Newform data - 63.7.d.a

Formats: - HTML - YAML - JSON - 2026-01-13T05:46:51.048958

• 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': 3087, 'analytic_conductor': 14.493407268050612, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [63, 2, [29, 10], [2, 1]], 'cm_discs': [-7], 'conrey_index': 55, '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, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [9, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 206275870783, 'hecke_ring_generator_nbound': 1, '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, 2, -1, 2, -7]], 'is_cm': True, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': True, 'is_twist_minimal': False, 'label': '63.7.d.a', 'level': 63, '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, 7], 'level_radical': 21, 'minimal_twist': '7.7.b.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 2, 'qexp_display': 'q-9q^{2}+17q^{4}-7^{3}q^{7}+423q^{8}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '6.2.1.d2', 'self_twist_discs': [-7], 'self_twist_type': 1, 'space_label': '63.7.d', 'trace_display': [-9, 0, 0, -343], 'trace_hash': 951193667452766605, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.996', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.956', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.740', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.505', 'prec': 17}, 'traces': [1, -9, 0, 17, 0, 0, -343, 423, 0, 0, -1962, 0, 0, 3087, 0, -4895, 0, 0, 0, 0, 0, 17658, 22734, 0, 15625, 0, 0, -5831, 21222, 0, 0, 16983, 0, 0, 0, 0, 101194, 0, 0, 0, 0, 0, -126614, -33354, 0, -204606, 0, 0, 117649, -140625, 0, 0, -50346, 0, 0, -145089, 0, -190998, 0, 0, 0, 0, 0, 160433, 0, 0, -53926, 0, 0, 0, 242478, 0, 0, -910746, 0, 0, 672966, 0, 929378, 0, 0, 0, 0, 0, 0, 1139526, 0, -829926, 0, 0, 0, 386478, 0, 0, 0, 0, 0, -1058841, 0, 265625, 0, 0, 0, 0, 0, 453114, -46314, 0, -2587142, 0, 0, 1678985, 2436894, 0, 0, 360774, 0, 0, 0, 0, 2077883, 0, 0, 0, 0, 0, -96766, -2530809, 0, 0, 0, 0, 0, 485334, 0, 0, -4529394, 0, 0, 0, 0, -2182302, 0, 0, 0, 0, 0, 1720298, 5953302, 0, 1828402, 0, 0, -6056694, 0, 0, 0, -8364402, 0, 0, -7797762, 0, -5493094, 0, 0, 0, 0, 0, 4826809, 0, 0, -2152438, 0, 0, -5359375, 9603990, 0, 0, 7127622, 0, 0, 0, 0, 9616482, 0, 0, 0, 0, 0, 0, -2645442, 0, 6689986, 0, 0, 2000033, 10406646, 0, 0, 6609375, 0, 0, -7279146, 0, 0, 0, 0, 0, 0, 0, 15645562, -855882, 0, 416826, 0, 0, 0, 23284278, 0, 0, 0, 0, 0, -5825169, 0, -21932046, 0, 0, 0, 0, 0, 8976906, 2925774, 0, 0, 0, 0, 0, -27101538, 0, 0, -18700947, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -44604108, 870894, 0, 12509569, 0, 0, -34709542, 0, 0, 0, -20167506, 0, 0, 0, 0, -916742, 0, 0, 0, 0, 0, 40764546, -30656250, 0, 10928234, 0, 0, 0, 25523118, 0, 0, 4122126, 0, 0, 0, 0, 24137569, 0, 0, 0, 0, 0, 0, 42805062, 0, -53579718, 0, 0, 43428602, -16455618, 0, 0, 0, 0, 0, 11440422, 0, 0, 0, 0, 0, 0, 0, 15799426, 15129126, 0, -41637564, 0, 0, 70179858, 0, 0, 0, 49437846, 0, 0, 0, 0, 46455082, 0, 0, 0, 0, 0, -65456606, -43441281, 0, 0, 0, 0, -40353607, -53557722, 0, 0, 66753846, 0, 0, 48234375, 0, -33320646, 0, 0, 0, 0, 0, -64148598, 26861742, 0, 47045881, 0, 0, 0, 0, 0, 0, -111282930, 0, 0, 17268678, 0, 91370666, 0, 0, 0, 0, 0, 33111178, 0, 0, 23808978, 0, 0, 0, -60209874, 0, 0, 6931062, 0, 0, 49765527, 0, -93659814, 0, 0, 0, 0, 0, -76484375, 126408798, 0, 0, 0, 0, 65512314, -198542628, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 83691722, -140810058, 0, -21296358, 0, 0, 0, -787338, 0, 0, 86028318, 0, 0, 0, 0, -43981414, 0, 0, 0, 0, 0, 0, -171339786, 0, 0, 0, 0, -55028519, 173823102, 0, 0, 41427198, 0, 0, 0, 0, -126727886, 0, 0, 0, 0, 0, -127272094, -103881690, 0, -26331966, 0, 0, 18496618, 0, 0, 0, 248416668, 0, 0, 0, 0, 243913842, 0, 0, 0, 0, 0, 35324011, 0, 0, 220134994, 0, 0, 0, -178276842, 0, 0, 0, 0, 0, -83169954, 0, -196143302, 0, 0, 0, 0, 0, 0, 401436972, 0, -1645022, 0, 0, 0, 49385655, 0, 0, 0, 0, 0, 312385878, 0, 0, 0, 0, 0, 0, 0, 181507554, 0, 0, 368798867, 0, 0, 0, 0, 0, 0, -22810698, 0, 0, -230827338, 0, -64569958, 0, 0, 0, 0, 0, -158854246, -76999698, 0, 275906250, 0, 0, -318776654, -98354106, 0, 0, -73403514, 0, 0, 0, 0, -229708062, 0, 0, 0, 0, 0, 102568194, -355492818, 0, -326261878, 0, 0, 0, 355218750, 0, 0, -217238121, 0, 0, 0, 0, 98778852, 0, 0, 0, 0, 0, 0, 0, 0, -495344630, 0, 0, 0, 101206134, 0, 0, -182026098, 0, 0, -390857418, 0, 31082834, 0, 0, 0, 0, 0, 0, 0, 0, -235392694, 0, 0, 284664618, -463532274, 0, 0, 0, 0, 0, 0, 0, 244140625, 0, 0, 0, 0, 0, 183541682, 393126894, 0, -136162134, 0, 0, 0, 374738076, 0, 0, 447930558, 0, 0, -132561954, 0, 0, 0, 0, 0, 0, 0, -93382598, -174812346, 0, 0, 0, 0, 0, 569127942, 0, 0, -418095738, 0, 0, 0, 0, 482460948, 0, 0, 0, 0, 0, 517302466, 589109454, 0, 82055753, 0, 0, 0, 0, 0, 0, -522859626, 0, 0, 363182463, 0, 619775530, 0, 0, 0, 0, 0, -600784614, 0, 0, 0, 0, 0, -91109375, 671320998, 0, 0, -314769546, 0, 0, 0, 0, -555399542, 0, 0, 0, 0, 0, 0, 121169574, 0, -241755678, 0, 0, 0, -423412929, 0, 0, 331593750, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 386091522, 105802812, 0, -165861862, 0, 0, -155418102, 187319214, 0, 0, -822335994, 0, 0, 15885702, 0, -841136798, 0, 0, 0, 0, 0, 345532714, -298000602, 0, 0, 0, 0, 887389706, -44972514, 0, 0, 0, 0, 0, 0, 0, 113729762, 0, 0, 0, 0, 0, -62379558, 0, 0, -475741836, 0, 0, -575891855, 0, 0, 0, 176912982, 0, 0, -835854642, 0, 0, 0, 0, 0, 0, 0, 0, 265359375, 0, -1137679182, 0, 0, 0, 0, 0, 0, -336371058, 0, 0, -123745482, 0, 1786883652, 0, 0, 0, 0, 0, 0, -788782122, 0, 1023254066, 0, 0, 0, 556178166, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -144450037, -753225498, 0, 265974554, 0, 0, -712713869, 246443670, 0, 0, 2300544396, 0, 0, 0, 0, -19590822, 0, 0, 0, 0, 0, -774254862, 877431294, 0, 0, 0, 0, 0, -1823439636, 0, 0, -1094361066, 0, 0, 0, 0, -1306149766, 0, 0, 0, 0, 0, -473327174, 0, 0, 1542058074, 0, 0, 33190738, 0, 0, 0, 0, 0, 0, 868067487, 0, -1564407918, 0, 0, 0, 0, 0, 1030806162, 0, 0, 1289222314, 0, 0, 0, -58579362, 0, 0, 1140550974, 0, 0, 0, 0, -1079501582, 0, 0, 0, 0, 0, 1581156250, 1145448846, 0, 360413226, 0, 0, 0, 49738158, 0, 0, 0, 0, 0, -166469562, 0, 0, 0, 0, 0, 0, 0, -2235750012, -684836154, 0, 0, 0, 0, 0, 873142254, 0, 0, -460726146, 0, 0, 1553582142, 0, 887503681, 0, 0, 0, 0, 0, 899699474, 878944509, 0, 0, 0, 0, 0, -1981214946, 0, 0, 459649566, 0, 0, 0, 0, 1604491578, 0, 0, 0, 0, 0, 0, -2878442676, 0, 1362986242, 0, 0, 748529586, 0, 0, 0, 1765289718, 0, 0], 'weight': 7, 'weight_parity': -1}
• mf_hecke_nf •

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

  
  {'an': [[1], [-9], [0], [17], [0], [0], [-343], [423], [0], [0], [-1962], [0], [0], [3087], [0], [-4895], [0], [0], [0], [0], [0], [17658], [22734], [0], [15625], [0], [0], [-5831], [21222], [0], [0], [16983], [0], [0], [0], [0], [101194], [0], [0], [0], [0], [0], [-126614], [-33354], [0], [-204606], [0], [0], [117649], [-140625], [0], [0], [-50346], [0], [0], [-145089], [0], [-190998], [0], [0], [0], [0], [0], [160433], [0], [0], [-53926], [0], [0], [0], [242478], [0], [0], [-910746], [0], [0], [672966], [0], [929378], [0], [0], [0], [0], [0], [0], [1139526], [0], [-829926], [0], [0], [0], [386478], [0], [0], [0], [0], [0], [-1058841], [0], [265625]], 'ap': [[-9], [0], [0], [-343], [-1962], [0], [0], [0], [22734], [21222], [0], [101194], [0], [-126614], [0], [-50346], [0], [0], [-53926], [242478], [0], [929378], [0], [0], [0], [0], [0], [-46314], [-2587142], [2436894], [-96766], [0], [-4529394], [0], [5953302], [1828402], [0], [-5493094], [0], [0], [7127622], [0], [-2645442], [6689986], [10406646], [0], [15645562], [0], [0], [0], [2925774], [-27101538], [0], [0], [0], [-20167506], [0], [0], [10928234], [25523118], [0], [0], [0], [0], [0], [15129126], [46455082], [-65456606], [66753846], [0], [0], [26861742], [0], [91370666], [33111178], [0], [6931062], [0], [126408798], [0], [0], [83691722], [86028318], [0], [0], [-171339786], [173823102], [-126727886], [0], [-127272094], [0], [0], [220134994], [-178276842], [-196143302], [0], [0], [0], [0], [-64569958], [-158854246], [-73403514], [0], [-355492818], [-326261878], [0], [0], [0], [-182026098], [0], [0], [-235392694], [-463532274], [0], [183541682], [447930558], [0], [0], [-174812346], [569127942], [0], [517302466], [0], [-522859626], [0], [671320998], [-555399542], [0], [0], [0], [-165861862], [187319214], [-841136798], [345532714], [0], [0], [0], [0], [0], [-336371058], [0], [-788782122], [1023254066], [556178166], [0], [0], [0], [0], [0], [877431294], [-1306149766], [0], [-473327174], [0], [1289222314], [-58579362], [-1079501582], [0], [0], [0], [-684836154], [873142254], [899699474], [0], [459649566], [0], [1362986242], [0]], 'char_orbit_index': 4, 'field_poly': [0, 1], 'hecke_orbit_code': 206275870783, 'hecke_ring_character_values': [[29, [1]], [10, [-1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '63.7.d.a', 'level': 63, 'maxp': 997, 'weight': 7}
• 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

  
  {'Nk2': 3087, 'analytic_conductor': 14.493407268050612, 'char_conductor': 7, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [63, 2, [29, 10], [2, 1]], 'conrey_index': 55, 'cusp_dim': 44, 'dim': 19, 'eis_dim': 8, 'eis_new_dim': 2, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 206275870783, 'hecke_orbit_dims': [1, 2, 2, 2, 4, 8], 'label': '63.7.d', 'level': 63, '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, 7], 'level_radical': 21, 'mf_dim': 52, 'mf_new_dim': 21, 'num_forms': 6, 'prim_orbit_index': 2, 'relative_dim': 19, 'sturm_bound': 56, 'trace_bound': 4, 'trace_display': [-3, 0, 0, -309], 'traces': [19, -3, 0, 529, 0, 0, -309, 861, 0, 0, 3138, 0, 0, -6867, 0, 6117, 0, 0, 0, 0, 0, -3394, 37578, 0, -61781, 0, 0, -307, -61566, 0, 0, 11901, 0, 0, -132216, 0, -169458, 0, 0, 0, 0, 0, 29454, 544530, 0, 419366, 0, 0, 228355, -163419, 0, 0, -129822, 0, 0, -507003, 0, 319646, 0, 0, 0, 0, 0, -723135, 636384, 0, -570466, 0, 0, 472416, 1117578, 0, 0, -1375038, 0, 0, -1095822, 0, -436186, 0, 0, 0, 0, 0, -1830960, -2204238, 0, 2382286, 0, 0, 1285536, 10088058, 0, 0, -4436352, 0, 0, -1867635, 0, -1418087, 0, 0, 0, 0, 0, -6486226, 1054866, 0, 3916494, 0, 0, 4211801, 10206762, 0, 0, -15692190, 0, 0, -3265416, 0, 896209, 0, 0, 0, 0, 0, -15885418, 4952925, 0, 9429216, 0, 0, 6694128, 27398418, 0, 0, -9092982, 0, 0, -27346032, 0, -8125018, 0, 0, 0, 0, 0, -17405102, 7984050, 0, 20721606, 0, 0, 16705598, 31613376, 0, 0, -33686022, 0, 0, -28478982, 0, -8533570, 0, 0, 0, 0, 0, -18652181, 47867040, 0, 16871794, 0, 0, 29808099, 60944706, 0, 0, -29940174, 0, 0, -42892752, 0, -1528874, 0, 0, 0, 0, 0, -44798688, 6018666, 0, 2583462, 0, 0, 2278177, 40746882, 0, 0, -76320027, 0, 0, -37366518, 0, -39724080, 0, 0, 0, 0, 0, -66762786, 26670162, 0, 90555518, 0, 0, -4051824, 107399442, 0, 0, -14822064, 0, 0, -37812075, 0, -33348250, 0, 0, 0, 0, 0, -41466050, -25488198, 0, 40572384, 0, 0, 89992224, 94048026, 0, 0, -83301009, 0, 0, -11080272, 0, 119556720, 0, 0, 0, 0, 0, -8842804, -52119558, 0, -81995323, 0, 0, 6961166, 72957888, 0, 0, -10812054, 0, 0, 51738624, 0, -86947942, 0, 0, 0, 0, 0, -13556170, -18474270, 0, 63833678, 0, 0, -78987552, -10303446, 0, 0, -10982310, 0, 0, -48122088, 0, -12958685, 0, 0, 0, 0, 0, 92311536, -1069662, 0, 43439822, 0, 0, 61201982, -142650246, 0, 0, 140300880, 0, 0, 63023394, 0, 115054944, 0, 0, 0, 0, 0, 16091906, 23229858, 0, -315440692, 0, 0, -208492858, -147080016, 0, 0, 13851090, 0, 0, 29818320, 0, -148164306, 0, 0, 0, 0, 0, 28523094, 202413621, 0, 215667360, 0, 0, 29240091, -458849502, 0, 0, 259484226, 0, 0, 258247941, 0, 84607950, 0, 0, 0, 0, 0, 465817838, -134412774, 0, -265314293, 0, 0, 64701504, -341490384, 0, 0, 328157130, 0, 0, 36724506, 0, 367771166, 0, 0, 0, 0, 0, 99843726, 9507456, 0, -526207402, 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0, 698015006, 1102949562, 0, 967995470, 0, 0, 980140950, -24860190, 0, 0, 423270786, 0, 0, -572073600, 0, 283800662, 0, 0, 0, 0, 0, -838390346, 50235306, 0, -764084434, 0, 0, 237773760, 609586506, 0, 0, -2761715523, 0, 0, -836910480, 0, -768512500, 0, 0, 0, 0, 0, -767815776, 2219201664, 0, 1019546890, 0, 0, 333733680, 828635826, 0, 0, 1129869258, 0, 0, 335398098, 0, 989528218, 0, 0, 0, 0, 0, 597021600, -274490112, 0, -9273154, 0, 0, -578847458, 1321235130, 0, 0, -2239360128, 0, 0, -1864885176, 0, -76763357, 0, 0, 0, 0, 0, -1687397290, 276831162, 0, 2710513406, 0, 0, 2086353024, 1997028996, 0, 0, 555811674, 0, 0, -760023222, 0, -3364485120, 0, 0, 0, 0, 0, -754644838, -853564782, 0, -1289897232, 0, 0, -865007808, 1430077506, 0, 0, -3632620302, 0, 0, -1883411712, 0, 1684509116, 0, 0, 0, 0, 0, -1361829162, 1803167610, 0, 1523992489, 0, 0, 488091408, 3729337920, 0, 0, -181376430, 0, 0, 1196464605, 0, -938384150, 0, 0, 0, 0, 0, -3180141730, -1874821488, 0, 196999632, 0, 0, 2854552373, 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2363511360, 0, 5892974830, 0, 0, 0, 0, 0, 6252969974, 519370122, 0, -1578871200, 0, 0, -3316015584, -2183570508, 0, 0, 3160255890, 0, 0, -1220786112, 0, 1061037710, 0, 0, 0, 0, 0, -3156729666, 2140528032, 0, 5473960094, 0, 0, 5768213190, -5228931744, 0, 0, 3941825184, 0, 0, 3553534677, 0, -7302062266, 0, 0, 0, 0, 0, 2759191654, -4514120352, 0, -8274106866, 0, 0, -8041684224, -4968783798, 0, 0, 324756618, 0, 0, -110113584, 0, 6908116566, 0, 0, 0, 0, 0, 6468620094, 738916602, 0, 1408820574, 0, 0, -4246889472, -8933983782, 0, 0, 5994102960, 0, 0, 3863649090, 0, -335990592, 0, 0, 0, 0, 0, -3596651060, -2376372750, 0, 2404432512, 0, 0, 6746031936, 2356590474, 0, 0, 5769159978, 0, 0, 801560466, 0, -6432362861, 0, 0, 0, 0, 0, 215863142, -2861704785, 0, -8547104832, 0, 0, -6541533600, -4381585830, 0, 0, 4800796698, 0, 0, 5833943136, 0, 14044390238, 0, 0, 0, 0, 0, 12813300576, -5204861532, 0, -4485711642, 0, 0, -6605597530, -4441962672, 0, 0, -5131181214, 0, 0], 'weight': 7, 'weight_parity': -1}
• mf_twists_nf •

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

  
  
  • id: 52902
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '63.7.d.a', 'source_level': 63, 'target_char_orbit': 2, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '7.7.b.a', 'target_level': 7, 'twist_class_label': '7.7.b.a', 'twist_class_level': 7, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 7}
  • id: 52903
    {'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '63.7.d.a', 'source_level': 63, 'target_char_orbit': 2, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '7.7.b.a', 'target_level': 7, 'twist_class_label': '7.7.b.a', 'twist_class_level': 7, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 7}
  • id: 52904
    {'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '63.7.d.a', 'source_level': 63, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '49.7.d.a', 'target_level': 49, 'twist_class_label': '7.7.b.a', 'twist_class_level': 7, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 7}
  • id: 52905
    {'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '63.7.d.a', 'source_level': 63, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '49.7.d.a', 'target_level': 49, 'twist_class_label': '7.7.b.a', 'twist_class_level': 7, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 7}
  • id: 52906
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 4, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '63.7.d.a', 'source_level': 63, 'target_char_orbit': 4, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '63.7.d.a', 'target_level': 63, 'twist_class_label': '7.7.b.a', 'twist_class_level': 7, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 7}
  • id: 52907
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -7, 'source_char_orbit': 4, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '63.7.d.a', 'source_level': 63, 'target_char_orbit': 4, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '63.7.d.a', 'target_level': 63, 'twist_class_label': '7.7.b.a', 'twist_class_level': 7, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 7}
  • id: 52908
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '63.7.d.a', 'source_level': 63, 'target_char_orbit': 3, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '112.7.c.a', 'target_level': 112, 'twist_class_label': '7.7.b.a', 'twist_class_level': 7, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 7}
  • id: 52909
    {'conductor': 84, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '63.7.d.a', 'source_level': 63, 'target_char_orbit': 3, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '112.7.c.a', 'target_level': 112, 'twist_class_label': '7.7.b.a', 'twist_class_level': 7, 'twisting_char_label': '84.h', 'twisting_char_orbit': 8, 'weight': 7}
  • id: 52910
    {'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '63.7.d.a', 'source_level': 63, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '175.7.c.a', 'target_level': 175, 'twist_class_label': '7.7.b.a', 'twist_class_level': 7, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 7}
  • id: 52911
    {'conductor': 105, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '63.7.d.a', 'source_level': 63, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '175.7.c.a', 'target_level': 175, 'twist_class_label': '7.7.b.a', 'twist_class_level': 7, 'twisting_char_label': '105.k', 'twisting_char_orbit': 11, 'weight': 7}
  • id: 52912
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '63.7.d.a', 'source_level': 63, 'target_char_orbit': 4, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '175.7.d.a', 'target_level': 175, 'twist_class_label': '7.7.b.a', 'twist_class_level': 7, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 7}
  • id: 52913
    {'conductor': 105, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '63.7.d.a', 'source_level': 63, 'target_char_orbit': 4, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '175.7.d.a', 'target_level': 175, 'twist_class_label': '7.7.b.a', 'twist_class_level': 7, 'twisting_char_label': '105.g', 'twisting_char_orbit': 7, 'weight': 7}
  • id: 52914
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '63.7.d.a', 'source_level': 63, 'target_char_orbit': 3, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '448.7.c.a', 'target_level': 448, 'twist_class_label': '7.7.b.a', 'twist_class_level': 7, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 7}
  • id: 52915
    {'conductor': 168, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '63.7.d.a', 'source_level': 63, 'target_char_orbit': 3, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '448.7.c.a', 'target_level': 448, 'twist_class_label': '7.7.b.a', 'twist_class_level': 7, 'twisting_char_label': '168.i', 'twisting_char_orbit': 9, 'weight': 7}
  • id: 52916
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '63.7.d.a', 'source_level': 63, 'target_char_orbit': 3, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '448.7.c.b', 'target_level': 448, 'twist_class_label': '7.7.b.a', 'twist_class_level': 7, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 7}
  • id: 52917
    {'conductor': 168, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '63.7.d.a', 'source_level': 63, 'target_char_orbit': 3, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '448.7.c.b', 'target_level': 448, 'twist_class_label': '7.7.b.a', 'twist_class_level': 7, 'twisting_char_label': '168.e', 'twisting_char_orbit': 5, 'weight': 7}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 200875
    {'charpoly_factorization': [[[9, 1], 1]], 'hecke_orbit_code': 206275870783, 'p': 2}
  • id: 200876
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206275870783, 'p': 3}
  • id: 200877
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206275870783, 'p': 5}
  • id: 200878
    {'charpoly_factorization': [[[343, 1], 1]], 'hecke_orbit_code': 206275870783, 'p': 7}
  • id: 200879
    {'charpoly_factorization': [[[1962, 1], 1]], 'hecke_orbit_code': 206275870783, 'p': 11}
  • id: 200880
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206275870783, 'p': 13}
  • id: 200881
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206275870783, 'p': 17}
  • id: 200882
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206275870783, 'p': 19}
  • id: 200883
    {'charpoly_factorization': [[[-22734, 1], 1]], 'hecke_orbit_code': 206275870783, 'p': 23}
  • id: 200884
    {'charpoly_factorization': [[[-21222, 1], 1]], 'hecke_orbit_code': 206275870783, 'p': 29}
  • id: 200885
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206275870783, 'p': 31}
  • id: 200886
    {'charpoly_factorization': [[[-101194, 1], 1]], 'hecke_orbit_code': 206275870783, 'p': 37}
  • id: 200887
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206275870783, 'p': 41}
  • id: 200888
    {'charpoly_factorization': [[[126614, 1], 1]], 'hecke_orbit_code': 206275870783, 'p': 43}
  • id: 200889
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206275870783, 'p': 47}
  • id: 200890
    {'charpoly_factorization': [[[50346, 1], 1]], 'hecke_orbit_code': 206275870783, 'p': 53}
  • id: 200891
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206275870783, 'p': 59}
  • id: 200892
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206275870783, 'p': 61}
  • id: 200893
    {'charpoly_factorization': [[[53926, 1], 1]], 'hecke_orbit_code': 206275870783, 'p': 67}
  • id: 200894
    {'charpoly_factorization': [[[-242478, 1], 1]], 'hecke_orbit_code': 206275870783, 'p': 71}
  • id: 200895
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206275870783, 'p': 73}
  • id: 200896
    {'charpoly_factorization': [[[-929378, 1], 1]], 'hecke_orbit_code': 206275870783, 'p': 79}
  • id: 200897
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206275870783, 'p': 83}
  • id: 200898
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206275870783, 'p': 89}
  • id: 200899
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206275870783, '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': 4, 'hecke_orbit': 1, 'label': '63.7.d.a', 'level': 63, 'portrait': 'data:image/png;base64,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', 'weight': 7}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 7056108
    {'hecke_orbit_code': 206275870783, 'n': 1, 'trace_an': 1}
  • id: 7056109
    {'hecke_orbit_code': 206275870783, 'n': 2, 'trace_an': -9}
  • id: 7056110
    {'hecke_orbit_code': 206275870783, 'n': 3, 'trace_an': 0}
  • id: 7056111
    {'hecke_orbit_code': 206275870783, 'n': 4, 'trace_an': 17}
  • id: 7056112
    {'hecke_orbit_code': 206275870783, 'n': 5, 'trace_an': 0}
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  • id: 7056222
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