Newform data - 50.26.b.e

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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': 33800, 'analytic_conductor': 197.99838997612162, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [50, 2, [27], [1]], 'cm_discs': [], 'conrey_index': 49, 'dim': 4, 'field_disc': 182175312400, 'field_disc_factorization': [[2, 4], [5, 2], [21341, 2]], 'field_poly': [711608976, 0, 53353, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [5868080257346222085202176, 0, 4989108651552, 0, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014467665166386, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 184320000, 'hecke_ring_index_factorization': [[2, 15], [3, 2], [5, 4]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 2, 1, 2, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '50.26.b.e', 'level': 50, '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': [2, 5], 'level_radical': 10, 'minimal_twist': '2.26.a.b', 'prim_orbit_index': 2, 'qexp_display': 'q+2^{11}\\beta _{1}q^{2}+(-94962\\beta _{1}-\\beta _{2})q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '25.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '50.26.b', 'trace_display': [0, 0, 0, 0], 'trace_hash': 2053979678551050767, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.028', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.867', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.473', 'prec': 17}, {'__RealLiteral__': 0, 'data': '77.738', 'prec': 20}, {'__RealLiteral__': 0, 'data': '19.452', 'prec': 20}, {'__RealLiteral__': 0, 'data': '2300.941', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 17}, 'traces': [4, 0, 0, -67108864, 0, 3111714816, 0, 0, -6589062865332, 0, 16646069220528, 0, 0, 3084590645248, 0, 1125899906842624, 0, 0, 954158485898800, 0, -189721583323504512, 0, 0, -52205911598432256, 0, -872178099423576064, 0, 0, -3448825290412871160, 0, -17376164576702253952, 0, 0, -10877984113573527552, 0, 110546130929253875712, 0, 0, 306988747670662211616, 0, 166028648711906937768, 0, 0, -279274698863749890048, 0, -944578771201833959424, 0, 0, 1709437286023947544092, 0, -13988451985175107641312, 0, 0, -17789497812624611082240, 0, -51750843526905069568, 0, 0, 34827350861264098907280, 0, 67951719906180425620088, 0, 0, -18889465931478580854784, 0, -27497776775209124364288, 0, 0, -250271736165096773468544, 0, -556696016291201627231712, 0, 0, 285969318295553396604928, 0, 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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

  
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[0, 7090677755346659172385581360195417603, 3238345311794549171111058068592, 0], [0, 5396112680559400819344523665162558724, 7742673221622029778008642537250, 0], [12422485012572020935781552088218646252, 0, 0, 5483221488647797451933827174995], [0, -5891947464556895747478195392536829271, -14971936737501169364128764559608, 0], [0, -5283345209053953961822896838432971852, 2070894490333291104178557262842, 0], [-13110032770346255292621743776286710048, 0, 0, 15822230706141419139169344181560], [0, 19200748165702650194157978019512011779, -9605116372702738182803502005556, 0]], 'char_orbit_index': 2, 'field_poly': [711608976, 0, 53353, 0, 1], 'hecke_orbit_code': 18014467665166386, 'hecke_ring_character_values': [[27, [-1, 0, 0, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 13338, 2223, 1], 'hecke_ring_inverse_denominators': [1, 9600, 9600, 9600], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [0, -2400, 1, 0], [-256094400, 0, 0, 1], [0, 192069600, -26677, 0]], 'hecke_ring_numerators': [[1, 0, 0, 0], [0, 26677, 0, 1], [0, 32011600, 0, 400], [256094400, 0, 9600, 0]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '50.26.b.e', 'level': 50, 'maxp': 997, 'weight': 26}
• 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

  
  {'Nk2': 33800, 'analytic_conductor': 197.99838997612162, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [50, 2, [27], [1]], 'conrey_index': 49, 'cusp_dim': 182, 'dim': 38, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 69155684402, 'hecke_orbit_dims': [2, 2, 4, 4, 4, 4, 8, 10], 'label': '50.26.b', 'level': 50, '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': [2, 5], 'level_radical': 10, 'mf_dim': 194, 'mf_new_dim': 38, 'num_forms': 8, 'prim_orbit_index': 2, 'relative_dim': 38, 'sturm_bound': 195, 'trace_bound': 6, 'trace_display': [0, 0, 0, 0], 'traces': [38, 0, 0, -637534208, 0, 8776835072, 0, 0, -12991242549664, 0, -30472316016774, 0, 0, -330406594985984, 0, 10696049115004928, 0, 0, 35852589007060790, 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0, -2457145907356907233335489338310094770, 0, -25908024439020354288851418165360771048, 0, 0, -710410832441740469796476000975978496, 0, 4367563769033464566892015265485062144, 0, 0, 14408731947317821704285156445123324212, 0, -18554291645831716388562807792960731364, 0, 0, -356068529487228459074334514768216064, 0, -1501939574346853472104794829094912000, 0, 0, 1387174638532067566061289706313616168, 0, -2387055524891579417318736860221313940, 0, 0, 31219285415657362791762611534823424, 0, -7587252014165447610899310215898791936, 0, 0, 5010961974840218817664150499201430420, 0, 14831682092124466732144580703783929176, 0, 0, -1156028493452193673589997983935807488, 0, -711496419232995517570327071040733184, 0, 0, -21234398282594618747856118948973336608, 0, 9026715497704204146718562758119104076, 0, 0, -3616419096986402160189186110759370752, 0, 8727169118006640661270328706992701440, 0, 0, 5972368797971974988381075191765852160, 0, -26568116379826049839932475526598025984, 0, 0, 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118343182293655751178153144716080973140, 0], 'weight': 26, '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: 43513
    {'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 4, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '50.26.b.e', 'source_level': 50, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '2.26.a.b', 'target_level': 2, 'twist_class_label': '2.26.a.b', 'twist_class_level': 2, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 26}
  • id: 43514
    {'conductor': 20, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 4, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '50.26.b.e', 'source_level': 50, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '16.26.a.c', 'target_level': 16, 'twist_class_label': '2.26.a.b', 'twist_class_level': 2, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 26}
  • id: 43515
    {'conductor': 15, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 4, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '50.26.b.e', 'source_level': 50, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '18.26.a.e', 'target_level': 18, 'twist_class_label': '2.26.a.b', 'twist_class_level': 2, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 26}
  • id: 43516
    {'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 4, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '50.26.b.e', 'source_level': 50, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '50.26.a.c', 'target_level': 50, 'twist_class_label': '2.26.a.b', 'twist_class_level': 2, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 26}
  • id: 43517
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 4, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '50.26.b.e', 'source_level': 50, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '50.26.b.e', 'target_level': 50, 'twist_class_label': '2.26.a.b', 'twist_class_level': 2, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 26}
  • id: 43518
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 4, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '50.26.b.e', 'source_level': 50, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '50.26.b.e', 'target_level': 50, 'twist_class_label': '2.26.a.b', 'twist_class_level': 2, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 26}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 174525
    {'charpoly_factorization': [[[16777216, 0, 1], 2]], 'hecke_orbit_code': 18014467665166386, 'p': 2}
  • id: 174526
    {'charpoly_factorization': [[[5868080257346222085202176, 0, 4989108651552, 0, 1], 1]], 'hecke_orbit_code': 18014467665166386, 'p': 3}
  • id: 174527
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 18014467665166386, 'p': 5}
  • id: 174528
    {'charpoly_factorization': [[[834735140797309481239992544718856205766656, 0, 1827418596315956029568, 0, 1], 1]], 'hecke_orbit_code': 18014467665166386, 'p': 7}
  • id: 174529
    {'charpoly_factorization': [[[14839260767403051996737424, -8323034610264, 1], 2]], 'hecke_orbit_code': 18014467665166386, 'p': 11}
  • id: 174530
    {'charpoly_factorization': [[[1056013113056965482025842929153749171128823380518115856, 0, 9279983433759910361626026632, 0, 1], 1]], 'hecke_orbit_code': 18014467665166386, 'p': 13}
  • id: 174531
    {'charpoly_factorization': [[[23999448721350669553832823937298450822365484971101176054090256, 0, 11561108867686433895657494584968, 0, 1], 1]], 'hecke_orbit_code': 18014467665166386, 'p': 17}
  • id: 174532
    {'charpoly_factorization': [[[-26867118221955573699701400710000, -477079242949400, 1], 2]], 'hecke_orbit_code': 18014467665166386, 'p': 19}
  • id: 174533
    {'charpoly_factorization': [[[1266463237120884209121205223569380518415516435377816273746217865216, 0, 11044503994134398381430472043736192, 0, 1], 1]], 'hecke_orbit_code': 18014467665166386, 'p': 23}
  • id: 174534
    {'charpoly_factorization': [[[-4227782986156361895302216167382715900, 1724412645206435580, 1], 2]], 'hecke_orbit_code': 18014467665166386, 'p': 29}
  • id: 174535
    {'charpoly_factorization': [[[18864924273553996028879362599195526144, 8688082288351126976, 1], 2]], 'hecke_orbit_code': 18014467665166386, 'p': 31}
  • id: 174536
    {'charpoly_factorization': [[[211412614309363495496573182476629170615017466753060878415571516193487629262096, 0, 2138186430206850311514951647868629997128, 0, 1], 1]], 'hecke_orbit_code': 18014467665166386, 'p': 37}
  • id: 174537
    {'charpoly_factorization': [[[-12008214119815634248091983117599686148636, -83014324355953468884, 1], 2]], 'hecke_orbit_code': 18014467665166386, 'p': 41}
  • id: 174538
    {'charpoly_factorization': [[[651452789061273064134587019021111181044690288985954767255262132428934115263058176, 0, 53030923139253666544350909574536554507552, 0, 1], 1]], 'hecke_orbit_code': 18014467665166386, 'p': 43}
  • id: 174539
    {'charpoly_factorization': [[[429299001677766606751434611303108541928130325471040977546665185969286939820189351936, 0, 2184091290146214571897571635646888051225088, 0, 1], 1]], 'hecke_orbit_code': 18014467665166386, 'p': 47}
  • id: 174540
    {'charpoly_factorization': [[[6175615444252398261041268756274196252213023655396836478262415620700581153813121022736, 0, 5541512162150280921902721107692440648416712, 0, 1], 1]], 'hecke_orbit_code': 18014467665166386, 'p': 53}
  • id: 174541
    {'charpoly_factorization': [[[55198109502627700582485955800763671102512400, -17413675430632049453640, 1], 2]], 'hecke_orbit_code': 18014467665166386, 'p': 59}
  • id: 174542
    {'charpoly_factorization': [[[-8107885570587407483083868499679471561979516, -33975859953090212810044, 1], 2]], 'hecke_orbit_code': 18014467665166386, 'p': 61}
  • id: 174543
    {'charpoly_factorization': [[[21672612526892326646073380235895686389650350838009334371911686267252109730159348264786698496, 0, 10400622758194422768224450471887392439176669728, 0, 1], 1]], 'hecke_orbit_code': 18014467665166386, 'p': 67}
  • id: 174544
    {'charpoly_factorization': [[[11650365721908958398960331840042989588382853184, 278348008145600813615856, 1], 2]], 'hecke_orbit_code': 18014467665166386, 'p': 71}
  • id: 174545
    {'charpoly_factorization': [[[94569974569932411241144117860451490762223903080859615929384507763103756288001484147668002576, 0, 78796864457326405179561962759825092318727626952, 0, 1], 1]], 'hecke_orbit_code': 18014467665166386, 'p': 73}
  • id: 174546
    {'charpoly_factorization': [[[185729328238269416988939489016433651052764473600, 928546182288781647817120, 1], 2]], 'hecke_orbit_code': 18014467665166386, 'p': 79}
  • id: 174547
    {'charpoly_factorization': [[[3894374365551688065509421986200745278073904174635394579612543865099675180534010691640092693893376, 0, 4151628684798559393842129601124834046854109502752, 0, 1], 1]], 'hecke_orbit_code': 18014467665166386, 'p': 83}
  • id: 174548
    {'charpoly_factorization': [[[-2816850387230358472311515267493446281546450263900, -2346904179674200701244620, 1], 2]], 'hecke_orbit_code': 18014467665166386, 'p': 89}
  • id: 174549
    {'charpoly_factorization': [[[1300653473952217169725636741013961217237657817164661402726656316989406594285523430305671868755266576, 0, 114070041546876704228053045122122746459245483959048, 0, 1], 1]], 'hecke_orbit_code': 18014467665166386, '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': 2, 'hecke_orbit': 5, 'label': '50.26.b.e', 'level': 50, 'portrait': 'data:image/png;base64,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', 'weight': 26}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 40540807
    {'hecke_orbit_code': 18014467665166386, 'n': 1, 'trace_an': 4}
  • id: 40540808
    {'hecke_orbit_code': 18014467665166386, 'n': 2, 'trace_an': 0}
  • id: 40540809
    {'hecke_orbit_code': 18014467665166386, 'n': 3, 'trace_an': 0}
  • id: 40540810
    {'hecke_orbit_code': 18014467665166386, 'n': 4, 'trace_an': -67108864}
  • id: 40540811
    {'hecke_orbit_code': 18014467665166386, 'n': 5, 'trace_an': 0}
  • id: 40540812
    {'hecke_orbit_code': 18014467665166386, 'n': 6, 'trace_an': 3111714816}
  • id: 40540813
    {'hecke_orbit_code': 18014467665166386, 'n': 7, 'trace_an': 0}
  • id: 40540814
    {'hecke_orbit_code': 18014467665166386, 'n': 8, 'trace_an': 0}
  • id: 40540815
    {'hecke_orbit_code': 18014467665166386, 'n': 9, 'trace_an': -6589062865332}
  • id: 40540816
    {'hecke_orbit_code': 18014467665166386, 'n': 10, 'trace_an': 0}
  • id: 40540817
    {'hecke_orbit_code': 18014467665166386, 'n': 11, 'trace_an': 16646069220528}
  • id: 40540818
    {'hecke_orbit_code': 18014467665166386, 'n': 12, 'trace_an': 0}
  • id: 40540819
    {'hecke_orbit_code': 18014467665166386, 'n': 13, 'trace_an': 0}
  • id: 40540820
    {'hecke_orbit_code': 18014467665166386, 'n': 14, 'trace_an': 3084590645248}
  • id: 40540821
    {'hecke_orbit_code': 18014467665166386, 'n': 15, 'trace_an': 0}
  • id: 40540822
    {'hecke_orbit_code': 18014467665166386, 'n': 16, 'trace_an': 1125899906842624}
  • id: 40540823
    {'hecke_orbit_code': 18014467665166386, 'n': 17, 'trace_an': 0}
  • id: 40540824
    {'hecke_orbit_code': 18014467665166386, 'n': 18, 'trace_an': 0}
  • id: 40540825
    {'hecke_orbit_code': 18014467665166386, 'n': 19, 'trace_an': 954158485898800}
  • id: 40540826
    {'hecke_orbit_code': 18014467665166386, 'n': 20, 'trace_an': 0}
  • id: 40540827
    {'hecke_orbit_code': 18014467665166386, 'n': 21, 'trace_an': -189721583323504512}
  • id: 40540828
    {'hecke_orbit_code': 18014467665166386, 'n': 22, 'trace_an': 0}
  • id: 40540829
    {'hecke_orbit_code': 18014467665166386, 'n': 23, 'trace_an': 0}
  • id: 40540830
    {'hecke_orbit_code': 18014467665166386, 'n': 24, 'trace_an': -52205911598432256}
  • id: 40540831
    {'hecke_orbit_code': 18014467665166386, 'n': 25, 'trace_an': 0}
  • id: 40540832
    {'hecke_orbit_code': 18014467665166386, 'n': 26, 'trace_an': -872178099423576064}
  • id: 40540833
    {'hecke_orbit_code': 18014467665166386, 'n': 27, 'trace_an': 0}
  • id: 40540834
    {'hecke_orbit_code': 18014467665166386, 'n': 28, 'trace_an': 0}
  • id: 40540835
    {'hecke_orbit_code': 18014467665166386, 'n': 29, 'trace_an': -3448825290412871160}
  • id: 40540836
    {'hecke_orbit_code': 18014467665166386, 'n': 30, 'trace_an': 0}
  • id: 40540837
    {'hecke_orbit_code': 18014467665166386, 'n': 31, 'trace_an': -17376164576702253952}
  • id: 40540838
    {'hecke_orbit_code': 18014467665166386, 'n': 32, 'trace_an': 0}
  • id: 40540839
    {'hecke_orbit_code': 18014467665166386, 'n': 33, 'trace_an': 0}
  • id: 40540840
    {'hecke_orbit_code': 18014467665166386, 'n': 34, 'trace_an': -10877984113573527552}
  • id: 40540841
    {'hecke_orbit_code': 18014467665166386, 'n': 35, 'trace_an': 0}
  • id: 40540842
    {'hecke_orbit_code': 18014467665166386, 'n': 36, 'trace_an': 110546130929253875712}
  • id: 40540843
    {'hecke_orbit_code': 18014467665166386, 'n': 37, 'trace_an': 0}
  • id: 40540844
    {'hecke_orbit_code': 18014467665166386, 'n': 38, 'trace_an': 0}
  • id: 40540845
    {'hecke_orbit_code': 18014467665166386, 'n': 39, 'trace_an': 306988747670662211616}
  • id: 40540846
    {'hecke_orbit_code': 18014467665166386, 'n': 40, 'trace_an': 0}
  • id: 40540847
    {'hecke_orbit_code': 18014467665166386, 'n': 41, 'trace_an': 166028648711906937768}
  • id: 40540848
    {'hecke_orbit_code': 18014467665166386, 'n': 42, 'trace_an': 0}
  • id: 40540849
    {'hecke_orbit_code': 18014467665166386, 'n': 43, 'trace_an': 0}
  • id: 40540850
    {'hecke_orbit_code': 18014467665166386, 'n': 44, 'trace_an': -279274698863749890048}
  • id: 40540851
    {'hecke_orbit_code': 18014467665166386, 'n': 45, 'trace_an': 0}
  • id: 40540852
    {'hecke_orbit_code': 18014467665166386, 'n': 46, 'trace_an': -944578771201833959424}
  • id: 40540853
    {'hecke_orbit_code': 18014467665166386, 'n': 47, 'trace_an': 0}
  • id: 40540854
    {'hecke_orbit_code': 18014467665166386, 'n': 48, 'trace_an': 0}
  • id: 40540855
    {'hecke_orbit_code': 18014467665166386, 'n': 49, 'trace_an': 1709437286023947544092}
  • id: 40540856
    {'hecke_orbit_code': 18014467665166386, 'n': 50, 'trace_an': 0}
  • id: 40540857
    {'hecke_orbit_code': 18014467665166386, 'n': 51, 'trace_an': -13988451985175107641312}
  • id: 40540858
    {'hecke_orbit_code': 18014467665166386, 'n': 52, 'trace_an': 0}
  • id: 40540859
    {'hecke_orbit_code': 18014467665166386, 'n': 53, 'trace_an': 0}
  • id: 40540860
    {'hecke_orbit_code': 18014467665166386, 'n': 54, 'trace_an': -17789497812624611082240}
  • id: 40540861
    {'hecke_orbit_code': 18014467665166386, 'n': 55, 'trace_an': 0}
  • id: 40540862
    {'hecke_orbit_code': 18014467665166386, 'n': 56, 'trace_an': -51750843526905069568}
  • id: 40540863
    {'hecke_orbit_code': 18014467665166386, 'n': 57, 'trace_an': 0}
  • id: 40540864
    {'hecke_orbit_code': 18014467665166386, 'n': 58, 'trace_an': 0}
  • id: 40540865
    {'hecke_orbit_code': 18014467665166386, 'n': 59, 'trace_an': 34827350861264098907280}
  • id: 40540866
    {'hecke_orbit_code': 18014467665166386, 'n': 60, 'trace_an': 0}
  • id: 40540867
    {'hecke_orbit_code': 18014467665166386, 'n': 61, 'trace_an': 67951719906180425620088}
  • id: 40540868
    {'hecke_orbit_code': 18014467665166386, 'n': 62, 'trace_an': 0}
  • id: 40540869
    {'hecke_orbit_code': 18014467665166386, 'n': 63, 'trace_an': 0}
  • id: 40540870
    {'hecke_orbit_code': 18014467665166386, 'n': 64, 'trace_an': -18889465931478580854784}
  • id: 40540871
    {'hecke_orbit_code': 18014467665166386, 'n': 65, 'trace_an': 0}
  • id: 40540872
    {'hecke_orbit_code': 18014467665166386, 'n': 66, 'trace_an': -27497776775209124364288}
  • id: 40540873
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    {'hecke_orbit_code': 18014467665166386, 'n': 883, 'trace_an': 0}
  • id: 40541049
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  • id: 40541050
    {'hecke_orbit_code': 18014467665166386, 'n': 907, 'trace_an': 0}
  • id: 40541051
    {'hecke_orbit_code': 18014467665166386, 'n': 911, 'trace_an': 25517961278619265648644955577084831808}
  • id: 40541052
    {'hecke_orbit_code': 18014467665166386, 'n': 919, 'trace_an': 22178961484216358504342381255729579680}
  • id: 40541053
    {'hecke_orbit_code': 18014467665166386, 'n': 929, 'trace_an': 10298310553752190271550337814346927480}
  • id: 40541054
    {'hecke_orbit_code': 18014467665166386, 'n': 937, 'trace_an': 0}
  • id: 40541055
    {'hecke_orbit_code': 18014467665166386, 'n': 941, 'trace_an': 21129192577104697499375144715786107448}
  • id: 40541056
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  • id: 40541057
    {'hecke_orbit_code': 18014467665166386, 'n': 953, 'trace_an': 0}
  • id: 40541058
    {'hecke_orbit_code': 18014467665166386, 'n': 961, 'trace_an': -1425319355620307318521721733303778428}
  • id: 40541059
    {'hecke_orbit_code': 18014467665166386, 'n': 967, 'trace_an': 0}
  • id: 40541060
    {'hecke_orbit_code': 18014467665166386, 'n': 971, 'trace_an': 49689940050288083743126208352874585008}
  • id: 40541061
    {'hecke_orbit_code': 18014467665166386, 'n': 977, 'trace_an': 0}
  • id: 40541062
    {'hecke_orbit_code': 18014467665166386, 'n': 983, 'trace_an': 0}
  • id: 40541063
    {'hecke_orbit_code': 18014467665166386, 'n': 991, 'trace_an': -52440131081385021170486975105146840192}
  • id: 40541064
    {'hecke_orbit_code': 18014467665166386, 'n': 997, 'trace_an': 0}