Newform data - 26.6.a.a

Formats: - HTML - YAML - JSON - 2024-09-10T18:01:41.309267

• 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': 936, 'analytic_conductor': 4.169979315137496, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [13, 1]], 'atkin_lehner_string': '++', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [26, 1, [15], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [0, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 100663322, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '26.6.a.a', 'level': 26, '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': True, 'level_primes': [2, 13], 'level_radical': 26, 'minimal_twist': '26.6.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-4q^{2}+2^{4}q^{4}-14q^{5}-170q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '26.6.a', 'trace_display': [-4, 0, -14, -170], 'trace_hash': 1464748790431928231, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.968', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.897', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.692', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, -4, 0, 16, -14, 0, -170, -64, -243, 56, -250, 0, -169, 680, 0, 256, 1062, 972, -78, -224, 0, 1000, 1576, 0, -2929, 676, 0, -2720, 2578, 0, -8654, -1024, 0, -4248, 2380, -3888, 10986, 312, 0, 896, 1050, 0, -5900, -4000, 3402, -6304, -5962, 0, 12093, 11716, 0, -2704, 29046, 0, 3500, 10880, 0, -10312, -13922, 0, -32882, 34616, 41310, 4096, 2366, 0, -69566, 16992, 0, -9520, -50542, 15552, -46750, -43944, 0, -1248, 42500, 0, -19348, -3584, 59049, -4200, -87438, 0, -14868, 23600, 0, 16000, 94170, -13608, 28730, 25216, 0, 23848, 1092, 0, 182786, -48372, 60750, -46864, -18514, 0, 116056, 10816, 0, -116184, 153520, 0, -178622, -14000, 0, -43520, -244754, 0, -22064, 41248, 41067, 55688, -180540, 0, -98551, 131528, 0, -138464, 84756, -165240, 256600, -16384, 0, -9464, -262736, 0, 13260, 278264, 0, -67968, -38286, 0, -57776, 38080, 0, 202168, 42250, -62208, -36092, 187000, 0, 175776, 28866, 0, 39870, 4992, -258066, -170000, 121156, 0, 161042, 77392, 0, 14336, -267920, -236196, 312830, 16800, 0, 349752, 532926, 0, 28561, 59472, 18954, -94400, -630458, 0, 497930, -64000, 0, -376680, -674916, 54432, 186282, -114920, 0, -100864, -153804, 0, -265500, -95392, 0, -4368, 812180, 0, -150142, -731144, 0, 193488, 236394, -243000, -39376, 187456, 0, 74056, -438260, 0, -14700, -464224, -382968, -43264, 19500, 0, -410776, 464736, 0, -614080, 82600, 0, 1471180, 714488, 0, 56000, -179478, 0, 1086882, 174080, 711747, 979016, -256470, 0, -298110, 88256, 0, -164992, -611926, -164268, 83468, -222752, 0, 722160, 36570, 0, 380922, 394204, 0, -526112, -169302, 0, 13182, 553856, 0, -339024, -1228068, 660960, -394000, -1026400, 0, 65536, -439278, 0, -1867620, 37856, -626454, 1050944, -1679868, 0, -406644, -53040, 0, -1113056, 1938402, 0, -695498, 271872, 0, 153144, 732250, 0, -1131378, 231104, 2102922, -152320, 1731218, 0, -1471244, -808672, 0, -169000, -178500, 248832, -292013, 144368, 0, -748000, 2888546, 0, 194908, -703104, 0, -115464, -266344, 0, 1003000, -159480, 0, -19968, 460348, 1032264, 874118, 680000, 0, -484624, 2682240, 0, -1344586, -644168, -578340, -309568, 1320738, 0, -644500, -57344, 0, 1071680, -82836, 944784, 495001, -1251320, 0, -67200, 1013540, 0, -2057278, -1399008, -2669598, -2131704, 973924, 0, 453398, -114244, 0, -237888, 2163500, -75816, 801380, 377600, 0, 2521832, -1230648, 0, -2438246, -1991720, 0, 256000, -2683150, 0, 707588, 1506720, 0, 2699664, 1586934, -217728, -2470015, -745128, 0, 459680, 654500, 0, -60052, 403456, -255150, 615216, -4937820, 0, -4018534, 1062000, 0, 381568, -435682, 0, 1675810, 17472, 0, -3248720, 687258, 0, -595000, 600568, 1433700, 2924576, 1376106, 0, 1673712, -773952, 0, -945576, 270872, 972000, -721198, 157504, 0, -749824, 2226810, 0, 1462526, -296224, -826686, 1753040, -2746500, 0, 2007826, 58800, 0, 1856896, 2366740, 1531872, 1224132, 173056, 0, -78000, 5993784, 0, -5327366, 1643104, 1448766, -1858944, -3110598, 0, 5589940, 2456320, 0, -330400, -5429718, 0, 7439794, -5884720, 0, -2857952, -122928, 0, 6864176, -224000, -2938599, 717912, -3466296, 0, -1318380, -4347528, 0, -696320, -1404262, -2846988, -262500, -3916064, 0, 1025880, -402220, 0, -5950718, 1192440, 0, -353024, -6254646, 0, -1550546, 659968, 0, 2447704, -1804796, 657072, 11826220, -333872, 0, 891008, 1475000, 0, 228462, -2888640, -7058178, -146280, 2218086, 0, -1856634, -1523688, 0, -1576816, -2559004, 0, -6142678, 2104448, 0, 677208, 6444860, 0, 2737836, -52728, -850500, -2215424, 8592140, 0, 4258378, 1356096, 0, 4912272, -3562420, -2643840, 259196, 1576000, 0, 4105600, 4239362, 0, 7947500, -262144, 0, 1757112, -1624784, 0, 1490500, 7470480, 0, -151424, 2386566, 2505816, -8841288, -4203776, 0, 6719472, -9190548, 0, -3952567, 1626576, 3383046, 212160, -177450, 0, -2149280, 4452224, 0, -7753608, -3023250, 0, 70058, 2781992, 0, -1087488, 2500708, 0, -6607520, -612576, 7990326, -2929000, -201084, 0, 3289160, 4525512, 0, -924416, -11072646, -8411688, 997100, 609280, 0, -6924872, -1435316, 0, 3426556, 5884976, -10038330, 3234688, -11705110, 0, 4818852, 676000, 0, 714000, -4616104, -995328, -1355718, 1168052, 0, -577472, 14864460, 0, -7261500, 2992000, -574938, -11554184, 5039410, 0, 675012, -779632, 0, 2812416, 9161242, 0, 2527560, 461856, 0, 1065376, -6466348, 0, -11802074, -4012000, 16904538, 637920, 1379714, 0, 2257476, 79872, 0, -1841392, 1007578, -4129056, -2753782, -3496472, 0, -2720000, 3416066, 0, 9431686, 1938496, 0, -10728960, -16008900, 0, 7966541, 5378344, 0, 2576672, 11667132, 2313360, -4874738, 1238272, 0, -5282952, -3592400, 0, -2043717, 2578000, 12281706, 229376, 9742790, 0, 1638938, -4286720, 0, 331344, -1590688, -3779136, 3480500, -1980004, 0, 5005280, 15977826, 0, 3678304, 268800, 11360250, -4054160, -6024576, 0, -20070478, 8229112, 0, 5596032, -185640, 10678392, 4062928, 8526816, 0, -3895696, 8220500, 0, -5485754, -1813592, 0, 456976, -4749258, 0, -31073620, 951552, 0, -8654000, -6139642, 303264, 536004, -3205520, 0, -1510400, -4908774, 0, 15761722, -10087328, -10327500, 4922592, 808864, 0, 1115100, 9752984, 0, 7966880, -14203614, 0, -856908, -1024000, 0, 10732600, 3147380, 0, 16071770, -2830352, 4701564, -6026880, -13638704, 0, -591500, -10798656, 0, -6347736, -20707784, 870912, -19729520, 9880060, 0, 2980512, -7550962, 0, 5048032, -1838720, -14348907, -2618000, -6265800, 0, -21037654, 240208, 0, -1613824, 17391500, 1020600, 13899150, -2460864, 0, 19751280, 1232666, 0, -404124, 16074136, 21247434, -4248000, -26098400, 0, -1626240, -1526272, 0, 1742728, -558180, 0, 3498822, -6703240, 0, -69888, 22171314, 0, 30365740, 12994880, 3612924, -2749032, 2352818, 0, 1089546, 2380000, 0, -2402272, 1952194, -5734800, 25347566, -11698304, 0, -5504424, -81900, 0, 12635500, -6694848, 0, 3095808, -2254588, 0, -14453074, 3782304, 0, -1083488, 41608180, -3888000, 5557058, 2884792, 0, -630016, 12349986, 0, -6331644, 2999296, -22883310, -8907240, 11687500, 0, 3750880, -5850104, 0, 1184896, 11596806, 3306744, -24753406, -7012160, 0, 10986000, -4379620, 0, 460200, -8031304, -6981390, -235200, -2474702, 0, -7847544, -7427584, 0, -9466960, -22619154, -6127488, -17391194, -4896528, 0, -692224, 12842766, 0, -7460964, 312000, 0, -23975136, -34382546, 0, -13865065, 21309464, 0, -6572416, -399854, -5795064, 16753670, 7435776, 0, 12442392, 17313936, 0, 23100682, -22359760, -265356, -9825280, -7023046, 0, 8821352, 1321600, 0, 21718872, 23956010, 0, 8826412, -29759176, 0, 23538880, 4837000, 0, 11756654, 11431808, -44416998, 491712, -14408520, 0, -5798046, -27456704, 0, 896000, -13052718, 11754396, 4730092, -2871648, 0, 13865184, 28073684, 0, -43622000, 5273520, -14762250, 17390112, 465036, 0, 9448824, 2785280, 0, 5617048, -22310012, 11387952, 30846852, 1050000, 0, 15664256, -2607948, 0, 22855188, -4103520, 4498902, 1608880, -32733492, 0, 21859500, 23802872, 0, -4769760, 44665120, 0, -12771708, 1412096, 0, 25018584, 8541598, 0, -32177994, 6202184, -28201608, -2639872, 34829706, 0, -943254, -9790816, 0, 7219184, 3717000, -2628288, 30017226, -47304880, 0, 1335488, -45064870, 0, 1654800, -3564032, 0, -5900000, 29927646, 0, 7900750, -913848, 0, 11554560, -42514694, 28232712, -11370520, 585120, 0, -8872344, 6508620, 0, 46262565, 7426536, -37305360, 6094752, 2101988, 0, -30025126, 6307264, 0, 10236016, -40086384, 0, 9821920, 24570712, 0, -8417792, 51215058, 0, -23542500, -2708832, 43405146, -25779440, 18238246, 0, -3309516, -10951344, 0, 210912, -9298400, 3402000, -32410308, 8861696, 0, -34368560, 551264, 0, -20786698, -17033512, 0, -5424384], 'weight': 6, '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], [-4], [0], [16], [-14], [0], [-170], [-64], [-243], [56], [-250], [0], [-169], [680], [0], [256], [1062], [972], [-78], [-224], [0], [1000], [1576], [0], [-2929], [676], [0], [-2720], [2578], [0], [-8654], [-1024], [0], [-4248], [2380], [-3888], [10986], [312], [0], [896], [1050], [0], [-5900], [-4000], [3402], [-6304], [-5962], [0], [12093], [11716], [0], [-2704], [29046], [0], [3500], [10880], [0], [-10312], [-13922], [0], [-32882], [34616], [41310], [4096], [2366], [0], [-69566], [16992], [0], [-9520], [-50542], [15552], [-46750], [-43944], [0], [-1248], [42500], [0], [-19348], [-3584], [59049], [-4200], [-87438], [0], [-14868], [23600], [0], [16000], [94170], [-13608], [28730], [25216], [0], [23848], [1092], [0], [182786], [-48372], [60750], [-46864]], 'ap': [[-4], [0], [-14], [-170], [-250], [-169], [1062], [-78], [1576], [2578], [-8654], [10986], [1050], [-5900], [-5962], [29046], [-13922], [-32882], [-69566], [-50542], [-46750], [-19348], [-87438], [94170], [182786], [-18514], [116056], [153520], [-178622], [-244754], [256600], [-262736], [-38286], [-57776], [28866], [39870], [161042], [312830], [532926], [-630458], [-674916], [186282], [812180], [-150142], [236394], [-39376], [-410776], [1086882], [-256470], [-298110], [-611926], [36570], [380922], [-1228068], [-439278], [-1679868], [1938402], [-695498], [-1131378], [1731218], [-1471244], [2888546], [874118], [2682240], [-1344586], [1320738], [-2057278], [453398], [-1230648], [-2438246], [-2683150], [1586934], [-60052], [-4018534], [1675810], [687258], [1376106], [-721198], [2226810], [2007826], [5993784], [-5327366], [-5429718], [7439794], [6864176], [-3466296], [-1404262], [-5950718], [-6254646], [-1550546], [-1804796], [2218086], [-6142678], [6444860], [4258378], [-3562420], [4239362], [2386566], [-8841288], [70058], [-6607520], [-11072646], [-1435316], [-11705110], [4818852], [-1355718], [5039410], [9161242], [-6466348], [-11802074], [2257476], [-2753782], [3416066], [9431686], [-4874738], [9742790], [1638938], [-1590688], [15977826], [-6024576], [-20070478], [-5485754], [-4749258], [-6139642], [15761722], [-14203614], [16071770], [-20707784], [5048032], [-21037654], [13899150], [1232666], [-1626240], [3498822], [22171314], [1089546], [1952194], [-14453074], [12349986], [11596806], [-24753406], [-2474702], [-7847544], [-22619154], [-17391194], [-34382546], [23100682], [-7023046], [8821352], [23956010], [-5798046], [-13052718], [4730092], [28073684], [22855188], [-32733492], [-12771708], [34829706], [30017226], [-45064870], [29927646], [-42514694], [-30025126], [-40086384], [51215058], [18238246], [-32410308], [-20786698]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 100663322, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '26.6.a.a', 'level': 26, 'maxp': 997, 'weight': 6}
• 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

  
  {'ALdims': [1, 2, 2, 0], 'Nk2': 936, 'analytic_conductor': 4.169979315137496, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [26, 1, [15], [1]], 'conrey_index': 1, 'cusp_dim': 15, 'dim': 5, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 100663322, 'hecke_orbit_dims': [1, 2, 2], 'label': '26.6.a', 'level': 26, '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': True, 'level_primes': [2, 13], 'level_radical': 26, 'mf_dim': 19, 'mf_new_dim': 5, 'num_forms': 3, 'plus_dim': 1, 'prim_orbit_index': 1, 'relative_dim': 5, 'sturm_bound': 21, 'trace_bound': 2, 'trace_display': [-4, 18, 22, 312], 'traces': [5, -4, 18, 80, 22, 0, 312, -64, 683, 496, -384, 288, -169, -8, -2504, 1280, 392, -2900, -1332, 352, -3044, -224, -4156, 0, -6867, -2028, 16146, 4992, 6122, 2456, -6368, -1024, -4340, -3080, 14842, 10928, 42102, -14640, 0, 7936, 734, -12808, 5526, -6144, -38878, -7728, -64560, 4608, 46119, 29348, -42458, -2704, 13646, -52272, -22760, -128, -77648, -9288, -32292, -40064, 63642, 47856, 147600, 20480, -16224, 90944, 41680, 6272, -46788, 77584, -14176, -46400, 50422, -25968, -59164, -21312, -38256, -12168, 112708, 5632, 193637, 90136, -202896, -48704, 136096, -54656, -206184, -3584, 28670, 57688, 57798, -66496, -263712, 54328, -91924, 0, 136986, -82212, 70148, -109872, -146422, -275056, 169596, -32448, -383978, -91496, -16708, 258336, 3774, -217712, 130216, 79872, 186458, 424496, -154140, 97952, 204659, -58192, 203696, 39296, -331095, 520072, 949432, -101888, 285408, -878496, -285916, -16384, 811390, -33800, -347106, -69440, -108868, 412800, -320168, -49280, -310918, 444336, -271306, 237472, -52676, -236728, 93964, 174848, 840, 175528, -894408, 673632, 307890, -498608, 244784, -234240, -838822, -716912, 185832, 0, -1038074, -34640, 71716, 126976, -1289092, -1401668, 541456, 11744, 591512, 509520, 1070424, -204928, 142805, 714680, -14796, 88416, -324386, 1789680, 619024, -98304, -343048, -955256, 134046, -622048, -97106, -440752, 273592, -123648, 109358, 2439264, -1732820, -1032960, 2943916, -972416, 3213512, 73728, 390114, 287192, -103766, 737904, -576954, 471424, -1478640, 469568, 1896084, -1657240, -696628, -679328, -712076, -70256, -1812720, -43264, 1933496, 247040, -1296082, 218336, -2187316, -1794768, -1298480, -836352, 594624, 1907248, 2615352, -364160, -228826, 721208, 1326328, -2048, -1639623, 1763352, -790660, -1242368, -1227234, -1372592, -1490192, -148608, -2785112, -790244, -101534, -516672, -2193420, 3010792, -1328472, -641024, 931134, 897260, 4496436, 1018272, 2136162, -1809952, 644904, 765696, 3387372, -666840, -2675060, 2361600, 1593960, -115600, -1147552, 327680, -1973280, -2648320, 1097330, -259584, -1867158, 381920, 1926152, 1455104, -1194032, -2945888, -244160, 666880, 3154450, 3900104, 2361208, 100352, 541138, 633544, -2219436, -748608, 783618, 2953472, -634880, 1241344, 3442478, -2082280, -133388, -226816, 3038956, -78416, -3750496, -742400, 1394697, -2138192, -435788, 806752, -58170, -699600, -880108, -415488, -5484908, -559560, -206180, -946624, 1717388, -809720, 170672, -340992, 3819772, -571592, -801804, -612096, -8043596, -3777376, 551244, -194688, 1973252, -3283352, -6923692, 1803328, 798666, 2257040, 5248824, 90112, -6246120, -31824, -4503520, 3098192, -249951, 132688, 4027864, 1442176, -5210814, 340144, 3164176, -3246336, 3357954, -2805552, 1270272, -779264, 3467660, -114244, -3749796, 2177536, 10029368, 2102688, 2949264, -874496, 6125364, 1711960, 421830, -3298944, -5496202, 4363120, 2208492, -57344, -5249982, 2077648, 3101366, 458720, 685468, 2884416, 12084672, 923008, -136671, 1423640, -4485358, 924768, -3346216, 3756704, -4814016, -1063936, 2522054, 2958352, -9909940, -4219392, -5601070, -3416416, 7643592, 869248, -478946, -4311352, 1674464, -1470784, 4541780, -3485872, -6731760, 0, -6374684, 7223048, 15653064, 2191776, 5650006, 1692704, -4041540, -1315392, 4358654, -5133312, 4373372, 1122368, -949318, 5525168, -10609572, -1757952, -10772238, -4039200, 903136, -2342752, -13425058, -4104384, -1479976, -4400896, -8204126, 1538576, -13064060, 2713536, 89172, 10807488, -3586284, -519168, 11514782, -647264, -1074734, -6143648, -5520426, 5889312, -12061576, -1463936, 10430098, -3502904, 11839808, -267328, -3842384, 1774600, 6444928, 4133376, 11184884, -12196928, 8084916, 60384, 9436296, 1709328, 5300652, -3483392, -2441985, 1170832, 6317018, 2083456, -3542000, -12140248, 12686520, 1277952, -4805678, -154764, -4896584, 2983328, 5251436, -10130336, -4082364, 6791936, -1211602, 6567264, 12156610, -2466240, -14817258, 11724656, -15920520, 1567232, 12760232, 14351256, 11385652, 3274544, 21452328, -2910512, -246636, -931072, -1850028, 7060368, -11840756, 3259136, -10847758, -8136552, 7365128, 628736, -2616120, -7766808, -4284228, -5297520, 9119220, -31868496, -12981912, 8321152, -24953892, 9400248, 6053422, 15190912, -15970068, 794976, 11782024, -1630208, 30975062, -11057712, 7418972, 4566528, 24748944, -5602576, -476404, -14055936, -16643140, 5105312, 514098, -4574656, -16012238, -4771304, 7128708, -262144, -24690560, 9315864, 14577364, 12982240, -5084912, 1239952, -17138564, -540800, -3406124, 15377928, -24334524, -5553696, 4220568, 4030240, -34810352, -1111040, -13292611, -4701184, 3676684, -1741888, -4163146, -12382672, -2844360, 6604800, 19352958, -9257272, -13174716, -5122688, -1144178, 22435608, 24309036, -788480, 9168526, 2057744, -6460886, -4974688, 5381826, -9178432, 28566720, 7109376, 26780100, -735096, -15106970, -4340896, -14120538, 13857680, 4303416, 3799552, 2465564, -895096, -33971082, -842816, 24757524, -9675984, 18962976, -3787648, 2950588, 1965536, 14780178, 1503424, 17416352, 8094496, -11878616, 2797568, -2420818, 28359220, -37729292, 13440, -8523732, -13937440, 2889616, 2808448, -3587194, -2302160, 25320744, -14310528, 36905016, -7963936, 13228992, 10778112, 15851426, 3224960, 30529426, 4926240, -2440256, 4940208, -41155508, -7977728, 10170208, -16085848, 47077852, 3916544, 10666958, 1633120, -9599084, -3747840, -51893196, 8899696, -280202, -13421152, -4369302, 735056, -9030208, -11470592, -26560874, 16002032, 33461620, 2973312, -49853004, -1842912, -8155828, 0, 12210645, -11925288, -19742192, -16609184, -3843712, 9110368, -25068928, -554240, -7138498, -3036072, -7444060, 1147456, -613977, -1150240, 26094976, 2031616, 9830058, 2710848, -9738128, -20625472, -23358716, -6383984, -4656692, -22426688, 15459128, 682084, -67531384, 8663296, 36030650, -7593352, 9757112, 187904, 54152326, 17418496, 9571164, 9464192, -25877670, -14771408, 11621116, 8152320, -24596944, -9517608, 27106536, 17126784, 21535788, 13259504, 4965768, -3278848, -34412496, -14485512, 3467576, 2284880, 22481966, 820512, -27871240, 11434880, -2564792, -11771200, 2338056, -236736, 8194504, 17924504, -5826536, 1414656, -5951842, -4559472, 38212164, -5190176, -6075448, 22858368, -6937432, 28634880, -14107604, 3035888, 15291798, 9904384, 12566134, -10914696, -4357252, -1572864, 25090238, 34681768, -6809344, -5488768, 18942266, 9679440, 16961416, -15284096, 20974736, -16589992, 8015332, 2144736, -16800684, 488112, -41550112, -9952768, 9680348, -1925236, 8431000, -1553696, -47666210, -1911488, 23270656, -7052032, 70263425, -4266544, -14263294, 4377472, -37285938, 9912272, -25745976, -1978368, 1120496, 3055096, 38201700, 1749728, -17934956, 12389008, -19438736, 39028224, -31662864, -6533784, 20015340, -27725120, -14541952, -24943320, 52769584, -16527360, -40903624, -653016, 2411982, 47102656, 493190, 8281040, 4237704, -15558656, 8502046, -30843152, 36447650, 51416192, -17521004, 8139144, 7164248, 1179648, -5905754, -35289728, -21376074, 6241824, -9506050, -55576944, -24471360, 4595072, -38002530, -1100344, -63086392, -1660256, -3139072, -28845648, -100969680, 11806464, -35209540, -86667872, -42427812, -9231264, 74335360, 8456048, 116297864, 7542784, -10858926, 26901624, 22926980, -23658240, -9354818, 81157440, 30430096, 7513088, -2587402, -34987896, 31382232, 30337344, -32073036, -7395440, -57725896, -26515840, 51761420, 55017040, -26420188, -11146048, 86879460, 4677712, 49715996, -10869248, -25951888, -15430296, 23153676, -11393216, 32868302, 69621776, -50014388, -1124096, 29410688, -28814272, -47692388, -29003520, -25362918, -8233392, 33165400, -692224, 77907906, 10608544, -36916656, 30935936, -153503184, -70167424, -589280, 3952640, 17040659, 42784144, 140855744, -20737312, 628342, 38008960, 4694056, 3493376, 10178928, 54042344, -15483276, -34997056, 42607974, 388640, 67886096, -28716288, -8819438, 2933840, -49172364, -20775680, 108620752, 22596728, 60890360, -13381632, 48465784, -58335688, 10572212, 9513984, 15191208, -18901152, 6072508, 30515968, -118696218, 14652192, 3058926, 41845632, -1863858, 6322592, -9656744, -5826560, -66256096, -33942612, 2389362, -3661216, 22022596, 23272384, -52392944, 11539328, -118760036, 12217136, -109416784, 21221248, -25406356, 29421456, -14291400, -32768, -18773196, 49232760, 126559328, -26233968, -11997056, 47003264, 116459712, 28213632, -20931536, -59946008, -41050002, -12650560, 86347930, -6815432, -77010200, -19877888, -30528, 36355496, -33966176, -19635744, 101656212, 43521968, -13812656, -21961472, -59700488, 4406352, 27084954, -23843072, -77457074, -29855408, -114202896, -2377728, 68782918, -32092544, -7360860, -44561792, -50464884, -30891344, -59468272, -12643904, 38347570, -49332176, -9187582, -1624544, -92456490, -36997344, -15037776, -8266752, -24832838, 28830208, 12745112, -35094720, 8385442, 393344, -20311848, 48172672, 30348692, 68168680, 1139804, -21255552, -1945872, -58260008, -39781732, -10256384, 131997213, -13607880, -54602364, 14898144, 104202384, 68732976, 3097536, 14356160, 78996016, 52321696, -30885814, 71942976, -105910124, 94192112, 21066188, 16292352, 40922034, 43998000, -51489944, 34178592, 42331578, -52675872, 71953280, -28959232, -64696662, -53210304, 93019198, 10318464, -45906748, -7026016, -43557772, 12251136, 114823284, -48255712, -13670748, 54197952, 118413306, 48676256, 71894344, -10669440], 'weight': 6, 'weight_parity': 1}
• mf_twists_nf •

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

  
  
  • id: 21305
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '26.6.a.a', 'source_level': 26, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '26.6.a.a', 'target_level': 26, 'twist_class_label': '26.6.a.a', 'twist_class_level': 26, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 21306
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '26.6.a.a', 'source_level': 26, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '208.6.a.b', 'target_level': 208, 'twist_class_label': '26.6.a.a', 'twist_class_level': 26, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 21307
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '26.6.a.a', 'source_level': 26, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '234.6.a.g', 'target_level': 234, 'twist_class_label': '26.6.a.a', 'twist_class_level': 26, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 21308
    {'conductor': 13, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '26.6.a.a', 'source_level': 26, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '338.6.a.d', 'target_level': 338, 'twist_class_label': '26.6.a.a', 'twist_class_level': 26, 'twisting_char_label': '13.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 21309
    {'conductor': 13, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '26.6.a.a', 'source_level': 26, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '338.6.b.a', 'target_level': 338, 'twist_class_label': '26.6.a.a', 'twist_class_level': 26, 'twisting_char_label': '13.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 21310
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '26.6.a.a', 'source_level': 26, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '650.6.a.a', 'target_level': 650, 'twist_class_label': '26.6.a.a', 'twist_class_level': 26, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 21311
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '26.6.a.a', 'source_level': 26, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '650.6.b.a', 'target_level': 650, 'twist_class_label': '26.6.a.a', 'twist_class_level': 26, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 21312
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '26.6.a.a', 'source_level': 26, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '832.6.a.d', 'target_level': 832, 'twist_class_label': '26.6.a.a', 'twist_class_level': 26, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 21313
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '26.6.a.a', 'source_level': 26, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '832.6.a.e', 'target_level': 832, 'twist_class_label': '26.6.a.a', 'twist_class_level': 26, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 99925
    {'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 100663322, 'p': 2}
  • id: 99926
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 100663322, 'p': 3}
  • id: 99927
    {'charpoly_factorization': [[[14, 1], 1]], 'hecke_orbit_code': 100663322, 'p': 5}
  • id: 99928
    {'charpoly_factorization': [[[170, 1], 1]], 'hecke_orbit_code': 100663322, 'p': 7}
  • id: 99929
    {'charpoly_factorization': [[[250, 1], 1]], 'hecke_orbit_code': 100663322, 'p': 11}
  • id: 99930
    {'charpoly_factorization': [[[169, 1], 1]], 'hecke_orbit_code': 100663322, 'p': 13}
  • id: 99931
    {'charpoly_factorization': [[[-1062, 1], 1]], 'hecke_orbit_code': 100663322, 'p': 17}
  • id: 99932
    {'charpoly_factorization': [[[78, 1], 1]], 'hecke_orbit_code': 100663322, 'p': 19}
  • id: 99933
    {'charpoly_factorization': [[[-1576, 1], 1]], 'hecke_orbit_code': 100663322, 'p': 23}
  • id: 99934
    {'charpoly_factorization': [[[-2578, 1], 1]], 'hecke_orbit_code': 100663322, 'p': 29}
  • id: 99935
    {'charpoly_factorization': [[[8654, 1], 1]], 'hecke_orbit_code': 100663322, 'p': 31}
  • id: 99936
    {'charpoly_factorization': [[[-10986, 1], 1]], 'hecke_orbit_code': 100663322, 'p': 37}
  • id: 99937
    {'charpoly_factorization': [[[-1050, 1], 1]], 'hecke_orbit_code': 100663322, 'p': 41}
  • id: 99938
    {'charpoly_factorization': [[[5900, 1], 1]], 'hecke_orbit_code': 100663322, 'p': 43}
  • id: 99939
    {'charpoly_factorization': [[[5962, 1], 1]], 'hecke_orbit_code': 100663322, 'p': 47}
  • id: 99940
    {'charpoly_factorization': [[[-29046, 1], 1]], 'hecke_orbit_code': 100663322, 'p': 53}
  • id: 99941
    {'charpoly_factorization': [[[13922, 1], 1]], 'hecke_orbit_code': 100663322, 'p': 59}
  • id: 99942
    {'charpoly_factorization': [[[32882, 1], 1]], 'hecke_orbit_code': 100663322, 'p': 61}
  • id: 99943
    {'charpoly_factorization': [[[69566, 1], 1]], 'hecke_orbit_code': 100663322, 'p': 67}
  • id: 99944
    {'charpoly_factorization': [[[50542, 1], 1]], 'hecke_orbit_code': 100663322, 'p': 71}
  • id: 99945
    {'charpoly_factorization': [[[46750, 1], 1]], 'hecke_orbit_code': 100663322, 'p': 73}
  • id: 99946
    {'charpoly_factorization': [[[19348, 1], 1]], 'hecke_orbit_code': 100663322, 'p': 79}
  • id: 99947
    {'charpoly_factorization': [[[87438, 1], 1]], 'hecke_orbit_code': 100663322, 'p': 83}
  • id: 99948
    {'charpoly_factorization': [[[-94170, 1], 1]], 'hecke_orbit_code': 100663322, 'p': 89}
  • id: 99949
    {'charpoly_factorization': [[[-182786, 1], 1]], 'hecke_orbit_code': 100663322, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '26.6.a.a', 'level': 26, 'portrait': 'data:image/png;base64,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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 3225000
    {'hecke_orbit_code': 100663322, 'n': 1, 'trace_an': 1}
  • id: 3225001
    {'hecke_orbit_code': 100663322, 'n': 2, 'trace_an': -4}
  • id: 3225002
    {'hecke_orbit_code': 100663322, 'n': 3, 'trace_an': 0}
  • id: 3225003
    {'hecke_orbit_code': 100663322, 'n': 4, 'trace_an': 16}
  • id: 3225004
    {'hecke_orbit_code': 100663322, 'n': 5, 'trace_an': -14}
  • id: 3225005
    {'hecke_orbit_code': 100663322, 'n': 6, 'trace_an': 0}
  • id: 3225006
    {'hecke_orbit_code': 100663322, 'n': 7, 'trace_an': -170}
  • id: 3225007
    {'hecke_orbit_code': 100663322, 'n': 8, 'trace_an': -64}
  • id: 3225008
    {'hecke_orbit_code': 100663322, 'n': 9, 'trace_an': -243}
  • id: 3225009
    {'hecke_orbit_code': 100663322, 'n': 10, 'trace_an': 56}
  • id: 3225010
    {'hecke_orbit_code': 100663322, 'n': 11, 'trace_an': -250}
  • id: 3225011
    {'hecke_orbit_code': 100663322, 'n': 12, 'trace_an': 0}
  • id: 3225012
    {'hecke_orbit_code': 100663322, 'n': 13, 'trace_an': -169}
  • id: 3225013
    {'hecke_orbit_code': 100663322, 'n': 14, 'trace_an': 680}
  • id: 3225014
    {'hecke_orbit_code': 100663322, 'n': 15, 'trace_an': 0}
  • id: 3225015
    {'hecke_orbit_code': 100663322, 'n': 16, 'trace_an': 256}
  • id: 3225016
    {'hecke_orbit_code': 100663322, 'n': 17, 'trace_an': 1062}
  • id: 3225017
    {'hecke_orbit_code': 100663322, 'n': 18, 'trace_an': 972}
  • id: 3225018
    {'hecke_orbit_code': 100663322, 'n': 19, 'trace_an': -78}
  • id: 3225019
    {'hecke_orbit_code': 100663322, 'n': 20, 'trace_an': -224}
  • id: 3225020
    {'hecke_orbit_code': 100663322, 'n': 21, 'trace_an': 0}
  • id: 3225021
    {'hecke_orbit_code': 100663322, 'n': 22, 'trace_an': 1000}
  • id: 3225022
    {'hecke_orbit_code': 100663322, 'n': 23, 'trace_an': 1576}
  • id: 3225023
    {'hecke_orbit_code': 100663322, 'n': 24, 'trace_an': 0}
  • id: 3225024
    {'hecke_orbit_code': 100663322, 'n': 25, 'trace_an': -2929}
  • id: 3225025
    {'hecke_orbit_code': 100663322, 'n': 26, 'trace_an': 676}
  • id: 3225026
    {'hecke_orbit_code': 100663322, 'n': 27, 'trace_an': 0}
  • id: 3225027
    {'hecke_orbit_code': 100663322, 'n': 28, 'trace_an': -2720}
  • id: 3225028
    {'hecke_orbit_code': 100663322, 'n': 29, 'trace_an': 2578}
  • id: 3225029
    {'hecke_orbit_code': 100663322, 'n': 30, 'trace_an': 0}
  • id: 3225030
    {'hecke_orbit_code': 100663322, 'n': 31, 'trace_an': -8654}
  • id: 3225031
    {'hecke_orbit_code': 100663322, 'n': 32, 'trace_an': -1024}
  • id: 3225032
    {'hecke_orbit_code': 100663322, 'n': 33, 'trace_an': 0}
  • id: 3225033
    {'hecke_orbit_code': 100663322, 'n': 34, 'trace_an': -4248}
  • id: 3225034
    {'hecke_orbit_code': 100663322, 'n': 35, 'trace_an': 2380}
  • id: 3225035
    {'hecke_orbit_code': 100663322, 'n': 36, 'trace_an': -3888}
  • id: 3225036
    {'hecke_orbit_code': 100663322, 'n': 37, 'trace_an': 10986}
  • id: 3225037
    {'hecke_orbit_code': 100663322, 'n': 38, 'trace_an': 312}
  • id: 3225038
    {'hecke_orbit_code': 100663322, 'n': 39, 'trace_an': 0}
  • id: 3225039
    {'hecke_orbit_code': 100663322, 'n': 40, 'trace_an': 896}
  • id: 3225040
    {'hecke_orbit_code': 100663322, 'n': 41, 'trace_an': 1050}
  • id: 3225041
    {'hecke_orbit_code': 100663322, 'n': 42, 'trace_an': 0}
  • id: 3225042
    {'hecke_orbit_code': 100663322, 'n': 43, 'trace_an': -5900}
  • id: 3225043
    {'hecke_orbit_code': 100663322, 'n': 44, 'trace_an': -4000}
  • id: 3225044
    {'hecke_orbit_code': 100663322, 'n': 45, 'trace_an': 3402}
  • id: 3225045
    {'hecke_orbit_code': 100663322, 'n': 46, 'trace_an': -6304}
  • id: 3225046
    {'hecke_orbit_code': 100663322, 'n': 47, 'trace_an': -5962}
  • id: 3225047
    {'hecke_orbit_code': 100663322, 'n': 48, 'trace_an': 0}
  • id: 3225048
    {'hecke_orbit_code': 100663322, 'n': 49, 'trace_an': 12093}
  • id: 3225049
    {'hecke_orbit_code': 100663322, 'n': 50, 'trace_an': 11716}
  • id: 3225050
    {'hecke_orbit_code': 100663322, 'n': 51, 'trace_an': 0}
  • id: 3225051
    {'hecke_orbit_code': 100663322, 'n': 52, 'trace_an': -2704}
  • id: 3225052
    {'hecke_orbit_code': 100663322, 'n': 53, 'trace_an': 29046}
  • id: 3225053
    {'hecke_orbit_code': 100663322, 'n': 54, 'trace_an': 0}
  • id: 3225054
    {'hecke_orbit_code': 100663322, 'n': 55, 'trace_an': 3500}
  • id: 3225055
    {'hecke_orbit_code': 100663322, 'n': 56, 'trace_an': 10880}
  • id: 3225056
    {'hecke_orbit_code': 100663322, 'n': 57, 'trace_an': 0}
  • id: 3225057
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  • id: 3225058
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  • id: 3225059
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  • id: 3225060
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  • id: 3225061
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  • id: 3225062
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  • id: 3225063
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  • id: 3225064
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  • id: 3225065
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  • id: 3225066
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  • id: 3225067
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  • id: 3225068
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  • id: 3225069
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  • id: 3225070
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  • id: 3225071
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  • id: 3225072
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  • id: 3225073
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  • id: 3225074
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  • id: 3225075
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  • id: 3225076
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  • id: 3225077
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  • id: 3225078
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  • id: 3225079
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  • id: 3225080
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  • id: 3225081
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  • id: 3225082
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  • id: 3225083
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  • id: 3225084
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  • id: 3225085
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  • id: 3225086
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  • id: 3225087
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  • id: 3225088
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  • id: 3225089
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  • id: 3225090
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  • id: 3225091
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  • id: 3225092
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  • id: 3225093
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  • id: 3225094
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  • id: 3225095
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  • id: 3225096
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  • id: 3225097
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  • id: 3225098
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  • id: 3225099
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  • id: 3225100
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  • id: 3225101
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  • id: 3225102
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  • id: 3225103
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  • id: 3225104
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  • id: 3225105
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  • id: 3225106
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  • id: 3225107
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  • id: 3225108
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  • id: 3225109
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  • id: 3225110
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  • id: 3225111
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  • id: 3225112
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  • id: 3225113
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  • id: 3225114
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  • id: 3225115
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  • id: 3225116
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  • id: 3225117
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  • id: 3225118
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  • id: 3225119
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  • id: 3225120
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  • id: 3225121
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  • id: 3225122
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  • id: 3225123
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  • id: 3225124
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  • id: 3225125
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  • id: 3225126
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  • id: 3225127
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  • id: 3225128
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  • id: 3225129
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  • id: 3225130
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  • id: 3225131
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  • id: 3225132
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  • id: 3225133
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  • id: 3225134
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  • id: 3225135
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  • id: 3225136
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  • id: 3225137
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  • id: 3225138
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  • id: 3225139
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  • id: 3225140
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  • id: 3225141
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  • id: 3225142
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  • id: 3225143
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  • id: 3225144
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  • id: 3225145
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  • id: 3225146
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  • id: 3225147
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  • id: 3225148
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  • id: 3225149
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  • id: 3225150
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  • id: 3225151
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  • id: 3225152
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  • id: 3225153
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  • id: 3225154
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  • id: 3225155
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  • id: 3225156
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  • id: 3225157
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  • id: 3225158
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  • id: 3225159
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  • id: 3225160
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  • id: 3225161
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  • id: 3225162
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  • id: 3225163
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  • id: 3225164
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  • id: 3225165
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  • id: 3225166
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  • id: 3225167
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  • id: 3225168
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  • id: 3225169
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  • id: 3225170
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  • id: 3225171
    {'hecke_orbit_code': 100663322, 'n': 457, 'trace_an': -5950718}
  • id: 3225172
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  • id: 3225173
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  • id: 3225174
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  • id: 3225175
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  • id: 3225176
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  • id: 3225177
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  • id: 3225178
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  • id: 3225179
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  • id: 3225180
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  • id: 3225181
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  • id: 3225182
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  • id: 3225183
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  • id: 3225184
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  • id: 3225185
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  • id: 3225186
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  • id: 3225187
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  • id: 3225188
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  • id: 3225189
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  • id: 3225190
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  • id: 3225191
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  • id: 3225192
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  • id: 3225193
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  • id: 3225194
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  • id: 3225195
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  • id: 3225196
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  • id: 3225197
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  • id: 3225198
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  • id: 3225199
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  • id: 3225200
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  • id: 3225201
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  • id: 3225202
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  • id: 3225203
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  • id: 3225204
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  • id: 3225205
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  • id: 3225206
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  • id: 3225207
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  • id: 3225208
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  • id: 3225209
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  • id: 3225210
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  • id: 3225211
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  • id: 3225212
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  • id: 3225213
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  • id: 3225214
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  • id: 3225215
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  • id: 3225216
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  • id: 3225217
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  • id: 3225218
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  • id: 3225219
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  • id: 3225220
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  • id: 3225221
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  • id: 3225222
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  • id: 3225223
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  • id: 3225224
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  • id: 3225225
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  • id: 3225226
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  • id: 3225227
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  • id: 3225228
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  • id: 3225229
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  • id: 3225230
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  • id: 3225231
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  • id: 3225232
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  • id: 3225233
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  • id: 3225234
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  • id: 3225235
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  • id: 3225236
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  • id: 3225237
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  • id: 3225238
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  • id: 3225239
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  • id: 3225240
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  • id: 3225241
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  • id: 3225242
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  • id: 3225243
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  • id: 3225244
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  • id: 3225245
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  • id: 3225246
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  • id: 3225247
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  • id: 3225248
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  • id: 3225249
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  • id: 3225250
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  • id: 3225251
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  • id: 3225252
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  • id: 3225253
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  • id: 3225254
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  • id: 3225255
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  • id: 3225256
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  • id: 3225257
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