Embedded newform data - 588.8.i.f.373.1

Formats: - HTML - YAML - JSON - 2025-01-26T00:57:18.163188

• 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': 37632, 'analytic_conductor': 183.6823949846636, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 9, 'char_orbit_label': 'i', 'char_order': 3, 'char_parity': 1, 'char_values': [588, 3, [295, 197, 493], [3, 3, 2]], 'cm_discs': [], 'conrey_index': 361, 'dim': 2, 'field_disc': -3, 'field_disc_factorization': [[-1, 1], [3, 1]], 'field_poly': [1, -1, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 6, 'has_non_self_twist': 1, 'hecke_cutters': [[5, [10000, 100, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22518548026884684, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 3, 1, 3, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '588.8.i.f', 'level': 588, '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, 7], 'level_radical': 42, 'minimal_twist': '84.8.a.a', 'nf_label': '2.0.3.1', 'prim_orbit_index': 3, 'qexp_display': 'q+(3^{3}-3^{3}\\zeta_{6})q^{3}-10^{2}\\zeta_{6}q^{5}-3^{6}\\zeta_{6}q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '7.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '588.8.i', 'trace_display': [0, 27, -100, 0], 'trace_hash': 3693911146055276, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.030', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.864', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.153', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.964', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.037', 'prec': 17}, {'__RealLiteral__': 0, 'data': '82.189', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [2, 0, 27, 0, -100, 0, 0, 0, -729, 0, -2774, 0, -6588, 0, -5400, 0, -5900, 0, -6644, 0, 0, 0, -1982, 0, 68125, 0, -39366, 0, -416212, 0, 117792, 0, 74898, 0, 0, 0, 335686, 0, -88938, 0, -530976, 0, -186584, 0, -72900, 0, 657516, 0, 0, 0, 159300, 0, 608718, 0, 554800, 0, -358776, 0, 536120, 0, 1797090, 0, 0, 0, 329400, 0, -2123176, 0, -107028, 0, -2382428, 0, -1056430, 0, -1839375, 0, 0, 0, -998484, 0, -531441, 0, 7796008, 0, 1180000, 0, -5618862, 0, 4622352, 0, 0, 0, -3180384, 0, -664400, 0, 30575420, 0, 4044492, 0, -2238688, 0, -12450224, 0, 0, 0, 7588602, 0, -5170966, 0, 18127044, 0, -19277356, 0, -198200, 0, 2401326, 0, 0, 0, 11792095, 0, -7168176, 0, -29250000, 0, 16166184, 0, -2518884, 0, 19758548, 0, 0, 0, 1968300, 0, 48089618, 0, 27434648, 0, 35505864, 0, 9137556, 0, 20810600, 0, 0, 0, 70710414, 0, 25696952, 0, 8602200, 0, -23558400, 0, -20917958, 0, -16435386, 0, 0, 0, -54415952, 0, 7489800, 0, 12837752, 0, -103796162, 0, -4843476, 0, 54653216, 0, 0, 0, -14475240, 0, 37665846, 0, 35357604, 0, 97042860, 0, 33568600, 0, -16366600, 0, 0, 0, -40917666, 0, 163826890, 0, 17787600, 0, 160415236, 0, -98321936, 0, 57325752, 0, 0, 0, 26548800, 0, -1444878, 0, 36860912, 0, 272642152, 0, -32162778, 0, 9329200, 0, 0, 0, 28523610, 0, 19434600, 0, 252715888, 0, -99326250, 0, -234007008, 0, -68360578, 0, 0, 0, -180384638, 0, 65751600, 0, -53918136, 0, 522261804, 0, -19775630, 0, 14348907, 0, 0, 0, 21885336, 0, 105246108, 0, 307539120, 0, 10996136, 0, 15930000, 0, 143360424, 0, 0, 0, 151709274, 0, 507300978, 0, -121743600, 0, 249607008, 0, -527885836, 0, 505836216, 0, 0, 0, 188978750, 0, 588585694, 0, -171740736, 0, 173028364, 0, 157300820, 0, 17938800, 0, 0, 0, 375528673, 0, 412768170, 0, 1361927328, 0, -107224000, 0, 54600642, 0, 6528708, 0, 0, 0, 60444576, 0, 179709000, 0, 563467160, 0, -672312096, 0, 419719172, 0, 228683942, 0, 0, 0, -266002650, 0, 577286044, 0, 409784508, 0, 78399200, 0, -224403750, 0, 139616082, 0, 0, 0, 716107060, 0, 244715094, 0, 424635200, 0, 1140531252, 0, -260244306, 0, 326755008, 0, 0, 0, 5351400, 0, 164640606, 0, 2631278300, 0, 129671604, 0, -1561175580, 0, 119121400, 0, 0, 0, 860715806, 0, 849729003, 0, 636773130, 0, 211286000, 0, -912132944, 0, 193540752, 0, 0, 0, -236004190, 0, -394875000, 0, 1371002328, 0, 1658626520, 0, 218243484, 0, 1216631752, 0, 0, 0, 68009868, 0, 118212770, 0, 23387600, 0, 1066961592, 0, -99848400, 0, -36256518, 0, 0, 0, -506849646, 0, -388006848, 0, 106288200, 0, -1862385928, 0, -1681209206, 0, -1298419686, 0, 0, 0, -389800400, 0, 370367748, 0, 989924928, 0, -131497308, 0, 479329164, 0, 401937500, 0, 0, 0, -246714012, 0, 1334178414, 0, -49580684, 0, 1123772400, 0, -13168408, 0, 689327208, 0, 0, 0, 574616830, 0, 462235200, 0, 3818362356, 0, 191376740, 0, 736463712, 0, -693817704, 0, 0, 0, 47308934, 0, 116129700, 0, -4271338576, 0, 585350072, 0, -318038400, 0, 3538342520, 0, 0, 0, 564784866, 0, 258792008, 0, -905245000, 0, -887510844, 0, 4156982788, 0, -1105749684, 0, 0, 0, -1528771000, 0, -124091984, 0, -2938461408, 0, -6584350236, 0, 1227825400, 0, -202224600, 0, 0, 0, 360438716, 0, 173309652, 0, -8595201744, 0, 447737600, 0, -1401248187, 0, 542588484, 0, 0, 0, 130773852, 0, -1245022400, 0, -3647898768, 0, 2951273664, 0, 236755140, 0, -6483236588, 0, 0, 0, 694972800, 0, 3400897123, 0, -781662960, 0, 1749034944, 0, 758860200, 0, -1016977842, 0, 0, 0, 150098838, 0, 477327654, 0, 1034193200, 0, 6652614672, 0, 1310078610, 0, 1382656264, 0, 0, 0, -906352200, 0, -4725122914, 0, 614607696, 0, -883796400, 0, -7110437240, 0, 963867800, 0, 0, 0, -6553149294, 0, -8292774840, 0, -2209553964, 0, -270047500, 0, 5879996774, 0, -4423326030, 0, 0, 0, 1688583732, 0, 240132600, 0, -2863870976, 0, -1565220096, 0, 2165605686, 0, -3481383324, 0, 0, 0, 2654692272, 0, -7935970170, 0, -8103387836, 0, 3095590608, 0, 1179209500, 0, -5191593984, 0, 0, 0, -2165857704, 0, -3698068974, 0, 1433635200, 0, -12397582292, 0, 2851371260, 0, 39011706, 0, 0, 0, -3859765625, 0, 497622312, 0, -3961094800, 0, -15128275880, 0, 3680669052, 0, -808309200, 0, 0, 0, 868395006, 0, -11201855702, 0, 15754842376, 0, 503776800, 0, -1249448628, 0, 1487196880, 0, 0, 0, -7526962206, 0, 1975854800, 0, 1540274940, 0, 4588341772, 0, 5083841762, 0, -524734200, 0, 0, 0, 412466092, 0, 3411664488, 0, -9970255320, 0, -11252971844, 0, -1340904375, 0, 10274531496, 0, 0, 0, 6318189216, 0, -15524559114, 0, -9617923600, 0, -3691471212, 0, -2005117092, 0, -8234492876, 0, 0, 0, -1371732400, 0, 1566379200, 0, -9740770452, 0, -9776401588, 0, 2230297784, 0, -1775293200, 0, 0, 0, 7951058290, 0, -727894836, 0, -466927488, 0, -1827511200, 0, 7050534354, 0, 13003463040, 0, 0, 0, 533942010, 0, -14177221250, 0, -34760947168, 0, 774840978, 0, 550422800, 0, -9471140802, 0, 0, 0, -5889690224, 0, -5529136128, 0, 1181808144, 0, -30740161404, 0, 7071041400, 0, -2841644916, 0, 0, 0, 8519503488, 0, 4151778120, 0, -5139390400, 0, -945295428, 0, 148447836, 0, 14346523696, 0, 0, 0, -430110000, 0, -1765979280, 0, 27895924148, 0, 7741462896, 0, 4323372824, 0, -8024580000, 0, 0, 0, 1763902272, 0, 3304427636, 0, 8192300796, 0, 4183591600, 0, -6712014012, 0, -13697126406, 0, 0, 0, -5919614460, 0, -1643538600, 0, 11226656544, 0, -7758688800, 0, 3369694608, 0, -2930536820, 0, 0, 0, 14252917572, 0, -4158441274, 0, -22398700120, 0, 27315155664, 0, -5441595200, 0, 619832048, 0, 0, 0, -23287227098, 0, -9319434388, 0, 10204852500, 0, -23321653044, 0, 231006758, 0, -15891813738, 0, 0, 0, -641887600, 0, -2318499936, 0, -55406331224, 0, 52116461854, 0, 2335882914, 0, 5189808100, 0, 0, 0, -4247122140, 0, 665329652, 0, 57402088684, 0, 968695200, 0, -1445278464, 0, -29490561764, 0, 0, 0, -8872584382, 0, 5465321600, 0, 20278548342, 0, 5539589232, 0, 6993741744, 0, -11144740590, 0, 0, 0, -15730827718, 0, 18386018928, 0, -18250449432, 0, 44907534856, 0, -1447524000, 0, 34356892788, 0, 0, 0, -1474217334, 0, 4368536304, 0, -7533169200, 0, 352550232, 0, -24513221952, 0, 3591436200, 0, 0, 0, -1767880200, 0, 40106161788, 0, 3264007104, 0, -74046082812, 0, -10813063096, 0, -4852143000, 0, 0, 0, 33764528144, 0, 7606806660, 0, 7847717832, 0, 45737217500, 0, -9076213296, 0, 47709990432, 0, 0, 0, -11332417644, 0, -1636660000, 0, 772706788, 0, 12348932868, 0, 27944592644, 0, 526197216, 0, 0, 0, 5509211810, 0, 3479880420, 0, -14364143100, 0, -14808114188, 0, -4091766600, 0, -15586723188, 0, 0, 0, 13637658847, 0, 5532090858, 0, -32765378000, 0, 39546155608, 0, 1058389200, 0, 28129391508, 0, 0, 0, 6058901250, 0, -963337182, 0, -25644808896, 0, 7539268428, 0, -42043379376, 0, -8020761800, 0, 0, 0, 184904744, 0, 28795529080, 0, 38669781240, 0, 19664387200, 0, 35482783090, 0, -6607307538, 0], '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], [0.0, 0.0], [0.28867513459481287, 0.5], [0.0, 0.0], [-0.17888543819998318, 0.30983866769659335], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.16666666666666666, 0.28867513459481287], [0.0, 0.0], [-0.31419702098374014, -0.5442052039306227], [0.0, 0.0], [-0.4158357866103561, 0.0], [0.0, 0.0], [-0.2065591117977289, 0.0], [0.0, 0.0], [-0.14562998043093472, -0.25223852521164025], [0.0, 0.0], [-0.11111227116460215, 0.19245209900146124], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.016983462178890532, 0.02941621938226283], [0.0, 0.0], [0.436, 0.7551741521000305], [0.0, 0.0], [-0.19245008972987526, 0.0], [0.0, 0.0], [-1.584497685295566, 0.0], [0.0, 0.0], [0.3550748168295436, 0.6150076232369822], [0.0, 0.0], [0.18140173464354087, -0.31419702098374014], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.5447499501765558, -0.9435345911264092], [0.0, 0.0], [-0.12004145166908443, -0.20791789330517804], [0.0, 0.0], [-0.6015910926463959, 0.0], [0.0, 0.0], [-0.1789389188809709, 0.0], [0.0, 0.0], [-0.05962847939999439, -0.10327955589886445], [0.0, 0.0], [0.46188496648011346, -0.8000082291958043], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0840795084038801, -0.14562998043093472], [0.0, 0.0], [0.280815195650497, 0.4863861864040556], [0.0, 0.0], [0.22482108711922266, 0.0], [0.0, 0.0], [-0.12830139933430748, 0.0], [0.0, 0.0], [0.16992214139478548, 0.29431378222667115], [0.0, 0.0], [0.5068569540151114, -0.8779019965237751], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.07438696690702824, -0.12884200610391763], [0.0, 0.0], [-0.4312153293301415, -0.746886859402351], [0.0, 0.0], [-0.019610812921508552, 0.0], [0.0, 0.0], [-0.394989515880689, 0.0], [0.0, 0.0], [-0.1589207915494801, -0.2752588853427622], [0.0, 0.0], [-0.25172471736667684, 0.436], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.11392428060135405, 0.1973226422172787], [0.0, 0.0], [-0.05555555555555555, -0.09622504486493763], [0.0, 0.0], [0.7482883040307893, 0.0], [0.0, 0.0], [0.10420433145777093, 0.0], [0.0, 0.0], [-0.45740508256786694, 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-0.1542908687381901, -0.28164027053575524, -0.10873405740127287, -0.43483773083418065, -0.18896826087465846, -0.36018020912661786, -0.08818703096121264, -0.10057218889089277, 0.1781880651706816, -0.3682691908853821, -0.11395664523588, -0.30086894369496553, -0.22199092805035775, -0.3539482898926387, 0.06396222695880195, -0.21524926129119212, -0.24690268076753322, -0.03422376483974971, -0.11793421425764271, -0.4985491032550741, -0.24150922168002106, -0.35095310009995145, -0.043868343679757345, -0.23232902025019012, -0.45073938250212914, 0.06972764748137761, -0.18903994078467373, -0.15623713827471863, -0.16675665394159453, -0.18770215105934582, -0.4677815023247048, -0.44678050517718876, -0.49401996793263253, -0.14384266390320247, -0.0905778730661073, -0.20035585946756204, -0.3742429571391379, 0.08136836453574212, -0.42842537139226744, -0.2763082257708126, 0.07305618019926588, -0.23144806298907292, -0.05026611513386279, -0.10483684608391503, -0.20518761572244995, -0.018599904488079164, 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• mf_newspaces •

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

  
  {'Nk2': 37632, 'analytic_conductor': 183.6823949846636, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 9, 'char_orbit_label': 'i', 'char_order': 3, 'char_parity': 1, 'char_values': [588, 3, [295, 197, 493], [3, 3, 2]], 'conrey_index': 361, 'cusp_dim': 1520, 'dim': 94, 'eis_dim': 96, 'eis_new_dim': 0, 'hecke_orbit_code': 549890032204, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 6, 6, 8, 10, 16, 16], 'label': '588.8.i', 'level': 588, '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, 7], 'level_radical': 42, 'mf_dim': 1616, 'mf_new_dim': 94, 'num_forms': 18, 'prim_orbit_index': 3, 'relative_dim': 47, 'sturm_bound': 896, 'trace_bound': 5, 'trace_display': [0, 27, -2, 0], 'traces': [94, 0, 27, 0, -2, 0, 0, 0, -34263, 0, 6890, 0, -32082, 0, 21276, 0, -4864, 0, 12963, 0, 0, 0, -19764, 0, -831565, 0, -39366, 0, -318304, 0, -94497, 0, 207954, 0, 0, 0, 603417, 0, 218025, 0, 291300, 0, 445598, 0, -1458, 0, 1049502, 0, 0, 0, -1114236, 0, -1206184, 0, 5372760, 0, -3278502, 0, 1506964, 0, 5070906, 0, 0, 0, 955930, 0, -1623809, 0, -166752, 0, -22310716, 0, 6351537, 0, 5783373, 0, 0, 0, -4673857, 0, -24977727, 0, -29558932, 0, -59171168, 0, 6512292, 0, 29415456, 0, 0, 0, 10294047, 0, -28702346, 0, -9322620, 0, -10045620, 0, 24978754, 0, 36634623, 0, 0, 0, -14521532, 0, -1605117, 0, -6041898, 0, 28206316, 0, 59468736, 0, 11693889, 0, 0, 0, -142385571, 0, 3311442, 0, -39899688, 0, -101958786, 0, 39381849, 0, 78804262, 0, 0, 0, -7755102, 0, -52523464, 0, 18812706, 0, 35317188, 0, -3939438, 0, 56143380, 0, 0, 0, -234215296, 0, -3037816, 0, 7091712, 0, -108562492, 0, 85280274, 0, -50726412, 0, 0, 0, 111932100, 0, -43967556, 0, 161034388, 0, 626334532, 0, 9450027, 0, -38619152, 0, 0, 0, 58732992, 0, 104811006, 0, -279294090, 0, -339711732, 0, -189287614, 0, -387237408, 0, 0, 0, 368096910, 0, -13638463, 0, 241042716, 0, 1107951240, 0, -326477808, 0, -104114457, 0, 0, 0, 359417572, 0, -14407956, 0, 203361316, 0, -294264920, 0, -128444670, 0, -995273182, 0, 0, 0, 128922273, 0, 702517800, 0, 1179071472, 0, 1212421770, 0, -352937946, 0, -201268395, 0, 0, 0, 920412974, 0, 1037146300, 0, -477477342, 0, -1081550964, 0, 1768578, 0, 14348907, 0, 0, 0, 160204553, 0, 253398294, 0, 1129230816, 0, 2124679552, 0, 170453376, 0, 21599946, 0, 0, 0, 116021808, 0, -822469144, 0, -1438727016, 0, -33067656, 0, 528460798, 0, -598125048, 0, 0, 0, -1569719162, 0, 281879007, 0, 137776626, 0, 915041424, 0, 254219607, 0, 339693534, 0, 0, 0, -3164364697, 0, -1507385862, 0, -592515456, 0, 1646002048, 0, 151598466, 0, -426916248, 0, 0, 0, 32265918, 0, -668825476, 0, 2007156582, 0, 1439577090, 0, 656350630, 0, 1500098919, 0, 0, 0, -1761112476, 0, -2046180680, 0, -1959783336, 0, -999408240, 0, 2584357863, 0, 332960247, 0, 0, 0, 1743001035, 0, 439890993, 0, 3422148292, 0, -2944102798, 0, 1224550278, 0, 3541225638, 0, 0, 0, -636091056, 0, -339935388, 0, -5437998804, 0, -317880450, 0, 243615282, 0, 1318622724, 0, 0, 0, -2878828352, 0, -2096684440, 0, -1502186742, 0, -3309536740, 0, 2457010785, 0, -106178850, 0, 0, 0, -64062531, 0, 2064522492, 0, 756382728, 0, -3180896238, 0, 2458339713, 0, -416161564, 0, 0, 0, -162420471, 0, 4084690218, 0, 2468935488, 0, 1106392284, 0, -3852944418, 0, 2955566631, 0, 0, 0, -6488380584, 0, -7740910603, 0, 2125764, 0, -16935310116, 0, 3768321069, 0, 518349996, 0, 0, 0, 9927971036, 0, -2422258641, 0, 10609132428, 0, 18766398778, 0, 765086958, 0, -1168937288, 0, 0, 0, 3812426298, 0, -2175822734, 0, -11453549190, 0, 4783127328, 0, -8094099896, 0, -3919015272, 0, 0, 0, 6522349152, 0, 951079472, 0, 565567272, 0, -8830434972, 0, -2120734212, 0, 612087624, 0, 0, 0, 704383735, 0, -812278044, 0, 2504929048, 0, 2451142578, 0, 5082875874, 0, -9462898502, 0, 0, 0, 2423966850, 0, 21962208410, 0, 9617425494, 0, 1758616272, 0, -12679125340, 0, -3096619425, 0, 0, 0, -11138335492, 0, -7696966865, 0, -12174124824, 0, 36750965760, 0, 6235696296, 0, -1958371020, 0, 0, 0, -5562570535, 0, -4822182450, 0, 21783150540, 0, 3481578744, 0, 6809266188, 0, -4089753342, 0, 0, 0, 1195013979, 0, 11364733870, 0, -13148672568, 0, 23802802344, 0, -20656117308, 0, -1181691003, 0, 0, 0, -4505650344, 0, 10251585201, 0, -2197153512, 0, -37077478452, 0, 2307396168, 0, 917251938, 0, 0, 0, 15305480535, 0, -12806664003, 0, 8408842468, 0, 10614621576, 0, 3696690474, 0, -10718932900, 0, 0, 0, 17648797266, 0, 6615090894, 0, -7874964822, 0, 23402006784, 0, -14241215398, 0, -5654030004, 0, 0, 0, -29349623082, 0, 17969382849, 0, -24186678084, 0, -82102034184, 0, 4353155703, 0, 7443004761, 0, 0, 0, -4962164776, 0, 696872970, 0, 44164305632, 0, 60108094274, 0, 14961657528, 0, 149541162, 0, 0, 0, 7025477328, 0, 8644141560, 0, -21593555982, 0, 2367513522, 0, -38765755882, 0, 3037506609, 0, 0, 0, 10661732938, 0, 5486404330, 0, -38799128952, 0, -33029828612, 0, 28801137249, 0, 60781104, 0, 0, 0, 46052643765, 0, -7166203866, 0, 50958942736, 0, 3272912720, 0, 26935607052, 0, 13329135618, 0, 0, 0, 8132255982, 0, -7936956500, 0, -60925347630, 0, 11564698428, 0, -37884690978, 0, 21920878428, 0, 0, 0, -30447501166, 0, -45746164860, 0, -9260540946, 0, -106835599232, 0, 14317872687, 0, 7772299272, 0, 0, 0, -5604703864, 0, -25943780952, 0, 56268841464, 0, -50728154426, 0, 4216078917, 0, -6972127836, 0, 0, 0, 14448025674, 0, 9702380872, 0, -20362783488, 0, 63153941382, 0, -35705096916, 0, 44798950881, 0, 0, 0, -64884140274, 0, -71835913112, 0, -48608387604, 0, -158177047640, 0, 29507668653, 0, 16214925060, 0, 0, 0, -5376361074, 0, -3407241753, 0, 86354993376, 0, 19141104600, 0, 44571112974, 0, 12533924082, 0, 0, 0, 43276472478, 0, 61051301992, 0, -41598369018, 0, 36417525966, 0, -61961252888, 0, 16519180065, 0, 0, 0, -40386096322, 0, 15145537741, 0, -53710177410, 0, -76881810732, 0, 54320198544, 0, 10774230714, 0, 0, 0, 17063162549, 0, -41720106996, 0, 69005446912, 0, 45546873164, 0, 51154187040, 0, -8898169216, 0, 0, 0, 21567890736, 0, 64587750508, 0, -70246611966, 0, 94828817124, 0, -79415213954, 0, 20000104401, 0, 0, 0, -61242064674, 0, -10525141428, 0, -9494921736, 0, -151385169224, 0, 45809944008, 0, 4478374980, 0, 0, 0, 25471920830, 0, -48332364768, 0, 186122398992, 0, 164443445536, 0, 21443867424, 0, -35023202446, 0, 0, 0, 15521462082, 0, 36668415750, 0, -164854270272, 0, 58913234496, 0, -148945764904, 0, -26706404967, 0, 0, 0, -24220438654, 0, -1363561992, 0, -91607211252, 0, -167646746988, 0, 47950398177, 0, 6426133515, 0, 0, 0, 66752101244, 0, 7504360263, 0, 88632327176, 0, 138287227938, 0, 82024775820, 0, -105186022528, 0, 0, 0, 48158866791, 0, 90533126208, 0, 40972002522, 0, 41848020468, 0, -150314222520, 0, -18148479432, 0, 0, 0, -148937357106, 0, -82743645072, 0, -140778137322, 0, -162063164332, 0, 43960037901, 0, 3398094990, 0, 0, 0, 143144019914, 0, -26463251124, 0, 169351367712, 0, 135440279714, 0, 90140630112, 0, -16301876142, 0, 0, 0, 3661628490, 0, 193577357710, 0, -74508332616, 0, 201226165488, 0, -138921011364, 0, -54290963256, 0, 0, 0, -108783063910, 0, -85770907521, 0, -36419023332, 0, 2087233000, 0, 61623089112, 0, 9040620276, 0, 0, 0, 16715691567, 0, -28205159283, 0, 100983276180, 0, 160799478418, 0, 26706640167, 0, -65027655162, 0, 0, 0, 106874227494, 0, 233006057760, 0, 30352980546, 0, 117854889786, 0, -197815222196, 0, -6848884176, 0, 0, 0, -125755531486, 0, 52668442619, 0, -115815228192, 0, -186861013104, 0, 98488580388, 0, -11007361296, 0, 0, 0, 161456137240, 0, -10586196828, 0, 441906605996, 0, 129201694474, 0, 133515829224, 0, 6218722644, 0, 0, 0, 113551778367, 0, -16155159010, 0, -142954782432, 0, 2340260586, 0, -250417562316, 0, -53850034968, 0, 0, 0, -51372104424, 0, -49474326535, 0, -118057837878, 0, -358391642368, 0, 102032099763, 0, 2202271821, 0], '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: 45286939
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 373, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22518548026884684, 'source_is_minimal': False, 'source_label': '588.8.i.f.373.1', 'source_level': 588, 'target_conrey_index': 373, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22518548026884684, 'target_is_minimal': False, 'target_label': '588.8.i.f.373.1', 'target_level': 588, 'twist_class_label': '84.8.a.a.1.1', 'twist_class_level': 84, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
  • id: 45286940
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 373, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22518548026884684, 'source_is_minimal': False, 'source_label': '588.8.i.f.373.1', 'source_level': 588, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 134217812, 'target_is_minimal': True, 'target_label': '84.8.a.a.1.1', 'target_level': 84, 'twist_class_label': '84.8.a.a.1.1', 'twist_class_level': 84, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 45286941
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 373, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22518548026884684, 'source_is_minimal': False, 'source_label': '588.8.i.f.373.1', 'source_level': 588, 'target_conrey_index': 361, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007749144773196, 'target_is_minimal': False, 'target_label': '588.8.i.c.361.1', 'target_level': 588, 'twist_class_label': '84.8.a.a.1.1', 'twist_class_level': 84, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 8}
  • id: 45286942
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 373, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22518548026884684, 'source_is_minimal': False, 'source_label': '588.8.i.f.373.1', 'source_level': 588, 'target_conrey_index': 361, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22518548026884684, 'target_is_minimal': False, 'target_label': '588.8.i.f.361.1', 'target_level': 588, 'twist_class_label': '84.8.a.a.1.1', 'twist_class_level': 84, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 8}
  • id: 45286943
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 373, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22518548026884684, 'source_is_minimal': False, 'source_label': '588.8.i.f.373.1', 'source_level': 588, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199388959308, 'target_is_minimal': False, 'target_label': '588.8.a.c.1.1', 'target_level': 588, 'twist_class_label': '84.8.a.a.1.1', 'twist_class_level': 84, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 8}
  • id: 45286944
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 373, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22518548026884684, 'source_is_minimal': False, 'source_label': '588.8.i.f.373.1', 'source_level': 588, 'target_conrey_index': 373, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007749144773196, 'target_is_minimal': False, 'target_label': '588.8.i.c.373.1', 'target_level': 588, 'twist_class_label': '84.8.a.a.1.1', 'twist_class_level': 84, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 8}
  • id: 45286945
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 373, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22518548026884684, 'source_is_minimal': False, 'source_label': '588.8.i.f.373.1', 'source_level': 588, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 134217980, 'target_is_minimal': False, 'target_label': '252.8.a.a.1.1', 'target_level': 252, 'twist_class_label': '84.8.a.a.1.1', 'twist_class_level': 84, 'twisting_char_label': '21.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 45286946
    {'conductor': 28, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 373, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22518548026884684, 'source_is_minimal': False, 'source_label': '588.8.i.f.373.1', 'source_level': 588, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 40532396780552528, 'target_is_minimal': False, 'target_label': '336.8.a.j.1.1', 'target_level': 336, 'twist_class_label': '84.8.a.a.1.1', 'twist_class_level': 84, 'twisting_char_label': '28.23', 'twisting_conrey_index': 23, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1091850
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 22518548026884684, 'p': 2}
  • id: 1091851
    {'charpoly_factorization': [[[729, -27, 1], 1]], 'hecke_orbit_code': 22518548026884684, 'p': 3}
  • id: 1091852
    {'charpoly_factorization': [[[10000, 100, 1], 1]], 'hecke_orbit_code': 22518548026884684, 'p': 5}
  • id: 1091853
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 22518548026884684, 'p': 7}
  • id: 1091854
    {'charpoly_factorization': [[[7695076, 2774, 1], 1]], 'hecke_orbit_code': 22518548026884684, 'p': 11}
  • id: 1091855
    {'charpoly_factorization': [[[3294, 1], 2]], 'hecke_orbit_code': 22518548026884684, 'p': 13}
  • id: 1091856
    {'charpoly_factorization': [[[34810000, 5900, 1], 1]], 'hecke_orbit_code': 22518548026884684, 'p': 17}
  • id: 1091857
    {'charpoly_factorization': [[[44142736, 6644, 1], 1]], 'hecke_orbit_code': 22518548026884684, 'p': 19}
  • id: 1091858
    {'charpoly_factorization': [[[3928324, 1982, 1], 1]], 'hecke_orbit_code': 22518548026884684, 'p': 23}
  • id: 1091859
    {'charpoly_factorization': [[[208106, 1], 2]], 'hecke_orbit_code': 22518548026884684, 'p': 29}
  • id: 1091860
    {'charpoly_factorization': [[[13874955264, -117792, 1], 1]], 'hecke_orbit_code': 22518548026884684, 'p': 31}
  • id: 1091861
    {'charpoly_factorization': [[[112685090596, -335686, 1], 1]], 'hecke_orbit_code': 22518548026884684, 'p': 37}
  • id: 1091862
    {'charpoly_factorization': [[[265488, 1], 2]], 'hecke_orbit_code': 22518548026884684, 'p': 41}
  • id: 1091863
    {'charpoly_factorization': [[[93292, 1], 2]], 'hecke_orbit_code': 22518548026884684, 'p': 43}
  • id: 1091864
    {'charpoly_factorization': [[[432327290256, -657516, 1], 1]], 'hecke_orbit_code': 22518548026884684, 'p': 47}
  • id: 1091865
    {'charpoly_factorization': [[[370537603524, -608718, 1], 1]], 'hecke_orbit_code': 22518548026884684, 'p': 53}
  • id: 1091866
    {'charpoly_factorization': [[[287424654400, -536120, 1], 1]], 'hecke_orbit_code': 22518548026884684, 'p': 59}
  • id: 1091867
    {'charpoly_factorization': [[[3229532468100, -1797090, 1], 1]], 'hecke_orbit_code': 22518548026884684, 'p': 61}
  • id: 1091868
    {'charpoly_factorization': [[[4507876326976, 2123176, 1], 1]], 'hecke_orbit_code': 22518548026884684, 'p': 67}
  • id: 1091869
    {'charpoly_factorization': [[[1191214, 1], 2]], 'hecke_orbit_code': 22518548026884684, 'p': 71}
  • id: 1091870
    {'charpoly_factorization': [[[1116044344900, 1056430, 1], 1]], 'hecke_orbit_code': 22518548026884684, 'p': 73}
  • id: 1091871
    {'charpoly_factorization': [[[996970298256, 998484, 1], 1]], 'hecke_orbit_code': 22518548026884684, 'p': 79}
  • id: 1091872
    {'charpoly_factorization': [[[-3898004, 1], 2]], 'hecke_orbit_code': 22518548026884684, 'p': 83}
  • id: 1091873
    {'charpoly_factorization': [[[21366138011904, -4622352, 1], 1]], 'hecke_orbit_code': 22518548026884684, 'p': 89}
  • id: 1091874
    {'charpoly_factorization': [[[-15287710, 1], 2]], 'hecke_orbit_code': 22518548026884684, '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': 9, 'hecke_orbit': 6, 'label': '588.8.i.f', 'level': 588, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 44643007
    {'hecke_orbit_code': 22518548026884684, 'n': 1, 'trace_an': 2}
  • id: 44643008
    {'hecke_orbit_code': 22518548026884684, 'n': 2, 'trace_an': 0}
  • id: 44643009
    {'hecke_orbit_code': 22518548026884684, 'n': 3, 'trace_an': 27}
  • id: 44643010
    {'hecke_orbit_code': 22518548026884684, 'n': 4, 'trace_an': 0}
  • id: 44643011
    {'hecke_orbit_code': 22518548026884684, 'n': 5, 'trace_an': -100}
  • id: 44643012
    {'hecke_orbit_code': 22518548026884684, 'n': 6, 'trace_an': 0}
  • id: 44643013
    {'hecke_orbit_code': 22518548026884684, 'n': 7, 'trace_an': 0}
  • id: 44643014
    {'hecke_orbit_code': 22518548026884684, 'n': 8, 'trace_an': 0}
  • id: 44643015
    {'hecke_orbit_code': 22518548026884684, 'n': 9, 'trace_an': -729}
  • id: 44643016
    {'hecke_orbit_code': 22518548026884684, 'n': 10, 'trace_an': 0}
  • id: 44643017
    {'hecke_orbit_code': 22518548026884684, 'n': 11, 'trace_an': -2774}
  • id: 44643018
    {'hecke_orbit_code': 22518548026884684, 'n': 12, 'trace_an': 0}
  • id: 44643019
    {'hecke_orbit_code': 22518548026884684, 'n': 13, 'trace_an': -6588}
  • id: 44643020
    {'hecke_orbit_code': 22518548026884684, 'n': 14, 'trace_an': 0}
  • id: 44643021
    {'hecke_orbit_code': 22518548026884684, 'n': 15, 'trace_an': -5400}
  • id: 44643022
    {'hecke_orbit_code': 22518548026884684, 'n': 16, 'trace_an': 0}
  • id: 44643023
    {'hecke_orbit_code': 22518548026884684, 'n': 17, 'trace_an': -5900}
  • id: 44643024
    {'hecke_orbit_code': 22518548026884684, 'n': 18, 'trace_an': 0}
  • id: 44643025
    {'hecke_orbit_code': 22518548026884684, 'n': 19, 'trace_an': -6644}
  • id: 44643026
    {'hecke_orbit_code': 22518548026884684, 'n': 20, 'trace_an': 0}
  • id: 44643027
    {'hecke_orbit_code': 22518548026884684, 'n': 21, 'trace_an': 0}
  • id: 44643028
    {'hecke_orbit_code': 22518548026884684, 'n': 22, 'trace_an': 0}
  • id: 44643029
    {'hecke_orbit_code': 22518548026884684, 'n': 23, 'trace_an': -1982}
  • id: 44643030
    {'hecke_orbit_code': 22518548026884684, 'n': 24, 'trace_an': 0}
  • id: 44643031
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