Newform data - 630.6.a.n

Formats: - HTML - YAML - JSON - 2026-06-08T06:09:24.154283

• 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, [405, 1]]], 'hecke_orbit': 14, 'hecke_orbit_code': 58546795256480374, '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.n', '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.c', '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': 384234286934455163, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.980', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.970', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.989', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 4, 0, 16, 25, 0, 49, 64, 0, 100, -405, 0, -391, 196, 0, 256, -999, 0, 2342, 400, 0, -1620, -2430, 0, 625, -1564, 0, 784, -8259, 0, 4016, 1024, 0, -3996, 1225, 0, -7042, 9368, 0, 1600, -3336, 0, -23518, -6480, 0, -9720, -10317, 0, 2401, 2500, 0, -6256, -3084, 0, -10125, 3136, 0, -33036, 18816, 0, 21668, 16064, 0, 4096, -9775, 0, 52124, -15984, 0, 4900, 28560, 0, -70342, -28168, 0, 37472, -19845, 0, 58823, 6400, 0, -13344, -756, 0, -24975, -94072, 0, -25920, -135384, 0, -19159, -38880, 0, -41268, 58550, 0, 110435, 9604, 0, 10000, -33450, 0, -110311, -25024, 0, -12336, -35358, 0, -151183, -40500, 0, 12544, 133686, 0, -60750, -132144, 0, 75264, -48951, 0, 2974, 86672, 0, 64256, 15625, 0, -283984, 16384, 0, -39100, -261438, 0, 114758, 208496, 0, -63936, -39672, 0, -182626, 19600, 0, 114240, 158355, 0, -206475, -281368, 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], [0], [16], [25], [0], [49], [64], [0], [100], [-405], [0], [-391], [196], [0], [256], [-999], [0], [2342], [400], [0], [-1620], [-2430], [0], [625], [-1564], [0], [784], [-8259], [0], [4016], [1024], [0], [-3996], [1225], [0], [-7042], [9368], [0], [1600], [-3336], [0], [-23518], [-6480], [0], [-9720], [-10317], [0], [2401], [2500], [0], [-6256], [-3084], [0], [-10125], [3136], [0], [-33036], [18816], [0], [21668], [16064], [0], [4096], [-9775], [0], [52124], [-15984], [0], [4900], [28560], [0], [-70342], [-28168], [0], [37472], [-19845], [0], [58823], [6400], [0], [-13344], [-756], [0], [-24975], [-94072], [0], [-25920], [-135384], [0], [-19159], [-38880], [0], [-41268], [58550], [0], [110435], [9604], [0], [10000]], 'ap': [[4], [0], [25], [49], [-405], [-391], [-999], [2342], [-2430], [-8259], [4016], [-7042], [-3336], [-23518], [-10317], [-3084], [18816], [21668], [52124], [28560], [-70342], [58823], [-756], [-135384], [110435], [-33450], [-110311], [-35358], [-151183], [133686], [-283984], [-261438], [-39672], [-182626], [12078], [-208417], [364094], [626], [-445617], [-643467], [-245148], [686180], [527031], [143216], [-348468], [754520], [-590749], [-396103], [-9537], [705056], [-534216], [901221], [-952390], [1100238], [1082298], [-82950], [633822], [-278956], [2175230], [692901], [1040207], [1085649], [1463], [-3119766], [831425], [1258506], [-2304652], [769166], [-382074], [-3887098], [366453], [3148584], [2137397], [-205624], [3505364], [-1129044], [1200027], [-4418365], [3132783], [861494], [-4657956], [6998945], [227091], [-7096126], [593258], [3276918], [4329297], [-4916380], [-7029192], [2885588], [6005829], [-941094], [1911206], [-3954903], [7097081], [9159825], [9425094], [6189174], [-3814972], [6304043], [-8484748], [-6877944], [10225740], [12675054], [-6671548], [-3365107], [11005488], [-1402221], [-1930341], [-1822714], [-13691737], [11197538], [13706046], [-7933594], [-13114291], [12727038], [18839861], [944688], [-20102382], [19709679], [-227080], [19322024], [-3353337], [-16055532], [13582364], [-20545383], [25727819], [-7048062], [-19099744], [-2304235], [3629549], [9738564], [-24827185], [-12839992], [-28956042], [-17811586], [-17353641], [812177], [8582013], [2829999], [-10648438], [25997019], [-20309920], [-1680006], [-6710704], [-26085642], [9548726], [-35137698], [-16042756], [27777636], [24674822], [12779184], [-26341720], [-26003736], [-41185234], [7922112], [15915371], [33714804], [-40436197], [-36237756], [-29423796], [-35949684], [1195058], [-32622084], [-53685786], [33112449], [-19708216], [33193967], [36686621], [-11350866], [-24864936], [8236106], [-54691065], [23475434], [10246766], [65634780], [20952809], [30601995], [-30551404], [-39993652], [-2308288], [53647320], [17782922], [20772714], [-47374512], [67943874], [-59245096], [28730381], [4902065], [38546892], [-28656142], [31770030], [-44516185], [-24217620], [-57646092], [-60011949], [54497879], [32240864], [51839049], [-93374769], [-9280830], [71169002], [50062730], [27812846], [66090102], [-83047071], [23228930], [54206040], [-21783510], [-46047868], [1037384], [27381198], [-30295648], [-35119833], [38704374], [-66569608], [-94981402], [-11665032], [35394306], [-4126710], [93678578], [122810], [57169707], [23641274], [-124814505], [-55331794], [13170717], [49761051], [36987809], [77995188], [130976000], [-122174242], [-72040048], [-70780449], [-83066959], [-118195305], [139592132], [-53106360], [-7805583], [-64906470], [19900248], [-135465568], [-43008787], [-132742714], [25959387], [-50044698], [-18325024], [-124012266], [-130792285], [-8267490], [46221758], [-61953906], [63154428], [176270096], [-17424702], [119143455], [-49360786], [-149081260], [136069815], [194449349], [-212215918], [-186655242], [155027252], [-206265931], [-177500442], [-127885450], [-52473549], [157252806], [104270444], [-51676326], [-187883236], [-132966856], [-209403229], [68882252], [101325230], [858341], [104094372], [12851090], [20752721], [204698358], [110752551], [222064055], [62672352], [109259678], [132008465], [-180889053], [-62016022], [-13231182], [-57728476], [-118096428], [-58534197], [-59917443], [-78206556], [-124050720], [166215638], [188623236], [-263506414], [-118016985], [-19890420], [193100597], [-169159369], [161042562], [-62784871], [-300002688], [-197683585], [-32001490], [196791558], [-220053808], [15673800], [-176466328], [-351666096], [-6323535], [21835938], [-230150602], [125298990], [-161682160], [-183382290], [59811387], [179512319], [159447675], [112215830], [241545500], [-27563298], [-200393416], [115893954], [-308713684], [-187791673], [-25763164], [-130884708], [217890336], [256604150], [187279392], [-22049338], [-267646311], [15461852], [-54810237], [173871857], [-270334482], [-18804382], [-2763835], [-217138198], [317518848], [151558722], [-213040039], [-29503290], [-203648628], [139624190], [68152640], [174755634], [-468225939], [128939984], [-78112180], [-266421429], [-380719147], [394448549], [402990618], [235532706], [428475318], [-128307702], [-57205242], [233398148], [-476086320], [61785012], [171937335], [-25395412], [-39758530], [202616829], [451975046], [-151795507], [-58859001], [-356393644], [335073120], [644491425], [601041590], [-223444078], [-66952992], [-479624697], [187309805], [-222920598], [5387297], [35840994], [210190986], [351589724], [-670104102], [-530857876], [-4586961], [-23399827], [-56986807], [-705227380], [652764213], [-452149783], [126205257], [609479685], [160580540], [-275581269], [454205024], [599948168], [240763812], [686155541], [-433747026], [-86180680], [-464731308], [-437825962], [567780477], [-777521340], [-38397958], [154522778], [-233776335], [583124324], [172415796], [-158378701], [-293358678], [-205311930], [-715809916], [519492842], [-299403192], [256055499], [-83317684], [-511898466], [-154143585], [589068447], [-748641226], [272453214], [-578314476], [-527643583], [104188869], [383950224], [-662560866], [-307517452], [25775124]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 58546795256480374, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '630.6.a.n', 'level': 630, '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': [2, 3, 3, 2, 4, 4, 4, 4, 3, 2, 2, 3, 3, 4, 4, 3], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2], 'ALdims_old': [38, 43, 43, 42, 41, 40, 39, 40, 41, 42, 44, 39, 40, 40, 41, 41], '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: 424262
    {'conductor': 3, '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': '630.6.a.n', 'source_level': 630, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '70.6.a.c', 'target_level': 70, 'twist_class_label': '70.6.a.c', 'twist_class_level': 70, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 424263
    {'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': '630.6.a.n', 'source_level': 630, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '350.6.a.k', 'target_level': 350, 'twist_class_label': '70.6.a.c', 'twist_class_level': 70, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 424264
    {'conductor': 15, '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': '630.6.a.n', 'source_level': 630, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '350.6.c.e', 'target_level': 350, 'twist_class_label': '70.6.a.c', 'twist_class_level': 70, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 6}
  • id: 424265
    {'conductor': 21, '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': '630.6.a.n', 'source_level': 630, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '490.6.a.e', 'target_level': 490, 'twist_class_label': '70.6.a.c', 'twist_class_level': 70, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 424266
    {'conductor': 12, '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': '630.6.a.n', 'source_level': 630, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '560.6.a.d', 'target_level': 560, 'twist_class_label': '70.6.a.c', 'twist_class_level': 70, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 424267
    {'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': '630.6.a.n', 'source_level': 630, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '630.6.a.n', 'target_level': 630, 'twist_class_label': '70.6.a.c', '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: 1143425
    {'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 58546795256480374, 'p': 2}
  • id: 1143426
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 58546795256480374, 'p': 3}
  • id: 1143427
    {'charpoly_factorization': [[[-25, 1], 1]], 'hecke_orbit_code': 58546795256480374, 'p': 5}
  • id: 1143428
    {'charpoly_factorization': [[[-49, 1], 1]], 'hecke_orbit_code': 58546795256480374, 'p': 7}
  • id: 1143429
    {'charpoly_factorization': [[[405, 1], 1]], 'hecke_orbit_code': 58546795256480374, 'p': 11}
  • id: 1143430
    {'charpoly_factorization': [[[391, 1], 1]], 'hecke_orbit_code': 58546795256480374, 'p': 13}
  • id: 1143431
    {'charpoly_factorization': [[[999, 1], 1]], 'hecke_orbit_code': 58546795256480374, 'p': 17}
  • id: 1143432
    {'charpoly_factorization': [[[-2342, 1], 1]], 'hecke_orbit_code': 58546795256480374, 'p': 19}
  • id: 1143433
    {'charpoly_factorization': [[[2430, 1], 1]], 'hecke_orbit_code': 58546795256480374, 'p': 23}
  • id: 1143434
    {'charpoly_factorization': [[[8259, 1], 1]], 'hecke_orbit_code': 58546795256480374, 'p': 29}
  • id: 1143435
    {'charpoly_factorization': [[[-4016, 1], 1]], 'hecke_orbit_code': 58546795256480374, 'p': 31}
  • id: 1143436
    {'charpoly_factorization': [[[7042, 1], 1]], 'hecke_orbit_code': 58546795256480374, 'p': 37}
  • id: 1143437
    {'charpoly_factorization': [[[3336, 1], 1]], 'hecke_orbit_code': 58546795256480374, 'p': 41}
  • id: 1143438
    {'charpoly_factorization': [[[23518, 1], 1]], 'hecke_orbit_code': 58546795256480374, 'p': 43}
  • id: 1143439
    {'charpoly_factorization': [[[10317, 1], 1]], 'hecke_orbit_code': 58546795256480374, 'p': 47}
  • id: 1143440
    {'charpoly_factorization': [[[3084, 1], 1]], 'hecke_orbit_code': 58546795256480374, 'p': 53}
  • id: 1143441
    {'charpoly_factorization': [[[-18816, 1], 1]], 'hecke_orbit_code': 58546795256480374, 'p': 59}
  • id: 1143442
    {'charpoly_factorization': [[[-21668, 1], 1]], 'hecke_orbit_code': 58546795256480374, 'p': 61}
  • id: 1143443
    {'charpoly_factorization': [[[-52124, 1], 1]], 'hecke_orbit_code': 58546795256480374, 'p': 67}
  • id: 1143444
    {'charpoly_factorization': [[[-28560, 1], 1]], 'hecke_orbit_code': 58546795256480374, 'p': 71}
  • id: 1143445
    {'charpoly_factorization': [[[70342, 1], 1]], 'hecke_orbit_code': 58546795256480374, 'p': 73}
  • id: 1143446
    {'charpoly_factorization': [[[-58823, 1], 1]], 'hecke_orbit_code': 58546795256480374, 'p': 79}
  • id: 1143447
    {'charpoly_factorization': [[[756, 1], 1]], 'hecke_orbit_code': 58546795256480374, 'p': 83}
  • id: 1143448
    {'charpoly_factorization': [[[135384, 1], 1]], 'hecke_orbit_code': 58546795256480374, 'p': 89}
  • id: 1143449
    {'charpoly_factorization': [[[-110435, 1], 1]], 'hecke_orbit_code': 58546795256480374, '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': '630.6.a.n', 'level': 630, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 59153959
    {'hecke_orbit_code': 58546795256480374, 'n': 1, 'trace_an': 1}
  • id: 59153960
    {'hecke_orbit_code': 58546795256480374, 'n': 2, 'trace_an': 4}
  • id: 59153961
    {'hecke_orbit_code': 58546795256480374, 'n': 3, 'trace_an': 0}
  • id: 59153962
    {'hecke_orbit_code': 58546795256480374, 'n': 4, 'trace_an': 16}
  • id: 59153963
    {'hecke_orbit_code': 58546795256480374, 'n': 5, 'trace_an': 25}
  • id: 59153964
    {'hecke_orbit_code': 58546795256480374, 'n': 6, 'trace_an': 0}
  • id: 59153965
    {'hecke_orbit_code': 58546795256480374, 'n': 7, 'trace_an': 49}
  • id: 59153966
    {'hecke_orbit_code': 58546795256480374, 'n': 8, 'trace_an': 64}
  • id: 59153967
    {'hecke_orbit_code': 58546795256480374, 'n': 9, 'trace_an': 0}
  • id: 59153968
    {'hecke_orbit_code': 58546795256480374, 'n': 10, 'trace_an': 100}
  • id: 59153969
    {'hecke_orbit_code': 58546795256480374, 'n': 11, 'trace_an': -405}
  • id: 59153970
    {'hecke_orbit_code': 58546795256480374, 'n': 12, 'trace_an': 0}
  • id: 59153971
    {'hecke_orbit_code': 58546795256480374, 'n': 13, 'trace_an': -391}
  • id: 59153972
    {'hecke_orbit_code': 58546795256480374, 'n': 14, 'trace_an': 196}
  • id: 59153973
    {'hecke_orbit_code': 58546795256480374, 'n': 15, 'trace_an': 0}
  • id: 59153974
    {'hecke_orbit_code': 58546795256480374, 'n': 16, 'trace_an': 256}
  • id: 59153975
    {'hecke_orbit_code': 58546795256480374, 'n': 17, 'trace_an': -999}
  • id: 59153976
    {'hecke_orbit_code': 58546795256480374, 'n': 18, 'trace_an': 0}
  • id: 59153977
    {'hecke_orbit_code': 58546795256480374, 'n': 19, 'trace_an': 2342}
  • id: 59153978
    {'hecke_orbit_code': 58546795256480374, 'n': 20, 'trace_an': 400}
  • id: 59153979
    {'hecke_orbit_code': 58546795256480374, 'n': 21, 'trace_an': 0}
  • id: 59153980
    {'hecke_orbit_code': 58546795256480374, 'n': 22, 'trace_an': -1620}
  • id: 59153981
    {'hecke_orbit_code': 58546795256480374, 'n': 23, 'trace_an': -2430}
  • id: 59153982
    {'hecke_orbit_code': 58546795256480374, 'n': 24, 'trace_an': 0}
  • id: 59153983
    {'hecke_orbit_code': 58546795256480374, 'n': 25, 'trace_an': 625}
  • id: 59153984
    {'hecke_orbit_code': 58546795256480374, 'n': 26, 'trace_an': -1564}
  • id: 59153985
    {'hecke_orbit_code': 58546795256480374, 'n': 27, 'trace_an': 0}
  • id: 59153986
    {'hecke_orbit_code': 58546795256480374, 'n': 28, 'trace_an': 784}
  • id: 59153987
    {'hecke_orbit_code': 58546795256480374, 'n': 29, 'trace_an': -8259}
  • id: 59153988
    {'hecke_orbit_code': 58546795256480374, 'n': 30, 'trace_an': 0}
  • id: 59153989
    {'hecke_orbit_code': 58546795256480374, 'n': 31, 'trace_an': 4016}
  • id: 59153990
    {'hecke_orbit_code': 58546795256480374, 'n': 32, 'trace_an': 1024}
  • id: 59153991
    {'hecke_orbit_code': 58546795256480374, 'n': 33, 'trace_an': 0}
  • id: 59153992
    {'hecke_orbit_code': 58546795256480374, 'n': 34, 'trace_an': -3996}
  • id: 59153993
    {'hecke_orbit_code': 58546795256480374, 'n': 35, 'trace_an': 1225}
  • id: 59153994
    {'hecke_orbit_code': 58546795256480374, 'n': 36, 'trace_an': 0}
  • id: 59153995
    {'hecke_orbit_code': 58546795256480374, 'n': 37, 'trace_an': -7042}
  • id: 59153996
    {'hecke_orbit_code': 58546795256480374, 'n': 38, 'trace_an': 9368}
  • id: 59153997
    {'hecke_orbit_code': 58546795256480374, 'n': 39, 'trace_an': 0}
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  • id: 59154186
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  • id: 59154187
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  • id: 59154188
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  • id: 59154189
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  • id: 59154190
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  • id: 59154191
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  • id: 59154192
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  • id: 59154193
    {'hecke_orbit_code': 58546795256480374, 'n': 841, 'trace_an': 47699932}
  • id: 59154194
    {'hecke_orbit_code': 58546795256480374, 'n': 853, 'trace_an': 9548726}
  • id: 59154195
    {'hecke_orbit_code': 58546795256480374, 'n': 857, 'trace_an': -35137698}
  • id: 59154196
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  • id: 59154197
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  • id: 59154198
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  • id: 59154199
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  • id: 59154200
    {'hecke_orbit_code': 58546795256480374, 'n': 883, 'trace_an': -26341720}
  • id: 59154201
    {'hecke_orbit_code': 58546795256480374, 'n': 887, 'trace_an': -26003736}
  • id: 59154202
    {'hecke_orbit_code': 58546795256480374, 'n': 907, 'trace_an': -41185234}
  • id: 59154203
    {'hecke_orbit_code': 58546795256480374, 'n': 911, 'trace_an': 7922112}
  • id: 59154204
    {'hecke_orbit_code': 58546795256480374, 'n': 919, 'trace_an': 15915371}
  • id: 59154205
    {'hecke_orbit_code': 58546795256480374, 'n': 929, 'trace_an': 33714804}
  • id: 59154206
    {'hecke_orbit_code': 58546795256480374, 'n': 937, 'trace_an': -40436197}
  • id: 59154207
    {'hecke_orbit_code': 58546795256480374, 'n': 941, 'trace_an': -36237756}
  • id: 59154208
    {'hecke_orbit_code': 58546795256480374, 'n': 947, 'trace_an': -29423796}
  • id: 59154209
    {'hecke_orbit_code': 58546795256480374, 'n': 953, 'trace_an': -35949684}
  • id: 59154210
    {'hecke_orbit_code': 58546795256480374, 'n': 961, 'trace_an': -12500895}
  • id: 59154211
    {'hecke_orbit_code': 58546795256480374, 'n': 967, 'trace_an': 1195058}
  • id: 59154212
    {'hecke_orbit_code': 58546795256480374, 'n': 971, 'trace_an': -32622084}
  • id: 59154213
    {'hecke_orbit_code': 58546795256480374, 'n': 977, 'trace_an': -53685786}
  • id: 59154214
    {'hecke_orbit_code': 58546795256480374, 'n': 983, 'trace_an': 33112449}
  • id: 59154215
    {'hecke_orbit_code': 58546795256480374, 'n': 991, 'trace_an': -19708216}
  • id: 59154216
    {'hecke_orbit_code': 58546795256480374, 'n': 997, 'trace_an': 33193967}