Newform data - 350.6.a.n

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• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_largest	boolean
  is_maximal	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 12600, 'analytic_conductor': 56.13433693454322, 'analytic_rank': 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': [350, 1, [127, 101], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [-23, 1]], [13, [-241, 1]]], 'hecke_orbit': 14, 'hecke_orbit_code': 58546795256480094, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '350.6.a.n', 'level': 350, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 7], 'level_radical': 70, 'minimal_twist': '70.6.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+4q^{2}+23q^{3}+2^{4}q^{4}+92q^{6}-7^{2}q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '350.6.a', 'trace_display': [4, 23, 0, -49], 'trace_hash': 476059707718633298, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.021', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.987', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.042', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.012', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.079', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.115', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [1, 4, 23, 16, 0, 92, -49, 64, 286, 0, 555, 368, 241, -196, 0, 256, 1491, 1144, -2038, 0, -1127, 2220, 1230, 1472, 0, 964, 989, -784, -5001, 0, 5696, 1024, 12765, 5964, 0, 4576, 5602, -8152, 5543, 0, -2424, -4508, -602, 8880, 0, 4920, 23163, 5888, 2401, 0, 34293, 3856, 25296, 3956, 0, -3136, -46874, -20004, 5724, 0, -36112, 22784, -14014, 4096, 0, 51060, -66104, 23856, 28290, 0, 16080, 18304, 80482, 22408, 0, -32608, -27195, 22172, -64147, 0, -46751, -9696, 106284, -18032, 0, -2408, -115023, 35520, -71676, 0, -11809, 19680, 131008, 92652, 0, 23552, -151025, 9604, 158730, 0, -57150, 137172, -115889, 15424, 0, 101184, 137862, 15824, 88397, 0, 128846, -12544, -205554, -187496, 0, -80016, 68926, 22896, -73059, 0, 146974, -144448, -55752, 91136, 0, -56056, -250916, 16384, -13846, 0, 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• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1], [4], [23], [16], [0], [92], [-49], [64], [286], [0], [555], [368], [241], [-196], [0], [256], [1491], [1144], [-2038], [0], [-1127], [2220], [1230], [1472], [0], [964], [989], [-784], [-5001], [0], [5696], [1024], [12765], [5964], [0], [4576], [5602], [-8152], [5543], [0], [-2424], [-4508], [-602], [8880], [0], [4920], [23163], [5888], [2401], [0], [34293], [3856], [25296], [3956], [0], [-3136], [-46874], [-20004], [5724], [0], [-36112], [22784], [-14014], [4096], [0], [51060], [-66104], [23856], [28290], [0], [16080], [18304], [80482], [22408], [0], [-32608], [-27195], [22172], [-64147], [0], [-46751], [-9696], [106284], [-18032], [0], [-2408], [-115023], [35520], [-71676], [0], [-11809], [19680], [131008], [92652], [0], [23552], [-151025], [9604], [158730], [0]], 'ap': [[4], [23], [0], [-49], [555], [241], [1491], [-2038], [1230], [-5001], [5696], [5602], [-2424], [-602], [23163], [25296], [5724], [-36112], [-66104], [16080], [80482], [-64147], [106284], [-71676], [-151025], [-57150], [-115889], [137862], [88397], [-205554], [-250916], [-52122], [135468], [-349486], [176082], [383333], [-345914], [-91586], [-38097], [541443], [166188], [-197320], [-337221], [-260516], [409212], [300980], [-1226179], [-621257], [-1297677], [-124264], [-1087416], [-545631], [811310], [-897738], [594678], [-1028370], [-1243902], [737624], [2200630], [173979], [551053], [1675119], [-2330603], [706266], [183565], [-2706654], [-2143372], [-655346], [4222746], [3017102], [-2252577], [-1839504], [1688323], [-1812116], [-4767076], [69996], [3988953], [3059035], [4307937], [-239206], [4634616], [-2101075], [1654839], [1840306], [5836838], [-1197042], [-3425697], [-5297420], [8877312], [2174752], [378969], [1884894], [-3676886], [9540153], [4782431], [10839465], [-7641774], [6440106], [4779292], [-2056777], [12018928], [-8699424], [7359420], [-7500294], [-2228788], [5109457], [-11064552], [-9100431], [-12861489], [1581626], [688297], [6021502], [-3361374], [13176926], [1262639], [-15885918], [-1808801], [-95712], [-3067362], [-1329609], [-7371880], [-8484764], [4358913], [15873168], [-554956], [-7747197], [-18905521], [-18392778], [13425904], [-10847315], [26432339], [-20312016], [-3953875], [26216512], [11432862], [23707634], [12417969], [-30655277], [15186963], [539721], [13977182], [-17813679], [-19100960], [-3192246], [8568416], [35675082], [-30635546], [4461882], [26397404], [21753036], [15838318], [19742736], [17289940], [44469264], [-2568866], [11269248], [31837841], [18855816], [-11294633], [-29194104], [-10589196], [39031716], [34339522], [-18146436], [10522314], [7913529], [40155584], [49347823], [17772701], [22147434], [2285016], [45943406], [-4642125], [-8485214], [40077866], [-25447620], [-42574081], [-48071895], [-11174276], [-5554072], [47535868], [11901300], [17451058], [14504694], [-36638772], [-55179774], [-2123444], [1617319], [-31836415], [-76858272], [-29282558], [-8529090], [53625665], [32317500], [29584428], [32952201], [-58606561], [31585576], [-2728701], [-25821609], [-17445930], [6548522], [14949010], [-12176914], [7848678], [-42064281], [-52698130], [-43797540], [113762550], [-43959808], [-5609384], [88279602], [-89305592], [-38272413], [-35856894], [-68673508], [102709342], [-71196528], [-20482494], [-121754490], [-122460502], [114409730], [-44782707], [-12531134], [3715995], [-30624394], [-27523353], [-108731601], [96743071], [46566732], [73116100], [16909238], [-20740408], [-69075351], [-6073901], [155207535], [-11833228], [-61752840], [109724433], [83712270], [-41232672], [117940592], [33755107], [-2601394], [17914857], [-82415802], [146027224], [30693306], [-185382235], [2172270], [162449182], [-132747114], [84091248], [-148993024], [45852318], [-92422065], [44470814], [-106559540], [-114416895], [-165751679], [-799442], [106340598], [10034672], [40286581], [75550098], [21637070], [-171702831], [-48517506], [-234838664], [10994934], [-217526356], [190096], [-106621361], [-6692068], [91650790], [5791579], [15718212], [140185490], [-137964319], [61115082], [-220394889], [119153765], [-75115248], [-24121642], [-248332085], [-144352497], [-4112438], [246663798], [-40291216], [78421008], [-85165863], [18361497], [-137238276], [-55679640], [180668062], [163923444], [152133086], [-73253175], [55068180], [217124023], [60479299], [310817862], [215271659], [-204232488], [342404345], [-89417150], [357453318], [-292346248], [-122408520], [-213987332], [-133838736], [90920475], [93018222], [-313780418], [189670950], [7326500], [-146508870], [186354063], [265996651], [-91819515], [151781750], [29238700], [321299778], [10700656], [1804914], [-216488344], [334882097], [374405644], [3552732], [-430925664], [-111360370], [63797352], [-193071358], [255218469], [-23918428], [-4057257], [-841003], [-26691342], [59971898], [108369475], [-98414822], [-497283972], [95580498], [-247198549], [450411390], [80027388], [126457790], [-259254140], [-337292394], [39567651], [-87590476], [-508549520], [429111729], [-139436933], [43882289], [365248398], [191563854], [114830442], [-482968122], [-385764882], [-84215768], [477259020], [26988492], [-163384065], [-66440468], [511714390], [139150779], [22775434], [446449493], [462331191], [441877376], [116307180], [-309985965], [-584445250], [46971838], [-205094208], [329997747], [461882905], [-12266922], [134095813], [117579186], [409015206], [-93112544], [168055878], [120333644], [-158976321], [-187342777], [591464737], [-279429860], [-30624987], [-405705343], [-160331313], [468541005], [-111223820], [260748639], [-180161864], [314128028], [641166468], [-649190749], [-752747454], [-376205140], [321282072], [-228078818], [-211998393], [159120660], [204563402], [-501695078], [-374057625], [47118916], [622178484], [-270701969], [-83411358], [-587346270], [-175320796], [307750078], [-536544168], [-503184609], [555192244], [262062354], [-543442185], [107070813], [-282373754], [742626834], [489294636], [-540084107], [98649459], [107734404], [231609906], [-751534612], [-11857344]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 58546795256480094, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '350.6.a.n', 'level': 350, 'maxp': 2999, 'weight': 6}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'ALdims': [6, 7, 7, 5, 5, 4, 6, 8], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3, 3, 3, 3, 3], 'ALdims_old': [27, 32, 31, 29, 31, 32, 31, 27], 'Nk2': 12600, 'analytic_conductor': 56.13433693454322, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [350, 1, [127, 101], [1, 1]], 'conrey_index': 1, 'cusp_dim': 288, 'dim': 48, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 13], 'hecke_orbit_code': 100663646, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 5, 5], 'label': '350.6.a', 'level': 350, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 7], 'level_radical': 70, 'mf_dim': 312, 'mf_new_dim': 48, 'num_forms': 26, 'plus_dim': 21, 'prim_orbit_index': 1, 'relative_dim': 48, 'sturm_bound': 360, 'trace_bound': 3, 'trace_display': [-8, 26, 0, 0], 'traces': [48, -8, 26, 768, 0, -8, 0, -128, 4416, 0, -952, 416, 518, 392, 0, 12288, 2212, -5656, -4122, 0, -98, 1872, 8224, -128, 0, -1560, -8164, 0, 12612, 0, -6572, -2048, 12288, 28976, 0, 70656, -8004, -24888, 39976, 0, 32320, -3528, 9596, -15232, 0, -13664, 86420, 6656, 115248, 0, -94144, 8288, 5648, -83840, 0, 6272, -12156, 27104, 47818, 0, 59126, 1488, 44492, 196608, 0, 113040, -146168, 35392, -240816, 0, -211184, -90496, 110552, 50080, 0, -65952, -47628, 132064, 41680, 0, 454452, 49088, -190410, -1568, 0, 335696, -211292, 29952, 187220, 0, 11466, 131584, 339080, 40560, 0, -2048, -112012, -19208, 579332, 0, -609410, 24080, -156572, -24960, 0, -216592, 28176, -130624, 320012, 0, 761836, 0, -60412, 196608, 0, 201792, 275646, 84104, 138964, 0, 534500, -257240, 631740, -105152, 0, 253624, 351944, -32768, 813952, 0, 772970, 196608, 16758, 2384, 0, 463616, -696960, 85696, -236894, 0, 1852832, 449152, 401848, 1130496, 0, -1465568, 62426, -128064, 636560, 0, -972240, -398208, 2469708, -132496, 0, 639616, -310138, 327808, 1040932, 0, 185416, -584920, -1733460, 517120, 0, -576504, -208420, -56448, 1011492, 0, -319566, 153536, -886754, 636464, 0, -243712, 1340148, 231344, 556892, 0, -565582, -56840, -2684416, -218624, 0, -649632, -374584, 1382720, -224420, 0, 742304, 106496, 1430780, -1821952, 0, 1843968, 301176, -1888944, -556404, 0, 663716, -1293208, -1118964, -1506304, 0, -995056, 1609312, 132608, -2204076, 0, 2780652, 90368, -81312, -1285104, 0, -1341440, 1119356, -530048, -6989056, 0, -5741412, -505872, 6780136, 100352, 0, -2321072, -12050, -194496, -2524006, 0, 268520, 433664, -4873640, -4025752, 0, 765088, -3649344, -1390816, -1461944, 0, -5283752, -1622888, -4735906, 946016, 0, -1737632, -386792, 23808, 1728640, 0, -10390342, 711872, -2929152, 1234720, 0, 3145728, 342240, 3995520, -1257340, 0, 10368388, 3187720, 4064024, 1808640, 0, 1324568, 1273188, -2338688, -4451654, 0, -3868360, 566272, -2928632, 3638400, 0, -3853056, 1700608, -3060296, -3188060, 0, 3542608, 4473696, 1563006, -3378944, 0, -3333824, 2216956, -1447936, 7367636, 0, -2841972, 1768832, 7002170, -19208, 0, 801280, -836880, 2768752, -4150096, 0, 2026052, -1149760, -7446032, -1055232, 0, 9000992, -7193954, -762048, -3735656, 0, -661752, 2113024, -1942356, -3420088, 0, 666880, 3601352, 2495184, -7097056, 0, -27150804, -504896, -13652092, 7271232, 0, -3018656, -3624876, 785408, 9589692, 0, 6588240, -3046560, 8388292, -5286096, 0, -25088, 3500364, -1198024, -1659400, 0, -2267840, -9259128, 0, 5371136, 0, 7528584, -4650308, -3380672, -7074382, 0, 17409160, 479232, 6184736, 1736432, 0, 2995520, 634844, -1320672, -730152, 0, 3436432, 3379352, 17775010, 183456, 0, -1731648, -2277240, 2105344, 11252284, 0, 6860000, 5425280, -11627640, -15376368, 0, 648960, 335716, -548016, 609056, 0, -2014520, -9736384, -2143052, -32768, 0, -5127728, 9972684, -1792192, 3190748, 0, -14048112, -307328, -9966156, 15066288, 0, 9269312, 13138958, 11083280, 1374548, 0, 32915024, 6106080, 2142272, -9750560, 0, 199136, 11085016, 385280, 30525160, 0, -31022856, -2505152, -7390474, 6326368, 0, -399360, -8419572, -16178240, 7703634, 0, 11561688, 732608, 18420436, -3465472, 0, -10507552, 3419514, 450816, 49913864, 0, -20551368, -2089984, 29392348, 3774960, 0, 5120192, -19452880, 18932592, -22783888, 0, 10602816, -2873872, -5648664, 12189376, 0, 7956928, -18327476, 0, -54244260, 0, 35048228, -966592, -750256, -13301672, 0, 3145728, -7948372, 5649656, 389180, 0, -34953454, -2107392, -11171328, 3228672, 0, -39514896, -436426, 4410336, -1609944, 0, 49782048, 1345664, 11879648, -2625376, 0, 2223424, -3195864, -15954656, 34805500, 0, 26718444, -6073888, -13571824, 8552000, 0, -5685608, 16568784, -4115840, -55553156, 0, 8562792, 10107840, 6172976, 27651616, 0, -1682432, 6129312, -3527952, 3936136, 0, 35678760, -244296, 38079064, 4057984, 0, 5737472, -1990402, 5631104, 24226122, 0, 2105040, -524288, -15906168, 11370416, 0, 13023232, 427536, -4539360, 15456968, 0, -18005152, -11082496, -19568858, 12367520, 0, -19597504, 4526760, 3145728, 49924560, 0, -27435622, 268128, -31295028, -53532640, 0, 38144, -48922504, 17563768, -2285752, 0, -3813288, 21341376, 15839768, 7417856, 0, 29654016, 19936740, -11151360, 44166470, 0, -9774548, 1371136, -1671488, -39694960, 0, -3790304, 11893752, 13731152, 28110648, 0, 17368580, 18812336, 25565114, 29645312, 0, -31405784, 19760132, 7186432, 8919760, 0, 22387068, 6429568, 23114496, 5693408, 0, 18087936, -164064, 3887976, -57020656, 0, -9439262, -45572208, -2901672, -23449088, 0, 134200, -12667750, 998816, 8140408, 0, 59938652, -2049024, 2671160, 59195760, 0, 10184960, 19147480, -13887424, 19178464, 0, 14684372, -7132048, -36080872, -15555840, 0, 24100512, -16773664, -6371328, -2853956, 0, 12440832, 39515328, -13792228, -15066744, 0, -2119936, 58252, -4901856, -45439094, 0, -158423520, -17790592, -435904, 10233856, 0, -68932960, 37875040, -4962208, -53255520, 0, -88304008, 5244928, -36469320, 3805456, 0, 16654912, 1243718, 13490080, -25074344, 0, 12873364, -18120352, -23293670, 2966656, 0, 94859264, -55232820, -9358720, -31474480, 0, -12944232, -27735360, 32271956, -64584016, 0, 8273920, 36267600, 3119536, 44625568, 0, 40175694, 5377200, 3219600, -9224064, 0, -38487360, 33006080, -3334720, -190673672, 0, -41905712, -903168, 29905488, -8538448, 0, 16183872, -37996650, -24157936, 18300716, 0, -142184460, 74249344, -27755144, -5113056, 0, 941192, -26978968, 2456576, 13679116, 0, 55340918, -14188064, 23669156, 82595648, 0, 10183424, 61031840, -5591368, 24756260, 0, 23629684, 44562304, -10851764, -3899392, 0, 105377008, 12844762, 21442368, 43076556, 0, -33740456, 3701504, -109016192, 19332656, 0, 8910272, -4526992, -26030464, -112115548, 0, 35625548, -20469144, 46025948, -9049312, 0, -201303864, 32889444, -909440, -150643896, 0, -75848984, -42950656, 16894514, -95242912, 0, -3497984, -91172864, -75335008, 115941524, 0, 19539336, -21901040, 16859960, -10394112, 0, 107217424, -52393402, -5993344, -520576, 0, -6987136, 22123520, -43839508, -170338320, 0, -3590720, 72807996, -7082096, 71613408, 0, -22012152, -39413056, 24192868, 11876864, 0, -13365072, -18393944, 1703936, -96517392, 0, -252940172, 22892480, 66197130, 104120976, 0, -29151232, 13363476, 61770848, 135743448, 0, 62807832, 32822272, -162799016, 29503488, 0, -56282448, -132249690, 4818816, -145483240, 0, 20045116, -30223104, 48340180, -41383096, 0, -8902464, 94839630, 32158896, -128651104, 0, 131264280, -35952096, 86173448, 10619456, 0, 6536640, -68999784, -20691328, -33800092, 0, 108082386, -17903424, 83781856, 36523488, 0, -24100864, 2756704, -44646816, -49534590, 0, 1592920, 114591856, -64836816, -15920896, 0, -28183624, 44563744, 25748992, 189433198, 0, 39727980, 2121728, 5311012, 50742048, 0, -35265216, 171448256, 33445496, 36953476, 0, 33681232, 3691472, -49606204, 44490432, 0, 90217296, 14990864, 1445888, 219417648, 0, 208984688, -1300992, -151603650, 49295960, 0, -20561664, -61921724, 58672512, 152030930, 0, -55978972, -78917664, 163727368, -21463040, 0, -84040112, 67630926, 17909696, -56305144, 0, 131511760, -8480768, 5519484, 84676480, 0, -111824896, -52266020, -21116352, 139654928, 0, 100008648, -13580056, 32351664, -91862592, 0, 57705872, 54728324, -8093952, -8481312, 0, -9277096, 108482176, -137018456, 86757872, 0, 1605632, -34662176, 4929328, 185259848, 0, -204735560, -23895776, 19472992, -37137152, 0, 88545280, 48368144, -192800, -15665402, 0, 100108304, -3111936, -41809232, 189403024, 0, -40384096, 3775254, 128326304, 89337448, 0, 150638456, 33903064, -82181952, 4296320, 0, -95935104, -48042364, 6938624, -96636564, 0, -9896922, -77978240, 175551200, -165858312, 0, -64412032, 94965176, 42975744, -307718516, 0, 81440878, -105686240, 12384288, 12241408, 0, 50681664, -188392556, -58389504, 56733468, 0, 266788356, -22253056, -28798712, -209715760, 0, -23391104, -268680400, -3089136, -9355864, 0, 172273536, 176703824, 9324672, -84540032, 0, 23830464, 32862096, -25966208, -195956996, 0, -388783530, -75774496, 27651386, 105543424, 0, 15136256, 65601264, -71588672, 113693980, 0, -165834052, 131892800, 134475940, -27802112, 0, 139211008, 24464328, -6188672, -32396336, 0, 179433168, 380928, -28523776, 54862752, 0, 27658240, -77643110, 7480576, -113839160, 0], 'weight': 6, 'weight_parity': 1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 267256
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '350.6.a.n', 'source_level': 350, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '70.6.a.a', 'target_level': 70, 'twist_class_label': '70.6.a.a', 'twist_class_level': 70, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 267257
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '350.6.a.n', 'source_level': 350, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '350.6.a.n', 'target_level': 350, 'twist_class_label': '70.6.a.a', 'twist_class_level': 70, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 267258
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '350.6.a.n', 'source_level': 350, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '350.6.c.h', 'target_level': 350, 'twist_class_label': '70.6.a.a', 'twist_class_level': 70, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 267259
    {'conductor': 35, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '350.6.a.n', 'source_level': 350, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '490.6.a.i', 'target_level': 490, 'twist_class_label': '70.6.a.a', 'twist_class_level': 70, 'twisting_char_label': '35.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 267260
    {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '350.6.a.n', 'source_level': 350, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '560.6.a.i', 'target_level': 560, 'twist_class_label': '70.6.a.a', 'twist_class_level': 70, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 267261
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '350.6.a.n', 'source_level': 350, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '630.6.a.j', 'target_level': 630, 'twist_class_label': '70.6.a.a', 'twist_class_level': 70, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 697800
    {'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 58546795256480094, 'p': 2}
  • id: 697801
    {'charpoly_factorization': [[[-23, 1], 1]], 'hecke_orbit_code': 58546795256480094, 'p': 3}
  • id: 697802
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 58546795256480094, 'p': 5}
  • id: 697803
    {'charpoly_factorization': [[[49, 1], 1]], 'hecke_orbit_code': 58546795256480094, 'p': 7}
  • id: 697804
    {'charpoly_factorization': [[[-555, 1], 1]], 'hecke_orbit_code': 58546795256480094, 'p': 11}
  • id: 697805
    {'charpoly_factorization': [[[-241, 1], 1]], 'hecke_orbit_code': 58546795256480094, 'p': 13}
  • id: 697806
    {'charpoly_factorization': [[[-1491, 1], 1]], 'hecke_orbit_code': 58546795256480094, 'p': 17}
  • id: 697807
    {'charpoly_factorization': [[[2038, 1], 1]], 'hecke_orbit_code': 58546795256480094, 'p': 19}
  • id: 697808
    {'charpoly_factorization': [[[-1230, 1], 1]], 'hecke_orbit_code': 58546795256480094, 'p': 23}
  • id: 697809
    {'charpoly_factorization': [[[5001, 1], 1]], 'hecke_orbit_code': 58546795256480094, 'p': 29}
  • id: 697810
    {'charpoly_factorization': [[[-5696, 1], 1]], 'hecke_orbit_code': 58546795256480094, 'p': 31}
  • id: 697811
    {'charpoly_factorization': [[[-5602, 1], 1]], 'hecke_orbit_code': 58546795256480094, 'p': 37}
  • id: 697812
    {'charpoly_factorization': [[[2424, 1], 1]], 'hecke_orbit_code': 58546795256480094, 'p': 41}
  • id: 697813
    {'charpoly_factorization': [[[602, 1], 1]], 'hecke_orbit_code': 58546795256480094, 'p': 43}
  • id: 697814
    {'charpoly_factorization': [[[-23163, 1], 1]], 'hecke_orbit_code': 58546795256480094, 'p': 47}
  • id: 697815
    {'charpoly_factorization': [[[-25296, 1], 1]], 'hecke_orbit_code': 58546795256480094, 'p': 53}
  • id: 697816
    {'charpoly_factorization': [[[-5724, 1], 1]], 'hecke_orbit_code': 58546795256480094, 'p': 59}
  • id: 697817
    {'charpoly_factorization': [[[36112, 1], 1]], 'hecke_orbit_code': 58546795256480094, 'p': 61}
  • id: 697818
    {'charpoly_factorization': [[[66104, 1], 1]], 'hecke_orbit_code': 58546795256480094, 'p': 67}
  • id: 697819
    {'charpoly_factorization': [[[-16080, 1], 1]], 'hecke_orbit_code': 58546795256480094, 'p': 71}
  • id: 697820
    {'charpoly_factorization': [[[-80482, 1], 1]], 'hecke_orbit_code': 58546795256480094, 'p': 73}
  • id: 697821
    {'charpoly_factorization': [[[64147, 1], 1]], 'hecke_orbit_code': 58546795256480094, 'p': 79}
  • id: 697822
    {'charpoly_factorization': [[[-106284, 1], 1]], 'hecke_orbit_code': 58546795256480094, 'p': 83}
  • id: 697823
    {'charpoly_factorization': [[[71676, 1], 1]], 'hecke_orbit_code': 58546795256480094, 'p': 89}
  • id: 697824
    {'charpoly_factorization': [[[151025, 1], 1]], 'hecke_orbit_code': 58546795256480094, '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': 14, 'label': '350.6.a.n', 'level': 350, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 59143639
    {'hecke_orbit_code': 58546795256480094, 'n': 1, 'trace_an': 1}
  • id: 59143640
    {'hecke_orbit_code': 58546795256480094, 'n': 2, 'trace_an': 4}
  • id: 59143641
    {'hecke_orbit_code': 58546795256480094, 'n': 3, 'trace_an': 23}
  • id: 59143642
    {'hecke_orbit_code': 58546795256480094, 'n': 4, 'trace_an': 16}
  • id: 59143643
    {'hecke_orbit_code': 58546795256480094, 'n': 5, 'trace_an': 0}
  • id: 59143644
    {'hecke_orbit_code': 58546795256480094, 'n': 6, 'trace_an': 92}
  • id: 59143645
    {'hecke_orbit_code': 58546795256480094, 'n': 7, 'trace_an': -49}
  • id: 59143646
    {'hecke_orbit_code': 58546795256480094, 'n': 8, 'trace_an': 64}
  • id: 59143647
    {'hecke_orbit_code': 58546795256480094, 'n': 9, 'trace_an': 286}
  • id: 59143648
    {'hecke_orbit_code': 58546795256480094, 'n': 10, 'trace_an': 0}
  • id: 59143649
    {'hecke_orbit_code': 58546795256480094, 'n': 11, 'trace_an': 555}
  • id: 59143650
    {'hecke_orbit_code': 58546795256480094, 'n': 12, 'trace_an': 368}
  • id: 59143651
    {'hecke_orbit_code': 58546795256480094, 'n': 13, 'trace_an': 241}
  • id: 59143652
    {'hecke_orbit_code': 58546795256480094, 'n': 14, 'trace_an': -196}
  • id: 59143653
    {'hecke_orbit_code': 58546795256480094, 'n': 15, 'trace_an': 0}
  • id: 59143654
    {'hecke_orbit_code': 58546795256480094, 'n': 16, 'trace_an': 256}
  • id: 59143655
    {'hecke_orbit_code': 58546795256480094, 'n': 17, 'trace_an': 1491}
  • id: 59143656
    {'hecke_orbit_code': 58546795256480094, 'n': 18, 'trace_an': 1144}
  • id: 59143657
    {'hecke_orbit_code': 58546795256480094, 'n': 19, 'trace_an': -2038}
  • id: 59143658
    {'hecke_orbit_code': 58546795256480094, 'n': 20, 'trace_an': 0}
  • id: 59143659
    {'hecke_orbit_code': 58546795256480094, 'n': 21, 'trace_an': -1127}
  • id: 59143660
    {'hecke_orbit_code': 58546795256480094, 'n': 22, 'trace_an': 2220}
  • id: 59143661
    {'hecke_orbit_code': 58546795256480094, 'n': 23, 'trace_an': 1230}
  • id: 59143662
    {'hecke_orbit_code': 58546795256480094, 'n': 24, 'trace_an': 1472}
  • id: 59143663
    {'hecke_orbit_code': 58546795256480094, 'n': 25, 'trace_an': 0}
  • id: 59143664
    {'hecke_orbit_code': 58546795256480094, 'n': 26, 'trace_an': 964}
  • id: 59143665
    {'hecke_orbit_code': 58546795256480094, 'n': 27, 'trace_an': 989}
  • id: 59143666
    {'hecke_orbit_code': 58546795256480094, 'n': 28, 'trace_an': -784}
  • id: 59143667
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  • id: 59143892
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  • id: 59143893
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  • id: 59143894
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  • id: 59143895
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  • id: 59143896
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