790122
    {'hecke_orbit_code': 36028797119627894, 'n': 997, 'trace_an': 47539037}