Embedded newform data - 45.8.a.g.1.1

Formats: - HTML - YAML - JSON - 2025-11-13T23:15:42.646279

• 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': 2880, 'analytic_conductor': 14.05732614678548, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [5, -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': [45, 1, [11, 37], [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': [[2, [-22, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021597898440749, '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': '45.8.a.g', 'level': 45, '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': [3, 5], 'level_radical': 15, 'minimal_twist': '15.8.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+22q^{2}+356q^{4}+5^{3}q^{5}-420q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '45.8.a', 'trace_display': [22, 0, 125, -420], 'trace_hash': 1204221486085890966, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.006', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.981', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.008', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.920', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.669', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 22, 0, 356, 125, 0, -420, 5016, 0, 2750, 2944, 0, -11006, -9240, 0, 64784, 16546, 0, -25364, 44500, 0, 64768, 5880, 0, 15625, -242132, 0, -149520, -163042, 0, -201600, 783200, 0, 364012, -52500, 0, 120530, -558008, 0, 627000, 115910, 0, -19148, 1048064, 0, 129360, -841016, 0, -647143, 343750, 0, -3918136, -501890, 0, 368000, -2106720, 0, -3586924, 1586176, 0, -372962, -4435200, 0, 8938048, -1375750, 0, 4561044, 5890376, 0, -1155000, -1512832, 0, -1522910, 2651660, 0, -9029584, -1236480, 0, 4231920, 8098000, 0, 2550020, 1854204, 0, 2068250, -421256, 0, 14767104, 6888174, 0, 4622520, 2093280, 0, -18502352, -3170500, 0, 3700034, -14237146, 0, 5562500, 18002454, 0, -5372068, -55206096, 0, -11041580, 11539764, 0, -1571794, 8096000, 0, -27209280, 25204954, 0, 735000, -58042952, 0, 34895872, -6949320, 0, -10820035, -8205164, 0, -71769600, 1953125, 0, 39408004, 96387456, 0, -30266500, -14108208, 0, 10652880, 100342968, 0, 82994736, 8005122, 0, 46071644, -18690000, 0, -33282304, -32401664, 0, -20380250, -33504020, 0, 42908680, -72352498, 0, -37006208, -127225824, 0, -27202560, -25200000, 0, -78507982, 93102240, 0, 97900000, -2469600, 0, -46818412, 41263960, 0, 40792488, 25004280, 0, 58383519, 45501500, 0, -6816688, -53067066, 0, -6562500, 190724096, 0, 151539828, -42205400, 0, -100020490, 101695440, 0, 29494080, 15066250, 0, 48711424, -299401696, 0, -69751000, -61761016, 0, -76741894, 81400748, 0, -230382908, 181031838, 0, 61608448, 78375000, 0, 396053988, 68477640, 0, 14488750, -118185496, 0, -713012704, -74671616, 0, -169916860, -178672840, 0, 253874808, -2393500, 0, 84672000, -34579468, 0, 131008000, -182105276, 0, 148128884, -328944000, 0, 554508988, 39612740, 0, -37181586, 16170000, 0, -817818672, 179591418, 0, -105127000, 564678656, 0, -152885040, 373328104, 0, -257021534, -238040770, 0, -132774472, -80892875, 0, 279156184, -1011225600, 0, 42968750, 127344408, 0, 17310720, 866976088, 0, 976453888, -130681926, 0, -50622600, -489767000, 0, -310380576, 267746792, 0, -62736250, 234363360, 0, 1623731664, -149432066, 0, -153184904, 1071916064, 0, 176112684, 46000000, 0, 654462402, 1013576168, 0, -263340000, -551492754, 0, -210200436, -538568192, 0, -712836608, -48682200, 0, -136568557, -448365500, 0, -542155960, -542401698, 0, 198272000, 604578480, 0, -1591754956, -64715280, 0, 8042160, -814136576, 0, -1643181376, -46620250, 0, 926477356, -440186880, 0, -554400000, 212976144, 0, 363896258, -1727175604, 0, 1506563520, 317049014, 0, -479995648, 1117256000, 0, -54331200, -419672744, 0, -171968750, -1030005064, 0, 581404560, 353226720, 0, 224556372, 660096624, 0, 550094160, 570130500, 0, -1238861078, 1284437418, 0, 736297000, -593510400, 0, 617688120, -96046368, 0, -1167475452, 583643116, 0, -469471298, -144375000, 0, 2305740800, -61855854, 0, -189104000, 2452189944, 0, -928518800, 12353736, 0, -250539243, -2200450780, 0, 1645617120, -190363750, 0, -12551388, 380929920, 0, 331457500, 210793800, 0, -565993958, 1071651328, 0, -4218536256, 1794440252, 0, 1777759180, -1128698000, 0, -1358742352, -1181946168, 0, -154560000, -1688321668, 0, 1317212104, -602482194, 0, 97290480, -3246069288, 0, 3982700436, 528990000, 0, -186765014, 1355385856, 0, 1012250000, 996333222, 0, 2218809600, 6408873624, 0, 1506508080, 354840320, 0, -2386442326, 318752500, 0, -1912456208, -666193920, 0, 231775500, -8619899200, 0, -1642775552, -2596441936, 0, 2838495214, -3738170920, 0, -2517480240, 258531250, 0, 156644040, 4108155984, 0, -52657000, 1528084320, 0, -2660612822, 1862784000, 0, -559558664, -149140320, 0, 2292224800, 1845888000, 0, -4006316072, 934042716, 0, 861021750, 3258835448, 0, -3753980160, 88501222, 0, 341239040, 8972963624, 0, 871480280, 577815000, 0, -1210641590, -817994892, 0, 261660000, -857427882, 0, -1946619588, -10562512928, 0, 3951011196, 959955164, 0, -1915638480, -2312794000, 0, 7956258816, -56371712, 0, -396312500, 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-1477564160, -7638916560, 0, -11932837356, -736500396, 0, 5113382400, 4361984000, 0, 7808415520, 5085392138, 0, -868665000, -25757489288, 0, -1423736160, -4860225208, 0, 6784663226, 176927520, 0, -13174210048, -1352504375, 0, 2852501644, -19865084800, 0, -1025645500, 9256222096, 0, 7754672626, 20382501832, 0, -6202183680, 6340967562, 0, 3198311084, -8971200000, 0, 4685475168, -2893033080, 0, 244140625, 8005717676, 0, -27948841592, 1994289380, 0, -3794592488, 21227310720, 0, 6975078308, 4926000500, 0, 7122455858, -10559904256, 0, 12048432000, -6779638290, 0, -1132032588, -879177600, 0, -9232800368, 5542646896, 0, 4669702144, -3783312500, 0, -16667354672, -9417645178, 0, -1763526000, 7509113440, 0, 7770987840, -7463900240, 0, 5583091942, 4940240184, 0, 9300687264, 1331610000, 0, -958686960, 8901523680, 0, 12542871000, -1098000128, 0, 3399326250, -27254943716, 0, 20784532764, 13892978478, 0, -1554014280, 10374342000, 0, -13057228800, 7225755732, 0, 1000640250, 13589138640, 0, -1240484032, 5523801340, 0, -5833864724, -18891875496, 0, 12840148552, 5758955500, 0, 1917846860, -10328368556, 0, -2336250000, -4374864898, 0, -3057122920, 26313613312, 0, -1360828788, -7561030680, 0, -3546849794, -4160288000, 0, 34551080784, -1185408000, 0, -4050208000, -15025122400, 0, 271782192, 10654527792, 0, 2256268560, -5511863346, 0, -35607294440, -2547531250, 0, -9211691932, 23186560320, 0, -4188002500, -316822808, 0, -581769958, -276130536, 0, 4605216000, 13427713536, 0, 143208364, 5363585000, 0, 4637463600, -17601209792, 0, -9044062250, -12451867076, 0, 17341266944, -4846700880, 0, -21039792464, -54484380544, 0, 39477685544, -4625776000, 0, -3910148702, 39110701960, 0, -15903228000, -12024211074, 0, 660153480, -21986921696, 0, -26002815696, -17457453056, 0, 11894778338, -3400320000, 0, -27320114264, 7776143502, 0, -3150000000, 18559370544, 0, -13254608268, -2939941240, 0, -4453777408, 2140390560, 0, -41924512112, -9813497750, 0, 24436520836, 64447334328, 0, 11637780000, -10586080680, 0, 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-99050586008, 0, 9796875000], 'weight': 8, 'weight_parity': 1}
• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
  {'an_normalized': [[1.0, 0.0], [1.9445436482630056, 0.0], [0.0, 0.0], [2.78125, 0.0], [0.4472135954999579, 0.0], [0.0, 0.0], [-0.46281364041946194, 0.0], [3.463718373468479, 0.0], [0.0, 0.0], [0.8696263565463043, 0.0], [0.6669041310570519, 0.0], [0.0, 0.0], [-1.3894015383829932, 0.0], [-0.8999613248071433, 0.0], [0.0, 0.0], [3.9541015625, 0.0], [0.8168114088848291, 0.0], [0.0, 0.0], [-0.848359917465072, 0.0], [1.243812812484258, 0.0], [0.0, 0.0], [1.2968241920473493, 0.0], [0.10076968477484997, 0.0], [0.0, 0.0], [0.2, 0.0], [-2.701751936349498, 0.0], [0.0, 0.0], [-1.2872004374166284, 0.0], [-1.2413850230457537, 0.0], [0.0, 0.0], [-1.2154150209324233, 0.0], [4.225204704477722, 0.0], [0.0, 0.0], [1.5883254369757513, 0.0], [-0.2069765521784122, 0.0], [0.0, 0.0], [0.3911912411883741, 0.0], [-1.6496728889476335, 0.0], [0.0, 0.0], [1.5490219475981046, 0.0], [0.2626500013132185, 0.0], [0.0, 0.0], [-0.03672686209678033, 0.0], [1.8548271145024255, 0.0], [0.0, 0.0], [0.19595105046639982, 0.0], 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0.0], [0.0, 0.0], [-0.6189020341047134, 0.0], [1.2402920524990404, 0.0], [0.0, 0.0], [0.7544633837119202, 0.0], [-1.9717234091843, 0.0], [0.0, 0.0], [3.278294347629099, 0.0], [-0.00370095431626194, 0.0], [0.0, 0.0], [-0.3357533811819555, 0.0], [-5.135377264336564, 0.0], [0.0, 0.0], [0.4514506972642632, 0.0], [0.2478389148395143, 0.0], [0.0, 0.0], [-1.0368133428455177, 0.0], [-3.154279364445175, 0.0], [0.0, 0.0], [0.3098043895196209, 0.0]], 'angles': [-0.03756682020326985, None, None, -0.2871664202374276, -0.19589323246916585, -0.372231603268444, -0.183042436321687, -0.31971880141281817, -0.24197760651455458, -0.35657423051999076, -0.35395534721685684, -0.2186679994920877, -0.22903842850293057, -0.2529227951078604, -0.3505915448386155, -0.287187072087207, -0.16616353244675794, -0.2667727585770379, -0.06146679887592563, -0.2903495744082608, -0.28678820466160615, -0.16980073607917345, -0.22152300903436478, -0.1633651333275913, -0.217007925964112, -0.08228035182160065, -0.2889351549591055, -0.1747611206055427, -0.259256309757454, -0.09652982728372816, -0.08721498905124724, -0.2941986647715942, -0.2287712387957548, -0.12033371168087405, -0.42674298692076756, -0.3220407642461022, -0.40014004521119895, -0.31957819171592095, -0.2166979810446291, -0.3136956582026673, -0.2943409956166313, -0.3578340575674583, -0.30195517973129954, -0.3127605179712575, -0.0902409635780966, -0.20531460475046204, -0.3569643616951322, -0.17620310866488476, -0.23207525333088247, -0.2663100119242854, -0.1730162063382423, -0.07727055267854913, -0.35071188574558193, -0.20910198621119966, -0.2885926052764492, -0.1750368870051177, -0.287596518365002, -0.2875535499170403, -0.06200220110365427, -0.3829128925880391, -0.2944458123762758, -0.3584469474897225, -0.06659226360560362, -0.2178322523074319, -0.19556696145077113, -0.20491488550888126, -0.22278324536192143, -0.42177781429920924, -0.18883129321033346, -0.29775814644166754, -0.2559574567347827, -0.24887859761441386, -0.2510547604704838, 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-0.14353666981081642, -0.27684552290420894, -0.33673731869219314], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 0.0, 'hecke_orbit': 7, 'hecke_orbit_code': 27021597898440749, 'label': '45.8.a.g.1.1', 'level': 45, 'weight': 8}
• 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, 2, 3, 4], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [2, 2, 2, 2], 'ALdims_old': [9, 7, 6, 5], 'Nk2': 2880, 'analytic_conductor': 14.05732614678548, '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': [45, 1, [11, 37], [1, 1]], 'conrey_index': 1, 'cusp_dim': 38, 'dim': 11, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 134217773, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 2, 2], 'label': '45.8.a', 'level': 45, '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': [3, 5], 'level_radical': 15, 'mf_dim': 46, 'mf_new_dim': 11, 'num_forms': 9, 'plus_dim': 6, 'prim_orbit_index': 1, 'relative_dim': 11, 'sturm_bound': 48, 'trace_bound': 2, 'trace_display': [22, 0, 125, 40], 'traces': [11, 22, 0, 368, 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13142003964, 0, 22012634432, -7841921500, 0, 5147166280, -13331888902, 0, 13818000000, -5316434264, 0, 13463344320, -22212117784, 0, 8930517958, -5634297600, 0, -28913492576, -4491254375, 0, -35463133376, -31801954360, 0, -2852494500, 7423851760, 0, -5568824654, 17550790432, 0, -271978200, 17384439522, 0, 22119634108, -7888635000, 0, 44498817168, -16973888400, 0, 2685546875, 15143160980, 0, -18386549552, 13226900876, 0, 2005870312, 27334908360, 0, 23742947388, 7627877000, 0, -8386736502, -19904806216, 0, 28727755500, -15792183318, 0, 6603671212, 5409566496, 0, -23479143744, 9174560536, 0, -64005454368, -3697250000, 0, -27823176032, -8575219258, 0, -3092833500, 16466787772, 0, -21567467280, -16301669300, 0, 8233326706, 7299637344, 0, -4253308488, 2247720000, 0, 62317848720, 13435067760, 0, -6303819000, -17142213800, 0, -1134226010, -25182398012, 0, -1648519800, 28545956238, 0, 51441875024, 1956822000, 0, -20108237040, -4404253428, 0, 15460404750, 5704919400, 0, 17516408848, -3473871116, 0, -22403660972, -18947318376, 0, -32902642560, 8663210500, 0, -34583203380, 17396606284, 0, -3721250000, 4638009638, 0, -19847518120, 22876033252, 0, 38111417484, -23009451120, 0, -407200118, 9363553000, 0, 87167284344, 13835938320, 0, -33683667000, -33577736620, 0, -7797630048, 21086049936, 0, 5428310168, -19151019186, 0, 31654765648, -5058531250, 0, -4807809992, 47384548920, 0, 23432542500, 3548394808, 0, 37785155482, -23653679532, 0, 28920458208, -16184499744, 0, -43839756044, 12936072500, 0, -102460376640, 14957443288, 0, -13188954750, -54875738576, 0, -20757129456, -1910550024, 0, 6231772288, -46867714024, 0, 76038787752, 5656769000, 0, 77693158498, 56638998280, 0, -51449397000, -6315690390, 0, -23822106400, -25947683672, 0, -61163135400, -58698962696, 0, 80835455590, 20113980000, 0, -56984099984, 31139537262, 0, 4948750000, -7532219208, 0, 7526747532, 35934816440, 0, 50236003872, -8567653920, 0, -118471307652, -8900587250, 0, -67381011284, 91672380408, 0, 1527990000, 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159324117184, -34463136416, 0, -51202027500, -27131451300, 0, 46268188644, 24618322080, 0, -62391490812, 94291413800, 0, 251012427312, -25095226250, 0, -56727302924, -11951799680, 0, 93601035000, 16466830096, 0, 115167512736, -56699939924, 0, -38136956960, -48178178640, 0, -135128182136, 7294500000, 0, -185472478164, -5226257488, 0, 6182031250, 21182663724, 0, -200240223960, 95358099242, 0, 60704868804, 70238570688, 0, 38716217328, -29500123000, 0, 203314805902, -129071095200, 0, -88076073000, -10215801778, 0, 34079819520, 67031947652, 0, -26044212816, -146085827628, 0, 187475625956, 1051750000, 0, -156497066640, -62587866254, 0, 89818698000, 145019664632, 0, 67918910640, 51404039856, 0, -89604694389, 76490004680, 0, -183718170152, -60697985750, 0, -199008083816, -114385448100, 0, -18730231500, -14870634588, 0, -80854381600, -19165096420, 0, 7725345496, -48644384774, 0, 76267038168, -29778773500, 0, 230861104344, 77071151880, 0, -21368424750, 55731994088, 0, 118478916464, 71459517144, 0, -81026440208, -59405009400, 0, 252077126448, -54362359000, 0, -67141854782, -223527922448, 0, 7664062500], 'weight': 8, 'weight_parity': 1}
• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 45689501
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 27021597898440749, 'source_is_minimal': False, 'source_label': '45.8.a.g.1.1', 'source_level': 45, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 27021597898440749, 'target_is_minimal': False, 'target_label': '45.8.a.g.1.1', 'target_level': 45, 'twist_class_label': '15.8.a.a.1.1', 'twist_class_level': 15, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
  • id: 45689502
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 27021597898440749, 'source_is_minimal': False, 'source_label': '45.8.a.g.1.1', 'source_level': 45, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 134217743, 'target_is_minimal': True, 'target_label': '15.8.a.a.1.1', 'target_level': 15, 'twist_class_label': '15.8.a.a.1.1', 'twist_class_level': 15, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 45689503
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 27021597898440749, 'source_is_minimal': False, 'source_label': '45.8.a.g.1.1', 'source_level': 45, 'target_conrey_index': 199, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 68853694689, 'target_is_minimal': False, 'target_label': '225.8.b.a.199.2', 'target_level': 225, 'twist_class_label': '15.8.a.a.1.1', 'twist_class_level': 15, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 45689504
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 27021597898440749, 'source_is_minimal': False, 'source_label': '45.8.a.g.1.1', 'source_level': 45, 'target_conrey_index': 199, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 68853694689, 'target_is_minimal': False, 'target_label': '225.8.b.a.199.1', 'target_level': 225, 'twist_class_label': '15.8.a.a.1.1', 'twist_class_level': 15, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 8}
  • id: 45689505
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 27021597898440749, 'source_is_minimal': False, 'source_label': '45.8.a.g.1.1', 'source_level': 45, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 134217953, 'target_is_minimal': False, 'target_label': '225.8.a.a.1.1', 'target_level': 225, 'twist_class_label': '15.8.a.a.1.1', 'twist_class_level': 15, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 8}
  • id: 45689506
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 27021597898440749, 'source_is_minimal': False, 'source_label': '45.8.a.g.1.1', 'source_level': 45, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199388958960, 'target_is_minimal': False, 'target_label': '240.8.a.c.1.1', 'target_level': 240, 'twist_class_label': '15.8.a.a.1.1', 'twist_class_level': 15, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 8}
  • id: 45689507
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 27021597898440749, 'source_is_minimal': False, 'source_label': '45.8.a.g.1.1', 'source_level': 45, 'target_conrey_index': 49, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 68853694539, 'target_is_minimal': False, 'target_label': '75.8.b.a.49.1', 'target_level': 75, 'twist_class_label': '15.8.a.a.1.1', 'twist_class_level': 15, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 45689508
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 27021597898440749, 'source_is_minimal': False, 'source_label': '45.8.a.g.1.1', 'source_level': 45, 'target_conrey_index': 49, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 68853694539, 'target_is_minimal': False, 'target_label': '75.8.b.a.49.2', 'target_level': 75, 'twist_class_label': '15.8.a.a.1.1', 'twist_class_level': 15, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 8}
  • id: 45689509
    {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 27021597898440749, 'source_is_minimal': False, 'source_label': '45.8.a.g.1.1', 'source_level': 45, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199388958795, 'target_is_minimal': False, 'target_label': '75.8.a.c.1.1', 'target_level': 75, 'twist_class_label': '15.8.a.a.1.1', 'twist_class_level': 15, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 83625
    {'charpoly_factorization': [[[-22, 1], 1]], 'hecke_orbit_code': 27021597898440749, 'p': 2}
  • id: 83626
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 27021597898440749, 'p': 3}
  • id: 83627
    {'charpoly_factorization': [[[-125, 1], 1]], 'hecke_orbit_code': 27021597898440749, 'p': 5}
  • id: 83628
    {'charpoly_factorization': [[[420, 1], 1]], 'hecke_orbit_code': 27021597898440749, 'p': 7}
  • id: 83629
    {'charpoly_factorization': [[[-2944, 1], 1]], 'hecke_orbit_code': 27021597898440749, 'p': 11}
  • id: 83630
    {'charpoly_factorization': [[[11006, 1], 1]], 'hecke_orbit_code': 27021597898440749, 'p': 13}
  • id: 83631
    {'charpoly_factorization': [[[-16546, 1], 1]], 'hecke_orbit_code': 27021597898440749, 'p': 17}
  • id: 83632
    {'charpoly_factorization': [[[25364, 1], 1]], 'hecke_orbit_code': 27021597898440749, 'p': 19}
  • id: 83633
    {'charpoly_factorization': [[[-5880, 1], 1]], 'hecke_orbit_code': 27021597898440749, 'p': 23}
  • id: 83634
    {'charpoly_factorization': [[[163042, 1], 1]], 'hecke_orbit_code': 27021597898440749, 'p': 29}
  • id: 83635
    {'charpoly_factorization': [[[201600, 1], 1]], 'hecke_orbit_code': 27021597898440749, 'p': 31}
  • id: 83636
    {'charpoly_factorization': [[[-120530, 1], 1]], 'hecke_orbit_code': 27021597898440749, 'p': 37}
  • id: 83637
    {'charpoly_factorization': [[[-115910, 1], 1]], 'hecke_orbit_code': 27021597898440749, 'p': 41}
  • id: 83638
    {'charpoly_factorization': [[[19148, 1], 1]], 'hecke_orbit_code': 27021597898440749, 'p': 43}
  • id: 83639
    {'charpoly_factorization': [[[841016, 1], 1]], 'hecke_orbit_code': 27021597898440749, 'p': 47}
  • id: 83640
    {'charpoly_factorization': [[[501890, 1], 1]], 'hecke_orbit_code': 27021597898440749, 'p': 53}
  • id: 83641
    {'charpoly_factorization': [[[-1586176, 1], 1]], 'hecke_orbit_code': 27021597898440749, 'p': 59}
  • id: 83642
    {'charpoly_factorization': [[[372962, 1], 1]], 'hecke_orbit_code': 27021597898440749, 'p': 61}
  • id: 83643
    {'charpoly_factorization': [[[-4561044, 1], 1]], 'hecke_orbit_code': 27021597898440749, 'p': 67}
  • id: 83644
    {'charpoly_factorization': [[[1512832, 1], 1]], 'hecke_orbit_code': 27021597898440749, 'p': 71}
  • id: 83645
    {'charpoly_factorization': [[[1522910, 1], 1]], 'hecke_orbit_code': 27021597898440749, 'p': 73}
  • id: 83646
    {'charpoly_factorization': [[[-4231920, 1], 1]], 'hecke_orbit_code': 27021597898440749, 'p': 79}
  • id: 83647
    {'charpoly_factorization': [[[-1854204, 1], 1]], 'hecke_orbit_code': 27021597898440749, 'p': 83}
  • id: 83648
    {'charpoly_factorization': [[[-6888174, 1], 1]], 'hecke_orbit_code': 27021597898440749, 'p': 89}
  • id: 83649
    {'charpoly_factorization': [[[-3700034, 1], 1]], 'hecke_orbit_code': 27021597898440749, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 1, 'hecke_orbit': 7, 'label': '45.8.a.g', 'level': 45, 'portrait': 'data:image/png;base64,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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 46892767
    {'hecke_orbit_code': 27021597898440749, 'n': 1, 'trace_an': 1}
  • id: 46892768
    {'hecke_orbit_code': 27021597898440749, 'n': 2, 'trace_an': 22}
  • id: 46892769
    {'hecke_orbit_code': 27021597898440749, 'n': 3, 'trace_an': 0}
  • id: 46892770
    {'hecke_orbit_code': 27021597898440749, 'n': 4, 'trace_an': 356}
  • id: 46892771
    {'hecke_orbit_code': 27021597898440749, 'n': 5, 'trace_an': 125}
  • id: 46892772
    {'hecke_orbit_code': 27021597898440749, 'n': 6, 'trace_an': 0}
  • id: 46892773
    {'hecke_orbit_code': 27021597898440749, 'n': 7, 'trace_an': -420}
  • id: 46892774
    {'hecke_orbit_code': 27021597898440749, 'n': 8, 'trace_an': 5016}
  • id: 46892775
    {'hecke_orbit_code': 27021597898440749, 'n': 9, 'trace_an': 0}
  • id: 46892776
    {'hecke_orbit_code': 27021597898440749, 'n': 10, 'trace_an': 2750}
  • id: 46892777
    {'hecke_orbit_code': 27021597898440749, 'n': 11, 'trace_an': 2944}
  • id: 46892778
    {'hecke_orbit_code': 27021597898440749, 'n': 12, 'trace_an': 0}
  • id: 46892779
    {'hecke_orbit_code': 27021597898440749, 'n': 13, 'trace_an': -11006}
  • id: 46892780
    {'hecke_orbit_code': 27021597898440749, 'n': 14, 'trace_an': -9240}
  • id: 46892781
    {'hecke_orbit_code': 27021597898440749, 'n': 15, 'trace_an': 0}
  • id: 46892782
    {'hecke_orbit_code': 27021597898440749, 'n': 16, 'trace_an': 64784}
  • id: 46892783
    {'hecke_orbit_code': 27021597898440749, 'n': 17, 'trace_an': 16546}
  • id: 46892784
    {'hecke_orbit_code': 27021597898440749, 'n': 18, 'trace_an': 0}
  • id: 46892785
    {'hecke_orbit_code': 27021597898440749, 'n': 19, 'trace_an': -25364}
  • id: 46892786
    {'hecke_orbit_code': 27021597898440749, 'n': 20, 'trace_an': 44500}
  • id: 46892787
    {'hecke_orbit_code': 27021597898440749, 'n': 21, 'trace_an': 0}
  • id: 46892788
    {'hecke_orbit_code': 27021597898440749, 'n': 22, 'trace_an': 64768}
  • id: 46892789
    {'hecke_orbit_code': 27021597898440749, 'n': 23, 'trace_an': 5880}
  • id: 46892790
    {'hecke_orbit_code': 27021597898440749, 'n': 24, 'trace_an': 0}
  • id: 46892791
    {'hecke_orbit_code': 27021597898440749, 'n': 25, 'trace_an': 15625}
  • id: 46892792
    {'hecke_orbit_code': 27021597898440749, 'n': 26, 'trace_an': -242132}
  • id: 46892793
    {'hecke_orbit_code': 27021597898440749, 'n': 27, 'trace_an': 0}
  • id: 46892794
    {'hecke_orbit_code': 27021597898440749, 'n': 28, 'trace_an': -149520}
  • id: 46892795
    {'hecke_orbit_code': 27021597898440749, 'n': 29, 'trace_an': -163042}
  • id: 46892796
    {'hecke_orbit_code': 27021597898440749, 'n': 30, 'trace_an': 0}
  • id: 46892797
    {'hecke_orbit_code': 27021597898440749, 'n': 31, 'trace_an': -201600}
  • id: 46892798
    {'hecke_orbit_code': 27021597898440749, 'n': 32, 'trace_an': 783200}
  • id: 46892799
    {'hecke_orbit_code': 27021597898440749, 'n': 33, 'trace_an': 0}
  • id: 46892800
    {'hecke_orbit_code': 27021597898440749, 'n': 34, 'trace_an': 364012}
  • id: 46892801
    {'hecke_orbit_code': 27021597898440749, 'n': 35, 'trace_an': -52500}
  • id: 46892802
    {'hecke_orbit_code': 27021597898440749, 'n': 36, 'trace_an': 0}
  • id: 46892803
    {'hecke_orbit_code': 27021597898440749, 'n': 37, 'trace_an': 120530}
  • id: 46892804
    {'hecke_orbit_code': 27021597898440749, 'n': 38, 'trace_an': -558008}
  • id: 46892805
    {'hecke_orbit_code': 27021597898440749, 'n': 39, 'trace_an': 0}
  • id: 46892806
    {'hecke_orbit_code': 27021597898440749, 'n': 40, 'trace_an': 627000}
  • id: 46892807
    {'hecke_orbit_code': 27021597898440749, 'n': 41, 'trace_an': 115910}
  • id: 46892808
    {'hecke_orbit_code': 27021597898440749, 'n': 42, 'trace_an': 0}
  • id: 46892809
    {'hecke_orbit_code': 27021597898440749, 'n': 43, 'trace_an': -19148}
  • id: 46892810
    {'hecke_orbit_code': 27021597898440749, 'n': 44, 'trace_an': 1048064}
  • id: 46892811
    {'hecke_orbit_code': 27021597898440749, 'n': 45, 'trace_an': 0}
  • id: 46892812
    {'hecke_orbit_code': 27021597898440749, 'n': 46, 'trace_an': 129360}
  • id: 46892813
    {'hecke_orbit_code': 27021597898440749, 'n': 47, 'trace_an': -841016}
  • id: 46892814
    {'hecke_orbit_code': 27021597898440749, 'n': 48, 'trace_an': 0}
  • id: 46892815
    {'hecke_orbit_code': 27021597898440749, 'n': 49, 'trace_an': -647143}
  • id: 46892816
    {'hecke_orbit_code': 27021597898440749, 'n': 50, 'trace_an': 343750}
  • id: 46892817
    {'hecke_orbit_code': 27021597898440749, 'n': 51, 'trace_an': 0}
  • id: 46892818
    {'hecke_orbit_code': 27021597898440749, 'n': 52, 'trace_an': -3918136}
  • id: 46892819
    {'hecke_orbit_code': 27021597898440749, 'n': 53, 'trace_an': -501890}
  • id: 46892820
    {'hecke_orbit_code': 27021597898440749, 'n': 54, 'trace_an': 0}
  • id: 46892821
    {'hecke_orbit_code': 27021597898440749, 'n': 55, 'trace_an': 368000}
  • id: 46892822
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  • id: 46893006
    {'hecke_orbit_code': 27021597898440749, 'n': 877, 'trace_an': 19916852370}
  • id: 46893007
    {'hecke_orbit_code': 27021597898440749, 'n': 881, 'trace_an': 27690602566}
  • id: 46893008
    {'hecke_orbit_code': 27021597898440749, 'n': 883, 'trace_an': -16561617868}
  • id: 46893009
    {'hecke_orbit_code': 27021597898440749, 'n': 887, 'trace_an': -6699035496}
  • id: 46893010
    {'hecke_orbit_code': 27021597898440749, 'n': 907, 'trace_an': 3878144916}
  • id: 46893011
    {'hecke_orbit_code': 27021597898440749, 'n': 911, 'trace_an': 7158695008}
  • id: 46893012
    {'hecke_orbit_code': 27021597898440749, 'n': 919, 'trace_an': 25415979160}
  • id: 46893013
    {'hecke_orbit_code': 27021597898440749, 'n': 929, 'trace_an': 23456596934}
  • id: 46893014
    {'hecke_orbit_code': 27021597898440749, 'n': 937, 'trace_an': 9300700362}
  • id: 46893015
    {'hecke_orbit_code': 27021597898440749, 'n': 941, 'trace_an': 11311724390}
  • id: 46893016
    {'hecke_orbit_code': 27021597898440749, 'n': 947, 'trace_an': -4462699548}
  • id: 46893017
    {'hecke_orbit_code': 27021597898440749, 'n': 953, 'trace_an': -19087166174}
  • id: 46893018
    {'hecke_orbit_code': 27021597898440749, 'n': 961, 'trace_an': 13129945889}
  • id: 46893019
    {'hecke_orbit_code': 27021597898440749, 'n': 967, 'trace_an': -13410184756}
  • id: 46893020
    {'hecke_orbit_code': 27021597898440749, 'n': 971, 'trace_an': -46419105240}
  • id: 46893021
    {'hecke_orbit_code': 27021597898440749, 'n': 977, 'trace_an': -39297221294}
  • id: 46893022
    {'hecke_orbit_code': 27021597898440749, 'n': 983, 'trace_an': 36936970560}
  • id: 46893023
    {'hecke_orbit_code': 27021597898440749, 'n': 991, 'trace_an': -10286750008}
  • id: 46893024
    {'hecke_orbit_code': 27021597898440749, 'n': 997, 'trace_an': -32443943142}