Newform data - 147.6.a.b

Formats: - HTML - YAML - JSON - 2024-04-16T10:40:18.632221

• 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
  conrey_indexes	integer[]
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	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': 5292, 'analytic_conductor': 23.57642151250815, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [7, -1]], 'atkin_lehner_string': '--', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [147, 1, [50, 52], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [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': [[2, [6, 1]], [5, [78, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599728033939, '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_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '147.6.a.b', 'level': 147, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'minimal_twist': '21.6.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-6q^{2}+9q^{3}+4q^{4}-78q^{5}-54q^{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': '147.6.a', 'trace_display': [-6, 9, -78, 0], 'trace_hash': 1966105307631269124, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.997', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.988', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [1, -6, 9, 4, -78, -54, 0, 168, 81, 468, 444, 36, 442, 0, -702, -1136, 126, -486, -2684, -312, 0, -2664, 4200, 1512, 2959, -2652, 729, 0, -5442, 4212, -80, 1440, 3996, -756, 0, 324, -5434, 16104, 3978, -13104, -7962, 0, -11524, 1776, -6318, -25200, 13920, -10224, 0, -17754, 1134, 1768, -9594, -4374, -34632, 0, -24156, 32652, -27492, -2808, -49478, 480, 0, 27712, -34476, -23976, -59356, 504, 37800, 0, 32040, 13608, 61846, 32604, 26631, -10736, 0, -23868, -65776, 88608, 6561, 47772, -40188, 0, -9828, 69144, -48978, 74592, 7974, 37908, 0, 16800, -720, -83520, 209352, 12960, 143662, 0, 35964, 11836, 2706, -6804, -131768, 74256, 0, 57564, -128916, 2916, -100978, 207792, -48906, 0, 220146, 144936, -327600, -21768, 35802, 164952, 0, -117936, 36085, 296868, -71658, -320, 12948, 0, -74320, -212352, -103716, 206856, 155316, 15984, 0, 356136, -56862, 21168, -264246, -226800, -224612, 0, 125280, -192240, 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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], [-6], [9], [4], [-78], [-54], [0], [168], [81], [468], [444], [36], [442], [0], [-702], [-1136], [126], [-486], [-2684], [-312], [0], [-2664], [4200], [1512], [2959], [-2652], [729], [0], [-5442], [4212], [-80], [1440], [3996], [-756], [0], [324], [-5434], [16104], [3978], [-13104], [-7962], [0], [-11524], [1776], [-6318], [-25200], [13920], [-10224], [0], [-17754], [1134], [1768], [-9594], [-4374], [-34632], [0], [-24156], [32652], [-27492], [-2808], [-49478], [480], [0], [27712], [-34476], [-23976], [-59356], [504], [37800], [0], [32040], [13608], [61846], [32604], [26631], [-10736], [0], [-23868], [-65776], [88608], [6561], [47772], [-40188], [0], [-9828], [69144], [-48978], [74592], [7974], [37908], [0], [16800], [-720], [-83520], [209352], [12960], [143662], [0], [35964], [11836]], 'ap': [[-6], [9], [-78], [0], [444], [442], [126], [-2684], [4200], [-5442], [-80], [-5434], [-7962], [-11524], [13920], [-9594], [-27492], [-49478], [-59356], [32040], [61846], [-65776], [-40188], [7974], [143662], [2706], [-131768], [-128916], [-100978], [220146], [-74320], [155316], [-264246], [-224612], [-82074], [-287032], [-129878], [555284], [-43512], [18330], [-153324], [382066], [-273408], [153602], [154422], [366856], [520244], [-304736], [-288588], [-772190], [252234], [-1451136], [146398], [-607860], [-95586], [-2200344], [-1770246], [223504], [-342778], [480378], [29980], [198066], [1045636], [-1837176], [365494], [-28338], [1933916], [-1888174], [2919372], [780682], [-1334370], [1017432], [-837680], [-1519930], [2644652], [-2013360], [-726234], [-4575782], [-33870], [5861782], [-302748], [-5367082], [1177056], [3662494], [2536744], [6015036], [5659650], [-6461590], [3373530], [-4549744], [-2011356], [7604016], [673112], [-2471700], [6081524], [846216], [7667850], [9689382], [7516780], [7343246], [2182964], [12546558], [-5159724], [11745210], [-7547284], [-9284834], [-1476228], [12400686], [-3691272], [-9122234], [5679136], [-14010586], [-253686], [-4300340], [10415000], [4527138], [-14968700], [17301960], [4074702], [-3794748], [-16426142], [5506754], [-18395742], [1758348], [5363140], [-21260610], [2077286], [-4236192], [-21452360], [14889178], [6993236], [1904280], [19536128], [1251830], [-20447178], [-2210642], [-12915054], [13549924], [24595626], [15523722], [26626156], [-12389082], [-3656296], [28046268], [-21115334], [-13394712], [-30151310], [-23989386], [8875756], [-8712864], [-29578834], [-24566994], [14568212], [-16171368], [31444556], [15142656], [41487608], [17849454], [-29639882], [32228202], [48488484], [-20326374], [-3662920], [-1487412], [40793010], [9263256], [-52205056], [18660946], [-12301774], [11155314], [-1474692], [47940490], [14689320], [-45423382], [61871968], [38058438], [-25377412], [33888294], [-18619976], [-59482166], [4336592], [-53050620], [47657798], [-25882794], [-1318656], [37362354], [-40875442], [-33398924], [-29194390], [-43300368], [7389214], [31801260], [37681652], [52775754], [-70947612], [-39400458], [-34918030], [-40402210], [-51016674], [-25663464], [43794366], [23008288], [27189154], [-69957986], [74860236], [99934938], [-5869712], [-100252236], [-30368598], [-45023588], [117207218], [-112282782], [16190024], [70041372], [96710520], [82491430], [65576816], [-77011842], [-76538952], [96078750], [47335238], [-104123672], [-40743678], [-73621888], [-117763260], [-102734410], [50887014], [-47369232], [137010712], [1383708], [-21195154], [-145323884], [15372224], [-67626390], [-155842484], [75689232], [-17640098], [88613478], [44299356], [74856312], [27944580], [-134483204], [-262088], [-93584194], [-106048626], [-50948040], [-41845088], [109993620], [101828060], [36505584], [-41522194], [25757118], [-113291256], [86400022], [-59078262], [185206644], [5701430], [-18285332], [-71156142], [62226934], [-155651728], [183937908], [140249170], [1950874], [-117633138], [-158227772], [-127068066], [-209669178], [106783388], [-93159930], [35862490], [39655748], [-64578650], [104238224], [-81942578], [237915304], [51942732], [-113966770], [256074410], [-174936828], [-9685536], [-83642104], [242905560], [75392050], [55282636], [83054016], [129004562], [191802246], [-167745416], [-120146274], [-148254882], [58946148], [-24435174], [-19029300], [-295492450], [249186666], [-139003520], [160842066], [173912652], [89484772], [-60719066], [42128622], [-140423920], [-58755900], [-134283700], [92260226], [47420508], [-185605910], [110616360], [345189494], [33006768], [215974710], [-42029502], [-151889932], [-330845976], [14145334], [-114888108], [81184416], [351419134], [-211988334], [101760628], [-361813798], [-11035206], [252987104], [345357642], [-227839394], [-145290796], [-383717444], [-381015024], [-17905914], [324195710], [32305470], [-311325872], [-84823068], [-53571220], [396058140], [187100606], [414334686], [450129430], [-317922176], [-186398554], [241038138], [281948610], [-89511448], [334881246], [441981108], [116684674], [196640348], [-118154928], [-412262046], [-335411612], [-12908374], [-471255042], [303054304], [-48457018], [-204361722], [-258982800], [329961708], [-191116686], [-88370808], [-268222954], [209588982], [-10846944], [379967484], [-29513612], [-149490166], [-442520742], [506798840], [194820410], [-68633628], [446234236], [247033392], [-403542330], [299141704], [120138158], [30071748], [643397040], [-289470242], [624864510], [110531254], [-683612598], [218680746], [-522256840], [473281122], [-27549980], [-243395208], [134499632], [-446973470], [88907996], [315296688], [306538754], [-37597134], [-184351284], [-147143372], [620841000], [521226458], [597462064], [113089542], [664687052], [-70219722], [-38737286], [-513019134], [-343151920], [-792240522], [-138622590], [-309447992], [770461502], [-210071310], [727407316], [570029316], [97005550], [-308790474], [595039212], [-207675868], [656509706], [-562569606], [-168463584], [-365765432], [306764190], [337963368], [23893374], [-278743790], [-72316752], [-141399060], [425738086], [-630704598], [-515272092], [-421699014], [191887756], [490644024]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 4503599728033939, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '147.6.a.b', 'level': 147, 'maxp': 2999, 'weight': 6}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  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_prime	boolean
  level_is_prime_power	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

  
  {'AL_dims': [[[[3, -1], [7, -1]], 7, 5], [[[3, 1], [7, -1]], 9, 5], [[[3, -1], [7, 1]], 10, 2], [[[3, 1], [7, 1]], 9, 3]], 'ALdims': [9, 9, 10, 7], 'Nk2': 5292, 'analytic_conductor': 23.57642151250815, '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': [147, 1, [50, 52], [1, 1]], 'conrey_index': 1, 'cusp_dim': 86, 'dim': 35, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 5], 'hecke_orbit_code': 100663443, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 4, 4, 6, 6], 'label': '147.6.a', 'level': 147, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'mf_dim': 102, 'mf_new_dim': 35, 'num_forms': 15, 'plus_dim': 16, 'prim_orbit_index': 1, 'relative_dim': 35, 'sturm_bound': 112, 'trace_bound': 4, 'trace_display': [-2, -9, -38, 0], 'traces': [35, -2, -9, 624, -38, -126, 0, -552, 2835, 1128, 920, -828, -550, 0, 450, 11196, 2286, -162, -3844, 6476, 0, -4820, -1096, -2052, 14429, -2128, -729, 0, 1174, 5292, -12016, -22776, 4716, 17664, 0, 50544, 36032, 12296, 2952, 40236, -11002, 0, -6394, -38272, -3078, 30584, 29856, 2304, 0, -23086, 10386, -37660, 61814, -10206, -37944, 0, -24246, -157816, 11508, 58140, -47590, -39264, 0, 195740, -8448, -68112, -60726, -26820, 32400, 0, -100324, -44712, -60706, -303640, -87687, 93008, 0, 139968, -23594, 348548, 229635, 69648, -75540, 0, -256044, 748444, -224622, 387924, 110710, 91368, 0, -80024, -199458, -138240, -388652, -20340, 230150, 0, 74520, -32076, 558218, -30420, -171640, -395676, 0, -219976, 79452, -67068, -25828, 249008, 89370, 0, -1090650, -19044, -501600, -1337056, -44550, -172056, 0, 968184, 695343, 856688, 351558, -302272, 162468, 0, 666954, -1746200, -361116, 841752, -252740, 78120, 0, -1578676, 36450, -491652, -111054, -169128, 166004, 0, 372492, -1331384, 688840, 906876, -283764, -1317144, 0, 1932944, -41610, -1331298, 982616, 363312, 185166, 0, -432116, 353232, 141914, -2128500, -88182, 33900, 0, -13122, -1484820, 1040668, 349776, 460824, 357736, 0, 1783499, 1210752, -311364, -1643776, 1303490, 121212, 0, -4133664, -176724, -1597344, -1474072, 524556, -169102, 0, -627246, 2918184, 1904508, 2115360, 407640, 892992, 0, 1708416, 72852, -403848, 3017780, 908568, 806940, 0, 3113374, -390420, -633640, 3314584, -939204, 1439640, 0, 392544, 2784444, 235264, -88776, -1731460, -1208528, 0, -1024132, 4555952, 841104, -2768660, -646696, -166212, 0, 31256, 1346580, 930720, -2768060, 205308, 700448, 0, 1168749, -2414740, -2521908, -3700008, -1431070, 850992, 0, -4415244, 3675790, -172368, 5744808, -3654048, -893664, 0, 5926732, -4889916, 2779478, 4648694, -59049, 515876, 0, -617940, -423566, -1004928, 113472, 3595152, -2376236, 0, -3477472, -2873196, 1606932, -1227604, 2748302, 1077048, 0, -2761576, 95094, -1206408, -601920, 1510056, -3825444, 0, -1443942, -7290680, -2299662, 428652, 1339328, 397764, 0, -4097284, -6127240, 1755432, -12181340, -3067992, -973296, 0, 5315762, 1072512, 706772, 1970680, -690264, -3598320, 0, -1844856, -471895, -4068496, -5042106, 519380, 5367818, 0, 8854344, -10890432, 381996, 1345156, 4185888, -3837060, 0, 4147656, 8743770, 4182464, -1541836, 1430784, 708764, 0, 116550, 3449100, -7561512, -4517712, 759326, 2100896, 0, -12677772, -16042474, 5535756, 7909064, -8612396, -2839572, 0, -2379048, 4094064, 3135686, 16871440, -2554254, 2828316, 0, -6329124, 5639018, -7118496, 2918592, 1942944, 11469544, 0, -6193480, 8395566, 4496382, -36369864, 927936, 995976, 0, 27288304, 519264, 5073576, 12654140, 1600056, -5415142, 0, 239112, 17753012, -1486466, -5913576, -10237920, -10853524, 0, -2283056, 8867952, 3259116, 9054413, -9176944, 1300707, 0, -29612584, -8500428, 230288, 11561208, -891162, 5585040, 0, -7467336, 9660192, -2861712, -2993436, 8746560, 1877260, 0, 406562, 37281960, 3884112, 28753976, -1304928, 422388, 0, 35949320, -517914, 10978868, -18689054, 11578392, -2702880, 0, -6354216, -21033596, -13574272, -3100032, -100438, 4955760, 0, 19994664, -1228406, -3967992, -3046430, 5386684, -249318, 0, -14387684, -6466824, 745070, 36261432, -4662954, -7770160, 0, 2477304, -34408704, -1528220, 12718890, 9720000, 627564, 0, -17131188, 12243392, 2418336, -33418188, 14874354, 2847960, 0, 31011232, -2572308, -12101472, -10655444, 186624, 13909766, 0, -4806108, -11957488, -8962752, -32727960, -2167576, -57504, 0, 9105240, -54821052, -5864184, 16492260, -1450432, -5010390, 0, 26973438, -1869966, 116280, -39769400, -9234936, -2849688, 0, 4572576, 32408264, 8549584, 841266, -6781488, -8166142, 0, -26094314, -39054024, -1251936, 27591556, 12437148, -3050460, 0, -62108024, 11959362, -18211392, -20631324, 8259696, -10429756, 0, 5006934, 4394320, 11455664, 41351544, -13764740, 5559544, 0, 52312628, -20182068, -826686, -32334226, -19065564, 3227004, 0, 21643988, 6348744, 52068, 60248876, -3073464, 6903296, 0, 25448112, 47474654, 43210680, 15541956, -7106376, -4127448, 0, -15051420, 83652600, -6084639, 27729340, 22625858, 7495848, 0, -145264440, -1963926, 9765120, -9512164, 6652656, -710784, 0, -19964754, 25989864, 7120086, -12783096, 4567316, -12749152, 0, 27766880, 29920592, -13976136, 39264555, -45068112, 932148, 0, 70679032, -14827068, 9818184, -93928984, -13386348, 6989016, 0, 4709340, -27379940, 25308560, 26602200, 6889980, -7970676, 0, 41903020, 46095880, -3854790, -55946720, 15994888, 12229704, 0, -33060936, 6234120, -27614176, -22423814, -3180384, 3231064, 0, 17780328, -118499204, 8865628, -1479312, -2161644, -3747448, 0, -72769728, -3308002, -27746784, -48409002, -7032640, 930168, 0, -36772424, 15854940, -14460010, 57051626, -6300306, 21963048, 0, 32639976, -2971144, 17263092, -684288, 14191416, -372860, 0, 83863918, -130146520, -6786054, 112456760, 39755790, -5517072, 0, -49638904, 33556824, -7243152, -99403552, -5995836, -24677698, 0, -4918806, -306124, -6591838, -8855964, -21176128, -7525520, 0, -51381816, -35388124, -2172420, 50174706, 4118120, -3704796, 0, -13999802, -44893188, -16930828, -84134000, 2624400, 31041648, 0, 37603656, 75626063, 32216392, 42122700, 14835764, -4649292, 0, 26543640, -34598000, 3537180, -125780056, 39871008, 21658968, 0, 143747016, -8126244, -24633444, 34699106, 9420768, -8747764, 0, 25721244, 123142752, 53285672, -3621672, -39245424, -51134384, 0, -137661032, 36035018, -8119764, 33160176, -10148348, -4917186, 0, -90208948, -86690808, -9406846, 103282988, -20497644, -64703232, 0, -24594840, -88861088, 12151088, 7854048, 39573600, 8838088, 0, 21115316, 249874880, -7102647, 212655328, -15130614, -8538012, 0, 152024216, -11878344, -20572800, -70540444, 7533648, 61874340, 0, 14560488, -116784352, 2556252, 8873640, 6915020, 9240412, 0, 66641944, 5694212, -4505976, -22269540, -35933248, -12840714, 0, -10981858, 11337408, 21011752, 1132240, -18957888, 48099600, 0, -23010804, -75253894, -58460496, -1911114, -31117908, 3388800, 0, -119320920, 40832704, -2121768, -168346744, -793872, 28232388, 0, -134853278, 72285534, 8838452, 110964218, 26981226, -18051496, 0, 18600435, -4808040, -13574520, -65286576, 13782890, -22223616, 0, 314950552, -78499764, 5641488, 111455446, 16741608, 13638312, 0, -39930404, 83904804, 51900444, -133894640, -6118740, 11277312, 0, -117689904, 73849154, -34622016, 4926276, 49682016, 85887344, 0, -125160670, -47408484, 23530176, -167194392, 2201142, -246240, 0, -22722288, -20739564, 21827568, -52046848, 31574304, 15192182, 0, 49688550, 249316364, -63203062, 60623964, -57722896, 71721876, 0, 104497228, -193520124, 41832000, -109358312, -18601776, -18194382, 0, 231974932, 15377040, 6170828, 308125768, -1954944, -169242336, 0, 31421844, 156699352, 9852672, -37551852, 25404608, -15284846, 0, -44896272, -25157192, 8967510, 22059524, 24930456, -40528368, 0, -180803324, -26654742, 34640220, 151020230, 7400808, 62142740, 0, -142685136, -137663376, -76021016, -1005912, 38919952, -27656744, 0, -112827216, 119926522, 13555620, 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265139528, -7934846160, -230005332, -3413858568, 0, 397860984, -3076575040, -320316752, 1021701744, -1852579348, -1086885234, 0, -340257584, -3370748920, -362343384, -1588448080, 370928856, 59362092, 0, -6287081712, -192702888, 1635455312, -486640626, -841794120, -920677152, 0, -2366784612, -1310910936, 57833136, 331619184, 257426450, 301729400, 0, 3853629144, -4638729936, -413898624, 159174202, 253982160, 253990566, 0, -3507653792, 1496814552, 823686444, 4972254536, -211455090, 310082228, 0, 1366586640, -1283620008, 188924448, -415535976, -956706720, -366302716, 0, 2892160404, 3729046140, -206894574, 3615541224, -1465052544, -673445808, 0, -924739312, 2055278160, -1592125800, 1704737532, 229093596, 1208923310, 0, 292789764, 254318760, -643480446, -991589040, -758644824, -75213768, 0, -5418725740, -6893775960, 145373328, 3306752412, 1992627528, 121393728, 0, -2491925910, -512659044, -1174303804, -7108954832, -553968576, 950484000, 0, 2947328028, -3645950726, 316513016, 456760458, 3199715208, 1015848064, 0, -4742215796, -8778415288, -713066544, 1661179144, -2070503440, -576598176, 0, 1148647696, -1905337116, -930588960, 5730965008, -1395500040, 2966062848, 0, 236405952, 5215436632, 588437592, -5188466376], '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: 125574
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '147.6.a.b', 'source_level': 147, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '21.6.a.a', 'target_level': 21, 'twist_class_label': '21.6.a.a', 'twist_class_level': 21, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 125575
    {'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '147.6.a.b', 'source_level': 147, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '63.6.a.d', 'target_level': 63, 'twist_class_label': '21.6.a.a', 'twist_class_level': 21, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 125576
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '147.6.a.b', 'source_level': 147, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '147.6.a.b', 'target_level': 147, 'twist_class_label': '21.6.a.a', 'twist_class_level': 21, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 125577
    {'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '147.6.a.b', 'source_level': 147, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '147.6.e.i', 'target_level': 147, 'twist_class_label': '21.6.a.a', 'twist_class_level': 21, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 125578
    {'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '147.6.a.b', 'source_level': 147, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '147.6.e.j', 'target_level': 147, 'twist_class_label': '21.6.a.a', 'twist_class_level': 21, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 125579
    {'conductor': 28, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '147.6.a.b', 'source_level': 147, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 18, 'target_is_minimal': False, 'target_label': '336.6.a.r', 'target_level': 336, 'twist_class_label': '21.6.a.a', 'twist_class_level': 21, 'twisting_char_label': '28.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 125580
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '147.6.a.b', 'source_level': 147, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '441.6.a.j', 'target_level': 441, 'twist_class_label': '21.6.a.a', 'twist_class_level': 21, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 125581
    {'conductor': 35, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '147.6.a.b', 'source_level': 147, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '525.6.a.d', 'target_level': 525, 'twist_class_label': '21.6.a.a', 'twist_class_level': 21, 'twisting_char_label': '35.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 125582
    {'conductor': 35, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '147.6.a.b', 'source_level': 147, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '525.6.d.b', 'target_level': 525, 'twist_class_label': '21.6.a.a', 'twist_class_level': 21, 'twisting_char_label': '35.f', 'twisting_char_orbit': 6, 'weight': 6}
  • id: 125583
    {'conductor': 84, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '147.6.a.b', 'source_level': 147, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '1008.6.a.c', 'target_level': 1008, 'twist_class_label': '21.6.a.a', 'twist_class_level': 21, 'twisting_char_label': '84.h', 'twisting_char_orbit': 8, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 392475
    {'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 4503599728033939, 'p': 2}
  • id: 392476
    {'charpoly_factorization': [[[-9, 1], 1]], 'hecke_orbit_code': 4503599728033939, 'p': 3}
  • id: 392477
    {'charpoly_factorization': [[[78, 1], 1]], 'hecke_orbit_code': 4503599728033939, 'p': 5}
  • id: 392478
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599728033939, 'p': 7}
  • id: 392479
    {'charpoly_factorization': [[[-444, 1], 1]], 'hecke_orbit_code': 4503599728033939, 'p': 11}
  • id: 392480
    {'charpoly_factorization': [[[-442, 1], 1]], 'hecke_orbit_code': 4503599728033939, 'p': 13}
  • id: 392481
    {'charpoly_factorization': [[[-126, 1], 1]], 'hecke_orbit_code': 4503599728033939, 'p': 17}
  • id: 392482
    {'charpoly_factorization': [[[2684, 1], 1]], 'hecke_orbit_code': 4503599728033939, 'p': 19}
  • id: 392483
    {'charpoly_factorization': [[[-4200, 1], 1]], 'hecke_orbit_code': 4503599728033939, 'p': 23}
  • id: 392484
    {'charpoly_factorization': [[[5442, 1], 1]], 'hecke_orbit_code': 4503599728033939, 'p': 29}
  • id: 392485
    {'charpoly_factorization': [[[80, 1], 1]], 'hecke_orbit_code': 4503599728033939, 'p': 31}
  • id: 392486
    {'charpoly_factorization': [[[5434, 1], 1]], 'hecke_orbit_code': 4503599728033939, 'p': 37}
  • id: 392487
    {'charpoly_factorization': [[[7962, 1], 1]], 'hecke_orbit_code': 4503599728033939, 'p': 41}
  • id: 392488
    {'charpoly_factorization': [[[11524, 1], 1]], 'hecke_orbit_code': 4503599728033939, 'p': 43}
  • id: 392489
    {'charpoly_factorization': [[[-13920, 1], 1]], 'hecke_orbit_code': 4503599728033939, 'p': 47}
  • id: 392490
    {'charpoly_factorization': [[[9594, 1], 1]], 'hecke_orbit_code': 4503599728033939, 'p': 53}
  • id: 392491
    {'charpoly_factorization': [[[27492, 1], 1]], 'hecke_orbit_code': 4503599728033939, 'p': 59}
  • id: 392492
    {'charpoly_factorization': [[[49478, 1], 1]], 'hecke_orbit_code': 4503599728033939, 'p': 61}
  • id: 392493
    {'charpoly_factorization': [[[59356, 1], 1]], 'hecke_orbit_code': 4503599728033939, 'p': 67}
  • id: 392494
    {'charpoly_factorization': [[[-32040, 1], 1]], 'hecke_orbit_code': 4503599728033939, 'p': 71}
  • id: 392495
    {'charpoly_factorization': [[[-61846, 1], 1]], 'hecke_orbit_code': 4503599728033939, 'p': 73}
  • id: 392496
    {'charpoly_factorization': [[[65776, 1], 1]], 'hecke_orbit_code': 4503599728033939, 'p': 79}
  • id: 392497
    {'charpoly_factorization': [[[40188, 1], 1]], 'hecke_orbit_code': 4503599728033939, 'p': 83}
  • id: 392498
    {'charpoly_factorization': [[[-7974, 1], 1]], 'hecke_orbit_code': 4503599728033939, 'p': 89}
  • id: 392499
    {'charpoly_factorization': [[[-143662, 1], 1]], 'hecke_orbit_code': 4503599728033939, 'p': 97}
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 1, 'hecke_orbit': 2, 'label': '147.6.a.b', 'level': 147, 'portrait': 'data:image/png;base64,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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 74704000
    {'hecke_orbit_code': 4503599728033939, 'n': 1, 'trace_an': 1}
  • id: 74704001
    {'hecke_orbit_code': 4503599728033939, 'n': 2, 'trace_an': -6}
  • id: 74704002
    {'hecke_orbit_code': 4503599728033939, 'n': 3, 'trace_an': 9}
  • id: 74704003
    {'hecke_orbit_code': 4503599728033939, 'n': 4, 'trace_an': 4}
  • id: 74704004
    {'hecke_orbit_code': 4503599728033939, 'n': 5, 'trace_an': -78}
  • id: 74704005
    {'hecke_orbit_code': 4503599728033939, 'n': 6, 'trace_an': -54}
  • id: 74704006
    {'hecke_orbit_code': 4503599728033939, 'n': 7, 'trace_an': 0}
  • id: 74704007
    {'hecke_orbit_code': 4503599728033939, 'n': 8, 'trace_an': 168}
  • id: 74704008
    {'hecke_orbit_code': 4503599728033939, 'n': 9, 'trace_an': 81}
  • id: 74704009
    {'hecke_orbit_code': 4503599728033939, 'n': 10, 'trace_an': 468}
  • id: 74704010
    {'hecke_orbit_code': 4503599728033939, 'n': 11, 'trace_an': 444}
  • id: 74704011
    {'hecke_orbit_code': 4503599728033939, 'n': 12, 'trace_an': 36}
  • id: 74704012
    {'hecke_orbit_code': 4503599728033939, 'n': 13, 'trace_an': 442}
  • id: 74704013
    {'hecke_orbit_code': 4503599728033939, 'n': 14, 'trace_an': 0}
  • id: 74704014
    {'hecke_orbit_code': 4503599728033939, 'n': 15, 'trace_an': -702}
  • id: 74704015
    {'hecke_orbit_code': 4503599728033939, 'n': 16, 'trace_an': -1136}
  • id: 74704016
    {'hecke_orbit_code': 4503599728033939, 'n': 17, 'trace_an': 126}
  • id: 74704017
    {'hecke_orbit_code': 4503599728033939, 'n': 18, 'trace_an': -486}
  • id: 74704018
    {'hecke_orbit_code': 4503599728033939, 'n': 19, 'trace_an': -2684}
  • id: 74704019
    {'hecke_orbit_code': 4503599728033939, 'n': 20, 'trace_an': -312}
  • id: 74704020
    {'hecke_orbit_code': 4503599728033939, 'n': 21, 'trace_an': 0}
  • id: 74704021
    {'hecke_orbit_code': 4503599728033939, 'n': 22, 'trace_an': -2664}
  • id: 74704022
    {'hecke_orbit_code': 4503599728033939, 'n': 23, 'trace_an': 4200}
  • id: 74704023
    {'hecke_orbit_code': 4503599728033939, 'n': 24, 'trace_an': 1512}
  • id: 74704024
    {'hecke_orbit_code': 4503599728033939, 'n': 25, 'trace_an': 2959}
  • id: 74704025
    {'hecke_orbit_code': 4503599728033939, 'n': 26, 'trace_an': -2652}
  • id: 74704026
    {'hecke_orbit_code': 4503599728033939, 'n': 27, 'trace_an': 729}
  • id: 74704027
    {'hecke_orbit_code': 4503599728033939, 'n': 28, 'trace_an': 0}
  • id: 74704028
    {'hecke_orbit_code': 4503599728033939, 'n': 29, 'trace_an': -5442}
  • id: 74704029
    {'hecke_orbit_code': 4503599728033939, 'n': 30, 'trace_an': 4212}
  • id: 74704030
    {'hecke_orbit_code': 4503599728033939, 'n': 31, 'trace_an': -80}
  • id: 74704031
    {'hecke_orbit_code': 4503599728033939, 'n': 32, 'trace_an': 1440}
  • id: 74704032
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  • id: 74704037
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  • id: 74704039
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  • id: 74704040
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  • id: 74704042
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  • id: 74704045
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  • id: 74704046
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  • id: 74704047
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  • id: 74704048
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  • id: 74704051
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  • id: 74704052
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  • id: 74704053
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  • id: 74704054
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  • id: 74704058
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  • id: 74704130
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  • id: 74704135
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  • id: 74704136
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  • id: 74704226
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  • id: 74704980
    {'hecke_orbit_code': 4503599728033939, 'n': 981, 'trace_an': -8179218}
  • id: 74704981
    {'hecke_orbit_code': 4503599728033939, 'n': 982, 'trace_an': 14830200}
  • id: 74704982
    {'hecke_orbit_code': 4503599728033939, 'n': 983, 'trace_an': 9263256}
  • id: 74704983
    {'hecke_orbit_code': 4503599728033939, 'n': 984, 'trace_an': -12038544}
  • id: 74704984
    {'hecke_orbit_code': 4503599728033939, 'n': 985, 'trace_an': -12044916}
  • id: 74704985
    {'hecke_orbit_code': 4503599728033939, 'n': 986, 'trace_an': 4114152}
  • id: 74704986
    {'hecke_orbit_code': 4503599728033939, 'n': 987, 'trace_an': 0}
  • id: 74704987
    {'hecke_orbit_code': 4503599728033939, 'n': 988, 'trace_an': -4745312}
  • id: 74704988
    {'hecke_orbit_code': 4503599728033939, 'n': 989, 'trace_an': -48400800}
  • id: 74704989
    {'hecke_orbit_code': 4503599728033939, 'n': 990, 'trace_an': 16831152}
  • id: 74704990
    {'hecke_orbit_code': 4503599728033939, 'n': 991, 'trace_an': -52205056}
  • id: 74704991
    {'hecke_orbit_code': 4503599728033939, 'n': 992, 'trace_an': -115200}
  • id: 74704992
    {'hecke_orbit_code': 4503599728033939, 'n': 993, 'trace_an': 17405244}
  • id: 74704993
    {'hecke_orbit_code': 4503599728033939, 'n': 994, 'trace_an': 0}
  • id: 74704994
    {'hecke_orbit_code': 4503599728033939, 'n': 995, 'trace_an': -28614768}
  • id: 74704995
    {'hecke_orbit_code': 4503599728033939, 'n': 996, 'trace_an': -1446768}
  • id: 74704996
    {'hecke_orbit_code': 4503599728033939, 'n': 997, 'trace_an': 18660946}
  • id: 74704997
    {'hecke_orbit_code': 4503599728033939, 'n': 998, 'trace_an': -36489144}
  • id: 74704998
    {'hecke_orbit_code': 4503599728033939, 'n': 999, 'trace_an': -3961386}
  • id: 74704999
    {'hecke_orbit_code': 4503599728033939, 'n': 1000, 'trace_an': 2175264}