Newform data - 63.6.a.a

Formats: - HTML - YAML - JSON - 2025-07-17T09:59:42.672450

• 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': 2268, 'analytic_conductor': 10.10418064821778, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [7, 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': [63, 1, [29, 10], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [10, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 100663359, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '63.6.a.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': '21.6.a.d', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-10q^{2}+68q^{4}+106q^{5}-7^{2}q^{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': '63.6.a', 'trace_display': [-10, 0, 106, -49], 'trace_hash': 381696492750188976, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.027', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.989', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.027', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.953', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.045', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.801', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [1, -10, 0, 68, 106, 0, -49, -360, 0, -1060, -92, 0, 670, 490, 0, 1424, 222, 0, -908, 7208, 0, 920, 1176, 0, 8111, -6700, 0, -3332, -1118, 0, 3696, -2720, 0, -2220, -5194, 0, 4182, 9080, 0, -38160, 6662, 0, -3700, -6256, 0, -11760, 7056, 0, 2401, -81110, 0, 45560, 37578, 0, -9752, 17640, 0, 11180, -32700, 0, -10802, -36960, 0, -18368, 71020, 0, 64996, 15096, 0, 51940, 61320, 0, 38922, -41820, 0, -61744, 4508, 0, -88096, 150944, 0, -66620, -71892, 0, 23532, 37000, 0, 33120, -111818, 0, -32830, 79968, 0, -70560, -96248, 0, -150846, -24010, 0, 551548, 137354, 0, 28760, -241200, 0, -375780, -22556, 0, 19998, 97520, 0, -69776, -17906, 0, 124656, -76024, 0, 327000, -10878, 0, -152587, 108020, 0, 251328, 528516, 0, 66864, 270720, 0, -710200, -153764, 0, 44492, -649960, 0, -79920, -255978, 0, 282924, -353192, 0, -613200, -61640, 0, -118508, -389220, 0, 284376, -408054, 0, 362504, 326880, 0, -45080, 391776, 0, -152786, 880960, 0, -288320, -57624, 0, -150428, 453016, 0, 718920, 7288, 0, 77607, -235320, 0, -251600, 289154, 0, -397439, -131008, 0, 1118180, -199492, 0, 240550, 328300, 0, -423360, 443292, 0, -20424, 479808, 0, 962480, -290384, 0, -171454, 1508460, 0, 163268, -401990, 0, -259176, -2919960, 0, -1373540, 54782, 0, 706172, -287600, 0, 954080, 83536, 0, -1191788, 2555304, 0, 225560, -392200, 0, -181104, -199980, 0, -663136, 148740, 0, -218384, 133280, 0, 179060, -582852, 0, 961046, -1246560, 0, 402480, -605994, 0, 747936, -2223600, 0, 108780, -1170144, 0, -1236910, 1525870, 0, -734536, 254506, 0, -608360, -1330560, 0, -5285160, -959708, 0, -108192, -668640, 0, -2119424, 1212590, 0, -204918, 4829360, 0, 1537640, 1252744, 0, 3983268, -444920, 0, 4419728, 136866, 0, -960896, 316128, 0, 2559780, -746212, 0, 905830, -2829240, 0, 1869840, 33062, 0, -863588, 4169760, 0, 616400, -326438, 0, -1370573, 1185080, 0, 2646696, 1337546, 0, -3466200, -1505520, 0, 4080540, 787920, 0, 181300, -3625040, 0, -1292992, -1145012, 0, -1328204, 306544, 0, -3917760, 665832, 0, -3090214, 1527860, 0, -5990528, 974178, 0, 102856, -1947008, 0, 576240, -201576, 0, 5434370, 1504280, 0, -2398320, -345744, 0, 781772, -4888656, 0, -72880, 6889576, 0, 348754, -776070, 0, 1600176, -340032, 0, -117649, 1332000, 0, -2891540, -2506252, 0, 3058606, 3974390, 0, 250240, 3492910, 0, 6499920, -7603624, 0, 1994920, -2120344, 0, -1651635, -2405500, 0, -2232440, 4125732, 0, 746592, 1674624, 0, -4432920, -1841322, 0, -939034, 204240, 0, -2540160, -749060, 0, 5165340, -6544864, 0, 2903840, -400512, 0, 477848, 1714540, 0, -10257528, -306822, 0, 261072, -864360, 0, 4019900, -9338176, 0, -3834210, 2591760, 0, 11550064, 3293550, 0, 2476320, 9340072, 0, -547820, -384744, 0, -1354726, -7061720, 0, 1955680, 1602300, 0, -7620552, -1822400, 0, -835360, -5081988, 0, 628022, 11917880, 0, -13528080, 1800642, 0, 529298, -1533808, 0, 3922000, 3000864, 0, 1214962, 1811040, 0, 1359864, -1067808, 0, 4006536, 3510720, 0, -1487400, 5447508, 0, -11852708, 2183840, 0, 900032, 1815774, 0, -612904, -1217608, 0, 5828520, -3479980, 0, -5300822, -9610460, 0, 8476608, -3203806, 0, -1118528, -1592032, 0, 6059940, 3851340, 0, -3184804, -7479360, 0, 11772000, 340400, 0, -7364788, -739704, 0, 11701440, -1435360, 0, 2801940, 12369100, 0, -10375916, -15989676, 0, 4610968, 3888720, 0, -2545060, -7405180, 0, -248196, 6083600, 0, 5263104, -3004680, 0, 3934324, 35939088, 0, 9597080, -3409752, 0, 14559524, 1081920, 0, 4546752, 7723826, 0, -1907178, 12531200, 0, -12125900, 3048560, 0, -649152, 2049180, 0, -25567200, 4776582, 0, -9287540, -10455952, 0, -12527440, 820512, 0, -5053367, -39832680, 0, 3025456, 4463540, 0, -2390936, -23398560, 0, -1368660, -220892, 0, 7729166, 9608960, 0, -603840, 2119788, 0, -8603612, -17406504, 0, 7462120, 1015144, 0, 4316704, -9058300, 0, 19238832, 1777234, 0, -2479000, -7396256, 0, -330620, -2688596, 0, -1898036, 8635880, 0, -22075200, -5326298, 0, 13399196, -4191520, 0, 3264380, 9538536, 0, -1105022, 13705730, 0, -8058544, 3522708, 0, -3457176, -14011920, 0, -13375460, -5972876, 0, -3355968, 34662000, 0, 5955168, 11194494, 0, -1153068, -27747672, 0, -7879200, -10905480, 0, 7397370, -1813000, 0, 24650272, -16174222, 0, 7133552, 2469760, 0, 11450120, 4727520, 0, -17126378, 13282040, 0, -1622880, -2299242, 0, -1851764, 26640768, 0, -6658320, 5479082, 0, 30675821, 30902140, 0, -10389448, 928404, 0, 9259784, 31714560, 0, -9741780, 7087584, 0, 1608670, -1028560, 0, 28696320, -17941890, 0, 6700196, -3918432, 0, 2015760, 11254904, 0, 3008400, -54343700, 0, -10229104, -13170414, 0, -16298984, 9486688, 0, 3457440, 14345340, 0, -14138, -7817720, 0, 25881120, 4716152, 0, -1314768, 495584, 0, -68895760, 993784, 0, 13778722, -3487540, 0, 5277276, -12615510, 0, 7391454, -8471520, 0, 3400320, 1086564, 0, -27133668, 1176490, 0, -5268800, 25177260, 0, 19122932, 19662472, 0, 25062520, 29989944, 0, 1478964, -30586060, 0, -27025852, -11499966, 0, -3797256, 1689856, 0, -34929100, -6730346, 0, 6975510, -64999200, 0, 40254480, 4346496, 0, -6533840, -13565456, 0, 21203440, 1442640, 0, -1409240, 16516350, 0, 16357400, -9068098, 0, -19033432, 11818800, 0, -41257320, -821400, 0, 5455854, -7465920, 0, -3198720, -5979632, 0, 7851972, 30143856, 0, 18413220, 14869512, 0, -43253724, 9390340, 0, -1388832, 1105244, 0, -25130912, 10047744, 0, 7490600, 38425424, 0, -19787386, -51653400, 0, 34649280, 14964150, 0, -979902, -19746112, 0, 4005120, -21909000, 0, 5064194, -4778480, 0, -11658872, -26302486, 0, 29978256, 54304560, 0, 3068220, -6049096, 0, -5641440, -2610720, 0, 3419024, -16195316, 0, 10052500, -27335320, 0, 93381760, 877394, 0, -7237340, 38342100, 0, -17623968, -27851630, 0, 1566432, -22061920, 0, -32935500, -3580824, 0, -6108144, -24763200, 0, -49447440, 19693590, 0, 5056172, 3725176, 0, 3847440, -15945368, 0, 3359600, 13547260, 0, 48019696, 2823242, 0, 25474056, -10353600, 0, -16023000, 17561556, 0, 9147278, 76205520, 0, -12306560, 533022, 0, 772528, 5680448, 0, 50819880, 10989112, 0, -19261225, -6280220, 0, -81041584, 8226342, 0, 7476763, 53511072, 0, -18006420, 4918032, 0, -13485370, -5292980, 0, 8120160, -10703210, 0, -13374724, -26669600, 0, -30008640, -19976784, 0, 30650324, -12149620, 0, -12315072, 8104832, 0, 43547320, -7199280, 0, 10678080, -25897284, 0, 8811070, -40065360, 0, -13886848, -40107810, 0, 14966420, 10114320, 0, -54475080, 575144, 0, -3276336, 118527080, 0, -14850112, -6406848, 0, -21146152, -13265280, 0, -18157740, -4132128, 0, 8342316, 6129040, 0, 6446160, 25498300, 0, -33336724, -39633936, 0, 34799800, -21745056, 0, 6614064, 53008220, 0, 65351128, 7534436, 0, -4039864, -44876160, 0, 32038060, 41084400, 0, 33920202, 11185280, 0, 3040960, -7696786, 0, -2180108, -41207592, 0, -38513400, -2164944, 0, -453558, 31848040, 0, 50859648, 24385250, 0, 7834512, -46564800, 0, -3404000, 21874460, 0, 26077740, 73647880, 0, 3916080, 39331910, 0, -30780704, -79569792, 0, 14353600, 12542922, 0, -14968735, -28019400, 0, -84109880, -18174124, 0, 38523448, 54931320, 0, 159896760, -24354252, 0, -13863276, -46109680, 0, -15382048, -16253394, 0, 10287256, 17306408, 0, 74051800, 252456, 0, -42610940, 2481960, 0, -41368480, -4351200, 0, -24972784, -10053120, 0, 30046800, -27472656, 0, -36098282, -39343240, 0, -190265760], '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], [-10], [0], [68], [106], [0], [-49], [-360], [0], [-1060], [-92], [0], [670], [490], [0], [1424], [222], [0], [-908], [7208], [0], [920], [1176], [0], [8111], [-6700], [0], [-3332], [-1118], [0], [3696], [-2720], [0], [-2220], [-5194], [0], [4182], [9080], [0], [-38160], [6662], [0], [-3700], [-6256], [0], [-11760], [7056], [0], [2401], [-81110], [0], [45560], [37578], [0], [-9752], [17640], [0], [11180], [-32700], [0], [-10802], [-36960], [0], [-18368], [71020], [0], [64996], [15096], [0], [51940], [61320], [0], [38922], [-41820], [0], [-61744], [4508], [0], [-88096], [150944], [0], [-66620], [-71892], [0], [23532], [37000], [0], [33120], [-111818], [0], [-32830], [79968], [0], [-70560], [-96248], [0], [-150846], [-24010], [0], [551548]], 'ap': [[-10], [0], [106], [-49], [-92], [670], [222], [-908], [1176], [-1118], [3696], [4182], [6662], [-3700], [7056], [37578], [-32700], [-10802], [64996], [61320], [38922], [-88096], [-71892], [-111818], [-150846], [137354], [28760], [-22556], [19998], [-17906], [66864], [-153764], [-255978], [282924], [-408054], [362504], [-152786], [-150428], [7288], [289154], [-199492], [240550], [-290384], [-171454], [-401990], [-259176], [-1191788], [-218384], [-582852], [961046], [-605994], [-1170144], [-1236910], [-959708], [1212590], [1252744], [136866], [-960896], [905830], [33062], [-863588], [1337546], [-1328204], [665832], [-3090214], [974178], [781772], [348754], [-2506252], [3058606], [3492910], [-2120344], [746592], [-939034], [5165340], [-400512], [-306822], [-3834210], [3293550], [-1354726], [-5081988], [628022], [3000864], [1214962], [4006536], [5447508], [1815774], [-5300822], [-3203806], [-1118528], [3851340], [-1435360], [4610968], [-7405180], [3934324], [-3409752], [7723826], [4776582], [-9287540], [7729166], [-8603612], [1777234], [-2688596], [-5326298], [13399196], [-1105022], [-5972876], [11194494], [-10905480], [7397370], [7133552], [-17126378], [-2299242], [-1851764], [9259784], [-17941890], [6700196], [11254904], [-13170414], [14345340], [-14138], [13778722], [-12615510], [1086564], [19122932], [-11499966], [6975510], [1442640], [-19033432], [5455854], [7851972], [14869512], [-25130912], [-19787386], [14964150], [5064194], [-26302486], [10052500], [-27851630], [19693590], [5056172], [2823242], [25474056], [17561556], [9147278], [10989112], [-13485370], [-10703210], [-13374724], [-19976784], [8811070], [-40107810], [14966420], [575144], [-33336724], [-21745056], [-4039864], [-7696786], [-453558], [24385250], [21874460], [39331910], [38523448], [-24354252], [-16253394], [252456], [-24972784], [-36098282]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 100663359, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '63.6.a.a', 'level': 63, 'maxp': 997, 'weight': 6}
• mf_newspaces •

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

  
  {'ALdims': [2, 4, 4, 3], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [2, 2, 2, 2], 'ALdims_old': [6, 6, 6, 5], 'Nk2': 2268, 'analytic_conductor': 10.10418064821778, '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': [63, 1, [29, 10], [1, 1]], 'conrey_index': 1, 'cusp_dim': 36, 'dim': 13, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100663359, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 2, 2, 4], 'label': '63.6.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, 'mf_dim': 44, 'mf_new_dim': 13, 'num_forms': 8, 'plus_dim': 5, 'prim_orbit_index': 1, 'relative_dim': 13, 'sturm_bound': 48, 'trace_bound': 2, 'trace_display': [-9, 0, 42, 49], 'traces': [13, -9, 0, 193, 42, 0, 49, 99, 0, -156, -876, 0, -742, 147, 0, 4645, 3090, 0, 4868, 7788, 0, 1788, -3168, 0, 11083, -9372, 0, 637, -3066, 0, -9976, -741, 0, -13230, -7938, 0, 3902, 29862, 0, -27144, 6138, 0, 5276, -3168, 0, -43020, -9840, 0, 31213, -70131, 0, -67084, 31110, 0, 17856, -20433, 0, -39414, 40092, 0, -63190, -157404, 0, 7201, 146412, 0, 158996, 108798, 0, 37044, -42864, 0, 39146, -194946, 0, 210194, -39396, 0, -103504, 491748, 0, -178806, -90108, 0, 206004, 216840, 0, 460572, -17070, 0, 44198, -314760, 0, -758436, -467832, 0, 98282, -21609, 0, -128213, 532314, 0, 105104, -379968, 0, 376446, 470388, 0, 348710, 226224, 0, 103537, -466662, 0, -518664, -584934, 0, -34614, -315462, 0, -622919, 1302984, 0, -633004, -83292, 0, 402992, 396867, 0, -241992, 590484, 0, 370832, -1551564, 0, -1749750, -285702, 0, 525476, -659148, 0, -515796, 876072, 0, -653484, -318402, 0, 1827674, 86070, 0, 285224, 225570, 0, 468636, -877056, 0, -674254, -336120, 0, 752640, -460992, 0, -585532, 2529822, 0, 2563842, -546216, 0, 256563, 1487616, 0, 1085000, 857514, 0, -276017, -483216, 0, -390162, -1010388, 0, 449618, 1764, 0, -962004, 1209948, 0, -1940688, -806340, 0, 1326624, -858840, 0, 181562, -318006, 0, 463393, 899046, 0, -2594200, -2381655, 0, 373212, 27342, 0, 1086228, 518532, 0, 1004516, -289152, 0, -744412, 2503470, 0, 2821704, 1357848, 0, 32144, 69726, 0, -1048104, -754764, 0, 527072, 495831, 0, -1549338, -1075260, 0, 1068002, -935952, 0, -4506054, -2359350, 0, -1125168, -2905074, 0, -1856022, -142536, 0, 3310826, 2031411, 0, -2063224, 100842, 0, -1562936, -3186948, 0, -4654392, 586044, 0, -1612296, 997200, 0, -7995227, 1923978, 0, 480494, 4091064, 0, 6025386, 2924544, 0, 1749780, 1605534, 0, 4491164, -5288070, 0, -4694056, 1219902, 0, 7026474, -3023988, 0, 5430542, -4365606, 0, 637392, 1714266, 0, 3274268, 9440088, 0, -3212232, -488334, 0, 10497895, -7091088, 0, 14457578, 4728138, 0, -7642536, -5290770, 0, -7081962, 2231040, 0, -650524, -2416632, 0, 7313018, 2007276, 0, -7972780, 3001152, 0, -3373296, -4789896, 0, -7737190, 6226068, 0, -5543128, -2058978, 0, -2451096, -9673164, 0, -2540748, 7082184, 0, 13124966, 7779792, 0, -2600670, 699720, 0, 3182636, -9725874, 0, 6448284, 9397608, 0, -1794550, -4004667, 0, 661680, 2132064, 0, 117649, 8643312, 0, -6412608, -6476844, 0, 4467314, 7107009, 0, 8375508, -9587814, 0, 4411464, -2304630, 0, -9746376, -12129024, 0, 3331281, -11445876, 0, -6374116, 12724164, 0, 13702208, 10196952, 0, -14071224, -1512042, 0, -2401378, -3075024, 0, -11361468, 5581692, 0, -5145220, -3469536, 0, -18081900, 8918640, 0, -159936, -4255758, 0, -407122, -7464306, 0, -6652632, 237699, 0, -4092282, -15449184, 0, 4420754, -10681188, 0, -1615433, 1853178, 0, 8250736, -4464036, 0, -1683150, 8827608, 0, 1490882, 10668000, 0, 24761924, -352800, 0, 5472600, 2925024, 0, 23602032, -5923356, 0, -13105954, 20767236, 0, -16683450, 14693118, 0, 2903054, 1114452, 0, 9700848, -946008, 0, -1774174, 6260436, 0, -5085046, -4615872, 0, -23922424, -6448800, 0, 35405088, -8297484, 0, -2912748, -8861736, 0, -4007171, 9258930, 0, -13916928, 5021238, 0, 16415682, -7623420, 0, -14304094, 3995076, 0, 21059064, 896442, 0, -1369600, 526362, 0, 10698402, 9134772, 0, 8764532, -24356736, 0, 369246, -19532016, 0, 12500732, -3812298, 0, 8329116, 11081856, 0, -17190164, 8149098, 0, -7805555, -10508940, 0, 15925400, -1937652, 0, -374556, -12430908, 0, -2822988, 8859288, 0, -23836012, -10586352, 0, 23233940, 42871032, 0, 17927118, 10727784, 0, 16760844, 23223648, 0, 3765536, 34719210, 0, -4551022, -14254869, 0, -47877594, -22363824, 0, -30070992, 2100630, 0, -56086320, 13811178, 0, -18459100, -12190314, 0, 27072660, -325152, 0, 31229437, -48302160, 0, 19738082, -3185340, 0, -22082784, -29964588, 0, 54050952, -2103276, 0, 12384902, 44775168, 0, -2797518, -5868372, 0, -13115692, 15583194, 0, -18996252, 24814968, 0, 7019936, -47800758, 0, -34811722, -28781490, 0, -51520424, -8525412, 0, -30143166, 19004340, 0, -32652756, -17641698, 0, 39605076, -12843870, 0, 15364172, -16942080, 0, -19527774, 389472, 0, -10048102, 16822773, 0, -12746664, -11043816, 0, -2799624, 36592422, 0, 26640804, 4483308, 0, -1324400, 59473968, 0, 47973266, 41859354, 0, 19952604, -44756250, 0, -16068408, -19992096, 0, 90537506, -2696568, 0, 28881368, 4091058, 0, -42198880, -19313934, 0, -15611736, -14919360, 0, -25882378, -19156218, 0, 17906364, -4041678, 0, 16424084, 5194368, 0, -23208672, -6641166, 0, 23517649, 53445210, 0, -8627236, -29119428, 0, 38765000, 68619960, 0, 32653902, 38109600, 0, -1781542, -3382032, 0, -30883800, -28917366, 0, 17525732, -1012536, 0, -135415668, -2953032, 0, -6888816, -34050228, 0, 23840768, 2463462, 0, 41437464, 16012926, 0, 5941740, 7047900, 0, -6453214, 10448520, 0, 151829334, 29400, 0, 61251744, -10334676, 0, -31353168, -23698872, 0, -45068350, -5630190, 0, -66191805, 4088946, 0, 25953242, -10665144, 0, -10056528, 10066596, 0, -105271668, 352947, 0, 53432936, 26809260, 0, -4910068, -2524584, 0, 52106076, -4115112, 0, 57281988, -64949844, 0, -63845873, 24700470, 0, 13015960, -8778672, 0, -55720194, -10547250, 0, -64823698, -31141200, 0, 90148014, 4914816, 0, -4441440, -13869396, 0, -10398924, 43415232, 0, 16139816, 15847431, 0, 26642012, -28611030, 0, 90538496, 21870072, 0, 55454904, 6014040, 0, -58026958, 12229080, 0, -96131724, 19184400, 0, -54146716, -29902296, 0, 23781366, 33412224, 0, 15399156, 15066066, 0, -219395352, 2419620, 0, 44853200, -1392276, 0, 8530008, 92222640, 0, -502210, -90274752, 0, -4369008, -6034854, 0, -38867290, -9703824, 0, -68418684, 141048, 0, -44397262, 17788176, 0, -151671802, -123990102, 0, 109777976, 56294394, 0, -58541070, -51658104, 0, 47514408, -60793776, 0, 11152645, 38251308, 0, 22559132, 55368678, 0, 257491584, -7958286, 0, 65214652, 11539068, 0, -23480380, -6451974, 0, -29884080, -51734511, 0, -134773338, 10291272, 0, -5175576, 5240304, 0, 158660928, -486558, 0, -137711836, 22819986, 0, 152083416, -79884312, 0, -10916576, 33608178, 0, 129671904, 14892006, 0, -52313416, 8219340, 0, -73555566, 17264388, 0, 11263010, 115257552, 0, -83571748, 7419090, 0, -98225376, -55878912, 0, 120938310, 42594360, 0, -35633069, -4266678, 0, 34232060, -13684410, 0, 36329629, 40417086, 0, 89852790, 58507584, 0, 154355402, 7226520, 0, 178254864, -111062886, 0, 17248988, 36253584, 0, -120866268, -89542440, 0, -103677540, 27357042, 0, -9985612, 66619008, 0, 135645832, 73154238, 0, -248307792, 2009196, 0, -17722882, -161602344, 0, -92634456, -23281638, 0, 115467572, -37863120, 0, -25293816, -12187800, 0, -61124560, 154818240, 0, -24021160, 43436784, 0, -100210656, 17657199, 0, -145646190, -36914976, 0, -1484988, -23242320, 0, -26921994, 12772284, 0, 40690988, -22439226, 0, 82504632, -32598936, 0, 117985344, -17924118, 0, 426690740, 37557912, 0, 156294536, -141432048, 0, 70054920, 86978208, 0, -231696526, 10965744, 0, -148388406, 5898930, 0, 11688068, 2230578, 0, 80626266, 40654416, 0, -142662670, 35625156, 0, 75727344, 25899570, 0, -61583880, 7798518, 0, 130447440, 4586748, 0, -55093292, 40170114, 0, -153182526, 52998474, 0, -62785224, -83051856, 0, -74488524, 2219994, 0, -204844179, -44065560, 0, 55213406, -115765260, 0, -460552, -7204305, 0, 269102232, -137380548, 0, 9869384, 101581632, 0, 63481784, -15945246, 0, 170779968, 18698988, 0, 168807480, 45470904, 0, 23865204, -26926572, 0, -346795544, 52970112, 0, -111351088, -18038820, 0, 16831500, -80116176, 0, -31513102, 27434436, 0, -458879280], '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: 52668
    {'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': False, 'source_label': '63.6.a.a', 'source_level': 63, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '21.6.a.d', 'target_level': 21, 'twist_class_label': '21.6.a.d', 'twist_class_level': 21, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 52669
    {'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': False, 'source_label': '63.6.a.a', 'source_level': 63, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '63.6.a.a', 'target_level': 63, 'twist_class_label': '21.6.a.d', 'twist_class_level': 21, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 52670
    {'conductor': 21, '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': False, 'source_label': '63.6.a.a', 'source_level': 63, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '147.6.a.g', 'target_level': 147, 'twist_class_label': '21.6.a.d', 'twist_class_level': 21, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 52671
    {'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '63.6.a.a', 'source_level': 63, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '147.6.e.a', 'target_level': 147, 'twist_class_label': '21.6.a.d', 'twist_class_level': 21, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 6}
  • id: 52672
    {'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '63.6.a.a', 'source_level': 63, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '147.6.e.b', 'target_level': 147, 'twist_class_label': '21.6.a.d', 'twist_class_level': 21, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 6}
  • id: 52673
    {'conductor': 12, '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': False, 'source_label': '63.6.a.a', 'source_level': 63, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '336.6.a.a', 'target_level': 336, 'twist_class_label': '21.6.a.d', 'twist_class_level': 21, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 52674
    {'conductor': 7, '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': False, 'source_label': '63.6.a.a', 'source_level': 63, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '441.6.a.b', 'target_level': 441, 'twist_class_label': '21.6.a.d', 'twist_class_level': 21, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 52675
    {'conductor': 15, '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': False, 'source_label': '63.6.a.a', 'source_level': 63, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '525.6.a.a', 'target_level': 525, 'twist_class_label': '21.6.a.d', 'twist_class_level': 21, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 52676
    {'conductor': 15, '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': False, 'source_label': '63.6.a.a', 'source_level': 63, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '525.6.d.a', 'target_level': 525, 'twist_class_label': '21.6.a.d', 'twist_class_level': 21, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 6}
  • id: 52677
    {'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': False, 'source_label': '63.6.a.a', 'source_level': 63, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 29, 'target_is_minimal': False, 'target_label': '1008.6.a.bc', 'target_level': 1008, 'twist_class_label': '21.6.a.d', 'twist_class_level': 21, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 200450
    {'charpoly_factorization': [[[10, 1], 1]], 'hecke_orbit_code': 100663359, 'p': 2}
  • id: 200451
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 100663359, 'p': 3}
  • id: 200452
    {'charpoly_factorization': [[[-106, 1], 1]], 'hecke_orbit_code': 100663359, 'p': 5}
  • id: 200453
    {'charpoly_factorization': [[[49, 1], 1]], 'hecke_orbit_code': 100663359, 'p': 7}
  • id: 200454
    {'charpoly_factorization': [[[92, 1], 1]], 'hecke_orbit_code': 100663359, 'p': 11}
  • id: 200455
    {'charpoly_factorization': [[[-670, 1], 1]], 'hecke_orbit_code': 100663359, 'p': 13}
  • id: 200456
    {'charpoly_factorization': [[[-222, 1], 1]], 'hecke_orbit_code': 100663359, 'p': 17}
  • id: 200457
    {'charpoly_factorization': [[[908, 1], 1]], 'hecke_orbit_code': 100663359, 'p': 19}
  • id: 200458
    {'charpoly_factorization': [[[-1176, 1], 1]], 'hecke_orbit_code': 100663359, 'p': 23}
  • id: 200459
    {'charpoly_factorization': [[[1118, 1], 1]], 'hecke_orbit_code': 100663359, 'p': 29}
  • id: 200460
    {'charpoly_factorization': [[[-3696, 1], 1]], 'hecke_orbit_code': 100663359, 'p': 31}
  • id: 200461
    {'charpoly_factorization': [[[-4182, 1], 1]], 'hecke_orbit_code': 100663359, 'p': 37}
  • id: 200462
    {'charpoly_factorization': [[[-6662, 1], 1]], 'hecke_orbit_code': 100663359, 'p': 41}
  • id: 200463
    {'charpoly_factorization': [[[3700, 1], 1]], 'hecke_orbit_code': 100663359, 'p': 43}
  • id: 200464
    {'charpoly_factorization': [[[-7056, 1], 1]], 'hecke_orbit_code': 100663359, 'p': 47}
  • id: 200465
    {'charpoly_factorization': [[[-37578, 1], 1]], 'hecke_orbit_code': 100663359, 'p': 53}
  • id: 200466
    {'charpoly_factorization': [[[32700, 1], 1]], 'hecke_orbit_code': 100663359, 'p': 59}
  • id: 200467
    {'charpoly_factorization': [[[10802, 1], 1]], 'hecke_orbit_code': 100663359, 'p': 61}
  • id: 200468
    {'charpoly_factorization': [[[-64996, 1], 1]], 'hecke_orbit_code': 100663359, 'p': 67}
  • id: 200469
    {'charpoly_factorization': [[[-61320, 1], 1]], 'hecke_orbit_code': 100663359, 'p': 71}
  • id: 200470
    {'charpoly_factorization': [[[-38922, 1], 1]], 'hecke_orbit_code': 100663359, 'p': 73}
  • id: 200471
    {'charpoly_factorization': [[[88096, 1], 1]], 'hecke_orbit_code': 100663359, 'p': 79}
  • id: 200472
    {'charpoly_factorization': [[[71892, 1], 1]], 'hecke_orbit_code': 100663359, 'p': 83}
  • id: 200473
    {'charpoly_factorization': [[[111818, 1], 1]], 'hecke_orbit_code': 100663359, 'p': 89}
  • id: 200474
    {'charpoly_factorization': [[[150846, 1], 1]], 'hecke_orbit_code': 100663359, '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': '63.6.a.a', 'level': 63, '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: 3234546
    {'hecke_orbit_code': 100663359, 'n': 1, 'trace_an': 1}
  • id: 3234547
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  • id: 3234548
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  • id: 3234549
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  • id: 3234550
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  • id: 3234551
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  • id: 3234552
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  • id: 3234553
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  • id: 3234554
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  • id: 3234555
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  • id: 3234556
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  • id: 3234557
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  • id: 3234558
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  • id: 3234559
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  • id: 3234560
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  • id: 3234561
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  • id: 3234562
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  • id: 3234563
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  • id: 3234564
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  • id: 3234565
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  • id: 3234566
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  • id: 3234567
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  • id: 3234568
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  • id: 3234569
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  • id: 3234570
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  • id: 3234571
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  • id: 3234572
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  • id: 3234573
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  • id: 3234574
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  • id: 3234575
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  • id: 3234576
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  • id: 3234577
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  • id: 3234578
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  • id: 3234579
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  • id: 3234580
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  • id: 3234581
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  • id: 3234582
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  • id: 3234583
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  • id: 3234584
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  • id: 3234585
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  • id: 3234586
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  • id: 3234587
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  • id: 3234588
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  • id: 3234589
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  • id: 3234590
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  • id: 3234591
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  • id: 3234592
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  • id: 3234593
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  • id: 3234594
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  • id: 3234595
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  • id: 3234596
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  • id: 3234597
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  • id: 3234598
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  • id: 3234599
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  • id: 3234600
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  • id: 3234601
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  • id: 3234602
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  • id: 3234603
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  • id: 3234604
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  • id: 3234605
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  • id: 3234606
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  • id: 3234607
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  • id: 3234608
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  • id: 3234609
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  • id: 3234610
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  • id: 3234611
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  • id: 3234612
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  • id: 3234613
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  • id: 3234614
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  • id: 3234615
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  • id: 3234616
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  • id: 3234617
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  • id: 3234618
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  • id: 3234619
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  • id: 3234620
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  • id: 3234621
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  • id: 3234622
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  • id: 3234623
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  • id: 3234624
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  • id: 3234625
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  • id: 3234626
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  • id: 3234627
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  • id: 3234628
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  • id: 3234629
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  • id: 3234630
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  • id: 3234631
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  • id: 3234632
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  • id: 3234633
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  • id: 3234634
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  • id: 3234635
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  • id: 3234636
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  • id: 3234637
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  • id: 3234638
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  • id: 3234639
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  • id: 3234640
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  • id: 3234641
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  • id: 3234642
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  • id: 3234643
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  • id: 3234644
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  • id: 3234645
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  • id: 3234646
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  • id: 3234647
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  • id: 3234648
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  • id: 3234649
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  • id: 3234650
    {'hecke_orbit_code': 100663359, 'n': 113, 'trace_an': -17906}
  • id: 3234651
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  • id: 3234652
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  • id: 3234653
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  • id: 3234654
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  • id: 3234655
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  • id: 3234656
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  • id: 3234657
    {'hecke_orbit_code': 100663359, 'n': 139, 'trace_an': 282924}
  • id: 3234658
    {'hecke_orbit_code': 100663359, 'n': 149, 'trace_an': -408054}
  • id: 3234659
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  • id: 3234660
    {'hecke_orbit_code': 100663359, 'n': 157, 'trace_an': -152786}
  • id: 3234661
    {'hecke_orbit_code': 100663359, 'n': 163, 'trace_an': -150428}
  • id: 3234662
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  • id: 3234663
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  • id: 3234664
    {'hecke_orbit_code': 100663359, 'n': 173, 'trace_an': 289154}
  • id: 3234665
    {'hecke_orbit_code': 100663359, 'n': 179, 'trace_an': -199492}
  • id: 3234666
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  • id: 3234667
    {'hecke_orbit_code': 100663359, 'n': 191, 'trace_an': -290384}
  • id: 3234668
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  • id: 3234669
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  • id: 3234670
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  • id: 3234671
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  • id: 3234672
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  • id: 3234673
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  • id: 3234674
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  • id: 3234675
    {'hecke_orbit_code': 100663359, 'n': 233, 'trace_an': -605994}
  • id: 3234676
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  • id: 3234677
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  • id: 3234678
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  • id: 3234679
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  • id: 3234680
    {'hecke_orbit_code': 100663359, 'n': 256, 'trace_an': -2119424}
  • id: 3234681
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  • id: 3234682
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  • id: 3234683
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  • id: 3234684
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  • id: 3234685
    {'hecke_orbit_code': 100663359, 'n': 277, 'trace_an': 905830}
  • id: 3234686
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  • id: 3234687
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  • id: 3234688
    {'hecke_orbit_code': 100663359, 'n': 289, 'trace_an': -1370573}
  • id: 3234689
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  • id: 3234690
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  • id: 3234691
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  • id: 3234692
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  • id: 3234693
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  • id: 3234694
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  • id: 3234695
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  • id: 3234696
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  • id: 3234697
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  • id: 3234698
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  • id: 3234699
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  • id: 3234700
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  • id: 3234701
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  • id: 3234702
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  • id: 3234703
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  • id: 3234704
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  • id: 3234705
    {'hecke_orbit_code': 100663359, 'n': 383, 'trace_an': -400512}
  • id: 3234706
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  • id: 3234707
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  • id: 3234708
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  • id: 3234709
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  • id: 3234710
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  • id: 3234711
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  • id: 3234712
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  • id: 3234713
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  • id: 3234714
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  • id: 3234715
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  • id: 3234716
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  • id: 3234717
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  • id: 3234718
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  • id: 3234719
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  • id: 3234720
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  • id: 3234721
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  • id: 3234722
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  • id: 3234723
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  • id: 3234724
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  • id: 3234725
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  • id: 3234726
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  • id: 3234727
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  • id: 3234728
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  • id: 3234729
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  • id: 3234730
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  • id: 3234731
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  • id: 3234732
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  • id: 3234733
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  • id: 3234734
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  • id: 3234735
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  • id: 3234736
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  • id: 3234737
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  • id: 3234738
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  • id: 3234739
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  • id: 3234740
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  • id: 3234741
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  • id: 3234742
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  • id: 3234743
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  • id: 3234744
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  • id: 3234745
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  • id: 3234746
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  • id: 3234747
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  • id: 3234748
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  • id: 3234749
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  • id: 3234750
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  • id: 3234751
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  • id: 3234752
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  • id: 3234753
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  • id: 3234754
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  • id: 3234755
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  • id: 3234756
    {'hecke_orbit_code': 100663359, 'n': 683, 'trace_an': 1086564}
  • id: 3234757
    {'hecke_orbit_code': 100663359, 'n': 691, 'trace_an': 19122932}
  • id: 3234758
    {'hecke_orbit_code': 100663359, 'n': 701, 'trace_an': -11499966}
  • id: 3234759
    {'hecke_orbit_code': 100663359, 'n': 709, 'trace_an': 6975510}
  • id: 3234760
    {'hecke_orbit_code': 100663359, 'n': 719, 'trace_an': 1442640}
  • id: 3234761
    {'hecke_orbit_code': 100663359, 'n': 727, 'trace_an': -19033432}
  • id: 3234762
    {'hecke_orbit_code': 100663359, 'n': 729, 'trace_an': 0}
  • id: 3234763
    {'hecke_orbit_code': 100663359, 'n': 733, 'trace_an': 5455854}
  • id: 3234764
    {'hecke_orbit_code': 100663359, 'n': 739, 'trace_an': 7851972}
  • id: 3234765
    {'hecke_orbit_code': 100663359, 'n': 743, 'trace_an': 14869512}
  • id: 3234766
    {'hecke_orbit_code': 100663359, 'n': 751, 'trace_an': -25130912}
  • id: 3234767
    {'hecke_orbit_code': 100663359, 'n': 757, 'trace_an': -19787386}
  • id: 3234768
    {'hecke_orbit_code': 100663359, 'n': 761, 'trace_an': 14964150}
  • id: 3234769
    {'hecke_orbit_code': 100663359, 'n': 769, 'trace_an': 5064194}
  • id: 3234770
    {'hecke_orbit_code': 100663359, 'n': 773, 'trace_an': -26302486}
  • id: 3234771
    {'hecke_orbit_code': 100663359, 'n': 787, 'trace_an': 10052500}
  • id: 3234772
    {'hecke_orbit_code': 100663359, 'n': 797, 'trace_an': -27851630}
  • id: 3234773
    {'hecke_orbit_code': 100663359, 'n': 809, 'trace_an': 19693590}
  • id: 3234774
    {'hecke_orbit_code': 100663359, 'n': 811, 'trace_an': 5056172}
  • id: 3234775
    {'hecke_orbit_code': 100663359, 'n': 821, 'trace_an': 2823242}
  • id: 3234776
    {'hecke_orbit_code': 100663359, 'n': 823, 'trace_an': 25474056}
  • id: 3234777
    {'hecke_orbit_code': 100663359, 'n': 827, 'trace_an': 17561556}
  • id: 3234778
    {'hecke_orbit_code': 100663359, 'n': 829, 'trace_an': 9147278}
  • id: 3234779
    {'hecke_orbit_code': 100663359, 'n': 839, 'trace_an': 10989112}
  • id: 3234780
    {'hecke_orbit_code': 100663359, 'n': 841, 'trace_an': -19261225}
  • id: 3234781
    {'hecke_orbit_code': 100663359, 'n': 853, 'trace_an': -13485370}
  • id: 3234782
    {'hecke_orbit_code': 100663359, 'n': 857, 'trace_an': -10703210}
  • id: 3234783
    {'hecke_orbit_code': 100663359, 'n': 859, 'trace_an': -13374724}
  • id: 3234784
    {'hecke_orbit_code': 100663359, 'n': 863, 'trace_an': -19976784}
  • id: 3234785
    {'hecke_orbit_code': 100663359, 'n': 877, 'trace_an': 8811070}
  • id: 3234786
    {'hecke_orbit_code': 100663359, 'n': 881, 'trace_an': -40107810}
  • id: 3234787
    {'hecke_orbit_code': 100663359, 'n': 883, 'trace_an': 14966420}
  • id: 3234788
    {'hecke_orbit_code': 100663359, 'n': 887, 'trace_an': 575144}
  • id: 3234789
    {'hecke_orbit_code': 100663359, 'n': 907, 'trace_an': -33336724}
  • id: 3234790
    {'hecke_orbit_code': 100663359, 'n': 911, 'trace_an': -21745056}
  • id: 3234791
    {'hecke_orbit_code': 100663359, 'n': 919, 'trace_an': -4039864}
  • id: 3234792
    {'hecke_orbit_code': 100663359, 'n': 929, 'trace_an': -7696786}
  • id: 3234793
    {'hecke_orbit_code': 100663359, 'n': 937, 'trace_an': -453558}
  • id: 3234794
    {'hecke_orbit_code': 100663359, 'n': 941, 'trace_an': 24385250}
  • id: 3234795
    {'hecke_orbit_code': 100663359, 'n': 947, 'trace_an': 21874460}
  • id: 3234796
    {'hecke_orbit_code': 100663359, 'n': 953, 'trace_an': 39331910}
  • id: 3234797
    {'hecke_orbit_code': 100663359, 'n': 961, 'trace_an': -14968735}
  • id: 3234798
    {'hecke_orbit_code': 100663359, 'n': 967, 'trace_an': 38523448}
  • id: 3234799
    {'hecke_orbit_code': 100663359, 'n': 971, 'trace_an': -24354252}
  • id: 3234800
    {'hecke_orbit_code': 100663359, 'n': 977, 'trace_an': -16253394}
  • id: 3234801
    {'hecke_orbit_code': 100663359, 'n': 983, 'trace_an': 252456}
  • id: 3234802
    {'hecke_orbit_code': 100663359, 'n': 991, 'trace_an': -24972784}
  • id: 3234803
    {'hecke_orbit_code': 100663359, 'n': 997, 'trace_an': -36098282}