Embedded newform data - 862.6.a.b.1.5

Formats: - HTML - YAML - JSON - 2024-06-01T20:32:59.143967

• 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': 31032, 'analytic_conductor': 138.2508526787893, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [431, -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': [862, 1, [7], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 44, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_orbit': 2, 'hecke_orbit_code': 4503599728034654, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '862.6.a.b', 'level': 862, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 431], 'level_radical': 862, 'minimal_twist': '862.6.a.b', 'prim_orbit_index': 1, 'related_objects': [], 'relative_dim': 44, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '862.6.a', 'trace_display': [176, -90, -250, -479], 'traces': [44, 176, -90, 704, -250, -360, -479, 2816, 3270, -1000, -1826, -1440, -2623, -1916, -4443, 11264, -6751, 13080, -7969, -4000, -8220, -7304, -17276, -5760, 21130, -10492, -27963, -7664, -22547, -17772, -34076, 45056, -19225, -27004, -35854, 52320, -26809, -31876, -33759, -16000, -47099, -32880, -44019, -29216, -83014, -69104, -80854, -23040, 98079, 84520, -54896, -41968, -86057, -111852, -111885, -30656, -65903, -90188, -157759, -71088, -163640, -136304, -172844, 180224, -81544, -76900, -106228, -108016, -162750, -143416, -188370, 209280, -135423, -107236, -359459, -127504, -259175, -135036, -194026, -64000, 219444, -188396, -466476, -131520, -92384, -176076, -377355, -116864, -219335, -332056, -483654, -276416, 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• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
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[0.06431082666983504, 0.0], [4.388190595986516, 0.0], [-0.3261705098240531, 0.0], [0.3115670869228303, 0.0], [-0.2172180835702515, 0.0], [-1.9124496960742645, 0.0], [-0.8894395219858099, 0.0], [0.3662171034531505, 0.0], [-0.39984537353116983, 0.0], [-0.1451134073766147, 0.0], [-0.613336678669769, 0.0], [-0.1343121373992361, 0.0], [0.8856158411235444, 0.0], [-0.04608936026968134, 0.0], [0.26762564510443504, 0.0], [-2.217900723070238, 0.0], [-0.4350661982218167, 0.0], [-1.2181687192455892, 0.0], [-0.026903548966961534, 0.0], [1.946952056628875, 0.0], [-0.1269053001012451, 0.0], [-0.4815293579626057, 0.0], [-0.40491134268174167, 0.0], [-1.1972990532234773, 0.0], [0.7578255225447428, 0.0], [-2.1805800551075523, 0.0], [0.19191909948631714, 0.0], [-1.0909230202560851, 0.0], [-0.2507574068699762, 0.0], [4.018288502650518, 0.0], [0.4348351593274565, 0.0], [0.7595139665045658, 0.0], [-0.2077114729114849, 0.0], [0.04928260177754095, 0.0], [-0.5988663645032509, 0.0], [1.6740838175001684, 0.0], [0.2796768527105101, 0.0], [0.3056520298570582, 0.0], [0.21728890334415793, 0.0], [0.9568417554481856, 0.0], [1.0567478493447255, 0.0], [-0.09481490546577459, 0.0], [-0.030978250136234644, 0.0], [-0.47719697834875235, 0.0], [-0.2698705464317082, 0.0], [-1.4289600768193846, 0.0], [0.15247278938594921, 0.0], [0.679885275188711, 0.0], [-1.0005405831968057, 0.0], [-0.7515866071176304, 0.0], [-0.45449169859345334, 0.0], [1.9692362853433643, 0.0], [0.5750821688191685, 0.0], [0.4331933335778976, 0.0], [0.4171249193441, 0.0], [0.4617732413308684, 0.0], [-1.22641812264415, 0.0], [-0.9725142353961973, 0.0], [0.05509950382436025, 0.0], [-0.35276471450654817, 0.0], [-0.9890355434681862, 0.0], [-0.4837287075938515, 0.0], [-0.8609157701901317, 0.0], [-0.12881972017605908, 0.0], [0.5969699452860054, 0.0], [1.1605646417752093, 0.0], [-0.32865163600543496, 0.0], [-1.656439259658605, 0.0], [-0.15731673475503613, 0.0], [-1.563017308298282, 0.0], [0.5422650505939869, 0.0], [-0.14492315452227372, 0.0], [0.13176202491834857, 0.0], [-1.5997426783427318, 0.0], [-0.02613984534268653, 0.0], [-0.049686935755631434, 0.0], [0.35471955563670726, 0.0], [-0.2728322467597562, 0.0], [-0.3609855898384705, 0.0], [1.7133161417860765, 0.0], [-0.2827563065875336, 0.0], [-0.877680407692785, 0.0], [0.1941845758986431, 0.0], [0.12348989202321278, 0.0], [0.5183161909653627, 0.0], [-4.821480797939054, 0.0], [-0.8265021147388515, 0.0], [0.39787624686095463, 0.0], [0.0809606182372389, 0.0], [-0.013782236207481063, 0.0], [-0.14221850326757896, 0.0], [1.553927659446547, 0.0], [-0.6003423659660206, 0.0], [0.2343093070380308, 0.0], [-0.40555139452350386, 0.0], [-1.545947046828813, 0.0], [1.2236750038676345, 0.0], [-1.1803682224817407, 0.0], [0.18712413741398776, 0.0]], 'angles': [None, -0.3979402271511866, -0.2719562484170845, -0.450473895292522, -0.271181681850729, -0.3407736355929912, -0.19519452616313968, -0.11127390653525984, -0.2279123187267833, -0.15867654910598836, -0.3158866800037502, -0.13787801633934754, -0.2774062865315742, -0.12229090675955674, -0.39496961775962186, -0.20826385883430654, -0.25986700274671953, -0.2583243661156763, -0.2665611818150267, -0.21421380959216724, -0.30096966825182064, -0.26516427590939823, -0.2092839605752403, -0.16407824498346396, -0.1837305895476599, -0.23137877309876081, -0.3723139312662514, -0.2746386164526006, -0.15805029921393957, -0.3263038777272957, -0.2915982484543528, -0.15104732715003807, -0.20889732001229683, -0.24394131390802454, -0.17911461517853502, -0.23472363352800044, -0.3271955961510935, -0.27501100662409145, -0.32929928953031046, -0.2093074354223571, -0.2932618453173095, -0.34583433619767956, -0.3943179285949158, -0.2123785995534604, -0.28603705932247825, -0.32003198674994343, -0.37715465244605767, -0.2094668015372406, -0.4244525048850663, -0.20688047882733826, -0.17840331867883993, -0.18151887713186668, -0.41505433756594584, -0.10456403467087332, -0.2732270283786968, -0.1373764489255455, -0.15598076696298258, 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-0.1989883713850733, -0.35074564037567135, -0.2635883998380877, -0.17077491345426474, -0.18926343864862463, -0.18937971527772496, -0.2937901897328817, -0.27599092893373955, -0.2051029204435074, -0.20447759901466203, -0.2550806160046124, -0.34288092352508054, -0.3050318312064577, -0.4163953826516136, -0.22873646834379902, -0.2375934464318497, -0.34143943600243826, -0.3256902113361233, -0.4594323641443916, -0.37992906819557365, -0.2175700628997965, -0.19238817491730087, -0.35492470377492324, -0.1900566240066955, -0.2701523891251832, -0.3206438542796707, -0.23935220696853923, -0.34115834151625274, -0.3507084008726613, -0.15193440383797072, -0.3085896846177934, -0.31056491751968923, -0.3416558821964757, -0.18324253715391375, -0.27830879510862555, -0.20509697599950388, -0.1737750325072645, -0.03316668051649523, -0.3002279310275731, -0.23085197105003055, -0.14223882311594865, -0.3292419315620419, -0.36988269007356844, -0.14963433011328534, -0.14950913384889816, -0.054924556570578306, -0.46166152226828727, -0.23502070837601496, -0.30796208572213696, -0.29491941824288803, -0.45273429866579007, -0.26155791427287217, -0.35423146003332007, -0.3418227979483006, -0.09214150498276956, -0.17060467292429288, -0.37666834060317106, -0.027951027880992102, -0.15147110545539438, -0.392774762911237, -0.25395436755867784, -0.3223052915930578, -0.25109676419019034, -0.39061573543883094], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 5, 'dual_embedding_m': 5, 'embedding_index': 5, 'embedding_m': 5, 'hecke_orbit': 2, 'hecke_orbit_code': 4503599728034654, 'label': '862.6.a.b.1.5', 'level': 862, 'weight': 6}
• mf_newspaces •

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

  
  {'ALdims': [44, 46, 46, 44], 'Nk2': 31032, 'analytic_conductor': 138.2508526787893, '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': [862, 1, [7], [1]], 'conrey_index': 1, 'cusp_dim': 538, 'dim': 180, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_orbit_code': 100664158, 'hecke_orbit_dims': [44, 44, 46, 46], 'label': '862.6.a', 'level': 862, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 431], 'level_radical': 862, 'mf_dim': 542, 'mf_new_dim': 180, 'num_forms': 4, 'plus_dim': 88, 'prim_orbit_index': 1, 'relative_dim': 180, 'sturm_bound': 648, 'trace_bound': 2, 'trace_display': [0, 0, 0, 0], 'traces': [180, 0, 0, 2880, 0, 0, 0, 0, 15020, 0, -404, 0, 982, 960, -2504, 46080, -416, -1280, -3796, 0, 1864, -496, -9492, 0, 104756, -2632, 4788, 0, 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• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 44, 'source_embedding_index': 5, 'source_hecke_orbit_code': 4503599728034654, 'source_is_minimal': True, 'source_label': '862.6.a.b.1.5', 'source_level': 862, 'target_conrey_index': 1, 'target_dim': 44, 'target_embedding_index': 5, 'target_hecke_orbit_code': 4503599728034654, 'target_is_minimal': True, 'target_label': '862.6.a.b.1.5', 'target_level': 862, 'twist_class_label': '862.6.a.b.1.5', 'twist_class_level': 862, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
• hecke_orbit_code 4503599728034654 does not appear in mf_hecke_charpolys
• 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': 2, 'label': '862.6.a.b', 'level': 862, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 19458684
    {'hecke_orbit_code': 4503599728034654, 'n': 1, 'trace_an': 44}
  • id: 19458685
    {'hecke_orbit_code': 4503599728034654, 'n': 2, 'trace_an': 176}
  • id: 19458686
    {'hecke_orbit_code': 4503599728034654, 'n': 3, 'trace_an': -90}
  • id: 19458687
    {'hecke_orbit_code': 4503599728034654, 'n': 4, 'trace_an': 704}
  • id: 19458688
    {'hecke_orbit_code': 4503599728034654, 'n': 5, 'trace_an': -250}
  • id: 19458689
    {'hecke_orbit_code': 4503599728034654, 'n': 6, 'trace_an': -360}
  • id: 19458690
    {'hecke_orbit_code': 4503599728034654, 'n': 7, 'trace_an': -479}
  • id: 19458691
    {'hecke_orbit_code': 4503599728034654, 'n': 8, 'trace_an': 2816}
  • id: 19458692
    {'hecke_orbit_code': 4503599728034654, 'n': 9, 'trace_an': 3270}
  • id: 19458693
    {'hecke_orbit_code': 4503599728034654, 'n': 10, 'trace_an': -1000}
  • id: 19458694
    {'hecke_orbit_code': 4503599728034654, 'n': 11, 'trace_an': -1826}
  • id: 19458695
    {'hecke_orbit_code': 4503599728034654, 'n': 12, 'trace_an': -1440}
  • id: 19458696
    {'hecke_orbit_code': 4503599728034654, 'n': 13, 'trace_an': -2623}
  • id: 19458697
    {'hecke_orbit_code': 4503599728034654, 'n': 14, 'trace_an': -1916}
  • id: 19458698
    {'hecke_orbit_code': 4503599728034654, 'n': 15, 'trace_an': -4443}
  • id: 19458699
    {'hecke_orbit_code': 4503599728034654, 'n': 16, 'trace_an': 11264}
  • id: 19458700
    {'hecke_orbit_code': 4503599728034654, 'n': 17, 'trace_an': -6751}
  • id: 19458701
    {'hecke_orbit_code': 4503599728034654, 'n': 18, 'trace_an': 13080}
  • id: 19458702
    {'hecke_orbit_code': 4503599728034654, 'n': 19, 'trace_an': -7969}
  • id: 19458703
    {'hecke_orbit_code': 4503599728034654, 'n': 20, 'trace_an': -4000}
  • id: 19458704
    {'hecke_orbit_code': 4503599728034654, 'n': 21, 'trace_an': -8220}
  • id: 19458705
    {'hecke_orbit_code': 4503599728034654, 'n': 22, 'trace_an': -7304}
  • id: 19458706
    {'hecke_orbit_code': 4503599728034654, 'n': 23, 'trace_an': -17276}
  • id: 19458707
    {'hecke_orbit_code': 4503599728034654, 'n': 24, 'trace_an': -5760}
  • id: 19458708
    {'hecke_orbit_code': 4503599728034654, 'n': 25, 'trace_an': 21130}
  • id: 19458709
    {'hecke_orbit_code': 4503599728034654, 'n': 26, 'trace_an': -10492}
  • id: 19458710
    {'hecke_orbit_code': 4503599728034654, 'n': 27, 'trace_an': -27963}
  • id: 19458711
    {'hecke_orbit_code': 4503599728034654, 'n': 28, 'trace_an': -7664}
  • id: 19458712
    {'hecke_orbit_code': 4503599728034654, 'n': 29, 'trace_an': -22547}
  • id: 19458713
    {'hecke_orbit_code': 4503599728034654, 'n': 30, 'trace_an': -17772}
  • id: 19458714
    {'hecke_orbit_code': 4503599728034654, 'n': 31, 'trace_an': -34076}
  • id: 19458715
    {'hecke_orbit_code': 4503599728034654, 'n': 32, 'trace_an': 45056}
  • id: 19458716
    {'hecke_orbit_code': 4503599728034654, 'n': 33, 'trace_an': -19225}
  • id: 19458717
    {'hecke_orbit_code': 4503599728034654, 'n': 34, 'trace_an': -27004}
  • id: 19458718
    {'hecke_orbit_code': 4503599728034654, 'n': 35, 'trace_an': -35854}
  • id: 19458719
    {'hecke_orbit_code': 4503599728034654, 'n': 36, 'trace_an': 52320}
  • id: 19458720
    {'hecke_orbit_code': 4503599728034654, 'n': 37, 'trace_an': -26809}
  • id: 19458721
    {'hecke_orbit_code': 4503599728034654, 'n': 38, 'trace_an': -31876}
  • id: 19458722
    {'hecke_orbit_code': 4503599728034654, 'n': 39, 'trace_an': -33759}
  • id: 19458723
    {'hecke_orbit_code': 4503599728034654, 'n': 40, 'trace_an': -16000}
  • id: 19458724
    {'hecke_orbit_code': 4503599728034654, 'n': 41, 'trace_an': -47099}
  • id: 19458725
    {'hecke_orbit_code': 4503599728034654, 'n': 42, 'trace_an': -32880}
  • id: 19458726
    {'hecke_orbit_code': 4503599728034654, 'n': 43, 'trace_an': -44019}
  • id: 19458727
    {'hecke_orbit_code': 4503599728034654, 'n': 44, 'trace_an': -29216}
  • id: 19458728
    {'hecke_orbit_code': 4503599728034654, 'n': 45, 'trace_an': -83014}
  • id: 19458729
    {'hecke_orbit_code': 4503599728034654, 'n': 46, 'trace_an': -69104}
  • id: 19458730
    {'hecke_orbit_code': 4503599728034654, 'n': 47, 'trace_an': -80854}
  • id: 19458731
    {'hecke_orbit_code': 4503599728034654, 'n': 48, 'trace_an': -23040}
  • id: 19458732
    {'hecke_orbit_code': 4503599728034654, 'n': 49, 'trace_an': 98079}
  • id: 19458733
    {'hecke_orbit_code': 4503599728034654, 'n': 50, 'trace_an': 84520}
  • id: 19458734
    {'hecke_orbit_code': 4503599728034654, 'n': 51, 'trace_an': -54896}
  • id: 19458735
    {'hecke_orbit_code': 4503599728034654, 'n': 52, 'trace_an': -41968}
  • id: 19458736
    {'hecke_orbit_code': 4503599728034654, 'n': 53, 'trace_an': -86057}
  • id: 19458737
    {'hecke_orbit_code': 4503599728034654, 'n': 54, 'trace_an': -111852}
  • id: 19458738
    {'hecke_orbit_code': 4503599728034654, 'n': 55, 'trace_an': -111885}
  • id: 19458739
    {'hecke_orbit_code': 4503599728034654, 'n': 56, 'trace_an': -30656}
  • id: 19458740
    {'hecke_orbit_code': 4503599728034654, 'n': 57, 'trace_an': -65903}
  • id: 19458741
    {'hecke_orbit_code': 4503599728034654, 'n': 58, 'trace_an': -90188}
  • id: 19458742
    {'hecke_orbit_code': 4503599728034654, 'n': 59, 'trace_an': -157759}
  • id: 19458743
    {'hecke_orbit_code': 4503599728034654, 'n': 60, 'trace_an': -71088}
  • id: 19458744
    {'hecke_orbit_code': 4503599728034654, 'n': 61, 'trace_an': -163640}
  • id: 19458745
    {'hecke_orbit_code': 4503599728034654, 'n': 62, 'trace_an': -136304}
  • id: 19458746
    {'hecke_orbit_code': 4503599728034654, 'n': 63, 'trace_an': -172844}
  • id: 19458747
    {'hecke_orbit_code': 4503599728034654, 'n': 64, 'trace_an': 180224}
  • id: 19458748
    {'hecke_orbit_code': 4503599728034654, 'n': 65, 'trace_an': -81544}
  • id: 19458749
    {'hecke_orbit_code': 4503599728034654, 'n': 66, 'trace_an': -76900}
  • id: 19458750
    {'hecke_orbit_code': 4503599728034654, 'n': 67, 'trace_an': -106228}
  • id: 19458751
    {'hecke_orbit_code': 4503599728034654, 'n': 68, 'trace_an': -108016}
  • id: 19458752
    {'hecke_orbit_code': 4503599728034654, 'n': 69, 'trace_an': -162750}
  • id: 19458753
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  • id: 19458757
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  • id: 19458758
    {'hecke_orbit_code': 4503599728034654, 'n': 75, 'trace_an': -359459}
  • id: 19458759
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  • id: 19458760
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  • id: 19458761
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  • id: 19458762
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  • id: 19458764
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  • id: 19458765
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  • id: 19458766
    {'hecke_orbit_code': 4503599728034654, 'n': 83, 'trace_an': -466476}
  • id: 19458767
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  • id: 19458768
    {'hecke_orbit_code': 4503599728034654, 'n': 85, 'trace_an': -92384}
  • id: 19458769
    {'hecke_orbit_code': 4503599728034654, 'n': 86, 'trace_an': -176076}
  • id: 19458770
    {'hecke_orbit_code': 4503599728034654, 'n': 87, 'trace_an': -377355}
  • id: 19458771
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  • id: 19458772
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  • id: 19458773
    {'hecke_orbit_code': 4503599728034654, 'n': 90, 'trace_an': -332056}
  • id: 19458774
    {'hecke_orbit_code': 4503599728034654, 'n': 91, 'trace_an': -483654}
  • id: 19458775
    {'hecke_orbit_code': 4503599728034654, 'n': 92, 'trace_an': -276416}
  • id: 19458776
    {'hecke_orbit_code': 4503599728034654, 'n': 93, 'trace_an': -247383}
  • id: 19458777
    {'hecke_orbit_code': 4503599728034654, 'n': 94, 'trace_an': -323416}
  • id: 19458778
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  • id: 19458779
    {'hecke_orbit_code': 4503599728034654, 'n': 96, 'trace_an': -92160}
  • id: 19458780
    {'hecke_orbit_code': 4503599728034654, 'n': 97, 'trace_an': -290677}
  • id: 19458781
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  • id: 19458782
    {'hecke_orbit_code': 4503599728034654, 'n': 99, 'trace_an': -516636}
  • id: 19458783
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  • id: 19458784
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  • id: 19458785
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  • id: 19458786
    {'hecke_orbit_code': 4503599728034654, 'n': 107, 'trace_an': -504628}
  • id: 19458787
    {'hecke_orbit_code': 4503599728034654, 'n': 109, 'trace_an': -970407}
  • id: 19458788
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  • id: 19458789
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  • id: 19458790
    {'hecke_orbit_code': 4503599728034654, 'n': 125, 'trace_an': -2207502}
  • id: 19458791
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  • id: 19458792
    {'hecke_orbit_code': 4503599728034654, 'n': 128, 'trace_an': 720896}
  • id: 19458793
    {'hecke_orbit_code': 4503599728034654, 'n': 131, 'trace_an': -1994409}
  • id: 19458794
    {'hecke_orbit_code': 4503599728034654, 'n': 137, 'trace_an': -1865351}
  • id: 19458795
    {'hecke_orbit_code': 4503599728034654, 'n': 139, 'trace_an': -2502538}
  • id: 19458796
    {'hecke_orbit_code': 4503599728034654, 'n': 149, 'trace_an': -1511262}
  • id: 19458797
    {'hecke_orbit_code': 4503599728034654, 'n': 151, 'trace_an': -1556077}
  • id: 19458798
    {'hecke_orbit_code': 4503599728034654, 'n': 157, 'trace_an': -1451831}
  • id: 19458799
    {'hecke_orbit_code': 4503599728034654, 'n': 163, 'trace_an': -1186854}
  • id: 19458800
    {'hecke_orbit_code': 4503599728034654, 'n': 167, 'trace_an': -2736397}
  • id: 19458801
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  • id: 19458802
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  • id: 19458803
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  • id: 19458804
    {'hecke_orbit_code': 4503599728034654, 'n': 181, 'trace_an': -2121140}
  • id: 19458805
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  • id: 19458806
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  • id: 19458807
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  • id: 19458808
    {'hecke_orbit_code': 4503599728034654, 'n': 199, 'trace_an': -2349765}
  • id: 19458809
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  • id: 19458810
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  • id: 19458811
    {'hecke_orbit_code': 4503599728034654, 'n': 227, 'trace_an': -5421495}
  • id: 19458812
    {'hecke_orbit_code': 4503599728034654, 'n': 229, 'trace_an': -7939412}
  • id: 19458813
    {'hecke_orbit_code': 4503599728034654, 'n': 233, 'trace_an': -2611320}
  • id: 19458814
    {'hecke_orbit_code': 4503599728034654, 'n': 239, 'trace_an': -3938821}
  • id: 19458815
    {'hecke_orbit_code': 4503599728034654, 'n': 241, 'trace_an': -3681000}
  • id: 19458816
    {'hecke_orbit_code': 4503599728034654, 'n': 243, 'trace_an': -7177494}
  • id: 19458817
    {'hecke_orbit_code': 4503599728034654, 'n': 251, 'trace_an': -5630287}
  • id: 19458818
    {'hecke_orbit_code': 4503599728034654, 'n': 256, 'trace_an': 2883584}
  • id: 19458819
    {'hecke_orbit_code': 4503599728034654, 'n': 257, 'trace_an': -5050958}
  • id: 19458820
    {'hecke_orbit_code': 4503599728034654, 'n': 263, 'trace_an': 2754162}
  • id: 19458821
    {'hecke_orbit_code': 4503599728034654, 'n': 269, 'trace_an': -5624083}
  • id: 19458822
    {'hecke_orbit_code': 4503599728034654, 'n': 271, 'trace_an': -10323976}
  • id: 19458823
    {'hecke_orbit_code': 4503599728034654, 'n': 277, 'trace_an': -4623325}
  • id: 19458824
    {'hecke_orbit_code': 4503599728034654, 'n': 281, 'trace_an': -1526251}
  • id: 19458825
    {'hecke_orbit_code': 4503599728034654, 'n': 283, 'trace_an': -9884210}
  • id: 19458826
    {'hecke_orbit_code': 4503599728034654, 'n': 289, 'trace_an': 5448005}
  • id: 19458827
    {'hecke_orbit_code': 4503599728034654, 'n': 293, 'trace_an': 3322181}
  • id: 19458828
    {'hecke_orbit_code': 4503599728034654, 'n': 307, 'trace_an': -7772371}
  • id: 19458829
    {'hecke_orbit_code': 4503599728034654, 'n': 311, 'trace_an': -5156595}
  • id: 19458830
    {'hecke_orbit_code': 4503599728034654, 'n': 313, 'trace_an': -177836}
  • id: 19458831
    {'hecke_orbit_code': 4503599728034654, 'n': 317, 'trace_an': 1624428}
  • id: 19458832
    {'hecke_orbit_code': 4503599728034654, 'n': 331, 'trace_an': -4014786}
  • id: 19458833
    {'hecke_orbit_code': 4503599728034654, 'n': 337, 'trace_an': -1854735}
  • id: 19458834
    {'hecke_orbit_code': 4503599728034654, 'n': 343, 'trace_an': -716482}
  • id: 19458835
    {'hecke_orbit_code': 4503599728034654, 'n': 347, 'trace_an': -2530785}
  • id: 19458836
    {'hecke_orbit_code': 4503599728034654, 'n': 349, 'trace_an': -1871171}
  • id: 19458837
    {'hecke_orbit_code': 4503599728034654, 'n': 353, 'trace_an': 8283613}
  • id: 19458838
    {'hecke_orbit_code': 4503599728034654, 'n': 359, 'trace_an': 7875813}
  • id: 19458839
    {'hecke_orbit_code': 4503599728034654, 'n': 361, 'trace_an': 20480149}
  • id: 19458840
    {'hecke_orbit_code': 4503599728034654, 'n': 367, 'trace_an': -9420894}
  • id: 19458841
    {'hecke_orbit_code': 4503599728034654, 'n': 373, 'trace_an': 11082797}
  • id: 19458842
    {'hecke_orbit_code': 4503599728034654, 'n': 379, 'trace_an': -1897212}
  • id: 19458843
    {'hecke_orbit_code': 4503599728034654, 'n': 383, 'trace_an': 1434978}
  • id: 19458844
    {'hecke_orbit_code': 4503599728034654, 'n': 389, 'trace_an': 31200047}
  • id: 19458845
    {'hecke_orbit_code': 4503599728034654, 'n': 397, 'trace_an': -1677844}
  • id: 19458846
    {'hecke_orbit_code': 4503599728034654, 'n': 401, 'trace_an': 13946459}
  • id: 19458847
    {'hecke_orbit_code': 4503599728034654, 'n': 409, 'trace_an': 18298839}
  • id: 19458848
    {'hecke_orbit_code': 4503599728034654, 'n': 419, 'trace_an': 1851196}
  • id: 19458849
    {'hecke_orbit_code': 4503599728034654, 'n': 421, 'trace_an': 20618382}
  • id: 19458850
    {'hecke_orbit_code': 4503599728034654, 'n': 431, 'trace_an': 8173484}
  • id: 19458851
    {'hecke_orbit_code': 4503599728034654, 'n': 433, 'trace_an': 14771351}
  • id: 19458852
    {'hecke_orbit_code': 4503599728034654, 'n': 439, 'trace_an': 2230890}
  • id: 19458853
    {'hecke_orbit_code': 4503599728034654, 'n': 443, 'trace_an': -596419}
  • id: 19458854
    {'hecke_orbit_code': 4503599728034654, 'n': 449, 'trace_an': -3285366}
  • id: 19458855
    {'hecke_orbit_code': 4503599728034654, 'n': 457, 'trace_an': -1700196}
  • id: 19458856
    {'hecke_orbit_code': 4503599728034654, 'n': 461, 'trace_an': -3206865}
  • id: 19458857
    {'hecke_orbit_code': 4503599728034654, 'n': 463, 'trace_an': 38211261}
  • id: 19458858
    {'hecke_orbit_code': 4503599728034654, 'n': 467, 'trace_an': -1584116}
  • id: 19458859
    {'hecke_orbit_code': 4503599728034654, 'n': 479, 'trace_an': -10347959}
  • id: 19458860
    {'hecke_orbit_code': 4503599728034654, 'n': 487, 'trace_an': 840164}
  • id: 19458861
    {'hecke_orbit_code': 4503599728034654, 'n': 491, 'trace_an': 6960980}
  • id: 19458862
    {'hecke_orbit_code': 4503599728034654, 'n': 499, 'trace_an': 13192892}
  • id: 19458863
    {'hecke_orbit_code': 4503599728034654, 'n': 503, 'trace_an': -4210076}
  • id: 19458864
    {'hecke_orbit_code': 4503599728034654, 'n': 509, 'trace_an': -4496403}
  • id: 19458865
    {'hecke_orbit_code': 4503599728034654, 'n': 512, 'trace_an': 11534336}
  • id: 19458866
    {'hecke_orbit_code': 4503599728034654, 'n': 521, 'trace_an': -30100184}
  • id: 19458867
    {'hecke_orbit_code': 4503599728034654, 'n': 523, 'trace_an': 15342727}
  • id: 19458868
    {'hecke_orbit_code': 4503599728034654, 'n': 529, 'trace_an': 24158932}
  • id: 19458869
    {'hecke_orbit_code': 4503599728034654, 'n': 541, 'trace_an': 8390944}
  • id: 19458870
    {'hecke_orbit_code': 4503599728034654, 'n': 547, 'trace_an': -4963917}
  • id: 19458871
    {'hecke_orbit_code': 4503599728034654, 'n': 557, 'trace_an': -14977842}
  • id: 19458872
    {'hecke_orbit_code': 4503599728034654, 'n': 563, 'trace_an': -15160359}
  • id: 19458873
    {'hecke_orbit_code': 4503599728034654, 'n': 569, 'trace_an': 2456109}
  • id: 19458874
    {'hecke_orbit_code': 4503599728034654, 'n': 571, 'trace_an': 16090632}
  • id: 19458875
    {'hecke_orbit_code': 4503599728034654, 'n': 577, 'trace_an': -82140}
  • id: 19458876
    {'hecke_orbit_code': 4503599728034654, 'n': 587, 'trace_an': 21541632}
  • id: 19458877
    {'hecke_orbit_code': 4503599728034654, 'n': 593, 'trace_an': 6664585}
  • id: 19458878
    {'hecke_orbit_code': 4503599728034654, 'n': 599, 'trace_an': -15058628}
  • id: 19458879
    {'hecke_orbit_code': 4503599728034654, 'n': 601, 'trace_an': 69059126}
  • id: 19458880
    {'hecke_orbit_code': 4503599728034654, 'n': 607, 'trace_an': 683931}
  • id: 19458881
    {'hecke_orbit_code': 4503599728034654, 'n': 613, 'trace_an': 57984415}
  • id: 19458882
    {'hecke_orbit_code': 4503599728034654, 'n': 617, 'trace_an': -8800140}
  • id: 19458883
    {'hecke_orbit_code': 4503599728034654, 'n': 619, 'trace_an': -17290487}
  • id: 19458884
    {'hecke_orbit_code': 4503599728034654, 'n': 625, 'trace_an': 126333668}
  • id: 19458885
    {'hecke_orbit_code': 4503599728034654, 'n': 631, 'trace_an': -8755329}
  • id: 19458886
    {'hecke_orbit_code': 4503599728034654, 'n': 641, 'trace_an': 47555230}
  • id: 19458887
    {'hecke_orbit_code': 4503599728034654, 'n': 643, 'trace_an': 25001604}
  • id: 19458888
    {'hecke_orbit_code': 4503599728034654, 'n': 647, 'trace_an': -28022348}
  • id: 19458889
    {'hecke_orbit_code': 4503599728034654, 'n': 653, 'trace_an': 30832130}
  • id: 19458890
    {'hecke_orbit_code': 4503599728034654, 'n': 659, 'trace_an': 25089279}
  • id: 19458891
    {'hecke_orbit_code': 4503599728034654, 'n': 661, 'trace_an': 32428985}
  • id: 19458892
    {'hecke_orbit_code': 4503599728034654, 'n': 673, 'trace_an': 41640000}
  • id: 19458893
    {'hecke_orbit_code': 4503599728034654, 'n': 677, 'trace_an': -7898215}
  • id: 19458894
    {'hecke_orbit_code': 4503599728034654, 'n': 683, 'trace_an': -21967837}
  • id: 19458895
    {'hecke_orbit_code': 4503599728034654, 'n': 691, 'trace_an': 49504245}
  • id: 19458896
    {'hecke_orbit_code': 4503599728034654, 'n': 701, 'trace_an': 9487637}
  • id: 19458897
    {'hecke_orbit_code': 4503599728034654, 'n': 709, 'trace_an': -11172774}
  • id: 19458898
    {'hecke_orbit_code': 4503599728034654, 'n': 719, 'trace_an': -20771471}
  • id: 19458899
    {'hecke_orbit_code': 4503599728034654, 'n': 727, 'trace_an': 9523035}
  • id: 19458900
    {'hecke_orbit_code': 4503599728034654, 'n': 729, 'trace_an': 126949929}
  • id: 19458901
    {'hecke_orbit_code': 4503599728034654, 'n': 733, 'trace_an': 112109855}
  • id: 19458902
    {'hecke_orbit_code': 4503599728034654, 'n': 739, 'trace_an': -17750551}
  • id: 19458903
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  • id: 19458904
    {'hecke_orbit_code': 4503599728034654, 'n': 751, 'trace_an': 113314122}
  • id: 19458905
    {'hecke_orbit_code': 4503599728034654, 'n': 757, 'trace_an': 52336265}
  • id: 19458906
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  • id: 19458907
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  • id: 19458908
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  • id: 19458909
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  • id: 19458910
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  • id: 19458911
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  • id: 19458912
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  • id: 19458913
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  • id: 19458914
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  • id: 19458915
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  • id: 19458916
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  • id: 19458917
    {'hecke_orbit_code': 4503599728034654, 'n': 839, 'trace_an': 24135672}
  • id: 19458918
    {'hecke_orbit_code': 4503599728034654, 'n': 841, 'trace_an': 274158865}
  • id: 19458919
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  • id: 19458920
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  • id: 19458921
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  • id: 19458922
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  • id: 19458923
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  • id: 19458924
    {'hecke_orbit_code': 4503599728034654, 'n': 881, 'trace_an': -2332246}
  • id: 19458925
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  • id: 19458926
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  • id: 19458927
    {'hecke_orbit_code': 4503599728034654, 'n': 907, 'trace_an': -118452127}
  • id: 19458928
    {'hecke_orbit_code': 4503599728034654, 'n': 911, 'trace_an': 37699632}
  • id: 19458929
    {'hecke_orbit_code': 4503599728034654, 'n': 919, 'trace_an': -88190289}
  • id: 19458930
    {'hecke_orbit_code': 4503599728034654, 'n': 929, 'trace_an': -4457102}
  • id: 19458931
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  • id: 19458932
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  • id: 19458933
    {'hecke_orbit_code': 4503599728034654, 'n': 947, 'trace_an': -215460502}
  • id: 19458934
    {'hecke_orbit_code': 4503599728034654, 'n': 953, 'trace_an': 2857715}
  • id: 19458935
    {'hecke_orbit_code': 4503599728034654, 'n': 961, 'trace_an': 56300760}
  • id: 19458936
    {'hecke_orbit_code': 4503599728034654, 'n': 967, 'trace_an': -49923708}
  • id: 19458937
    {'hecke_orbit_code': 4503599728034654, 'n': 971, 'trace_an': -53302967}
  • id: 19458938
    {'hecke_orbit_code': 4503599728034654, 'n': 977, 'trace_an': -60876190}
  • id: 19458939
    {'hecke_orbit_code': 4503599728034654, 'n': 983, 'trace_an': -126922776}
  • id: 19458940
    {'hecke_orbit_code': 4503599728034654, 'n': 991, 'trace_an': -378427069}
  • id: 19458941
    {'hecke_orbit_code': 4503599728034654, 'n': 997, 'trace_an': -187585591}