Newform data - 105.10.a.a

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• 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': 10500, 'analytic_conductor': 54.07876279720668, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [5, -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': [105, 1, [71, 22, 31], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 4, 'field_disc': 815065646225, 'field_disc_factorization': [[5, 2], [73, 1], [2381, 1], [187573, 1]], 'field_poly': [192256, -844, -988, -1, 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, [139776, -16984, -434, 41, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 167772265, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 100, 'hecke_ring_index_factorization': [[2, 2], [5, 2]], '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': '105.10.a.a', 'level': 105, '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': [3, 5, 7], 'level_radical': 105, 'minimal_twist': '105.10.a.a', 'prim_orbit_index': 1, 'qexp_display': 'q+(-10+\\beta _{1})q^{2}-3^{4}q^{3}+(120-21\\beta _{1}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '105.10.a', 'trace_display': [-41, -324, 2500, 9604], 'trace_hash': 98050862102223107, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.726', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '39.644', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '631.352', 'prec': 24}], 'trace_zratio': 0, 'traces': [4, -41, -324, 501, 2500, 3321, 9604, -29367, 26244, -25625, -32854, -40581, -133882, -98441, -202500, -90479, 334344, -269001, 72046, 313125, -777924, 990556, 47460, 2378727, 1562500, 4203458, -2125764, 1202901, 7010312, 2075625, -3711690, 18115265, 2661174, 12757214, 6002500, 3287061, 5222716, -759964, 10844442, -18354375, -5689292, 7973721, -71286384, 6098004, 16402500, 13833560, -100832160, 7328799, 23059204, -16015625, -27081864, -7238698, -149250454, 21789081, -20533750, -70510167, -5835726, -191838758, 24779068, -25363125, -301336048, -107946280, 63011844, -71492607, -83676250, -80235036, -10978016, -527886134, -3844260, -61525625, -507837170, -192676887, -158796526, -252589374, -126562500, -604814036, -78882454, -340480098, -36676584, 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• 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, 0, 0, 0], [-10, 1, 0, 0], [-81, 0, 0, 0], [120, -21, -1, 0], [625, 0, 0, 0], [810, -81, 0, 0], [2401, 0, 0, 0], [-7360, -73, 37, 4], [6561, 0, 0, 0], [-6250, 625, 0, 0], [-8127, 346, -137, -39], [-9720, 1701, 81, 0], [-33119, 1406, -347, 63], [-24010, 2401, 0, 0], [-50625, 0, 0, 0], [-22336, 1135, -415, -164], [85406, 7280, 1228, 164], [-65610, 6561, 0, 0], [17827, -738, 3137, -277], [75000, -13125, -625, 0], [-194481, 0, 0, 0], [247192, -1788, 5824, 704], [13814, 7796, -4466, 158], [596160, 5913, -2997, -324], [390625, 0, 0, 0], [1047124, -14962, -2280, 1136], [-531441, 0, 0, 0], [288120, -50421, -2401, 0], [1737938, -58560, 9572, -1020], [506250, -50625, 0, 0], [-944833, -67642, -1675, -3821], [4536576, 31039, 3289, 268], [658287, -28026, 11097, 3159], [3165628, -94702, -43656, -5568], [1500625, 0, 0, 0], [787320, -137781, -6561, 0], [1281732, -95788, 2166, 12630], [-255912, -263684, -21200, -11440], [2682639, -113886, 28107, -5103], [-4600000, -45625, 23125, 2500], [-1645984, -894644, 2598, 11254], [1944810, -194481, 0, 0], [-17892520, -283696, 62024, 10780], [1427424, -388308, -93060, -6144], [4100625, 0, 0, 0], [3540592, 328808, 47544, 17232], [-25432884, -899376, -61500, -17396], [1809216, -91935, 33615, 13284], [5764801, 0, 0, 0], [-3906250, 390625, 0, 0], [-6917886, -589680, -99468, -13284], [-1622640, 748138, 113234, -27680], [-37561481, -995470, 60159, -3827], [5314410, -531441, 0, 0], [-5079375, 216250, -85625, -24375], [-17671360, -175273, 88837, 9604], [-1443987, 59778, -254097, 22437], [-47587244, 1489782, 9448, -34208], [5540690, -2616308, -189930, 38118], [-6075000, 1063125, 50625, 0], [-75421970, -351832, 122596, -69544], [-27046720, -240600, 484184, 21984], [15752961, 0, 0, 0], [-17038720, 3337727, 101481, 69740], [-20699375, 878750, -216875, 39375], [-20022552, 144828, -471744, -57024], [-1363000, 5526016, -363872, -7724], [-130959312, 4048886, 732398, 112928], [-1118934, -631476, 361746, -12798], [-15006250, 1500625, 0, 0], [-127804005, -3378850, 887585, 3663], [-48288960, -478953, 242757, 26244], [-38085069, 6456250, -120265, 18501], [-62456428, 2763662, -1227128, -59184], [-31640625, 0, 0, 0], [-150121632, 4327508, 163620, 272384], [-19512927, 830746, -328937, -93639], [-84817044, 1211922, 184680, -92016], [-10853748, -6738408, 485296, -262756], [-13960000, 709375, -259375, -102500], [43046721, 0, 0, 0], [-458242340, 8517922, -294832, -55408], [49611640, -2562488, -282508, -164436], [-23337720, 4084101, 194481, 0], [53378750, 4550000, 767500, 102500], [35624600, -19701756, -1808248, -291216], [-140772978, 4743360, -775332, 82620], [-357995264, 14502492, -477932, 36368], [40598078, 1069288, -199608, 678172], [-41006250, 4100625, 0, 0], [-79518719, 3375806, -833147, 151263], [139063872, -7407352, -560584, -340000], [76531473, 5479002, 135675, 309501], [-232277248, -10980152, 3657768, 315584], [11141875, -461250, 1960625, -173125], [-367462656, -2514159, -266409, -21708], [-476759287, 5993734, -2563895, 124475], [-57648010, 5764801, 0, 0], [-53321247, 2270106, -898857, -255879], [46875000, -8203125, -390625, 0]], 'ap': [[-10, 1, 0, 0], [-81, 0, 0, 0], [625, 0, 0, 0], [2401, 0, 0, 0], [-8127, 346, -137, -39], [-33119, 1406, -347, 63], [85406, 7280, 1228, 164], [17827, -738, 3137, -277], [13814, 7796, -4466, 158], [1737938, -58560, 9572, -1020], [-944833, -67642, -1675, -3821], [1281732, -95788, 2166, 12630], [-1645984, -894644, 2598, 11254], [-17892520, -283696, 62024, 10780], [-25432884, -899376, -61500, -17396], [-37561481, -995470, 60159, -3827], [5540690, -2616308, -189930, 38118], [-75421970, -351832, 122596, -69544], [-1363000, 5526016, -363872, -7724], [-127804005, -3378850, 887585, 3663], [-38085069, 6456250, -120265, 18501], [-10853748, -6738408, 485296, -262756], [49611640, -2562488, -282508, -164436], [40598078, 1069288, -199608, 678172], [-476759287, 5993734, -2563895, 124475], [328313888, -23254204, -4510634, 332738], [-801793728, 7288400, 251184, -600136], [-349887780, 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-805835045155], [-712426416115141, -65772610153750, -9132164132189, 1775159031809], [569565206613694, 5958642067724, 9668282437158, 3121903898066], [-418118996585312, 46451551201144, 11343578252016, 1728185835164], [-1864756257280598, 21741713974352, -4376516958296, 1013371766368], [-1143308238062904, -11600682528460, -8484003070090, -3535492304318], [-1270222197361981, 43353517155102, -5867577139855, -814345272561], [-1112943971960318, 34348622152116, -14513642354026, 2481239787506], [474644210922418, 481441038792, -9753800823008, -1217808462104], [-1093627307535672, 47538793095080, 10736983524248, -180218313504], [-341056614427840, 113873153017884, 788689768358, -1783902613958], [-2018339671311107, 46100352288662, 15298145316217, -910150880141], [1091840666803424, -103564850729512, 8863768901572, -1252650967384], [1110841805870470, 98692191454740, 10001654972098, 1436505472330], [-224031849451643, 30013255445854, -10670611942011, 896381858159], [542613078139384, 63196201044388, 10112832298454, -2244000719182], [2685261565071352, 91023466137920, 2621392665900, 2643579581292], [2417602098931758, 11070040729128, -9293803922748, -507289345452], [-1115265479213955, -54094370274126, -4916089361273, -880553657931], [1100398532511526, -121473384888420, -1570934273342, 999524148566]], 'char_orbit_index': 1, 'field_poly': [192256, -844, -988, -1, 1], 'hecke_orbit_code': 167772265, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 168, 84, 84], 'hecke_ring_inverse_denominators': [1, 10, 10, 10], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [2, -2, 1, 0], [4940, -10, 3, 2], [13024, -2874, 575, 22]], 'hecke_ring_numerators': [[1, 0, 0, 0], [-4240, 542, 11, -1], [-4408, 1382, 11, -1], [-211468, -718, 431, -1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '105.10.a.a', 'level': 105, 'maxp': 2999, 'weight': 10}
• 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': [4, 6, 4, 4, 4, 4, 4, 6], 'Nk2': 10500, 'analytic_conductor': 54.07876279720668, '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': [105, 1, [71, 22, 31], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 140, 'dim': 36, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 167772265, 'hecke_orbit_dims': [4, 4, 4, 4, 4, 4, 6, 6], 'label': '105.10.a', 'level': 105, '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': [3, 5, 7], 'level_radical': 105, 'mf_dim': 148, 'mf_new_dim': 36, 'num_forms': 8, 'plus_dim': 16, 'prim_orbit_index': 1, 'relative_dim': 36, 'sturm_bound': 160, 'trace_bound': 2, 'trace_display': [-68, 0, 0, 9604], 'traces': [36, -68, 0, 8872, 0, 6156, 9604, -67932, 236196, -22500, 156280, 0, -188896, 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• 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: 93716
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '105.10.a.a', 'source_level': 105, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '105.10.a.a', 'target_level': 105, 'twist_class_label': '105.10.a.a', 'twist_class_level': 105, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
  • id: 93717
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '105.10.a.a', 'source_level': 105, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '315.10.a.i', 'target_level': 315, 'twist_class_label': '105.10.a.a', 'twist_class_level': 105, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 310275
    {'charpoly_factorization': [[[139776, -16984, -434, 41, 1], 1]], 'hecke_orbit_code': 167772265, 'p': 2}
  • id: 310276
    {'charpoly_factorization': [[[81, 1], 4]], 'hecke_orbit_code': 167772265, 'p': 3}
  • id: 310277
    {'charpoly_factorization': [[[-625, 1], 4]], 'hecke_orbit_code': 167772265, 'p': 5}
  • id: 310278
    {'charpoly_factorization': [[[-2401, 1], 4]], 'hecke_orbit_code': 167772265, 'p': 7}
  • id: 310279
    {'charpoly_factorization': [[[1469487339383527296, 46782536038944, -5024549224, 32854, 1], 1]], 'hecke_orbit_code': 167772265, 'p': 11}
  • id: 310280
    {'charpoly_factorization': [[[-55551156692331386784, -2388495412476872, -17801921036, 133882, 1], 1]], 'hecke_orbit_code': 167772265, 'p': 13}
  • id: 310281
    {'charpoly_factorization': [[[-9695424505039423770864, 97945807010343136, -220515236904, -334344, 1], 1]], 'hecke_orbit_code': 167772265, 'p': 17}
  • id: 310282
    {'charpoly_factorization': [[[237360450773567985725056, 5427430582039264, -1177469827064, -72046, 1], 1]], 'hecke_orbit_code': 167772265, 'p': 19}
  • id: 310283
    {'charpoly_factorization': [[[910451497315195637760000, -78468885982304000, -2053545460800, -47460, 1], 1]], 'hecke_orbit_code': 167772265, 'p': 23}
  • id: 310284
    {'charpoly_factorization': [[[-79885033992400838558404464, 55501573934423576672, 3158747794424, -7010312, 1], 1]], 'hecke_orbit_code': 167772265, 'p': 29}
  • id: 310285
    {'charpoly_factorization': [[[360267478013362260682342400, -66210597645881318400, -36438250559280, 3711690, 1], 1]], 'hecke_orbit_code': 167772265, 'p': 31}
  • id: 310286
    {'charpoly_factorization': [[[19055542866521127206042955376, 2117961259481639945584, -398733796997984, -5222716, 1], 1]], 'hecke_orbit_code': 167772265, 'p': 37}
  • id: 310287
    {'charpoly_factorization': [[[201433735784756552167783935216, -236136176464503898032, -1152806234053376, 5689292, 1], 1]], 'hecke_orbit_code': 167772265, 'p': 41}
  • id: 310288
    {'charpoly_factorization': [[[-331938331035187494880416004864, -12021678767308020170496, 1205917204495776, 71286384, 1], 1]], 'hecke_orbit_code': 167772265, 'p': 43}
  • id: 310289
    {'charpoly_factorization': [[[-1745531281200754822325123481600, -68262648862643008384000, 1853553337218880, 100832160, 1], 1]], 'hecke_orbit_code': 167772265, 'p': 47}
  • id: 310290
    {'charpoly_factorization': [[[628139810400027669302250967296, 119038741101459041260744, 6933542249849676, 149250454, 1], 1]], 'hecke_orbit_code': 167772265, 'p': 53}
  • id: 310291
    {'charpoly_factorization': [[[-8455561383463945804387219305984, 820987648956160586568128, -14768928617228336, -24779068, 1], 1]], 'hecke_orbit_code': 167772265, 'p': 59}
  • id: 310292
    {'charpoly_factorization': [[[-45953094274038177928750044704944, -584418727477150388877568, 19895660627979144, 301336048, 1], 1]], 'hecke_orbit_code': 167772265, 'p': 61}
  • id: 310293
    {'charpoly_factorization': [[[114175976970028501303692395499776, -942776298116248981712384, -44059802675844384, 10978016, 1], 1]], 'hecke_orbit_code': 167772265, 'p': 67}
  • id: 310294
    {'charpoly_factorization': [[[-421973064295284993407148714393600, -14818704109503005911353600, 10932879112890320, 507837170, 1], 1]], 'hecke_orbit_code': 167772265, 'p': 71}
  • id: 310295
    {'charpoly_factorization': [[[163944221524358973296662770326176, -4839027249997275840932824, -36903135795496604, 158796526, 1], 1]], 'hecke_orbit_code': 167772265, 'p': 73}
  • id: 310296
    {'charpoly_factorization': [[[3123418551994452103289215108775936, 30884432865034726285819904, -249372068243847424, 36676584, 1], 1]], 'hecke_orbit_code': 167772265, 'p': 79}
  • id: 310297
    {'charpoly_factorization': [[[1259069255733477558801383501135616, 6615520521386926059828608, -65411643618550016, -201009048, 1], 1]], 'hecke_orbit_code': 167772265, 'p': 83}
  • id: 310298
    {'charpoly_factorization': [[[233762306096627480518612481461966416, 221302488457573899724020096, -1157786427922641464, -161323024, 1], 1]], 'hecke_orbit_code': 167772265, 'p': 89}
  • id: 310299
    {'charpoly_factorization': [[[-43434026769742876728330292224604224, -302002882546509216856325032, 657437637451813404, 1913030882, 1], 1]], 'hecke_orbit_code': 167772265, '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': '105.10.a.a', 'level': 105, 'portrait': 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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 3692496
    {'hecke_orbit_code': 167772265, 'n': 1, 'trace_an': 4}
  • id: 3692497
    {'hecke_orbit_code': 167772265, 'n': 2, 'trace_an': -41}
  • id: 3692498
    {'hecke_orbit_code': 167772265, 'n': 3, 'trace_an': -324}
  • id: 3692499
    {'hecke_orbit_code': 167772265, 'n': 4, 'trace_an': 501}
  • id: 3692500
    {'hecke_orbit_code': 167772265, 'n': 5, 'trace_an': 2500}
  • id: 3692501
    {'hecke_orbit_code': 167772265, 'n': 6, 'trace_an': 3321}
  • id: 3692502
    {'hecke_orbit_code': 167772265, 'n': 7, 'trace_an': 9604}
  • id: 3692503
    {'hecke_orbit_code': 167772265, 'n': 8, 'trace_an': -29367}
  • id: 3692504
    {'hecke_orbit_code': 167772265, 'n': 9, 'trace_an': 26244}
  • id: 3692505
    {'hecke_orbit_code': 167772265, 'n': 10, 'trace_an': -25625}
  • id: 3692506
    {'hecke_orbit_code': 167772265, 'n': 11, 'trace_an': -32854}
  • id: 3692507
    {'hecke_orbit_code': 167772265, 'n': 12, 'trace_an': -40581}
  • id: 3692508
    {'hecke_orbit_code': 167772265, 'n': 13, 'trace_an': -133882}
  • id: 3692509
    {'hecke_orbit_code': 167772265, 'n': 14, 'trace_an': -98441}
  • id: 3692510
    {'hecke_orbit_code': 167772265, 'n': 15, 'trace_an': -202500}
  • id: 3692511
    {'hecke_orbit_code': 167772265, 'n': 16, 'trace_an': -90479}
  • id: 3692512
    {'hecke_orbit_code': 167772265, 'n': 17, 'trace_an': 334344}
  • id: 3692513
    {'hecke_orbit_code': 167772265, 'n': 18, 'trace_an': -269001}
  • id: 3692514
    {'hecke_orbit_code': 167772265, 'n': 19, 'trace_an': 72046}
  • id: 3692515
    {'hecke_orbit_code': 167772265, 'n': 20, 'trace_an': 313125}
  • id: 3692516
    {'hecke_orbit_code': 167772265, 'n': 21, 'trace_an': -777924}
  • id: 3692517
    {'hecke_orbit_code': 167772265, 'n': 22, 'trace_an': 990556}
  • id: 3692518
    {'hecke_orbit_code': 167772265, 'n': 23, 'trace_an': 47460}
  • id: 3692519
    {'hecke_orbit_code': 167772265, 'n': 24, 'trace_an': 2378727}
  • id: 3692520
    {'hecke_orbit_code': 167772265, 'n': 25, 'trace_an': 1562500}
  • id: 3692521
    {'hecke_orbit_code': 167772265, 'n': 26, 'trace_an': 4203458}
  • id: 3692522
    {'hecke_orbit_code': 167772265, 'n': 27, 'trace_an': -2125764}
  • id: 3692523
    {'hecke_orbit_code': 167772265, 'n': 28, 'trace_an': 1202901}
  • id: 3692524
    {'hecke_orbit_code': 167772265, 'n': 29, 'trace_an': 7010312}
  • id: 3692525
    {'hecke_orbit_code': 167772265, 'n': 30, 'trace_an': 2075625}
  • id: 3692526
    {'hecke_orbit_code': 167772265, 'n': 31, 'trace_an': -3711690}
  • id: 3692527
    {'hecke_orbit_code': 167772265, 'n': 32, 'trace_an': 18115265}
  • id: 3692528
    {'hecke_orbit_code': 167772265, 'n': 33, 'trace_an': 2661174}
  • id: 3692529
    {'hecke_orbit_code': 167772265, 'n': 34, 'trace_an': 12757214}
  • id: 3692530
    {'hecke_orbit_code': 167772265, 'n': 35, 'trace_an': 6002500}
  • id: 3692531
    {'hecke_orbit_code': 167772265, 'n': 36, 'trace_an': 3287061}
  • id: 3692532
    {'hecke_orbit_code': 167772265, 'n': 37, 'trace_an': 5222716}
  • id: 3692533
    {'hecke_orbit_code': 167772265, 'n': 38, 'trace_an': -759964}
  • id: 3692534
    {'hecke_orbit_code': 167772265, 'n': 39, 'trace_an': 10844442}
  • id: 3692535
    {'hecke_orbit_code': 167772265, 'n': 40, 'trace_an': -18354375}
  • id: 3692536
    {'hecke_orbit_code': 167772265, 'n': 41, 'trace_an': -5689292}
  • id: 3692537
    {'hecke_orbit_code': 167772265, 'n': 42, 'trace_an': 7973721}
  • id: 3692538
    {'hecke_orbit_code': 167772265, 'n': 43, 'trace_an': -71286384}
  • id: 3692539
    {'hecke_orbit_code': 167772265, 'n': 44, 'trace_an': 6098004}
  • id: 3692540
    {'hecke_orbit_code': 167772265, 'n': 45, 'trace_an': 16402500}
  • id: 3692541
    {'hecke_orbit_code': 167772265, 'n': 46, 'trace_an': 13833560}
  • id: 3692542
    {'hecke_orbit_code': 167772265, 'n': 47, 'trace_an': -100832160}
  • id: 3692543
    {'hecke_orbit_code': 167772265, 'n': 48, 'trace_an': 7328799}
  • id: 3692544
    {'hecke_orbit_code': 167772265, 'n': 49, 'trace_an': 23059204}
  • id: 3692545
    {'hecke_orbit_code': 167772265, 'n': 50, 'trace_an': -16015625}
  • id: 3692546
    {'hecke_orbit_code': 167772265, 'n': 51, 'trace_an': -27081864}
  • id: 3692547
    {'hecke_orbit_code': 167772265, 'n': 52, 'trace_an': -7238698}
  • id: 3692548
    {'hecke_orbit_code': 167772265, 'n': 53, 'trace_an': -149250454}
  • id: 3692549
    {'hecke_orbit_code': 167772265, 'n': 54, 'trace_an': 21789081}
  • id: 3692550
    {'hecke_orbit_code': 167772265, 'n': 55, 'trace_an': -20533750}
  • id: 3692551
    {'hecke_orbit_code': 167772265, 'n': 56, 'trace_an': -70510167}
  • id: 3692552
    {'hecke_orbit_code': 167772265, 'n': 57, 'trace_an': -5835726}
  • id: 3692553
    {'hecke_orbit_code': 167772265, 'n': 58, 'trace_an': -191838758}
  • id: 3692554
    {'hecke_orbit_code': 167772265, 'n': 59, 'trace_an': 24779068}
  • id: 3692555
    {'hecke_orbit_code': 167772265, 'n': 60, 'trace_an': -25363125}
  • id: 3692556
    {'hecke_orbit_code': 167772265, 'n': 61, 'trace_an': -301336048}
  • id: 3692557
    {'hecke_orbit_code': 167772265, 'n': 62, 'trace_an': -107946280}
  • id: 3692558
    {'hecke_orbit_code': 167772265, 'n': 63, 'trace_an': 63011844}
  • id: 3692559
    {'hecke_orbit_code': 167772265, 'n': 64, 'trace_an': -71492607}
  • id: 3692560
    {'hecke_orbit_code': 167772265, 'n': 65, 'trace_an': -83676250}
  • id: 3692561
    {'hecke_orbit_code': 167772265, 'n': 66, 'trace_an': -80235036}
  • id: 3692562
    {'hecke_orbit_code': 167772265, 'n': 67, 'trace_an': -10978016}
  • id: 3692563
    {'hecke_orbit_code': 167772265, 'n': 68, 'trace_an': -527886134}
  • id: 3692564
    {'hecke_orbit_code': 167772265, 'n': 69, 'trace_an': -3844260}
  • id: 3692565
    {'hecke_orbit_code': 167772265, 'n': 70, 'trace_an': -61525625}
  • id: 3692566
    {'hecke_orbit_code': 167772265, 'n': 71, 'trace_an': -507837170}
  • id: 3692567
    {'hecke_orbit_code': 167772265, 'n': 72, 'trace_an': -192676887}
  • id: 3692568
    {'hecke_orbit_code': 167772265, 'n': 73, 'trace_an': -158796526}
  • id: 3692569
    {'hecke_orbit_code': 167772265, 'n': 74, 'trace_an': -252589374}
  • id: 3692570
    {'hecke_orbit_code': 167772265, 'n': 75, 'trace_an': -126562500}
  • id: 3692571
    {'hecke_orbit_code': 167772265, 'n': 76, 'trace_an': -604814036}
  • id: 3692572
    {'hecke_orbit_code': 167772265, 'n': 77, 'trace_an': -78882454}
  • id: 3692573
    {'hecke_orbit_code': 167772265, 'n': 78, 'trace_an': -340480098}
  • id: 3692574
    {'hecke_orbit_code': 167772265, 'n': 79, 'trace_an': -36676584}
  • id: 3692575
    {'hecke_orbit_code': 167772265, 'n': 80, 'trace_an': -56549375}
  • id: 3692576
    {'hecke_orbit_code': 167772265, 'n': 81, 'trace_an': 172186884}
  • id: 3692577
    {'hecke_orbit_code': 167772265, 'n': 82, 'trace_an': -1841487282}
  • id: 3692578
    {'hecke_orbit_code': 167772265, 'n': 83, 'trace_an': 201009048}
  • id: 3692579
    {'hecke_orbit_code': 167772265, 'n': 84, 'trace_an': -97434981}
  • id: 3692580
    {'hecke_orbit_code': 167772265, 'n': 85, 'trace_an': 208965000}
  • id: 3692581
    {'hecke_orbit_code': 167772265, 'n': 86, 'trace_an': 162200156}
  • id: 3692582
    {'hecke_orbit_code': 167772265, 'n': 87, 'trace_an': -567835272}
  • id: 3692583
    {'hecke_orbit_code': 167772265, 'n': 88, 'trace_an': -1446483548}
  • id: 3692584
    {'hecke_orbit_code': 167772265, 'n': 89, 'trace_an': 161323024}
  • id: 3692585
    {'hecke_orbit_code': 167772265, 'n': 90, 'trace_an': -168125625}
  • id: 3692586
    {'hecke_orbit_code': 167772265, 'n': 91, 'trace_an': -321450682}
  • id: 3692587
    {'hecke_orbit_code': 167772265, 'n': 92, 'trace_an': 563662840}
  • id: 3692588
    {'hecke_orbit_code': 167772265, 'n': 93, 'trace_an': 300646890}
  • id: 3692589
    {'hecke_orbit_code': 167772265, 'n': 94, 'trace_an': -918128840}
  • id: 3692590
    {'hecke_orbit_code': 167772265, 'n': 95, 'trace_an': 45028750}
  • id: 3692591
    {'hecke_orbit_code': 167772265, 'n': 96, 'trace_an': -1467336465}
  • id: 3692592
    {'hecke_orbit_code': 167772265, 'n': 97, 'trace_an': -1913030882}
  • id: 3692593
    {'hecke_orbit_code': 167772265, 'n': 98, 'trace_an': -236356841}
  • id: 3692594
    {'hecke_orbit_code': 167772265, 'n': 99, 'trace_an': -215555094}
  • id: 3692595
    {'hecke_orbit_code': 167772265, 'n': 100, 'trace_an': 195703125}
  • id: 3692596
    {'hecke_orbit_code': 167772265, 'n': 101, 'trace_an': 1336509756}
  • id: 3692597
    {'hecke_orbit_code': 167772265, 'n': 103, 'trace_an': -3214463312}
  • id: 3692598
    {'hecke_orbit_code': 167772265, 'n': 107, 'trace_an': -1372264936}
  • id: 3692599
    {'hecke_orbit_code': 167772265, 'n': 109, 'trace_an': -4614962852}
  • id: 3692600
    {'hecke_orbit_code': 167772265, 'n': 113, 'trace_an': -812745574}
  • id: 3692601
    {'hecke_orbit_code': 167772265, 'n': 121, 'trace_an': 1696693000}
  • id: 3692602
    {'hecke_orbit_code': 167772265, 'n': 125, 'trace_an': 976562500}
  • id: 3692603
    {'hecke_orbit_code': 167772265, 'n': 127, 'trace_an': 5356814640}
  • id: 3692604
    {'hecke_orbit_code': 167772265, 'n': 128, 'trace_an': -1363686687}
  • id: 3692605
    {'hecke_orbit_code': 167772265, 'n': 131, 'trace_an': 6229077576}
  • id: 3692606
    {'hecke_orbit_code': 167772265, 'n': 137, 'trace_an': -6509736026}
  • id: 3692607
    {'hecke_orbit_code': 167772265, 'n': 139, 'trace_an': 1044771878}
  • id: 3692608
    {'hecke_orbit_code': 167772265, 'n': 149, 'trace_an': 15882093884}
  • id: 3692609
    {'hecke_orbit_code': 167772265, 'n': 151, 'trace_an': -15395238628}
  • id: 3692610
    {'hecke_orbit_code': 167772265, 'n': 157, 'trace_an': 4330450538}
  • id: 3692611
    {'hecke_orbit_code': 167772265, 'n': 163, 'trace_an': -6997167896}
  • id: 3692612
    {'hecke_orbit_code': 167772265, 'n': 167, 'trace_an': 5432544192}
  • id: 3692613
    {'hecke_orbit_code': 167772265, 'n': 169, 'trace_an': 11110234504}
  • id: 3692614
    {'hecke_orbit_code': 167772265, 'n': 173, 'trace_an': 13409108700}
  • id: 3692615
    {'hecke_orbit_code': 167772265, 'n': 179, 'trace_an': -202097446}
  • id: 3692616
    {'hecke_orbit_code': 167772265, 'n': 181, 'trace_an': -21797295964}
  • id: 3692617
    {'hecke_orbit_code': 167772265, 'n': 191, 'trace_an': 8266705578}
  • id: 3692618
    {'hecke_orbit_code': 167772265, 'n': 193, 'trace_an': -59482734728}
  • id: 3692619
    {'hecke_orbit_code': 167772265, 'n': 197, 'trace_an': -110839146298}
  • id: 3692620
    {'hecke_orbit_code': 167772265, 'n': 199, 'trace_an': -46531249354}
  • id: 3692621
    {'hecke_orbit_code': 167772265, 'n': 211, 'trace_an': -73078729624}
  • id: 3692622
    {'hecke_orbit_code': 167772265, 'n': 223, 'trace_an': 10403837436}
  • id: 3692623
    {'hecke_orbit_code': 167772265, 'n': 227, 'trace_an': 2477687448}
  • id: 3692624
    {'hecke_orbit_code': 167772265, 'n': 229, 'trace_an': -70987348560}
  • id: 3692625
    {'hecke_orbit_code': 167772265, 'n': 233, 'trace_an': 30395054914}
  • id: 3692626
    {'hecke_orbit_code': 167772265, 'n': 239, 'trace_an': -216762166594}
  • id: 3692627
    {'hecke_orbit_code': 167772265, 'n': 241, 'trace_an': -50773842012}
  • id: 3692628
    {'hecke_orbit_code': 167772265, 'n': 243, 'trace_an': -13947137604}
  • id: 3692629
    {'hecke_orbit_code': 167772265, 'n': 251, 'trace_an': -12724581340}
  • id: 3692630
    {'hecke_orbit_code': 167772265, 'n': 256, 'trace_an': -116809324543}
  • id: 3692631
    {'hecke_orbit_code': 167772265, 'n': 257, 'trace_an': -12367707644}
  • id: 3692632
    {'hecke_orbit_code': 167772265, 'n': 263, 'trace_an': -175434027664}
  • id: 3692633
    {'hecke_orbit_code': 167772265, 'n': 269, 'trace_an': -129730302436}
  • id: 3692634
    {'hecke_orbit_code': 167772265, 'n': 271, 'trace_an': -43461380446}
  • id: 3692635
    {'hecke_orbit_code': 167772265, 'n': 277, 'trace_an': -199137338388}
  • id: 3692636
    {'hecke_orbit_code': 167772265, 'n': 281, 'trace_an': 49964257012}
  • id: 3692637
    {'hecke_orbit_code': 167772265, 'n': 283, 'trace_an': -235432685480}
  • id: 3692638
    {'hecke_orbit_code': 167772265, 'n': 289, 'trace_an': 78464878156}
  • id: 3692639
    {'hecke_orbit_code': 167772265, 'n': 293, 'trace_an': 92950620004}
  • id: 3692640
    {'hecke_orbit_code': 167772265, 'n': 307, 'trace_an': -495556606396}
  • id: 3692641
    {'hecke_orbit_code': 167772265, 'n': 311, 'trace_an': -334199269936}
  • id: 3692642
    {'hecke_orbit_code': 167772265, 'n': 313, 'trace_an': 283019390726}
  • id: 3692643
    {'hecke_orbit_code': 167772265, 'n': 317, 'trace_an': -169450067838}
  • id: 3692644
    {'hecke_orbit_code': 167772265, 'n': 331, 'trace_an': 167652566344}
  • id: 3692645
    {'hecke_orbit_code': 167772265, 'n': 337, 'trace_an': -270593466984}
  • id: 3692646
    {'hecke_orbit_code': 167772265, 'n': 343, 'trace_an': 55365148804}
  • id: 3692647
    {'hecke_orbit_code': 167772265, 'n': 347, 'trace_an': 123661824932}
  • id: 3692648
    {'hecke_orbit_code': 167772265, 'n': 349, 'trace_an': 567293125912}
  • id: 3692649
    {'hecke_orbit_code': 167772265, 'n': 353, 'trace_an': 1296627875960}
  • id: 3692650
    {'hecke_orbit_code': 167772265, 'n': 359, 'trace_an': 68983153538}
  • id: 3692651
    {'hecke_orbit_code': 167772265, 'n': 361, 'trace_an': 1069379489128}
  • id: 3692652
    {'hecke_orbit_code': 167772265, 'n': 367, 'trace_an': -1335066793620}
  • id: 3692653
    {'hecke_orbit_code': 167772265, 'n': 373, 'trace_an': -348752519600}
  • id: 3692654
    {'hecke_orbit_code': 167772265, 'n': 379, 'trace_an': 213570166428}
  • id: 3692655
    {'hecke_orbit_code': 167772265, 'n': 383, 'trace_an': -229583820160}
  • id: 3692656
    {'hecke_orbit_code': 167772265, 'n': 389, 'trace_an': 921755697284}
  • id: 3692657
    {'hecke_orbit_code': 167772265, 'n': 397, 'trace_an': 872517171262}
  • id: 3692658
    {'hecke_orbit_code': 167772265, 'n': 401, 'trace_an': -588819733400}
  • id: 3692659
    {'hecke_orbit_code': 167772265, 'n': 409, 'trace_an': 311577974032}
  • id: 3692660
    {'hecke_orbit_code': 167772265, 'n': 419, 'trace_an': -493558389648}
  • id: 3692661
    {'hecke_orbit_code': 167772265, 'n': 421, 'trace_an': 281458103432}
  • id: 3692662
    {'hecke_orbit_code': 167772265, 'n': 431, 'trace_an': -1232545269106}
  • id: 3692663
    {'hecke_orbit_code': 167772265, 'n': 433, 'trace_an': 579173081646}
  • id: 3692664
    {'hecke_orbit_code': 167772265, 'n': 439, 'trace_an': 1449993619254}
  • id: 3692665
    {'hecke_orbit_code': 167772265, 'n': 443, 'trace_an': -2570432198924}
  • id: 3692666
    {'hecke_orbit_code': 167772265, 'n': 449, 'trace_an': 531486892960}
  • id: 3692667
    {'hecke_orbit_code': 167772265, 'n': 457, 'trace_an': -2219289714380}
  • id: 3692668
    {'hecke_orbit_code': 167772265, 'n': 461, 'trace_an': -1122776536240}
  • id: 3692669
    {'hecke_orbit_code': 167772265, 'n': 463, 'trace_an': -102916876984}
  • id: 3692670
    {'hecke_orbit_code': 167772265, 'n': 467, 'trace_an': -645968471264}
  • id: 3692671
    {'hecke_orbit_code': 167772265, 'n': 479, 'trace_an': 208880357576}
  • id: 3692672
    {'hecke_orbit_code': 167772265, 'n': 487, 'trace_an': -2625071081528}
  • id: 3692673
    {'hecke_orbit_code': 167772265, 'n': 491, 'trace_an': 2052693682090}
  • id: 3692674
    {'hecke_orbit_code': 167772265, 'n': 499, 'trace_an': 418032204396}
  • id: 3692675
    {'hecke_orbit_code': 167772265, 'n': 503, 'trace_an': 2145050609544}
  • id: 3692676
    {'hecke_orbit_code': 167772265, 'n': 509, 'trace_an': 4665497546500}
  • id: 3692677
    {'hecke_orbit_code': 167772265, 'n': 512, 'trace_an': 1920359678881}
  • id: 3692678
    {'hecke_orbit_code': 167772265, 'n': 521, 'trace_an': 903387465212}
  • id: 3692679
    {'hecke_orbit_code': 167772265, 'n': 523, 'trace_an': 6977649060820}
  • id: 3692680
    {'hecke_orbit_code': 167772265, 'n': 529, 'trace_an': -3095267272652}
  • id: 3692681
    {'hecke_orbit_code': 167772265, 'n': 541, 'trace_an': -2285804340256}
  • id: 3692682
    {'hecke_orbit_code': 167772265, 'n': 547, 'trace_an': -725777435896}
  • id: 3692683
    {'hecke_orbit_code': 167772265, 'n': 557, 'trace_an': -2049595182102}
  • id: 3692684
    {'hecke_orbit_code': 167772265, 'n': 563, 'trace_an': -2254262452536}
  • id: 3692685
    {'hecke_orbit_code': 167772265, 'n': 569, 'trace_an': -6657368932360}
  • id: 3692686
    {'hecke_orbit_code': 167772265, 'n': 571, 'trace_an': 7917628071324}
  • id: 3692687
    {'hecke_orbit_code': 167772265, 'n': 577, 'trace_an': -416111977386}
  • id: 3692688
    {'hecke_orbit_code': 167772265, 'n': 587, 'trace_an': 6833837068688}
  • id: 3692689
    {'hecke_orbit_code': 167772265, 'n': 593, 'trace_an': 7774790335344}
  • id: 3692690
    {'hecke_orbit_code': 167772265, 'n': 599, 'trace_an': -1588832709518}
  • id: 3692691
    {'hecke_orbit_code': 167772265, 'n': 601, 'trace_an': 9553716492116}
  • id: 3692692
    {'hecke_orbit_code': 167772265, 'n': 607, 'trace_an': 817502520604}
  • id: 3692693
    {'hecke_orbit_code': 167772265, 'n': 613, 'trace_an': 6220816986324}
  • id: 3692694
    {'hecke_orbit_code': 167772265, 'n': 617, 'trace_an': 3617266886154}
  • id: 3692695
    {'hecke_orbit_code': 167772265, 'n': 619, 'trace_an': 2465361898590}
  • id: 3692696
    {'hecke_orbit_code': 167772265, 'n': 625, 'trace_an': 610351562500}
  • id: 3692697
    {'hecke_orbit_code': 167772265, 'n': 631, 'trace_an': 10392730901680}
  • id: 3692698
    {'hecke_orbit_code': 167772265, 'n': 641, 'trace_an': -6923750946028}
  • id: 3692699
    {'hecke_orbit_code': 167772265, 'n': 643, 'trace_an': -12478215542700}
  • id: 3692700
    {'hecke_orbit_code': 167772265, 'n': 647, 'trace_an': 403361238880}
  • id: 3692701
    {'hecke_orbit_code': 167772265, 'n': 653, 'trace_an': 4722766257662}
  • id: 3692702
    {'hecke_orbit_code': 167772265, 'n': 659, 'trace_an': 117788909678}
  • id: 3692703
    {'hecke_orbit_code': 167772265, 'n': 661, 'trace_an': 13064360111488}
  • id: 3692704
    {'hecke_orbit_code': 167772265, 'n': 673, 'trace_an': 7159197466204}
  • id: 3692705
    {'hecke_orbit_code': 167772265, 'n': 677, 'trace_an': 19881298712932}
  • id: 3692706
    {'hecke_orbit_code': 167772265, 'n': 683, 'trace_an': 2822109183268}
  • id: 3692707
    {'hecke_orbit_code': 167772265, 'n': 691, 'trace_an': -2773002693710}
  • id: 3692708
    {'hecke_orbit_code': 167772265, 'n': 701, 'trace_an': 2972812348440}
  • id: 3692709
    {'hecke_orbit_code': 167772265, 'n': 709, 'trace_an': -22268426286056}
  • id: 3692710
    {'hecke_orbit_code': 167772265, 'n': 719, 'trace_an': 21442463863708}
  • id: 3692711
    {'hecke_orbit_code': 167772265, 'n': 727, 'trace_an': -13711053609180}
  • id: 3692712
    {'hecke_orbit_code': 167772265, 'n': 729, 'trace_an': 1129718145924}
  • id: 3692713
    {'hecke_orbit_code': 167772265, 'n': 733, 'trace_an': 28149388402702}
  • id: 3692714
    {'hecke_orbit_code': 167772265, 'n': 739, 'trace_an': -23957257985396}
  • id: 3692715
    {'hecke_orbit_code': 167772265, 'n': 743, 'trace_an': 184129291760}
  • id: 3692716
    {'hecke_orbit_code': 167772265, 'n': 751, 'trace_an': -29008688566568}
  • id: 3692717
    {'hecke_orbit_code': 167772265, 'n': 757, 'trace_an': -291176486080}
  • id: 3692718
    {'hecke_orbit_code': 167772265, 'n': 761, 'trace_an': -6124333630408}
  • id: 3692719
    {'hecke_orbit_code': 167772265, 'n': 769, 'trace_an': -22539305865012}
  • id: 3692720
    {'hecke_orbit_code': 167772265, 'n': 773, 'trace_an': 3026719294124}
  • id: 3692721
    {'hecke_orbit_code': 167772265, 'n': 787, 'trace_an': -1117522665844}
  • id: 3692722
    {'hecke_orbit_code': 167772265, 'n': 797, 'trace_an': 39381483368084}
  • id: 3692723
    {'hecke_orbit_code': 167772265, 'n': 809, 'trace_an': -13448625076812}
  • id: 3692724
    {'hecke_orbit_code': 167772265, 'n': 811, 'trace_an': -6371046194914}
  • id: 3692725
    {'hecke_orbit_code': 167772265, 'n': 821, 'trace_an': -7429542666008}
  • id: 3692726
    {'hecke_orbit_code': 167772265, 'n': 823, 'trace_an': -47361235034816}
  • id: 3692727
    {'hecke_orbit_code': 167772265, 'n': 827, 'trace_an': 3076827748408}
  • id: 3692728
    {'hecke_orbit_code': 167772265, 'n': 829, 'trace_an': -15450878493324}
  • id: 3692729
    {'hecke_orbit_code': 167772265, 'n': 839, 'trace_an': -14368121350052}
  • id: 3692730
    {'hecke_orbit_code': 167772265, 'n': 841, 'trace_an': -15201605154980}
  • id: 3692731
    {'hecke_orbit_code': 167772265, 'n': 853, 'trace_an': -40475141153050}
  • id: 3692732
    {'hecke_orbit_code': 167772265, 'n': 857, 'trace_an': 66207998235196}
  • id: 3692733
    {'hecke_orbit_code': 167772265, 'n': 859, 'trace_an': -73309639927134}
  • id: 3692734
    {'hecke_orbit_code': 167772265, 'n': 863, 'trace_an': 50852037803956}
  • id: 3692735
    {'hecke_orbit_code': 167772265, 'n': 877, 'trace_an': -10425070416524}
  • id: 3692736
    {'hecke_orbit_code': 167772265, 'n': 881, 'trace_an': -13820915768824}
  • id: 3692737
    {'hecke_orbit_code': 167772265, 'n': 883, 'trace_an': -20136969405688}
  • id: 3692738
    {'hecke_orbit_code': 167772265, 'n': 887, 'trace_an': 34514534262648}
  • id: 3692739
    {'hecke_orbit_code': 167772265, 'n': 907, 'trace_an': 54286329217176}
  • id: 3692740
    {'hecke_orbit_code': 167772265, 'n': 911, 'trace_an': 4208180123394}
  • id: 3692741
    {'hecke_orbit_code': 167772265, 'n': 919, 'trace_an': -17384324605808}
  • id: 3692742
    {'hecke_orbit_code': 167772265, 'n': 929, 'trace_an': 15666487768344}
  • id: 3692743
    {'hecke_orbit_code': 167772265, 'n': 937, 'trace_an': 6257662139202}
  • id: 3692744
    {'hecke_orbit_code': 167772265, 'n': 941, 'trace_an': -5413764785688}
  • id: 3692745
    {'hecke_orbit_code': 167772265, 'n': 947, 'trace_an': 1126037199764}
  • id: 3692746
    {'hecke_orbit_code': 167772265, 'n': 953, 'trace_an': 3116424601346}
  • id: 3692747
    {'hecke_orbit_code': 167772265, 'n': 961, 'trace_an': -19105344868024}
  • id: 3692748
    {'hecke_orbit_code': 167772265, 'n': 967, 'trace_an': -29555611128440}
  • id: 3692749
    {'hecke_orbit_code': 167772265, 'n': 971, 'trace_an': -109710712958852}
  • id: 3692750
    {'hecke_orbit_code': 167772265, 'n': 977, 'trace_an': 45696230763730}
  • id: 3692751
    {'hecke_orbit_code': 167772265, 'n': 983, 'trace_an': 22382047069584}
  • id: 3692752
    {'hecke_orbit_code': 167772265, 'n': 991, 'trace_an': 31622322953376}
  • id: 3692753
    {'hecke_orbit_code': 167772265, 'n': 997, 'trace_an': 16170242933294}