Embedded newform data - 588.8.i.c.373.1

Formats: - HTML - YAML - JSON - 2025-05-15T17:06:01.185687

• 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': 3, 'hecke_orbit_code': 9007749144773196, '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.c', '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': 2139589674225702251, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.864', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.964', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', '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, 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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, 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• 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, -0.05793260926539379, -0.43483773083418065, -0.31103173912534154, -0.47315312420671546, -0.4118129690387874, -0.0660944777757739, -0.3218119348293184, -0.3682691908853821, -0.11395664523588, -0.30086894369496553, -0.22199092805035775, -0.4793850434406946, 0.06396222695880195, -0.28475073870880785, -0.24690268076753322, -0.03422376483974971, -0.048732452409023956, -0.4985491032550741, -0.25849077831997896, -0.4823802332333819, -0.043868343679757345, -0.2676709797498099, -0.45073938250212914, 0.06972764748137761, -0.18903994078467373, -0.010429528391948025, -0.16675665394159453, -0.3122978489406542, 0.03221849767529521, -0.3865528281561446, -0.49401996793263253, -0.14384266390320247, -0.07608879360055937, -0.29964414053243793, -0.45909037619419546, 0.08136836453574212, 0.07157462860773257, 0.22369177422918737, 0.07305618019926588, -0.23144806298907292, -0.11640055153280388, -0.395163153916085, -0.2948123842775501, -0.1480667621785875, 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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: 41128771
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 373, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007749144773196, 'source_is_minimal': False, 'source_label': '588.8.i.c.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': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
  • id: 41128772
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 373, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007749144773196, 'source_is_minimal': False, 'source_label': '588.8.i.c.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': '7.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 41128773
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 373, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007749144773196, 'source_is_minimal': False, 'source_label': '588.8.i.c.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': '7.3', 'twisting_conrey_index': 3, 'weight': 8}
  • id: 41128774
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 373, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007749144773196, 'source_is_minimal': False, 'source_label': '588.8.i.c.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': '7.4', 'twisting_conrey_index': 4, 'weight': 8}
  • id: 41128775
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 373, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007749144773196, 'source_is_minimal': False, 'source_label': '588.8.i.c.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': '7.5', 'twisting_conrey_index': 5, 'weight': 8}
  • id: 41128776
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 373, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007749144773196, 'source_is_minimal': False, 'source_label': '588.8.i.c.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': '7.6', 'twisting_conrey_index': 6, 'weight': 8}
  • id: 41128777
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 373, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007749144773196, 'source_is_minimal': False, 'source_label': '588.8.i.c.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': '21.5', 'twisting_conrey_index': 5, 'weight': 8}
  • id: 41128778
    {'conductor': 28, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 373, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007749144773196, 'source_is_minimal': False, 'source_label': '588.8.i.c.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': '28.19', 'twisting_conrey_index': 19, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1091775
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 9007749144773196, 'p': 2}
  • id: 1091776
    {'charpoly_factorization': [[[729, 27, 1], 1]], 'hecke_orbit_code': 9007749144773196, 'p': 3}
  • id: 1091777
    {'charpoly_factorization': [[[10000, -100, 1], 1]], 'hecke_orbit_code': 9007749144773196, 'p': 5}
  • id: 1091778
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 9007749144773196, 'p': 7}
  • id: 1091779
    {'charpoly_factorization': [[[7695076, 2774, 1], 1]], 'hecke_orbit_code': 9007749144773196, 'p': 11}
  • id: 1091780
    {'charpoly_factorization': [[[-3294, 1], 2]], 'hecke_orbit_code': 9007749144773196, 'p': 13}
  • id: 1091781
    {'charpoly_factorization': [[[34810000, -5900, 1], 1]], 'hecke_orbit_code': 9007749144773196, 'p': 17}
  • id: 1091782
    {'charpoly_factorization': [[[44142736, -6644, 1], 1]], 'hecke_orbit_code': 9007749144773196, 'p': 19}
  • id: 1091783
    {'charpoly_factorization': [[[3928324, 1982, 1], 1]], 'hecke_orbit_code': 9007749144773196, 'p': 23}
  • id: 1091784
    {'charpoly_factorization': [[[208106, 1], 2]], 'hecke_orbit_code': 9007749144773196, 'p': 29}
  • id: 1091785
    {'charpoly_factorization': [[[13874955264, 117792, 1], 1]], 'hecke_orbit_code': 9007749144773196, 'p': 31}
  • id: 1091786
    {'charpoly_factorization': [[[112685090596, -335686, 1], 1]], 'hecke_orbit_code': 9007749144773196, 'p': 37}
  • id: 1091787
    {'charpoly_factorization': [[[-265488, 1], 2]], 'hecke_orbit_code': 9007749144773196, 'p': 41}
  • id: 1091788
    {'charpoly_factorization': [[[93292, 1], 2]], 'hecke_orbit_code': 9007749144773196, 'p': 43}
  • id: 1091789
    {'charpoly_factorization': [[[432327290256, 657516, 1], 1]], 'hecke_orbit_code': 9007749144773196, 'p': 47}
  • id: 1091790
    {'charpoly_factorization': [[[370537603524, -608718, 1], 1]], 'hecke_orbit_code': 9007749144773196, 'p': 53}
  • id: 1091791
    {'charpoly_factorization': [[[287424654400, 536120, 1], 1]], 'hecke_orbit_code': 9007749144773196, 'p': 59}
  • id: 1091792
    {'charpoly_factorization': [[[3229532468100, 1797090, 1], 1]], 'hecke_orbit_code': 9007749144773196, 'p': 61}
  • id: 1091793
    {'charpoly_factorization': [[[4507876326976, 2123176, 1], 1]], 'hecke_orbit_code': 9007749144773196, 'p': 67}
  • id: 1091794
    {'charpoly_factorization': [[[1191214, 1], 2]], 'hecke_orbit_code': 9007749144773196, 'p': 71}
  • id: 1091795
    {'charpoly_factorization': [[[1116044344900, -1056430, 1], 1]], 'hecke_orbit_code': 9007749144773196, 'p': 73}
  • id: 1091796
    {'charpoly_factorization': [[[996970298256, 998484, 1], 1]], 'hecke_orbit_code': 9007749144773196, 'p': 79}
  • id: 1091797
    {'charpoly_factorization': [[[3898004, 1], 2]], 'hecke_orbit_code': 9007749144773196, 'p': 83}
  • id: 1091798
    {'charpoly_factorization': [[[21366138011904, 4622352, 1], 1]], 'hecke_orbit_code': 9007749144773196, 'p': 89}
  • id: 1091799
    {'charpoly_factorization': [[[15287710, 1], 2]], 'hecke_orbit_code': 9007749144773196, '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': 3, 'label': '588.8.i.c', 'level': 588, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 31248937
    {'hecke_orbit_code': 9007749144773196, 'n': 1, 'trace_an': 2}
  • id: 31248938
    {'hecke_orbit_code': 9007749144773196, 'n': 2, 'trace_an': 0}
  • id: 31248939
    {'hecke_orbit_code': 9007749144773196, 'n': 3, 'trace_an': -27}
  • id: 31248940
    {'hecke_orbit_code': 9007749144773196, 'n': 4, 'trace_an': 0}
  • id: 31248941
    {'hecke_orbit_code': 9007749144773196, 'n': 5, 'trace_an': 100}
  • id: 31248942
    {'hecke_orbit_code': 9007749144773196, 'n': 6, 'trace_an': 0}
  • id: 31248943
    {'hecke_orbit_code': 9007749144773196, 'n': 7, 'trace_an': 0}
  • id: 31248944
    {'hecke_orbit_code': 9007749144773196, 'n': 8, 'trace_an': 0}
  • id: 31248945
    {'hecke_orbit_code': 9007749144773196, 'n': 9, 'trace_an': -729}
  • id: 31248946
    {'hecke_orbit_code': 9007749144773196, 'n': 10, 'trace_an': 0}
  • id: 31248947
    {'hecke_orbit_code': 9007749144773196, 'n': 11, 'trace_an': -2774}
  • id: 31248948
    {'hecke_orbit_code': 9007749144773196, 'n': 12, 'trace_an': 0}
  • id: 31248949
    {'hecke_orbit_code': 9007749144773196, 'n': 13, 'trace_an': 6588}
  • id: 31248950
    {'hecke_orbit_code': 9007749144773196, 'n': 14, 'trace_an': 0}
  • id: 31248951
    {'hecke_orbit_code': 9007749144773196, 'n': 15, 'trace_an': -5400}
  • id: 31248952
    {'hecke_orbit_code': 9007749144773196, 'n': 16, 'trace_an': 0}
  • id: 31248953
    {'hecke_orbit_code': 9007749144773196, 'n': 17, 'trace_an': 5900}
  • id: 31248954
    {'hecke_orbit_code': 9007749144773196, 'n': 18, 'trace_an': 0}
  • id: 31248955
    {'hecke_orbit_code': 9007749144773196, 'n': 19, 'trace_an': 6644}
  • id: 31248956
    {'hecke_orbit_code': 9007749144773196, 'n': 20, 'trace_an': 0}
  • id: 31248957
    {'hecke_orbit_code': 9007749144773196, 'n': 21, 'trace_an': 0}
  • id: 31248958
    {'hecke_orbit_code': 9007749144773196, 'n': 22, 'trace_an': 0}
  • id: 31248959
    {'hecke_orbit_code': 9007749144773196, 'n': 23, 'trace_an': -1982}
  • id: 31248960
    {'hecke_orbit_code': 9007749144773196, 'n': 24, 'trace_an': 0}
  • id: 31248961
    {'hecke_orbit_code': 9007749144773196, 'n': 25, 'trace_an': 68125}
  • id: 31248962
    {'hecke_orbit_code': 9007749144773196, 'n': 26, 'trace_an': 0}
  • id: 31248963
    {'hecke_orbit_code': 9007749144773196, 'n': 27, 'trace_an': 39366}
  • id: 31248964
    {'hecke_orbit_code': 9007749144773196, 'n': 28, 'trace_an': 0}
  • id: 31248965
    {'hecke_orbit_code': 9007749144773196, 'n': 29, 'trace_an': -416212}
  • id: 31248966
    {'hecke_orbit_code': 9007749144773196, 'n': 30, 'trace_an': 0}
  • id: 31248967
    {'hecke_orbit_code': 9007749144773196, 'n': 31, 'trace_an': -117792}
  • id: 31248968
    {'hecke_orbit_code': 9007749144773196, 'n': 32, 'trace_an': 0}
  • id: 31248969
    {'hecke_orbit_code': 9007749144773196, 'n': 33, 'trace_an': -74898}
  • id: 31248970
    {'hecke_orbit_code': 9007749144773196, 'n': 34, 'trace_an': 0}
  • id: 31248971
    {'hecke_orbit_code': 9007749144773196, 'n': 35, 'trace_an': 0}
  • id: 31248972
    {'hecke_orbit_code': 9007749144773196, 'n': 36, 'trace_an': 0}
  • id: 31248973
    {'hecke_orbit_code': 9007749144773196, 'n': 37, 'trace_an': 335686}
  • id: 31248974
    {'hecke_orbit_code': 9007749144773196, 'n': 38, 'trace_an': 0}
  • id: 31248975
    {'hecke_orbit_code': 9007749144773196, 'n': 39, 'trace_an': -88938}
  • id: 31248976
    {'hecke_orbit_code': 9007749144773196, 'n': 40, 'trace_an': 0}
  • id: 31248977
    {'hecke_orbit_code': 9007749144773196, 'n': 41, 'trace_an': 530976}
  • id: 31248978
    {'hecke_orbit_code': 9007749144773196, 'n': 42, 'trace_an': 0}
  • id: 31248979
    {'hecke_orbit_code': 9007749144773196, 'n': 43, 'trace_an': -186584}
  • id: 31248980
    {'hecke_orbit_code': 9007749144773196, 'n': 44, 'trace_an': 0}
  • id: 31248981
    {'hecke_orbit_code': 9007749144773196, 'n': 45, 'trace_an': 72900}
  • id: 31248982
    {'hecke_orbit_code': 9007749144773196, 'n': 46, 'trace_an': 0}
  • id: 31248983
    {'hecke_orbit_code': 9007749144773196, 'n': 47, 'trace_an': -657516}
  • id: 31248984
    {'hecke_orbit_code': 9007749144773196, 'n': 48, 'trace_an': 0}
  • id: 31248985
    {'hecke_orbit_code': 9007749144773196, 'n': 49, 'trace_an': 0}
  • id: 31248986
    {'hecke_orbit_code': 9007749144773196, 'n': 50, 'trace_an': 0}
  • id: 31248987
    {'hecke_orbit_code': 9007749144773196, 'n': 51, 'trace_an': 159300}
  • id: 31248988
    {'hecke_orbit_code': 9007749144773196, 'n': 52, 'trace_an': 0}
  • id: 31248989
    {'hecke_orbit_code': 9007749144773196, 'n': 53, 'trace_an': 608718}
  • id: 31248990
    {'hecke_orbit_code': 9007749144773196, 'n': 54, 'trace_an': 0}
  • id: 31248991
    {'hecke_orbit_code': 9007749144773196, 'n': 55, 'trace_an': -554800}
  • id: 31248992
    {'hecke_orbit_code': 9007749144773196, 'n': 56, 'trace_an': 0}
  • id: 31248993
    {'hecke_orbit_code': 9007749144773196, 'n': 57, 'trace_an': -358776}
  • id: 31248994
    {'hecke_orbit_code': 9007749144773196, 'n': 58, 'trace_an': 0}
  • id: 31248995
    {'hecke_orbit_code': 9007749144773196, 'n': 59, 'trace_an': -536120}
  • id: 31248996
    {'hecke_orbit_code': 9007749144773196, 'n': 60, 'trace_an': 0}
  • id: 31248997
    {'hecke_orbit_code': 9007749144773196, 'n': 61, 'trace_an': -1797090}
  • id: 31248998
    {'hecke_orbit_code': 9007749144773196, 'n': 62, 'trace_an': 0}
  • id: 31248999
    {'hecke_orbit_code': 9007749144773196, 'n': 63, 'trace_an': 0}
  • id: 31249000
    {'hecke_orbit_code': 9007749144773196, 'n': 64, 'trace_an': 0}
  • id: 31249001
    {'hecke_orbit_code': 9007749144773196, 'n': 65, 'trace_an': 329400}
  • id: 31249002
    {'hecke_orbit_code': 9007749144773196, 'n': 66, 'trace_an': 0}
  • id: 31249003
    {'hecke_orbit_code': 9007749144773196, 'n': 67, 'trace_an': -2123176}
  • id: 31249004
    {'hecke_orbit_code': 9007749144773196, 'n': 68, 'trace_an': 0}
  • id: 31249005
    {'hecke_orbit_code': 9007749144773196, 'n': 69, 'trace_an': 107028}
  • id: 31249006
    {'hecke_orbit_code': 9007749144773196, 'n': 70, 'trace_an': 0}
  • id: 31249007
    {'hecke_orbit_code': 9007749144773196, 'n': 71, 'trace_an': -2382428}
  • id: 31249008
    {'hecke_orbit_code': 9007749144773196, 'n': 72, 'trace_an': 0}
  • id: 31249009
    {'hecke_orbit_code': 9007749144773196, 'n': 73, 'trace_an': 1056430}
  • id: 31249010
    {'hecke_orbit_code': 9007749144773196, 'n': 74, 'trace_an': 0}
  • id: 31249011
    {'hecke_orbit_code': 9007749144773196, 'n': 75, 'trace_an': 1839375}
  • id: 31249012
    {'hecke_orbit_code': 9007749144773196, 'n': 76, 'trace_an': 0}
  • id: 31249013
    {'hecke_orbit_code': 9007749144773196, 'n': 77, 'trace_an': 0}
  • id: 31249014
    {'hecke_orbit_code': 9007749144773196, 'n': 78, 'trace_an': 0}
  • id: 31249015
    {'hecke_orbit_code': 9007749144773196, 'n': 79, 'trace_an': -998484}
  • id: 31249016
    {'hecke_orbit_code': 9007749144773196, 'n': 80, 'trace_an': 0}
  • id: 31249017
    {'hecke_orbit_code': 9007749144773196, 'n': 81, 'trace_an': -531441}
  • id: 31249018
    {'hecke_orbit_code': 9007749144773196, 'n': 82, 'trace_an': 0}
  • id: 31249019
    {'hecke_orbit_code': 9007749144773196, 'n': 83, 'trace_an': -7796008}
  • id: 31249020
    {'hecke_orbit_code': 9007749144773196, 'n': 84, 'trace_an': 0}
  • id: 31249021
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