Embedded newform data - 13.10.a.b.1.5

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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': 1300, 'analytic_conductor': 6.69546587013035, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[13, -1]], 'atkin_lehner_string': '-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [13, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 5, 'field_disc': 10515371753027290161, 'field_disc_factorization': [[3, 1], [47, 1], [719, 1], [1910087, 1], [54302957, 1]], 'field_poly': [-59580, 396957, -4164, -1438, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-1249344, 383520, 8508, -1348, -15, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599795142669, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 12, 'hecke_ring_index_factorization': [[2, 2], [3, 1]], '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': '13.10.a.b', 'level': 13, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [13], 'level_radical': 13, 'minimal_twist': '13.10.a.b', 'prim_orbit_index': 1, 'qexp_display': 'q+(3+\\beta _{1})q^{2}+(2^{5}+2\\beta _{1}-\\beta _{2})q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 5, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '13.10.a', 'trace_display': [15, 161, 1803, 10099], 'trace_hash': 1707211250378242633, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.108', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.722', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.742', 'prec': 17}, {'__RealLiteral__': 0, 'data': '62.824', 'prec': 20}, {'__RealLiteral__': 0, 'data': '42.467', 'prec': 20}, {'__RealLiteral__': 0, 'data': '1268.403', 'prec': 27}], 'trace_zratio': 0, 'traces': [5, 15, 161, 361, 1803, 5693, 10099, 23151, 61060, 84505, 121746, 113389, 142805, 8475, 105973, -322463, -495669, -656228, -840738, -1595607, -1599467, -2023594, -592152, -2295657, 1670362, 428415, 6847883, 2587955, 10678182, 5491201, 12885296, 3282927, 17278298, -9934079, 8380731, -20483302, 7171823, -25568814, 4598321, -54359445, 9294012, -69520457, 12831975, -41479074, 26135198, -59319696, 43354215, -86874671, 25249488, -16270770, 16905901, 10310521, 93231780, 58983719, 99448846, 199599225, 90173382, 151020970, 246496182, 90097913, -132232612, 158135724, -416955202, 91019105, 51495483, -323733130, -369388534, 238172073, -579986760, -144857425, 212150457, -415774278, -252729806, 192105957, -752457788, -953775990, 449666118, 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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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-0.29178513928033495, None, -0.22463107452405326, -0.3965881964984535, -0.27595239110500064, -0.08936981898103406, -0.13863178092775338, -0.2209144670420248, -0.1821852499620329, -0.07319178067043602, -0.23498799215338637, -0.22872596929388603, -0.4031882301114127, -0.1844083126111469, -0.29954022996034413, -0.04242292365369955, -0.36219654680951674, -0.2967763711315511, -0.2383100105828726, -0.24533319188861719, -0.3777290106666468, -0.3213401549568353, -0.27921552111461023, -0.21016724921944577, -0.1542964218935848, -0.33936954473916126, -0.19807405280543616, -0.164208985284892, -0.14515888199037527, -0.18299793378351456, -0.23309609199255912, -0.19467286565630726, -0.438419630746879, -0.2435984062898007, -0.2565970802895485, -0.24609590812808688, -0.3465191221169935, -0.38661465824686486, -0.1746209859451206, -0.37351127634531484, -0.18893119298316838, -0.21811854468983607, -0.30119578599882546, -0.2166776919064211, -0.1619004049263065, -0.39851311680958135, -0.34791014337888604, 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-0.18909159739014417, -0.19772653993423706, -0.34029524399615346, -0.25952317561953864, -0.383342791637436, -0.2437589007372298, -0.11953608578083648, -0.3133053400320238, -0.23938078779679303, -0.25264227476559137, -0.20517276166974086, -0.352064806008632, -0.12694447955618982, -0.30316591904038553, -0.39356610436486644, -0.21823657886183154, -0.20870656534410537, -0.24055052956218237, -0.2622171022889205, -0.28143051788108714, -0.2589178789073746, -0.40257994396504915, -0.34278238835037667, -0.31041376011298166, -0.33385648659636813], '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, 'embedding_root_imag': 0.0, 'embedding_root_real': 35.16848105772298, 'hecke_orbit': 2, 'hecke_orbit_code': 4503599795142669, 'label': '13.10.a.b.1.5', 'level': 13, '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, 5], 'Nk2': 1300, 'analytic_conductor': 6.69546587013035, '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': [13, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 9, 'dim': 9, 'eis_dim': 2, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 167772173, 'hecke_orbit_dims': [4, 5], 'label': '13.10.a', 'level': 13, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [13], 'level_radical': 13, 'mf_dim': 11, 'mf_new_dim': 9, 'num_forms': 2, 'plus_dim': 4, 'prim_orbit_index': 1, 'relative_dim': 9, 'sturm_bound': 11, 'trace_bound': 1, 'trace_display': [-18, -2, 2274, -1142], 'traces': [9, -18, -2, 1790, 2274, 1164, -1142, -22392, 31107, 16674, 81606, -42090, 28561, -269178, 189280, 404146, -416952, 1034798, -631074, -724764, 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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

  
  
  • id: 34457736
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 5, 'source_hecke_orbit_code': 4503599795142669, 'source_is_minimal': True, 'source_label': '13.10.a.b.1.5', 'source_level': 13, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 5, 'target_hecke_orbit_code': 4503599795142669, 'target_is_minimal': True, 'target_label': '13.10.a.b.1.5', 'target_level': 13, 'twist_class_label': '13.10.a.b.1.5', 'twist_class_level': 13, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
  • id: 34457737
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 5, 'source_hecke_orbit_code': 4503599795142669, 'source_is_minimal': True, 'source_label': '13.10.a.b.1.5', 'source_level': 13, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398677254261, 'target_is_minimal': False, 'target_label': '117.10.a.e.1.1', 'target_level': 117, 'twist_class_label': '13.10.a.b.1.5', 'twist_class_level': 13, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 10}
  • id: 34457738
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 5, 'source_hecke_orbit_code': 4503599795142669, 'source_is_minimal': True, 'source_label': '13.10.a.b.1.5', 'source_level': 13, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 3, 'target_hecke_orbit_code': 31525197559365840, 'target_is_minimal': False, 'target_label': '208.10.a.h.1.3', 'target_level': 208, 'twist_class_label': '13.10.a.b.1.5', 'twist_class_level': 13, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 10}
  • id: 34457739
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 5, 'source_hecke_orbit_code': 4503599795142669, 'source_is_minimal': True, 'source_label': '13.10.a.b.1.5', 'source_level': 13, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599795142981, 'target_is_minimal': False, 'target_label': '325.10.a.b.1.1', 'target_level': 325, 'twist_class_label': '13.10.a.b.1.5', 'twist_class_level': 13, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 10}
  • id: 34457740
    {'conductor': 13, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 5, 'source_hecke_orbit_code': 4503599795142669, 'source_is_minimal': True, 'source_label': '13.10.a.b.1.5', 'source_level': 13, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599795142825, 'target_is_minimal': False, 'target_label': '169.10.a.b.1.1', 'target_level': 169, 'twist_class_label': '13.10.a.b.1.5', 'twist_class_level': 13, 'twisting_char_label': '13.12', 'twisting_conrey_index': 12, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 55775
    {'charpoly_factorization': [[[-1249344, 383520, 8508, -1348, -15, 1], 1]], 'hecke_orbit_code': 4503599795142669, 'p': 2}
  • id: 55776
    {'charpoly_factorization': [[[-62057286864, 1090724832, 7746921, -66777, -161, 1], 1]], 'hecke_orbit_code': 4503599795142669, 'p': 3}
  • id: 55777
    {'charpoly_factorization': [[[512670311383500, 5098977459000, 3475347315, -4092589, -1803, 1], 1]], 'hecke_orbit_code': 4503599795142669, 'p': 5}
  • id: 55778
    {'charpoly_factorization': [[[-5684631812366849888, -556625160811972, 772947069643, -62513861, -10099, 1], 1]], 'hecke_orbit_code': 4503599795142669, 'p': 7}
  • id: 55779
    {'charpoly_factorization': [[[-19450453762899214039296, -2162481301083825888, 100685267329800, 2479670132, -121746, 1], 1]], 'hecke_orbit_code': 4503599795142669, 'p': 11}
  • id: 55780
    {'charpoly_factorization': [[[-28561, 1], 5]], 'hecke_orbit_code': 4503599795142669, 'p': 13}
  • id: 55781
    {'charpoly_factorization': [[[-399153090461429727080315892, 17126546902780079776656, -98882562477434877, -289191316885, 495669, 1], 1]], 'hecke_orbit_code': 4503599795142669, 'p': 17}
  • id: 55782
    {'charpoly_factorization': [[[-2943821455732214929563897600, 43590663172787565531168, -132037771414811912, -260984517612, 840738, 1], 1]], 'hecke_orbit_code': 4503599795142669, 'p': 19}
  • id: 55783
    {'charpoly_factorization': [[[-428621968496899390019183050752, -2574986399360436795752448, -5203750196460916224, -3493027002432, 592152, 1], 1]], 'hecke_orbit_code': 4503599795142669, 'p': 23}
  • id: 55784
    {'charpoly_factorization': [[[-44459311911325939063349211345120, -5368198298306611736512176, 72928748649832496976, 16260933487592, -10678182, 1], 1]], 'hecke_orbit_code': 4503599795142669, 'p': 29}
  • id: 55785
    {'charpoly_factorization': [[[48102238044029854183074610622464, -302260787091748018727890688, 105055140872487792640, 32338285004512, -12885296, 1], 1]], 'hecke_orbit_code': 4503599795142669, 'p': 31}
  • id: 55786
    {'charpoly_factorization': [[[-51510793797841272350692715200003748, 6766082189398987208105351416, 2641277396215514731471, -294915826692917, -7171823, 1], 1]], 'hecke_orbit_code': 4503599795142669, 'p': 37}
  • id: 55787
    {'charpoly_factorization': [[[494782986122239059884653191807270912, 138693246906168815606880689664, 3176296057078183644768, -1064915461247484, -9294012, 1], 1]], 'hecke_orbit_code': 4503599795142669, 'p': 41}
  • id: 55788
    {'charpoly_factorization': [[[16185929811522090497298671067442009008, 1401924732869580555364611427320, -1063158495960812067089, -2190268153760577, -12831975, 1], 1]], 'hecke_orbit_code': 4503599795142669, 'p': 43}
  • id: 55789
    {'charpoly_factorization': [[[-10856493902269268859639670525864260864, 1107959277012333917870538355356, 118384348682900685487527, -3068542687682205, -43354215, 1], 1]], 'hecke_orbit_code': 4503599795142669, 'p': 47}
  • id: 55790
    {'charpoly_factorization': [[[-36723519617807505912655816002716762112, 1204843160261172809898664644096, 129076946266905410876064, -2145547062601020, -93231780, 1], 1]], 'hecke_orbit_code': 4503599795142669, 'p': 53}
  • id: 55791
    {'charpoly_factorization': [[[-4372455985727469565995467194585904697600, -310469412650158482140152192248864, 5930341249581317084193432, -10091472046384188, -246496182, 1], 1]], 'hecke_orbit_code': 4503599795142669, 'p': 59}
  • id: 55792
    {'charpoly_factorization': [[[578110697319573188159158003609953783808, -8951528105021696916307122275072, -1049889574460517545593856, -6538173996828668, 132232612, 1], 1]], 'hecke_orbit_code': 4503599795142669, 'p': 61}
  • id: 55793
    {'charpoly_factorization': [[[-8568994877041624094412008079312263608064, -273369432837307438768980109950752, -1402869766077392493965528, 31699487729867620, 369388534, 1], 1]], 'hecke_orbit_code': 4503599795142669, 'p': 67}
  • id: 55794
    {'charpoly_factorization': [[[-41821928126676484730584325399818860813792, 1522066704005485905711115864136076, 4880249511470949355321833, -103163802673700829, -212150457, 1], 1]], 'hecke_orbit_code': 4503599795142669, 'p': 71}
  • id: 55795
    {'charpoly_factorization': [[[1670294301045437304637381500483582889726816, 7409006510820583446681290412435536, -44119689947951932040208272, -180925206782132312, 252729806, 1], 1]], 'hecke_orbit_code': 4503599795142669, 'p': 73}
  • id: 55796
    {'charpoly_factorization': [[[-410024861234306597370828654020014035107840, 2253193366828739192300052181815296, 86820229442392262196871168, 535977005216281984, 1247271728, 1], 1]], 'hecke_orbit_code': 4503599795142669, 'p': 79}
  • id: 55797
    {'charpoly_factorization': [[[-526809733080455133331026189945941188122624, 18546842306111067162747956572418304, -216125993836531517484173568, 965304229131652832, -1696894296, 1], 1]], 'hecke_orbit_code': 4503599795142669, 'p': 83}
  • id: 55798
    {'charpoly_factorization': [[[-1903086219907992929581753200277786862796960, 61162600944059411370271828202285904, -170822820065517807458198544, -360717372948090904, 753854382, 1], 1]], 'hecke_orbit_code': 4503599795142669, 'p': 89}
  • id: 55799
    {'charpoly_factorization': [[[-142814432358561470129404623607552203752395232, 1438608683131201717747160784795813904, 153757537448202660807707632, -2441997563116303880, -3824606, 1], 1]], 'hecke_orbit_code': 4503599795142669, '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': 2, 'label': '13.10.a.b', 'level': 13, 'portrait': 'data:image/png;base64,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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 19684692
    {'hecke_orbit_code': 4503599795142669, 'n': 1, 'trace_an': 5}
  • id: 19684693
    {'hecke_orbit_code': 4503599795142669, 'n': 2, 'trace_an': 15}
  • id: 19684694
    {'hecke_orbit_code': 4503599795142669, 'n': 3, 'trace_an': 161}
  • id: 19684695
    {'hecke_orbit_code': 4503599795142669, 'n': 4, 'trace_an': 361}
  • id: 19684696
    {'hecke_orbit_code': 4503599795142669, 'n': 5, 'trace_an': 1803}
  • id: 19684697
    {'hecke_orbit_code': 4503599795142669, 'n': 6, 'trace_an': 5693}
  • id: 19684698
    {'hecke_orbit_code': 4503599795142669, 'n': 7, 'trace_an': 10099}
  • id: 19684699
    {'hecke_orbit_code': 4503599795142669, 'n': 8, 'trace_an': 23151}
  • id: 19684700
    {'hecke_orbit_code': 4503599795142669, 'n': 9, 'trace_an': 61060}
  • id: 19684701
    {'hecke_orbit_code': 4503599795142669, 'n': 10, 'trace_an': 84505}
  • id: 19684702
    {'hecke_orbit_code': 4503599795142669, 'n': 11, 'trace_an': 121746}
  • id: 19684703
    {'hecke_orbit_code': 4503599795142669, 'n': 12, 'trace_an': 113389}
  • id: 19684704
    {'hecke_orbit_code': 4503599795142669, 'n': 13, 'trace_an': 142805}
  • id: 19684705
    {'hecke_orbit_code': 4503599795142669, 'n': 14, 'trace_an': 8475}
  • id: 19684706
    {'hecke_orbit_code': 4503599795142669, 'n': 15, 'trace_an': 105973}
  • id: 19684707
    {'hecke_orbit_code': 4503599795142669, 'n': 16, 'trace_an': -322463}
  • id: 19684708
    {'hecke_orbit_code': 4503599795142669, 'n': 17, 'trace_an': -495669}
  • id: 19684709
    {'hecke_orbit_code': 4503599795142669, 'n': 18, 'trace_an': -656228}
  • id: 19684710
    {'hecke_orbit_code': 4503599795142669, 'n': 19, 'trace_an': -840738}
  • id: 19684711
    {'hecke_orbit_code': 4503599795142669, 'n': 20, 'trace_an': -1595607}
  • id: 19684712
    {'hecke_orbit_code': 4503599795142669, 'n': 21, 'trace_an': -1599467}
  • id: 19684713
    {'hecke_orbit_code': 4503599795142669, 'n': 22, 'trace_an': -2023594}
  • id: 19684714
    {'hecke_orbit_code': 4503599795142669, 'n': 23, 'trace_an': -592152}
  • id: 19684715
    {'hecke_orbit_code': 4503599795142669, 'n': 24, 'trace_an': -2295657}
  • id: 19684716
    {'hecke_orbit_code': 4503599795142669, 'n': 25, 'trace_an': 1670362}
  • id: 19684717
    {'hecke_orbit_code': 4503599795142669, 'n': 26, 'trace_an': 428415}
  • id: 19684718
    {'hecke_orbit_code': 4503599795142669, 'n': 27, 'trace_an': 6847883}
  • id: 19684719
    {'hecke_orbit_code': 4503599795142669, 'n': 28, 'trace_an': 2587955}
  • id: 19684720
    {'hecke_orbit_code': 4503599795142669, 'n': 29, 'trace_an': 10678182}
  • id: 19684721
    {'hecke_orbit_code': 4503599795142669, 'n': 30, 'trace_an': 5491201}
  • id: 19684722
    {'hecke_orbit_code': 4503599795142669, 'n': 31, 'trace_an': 12885296}
  • id: 19684723
    {'hecke_orbit_code': 4503599795142669, 'n': 32, 'trace_an': 3282927}
  • id: 19684724
    {'hecke_orbit_code': 4503599795142669, 'n': 33, 'trace_an': 17278298}
  • id: 19684725
    {'hecke_orbit_code': 4503599795142669, 'n': 34, 'trace_an': -9934079}
  • id: 19684726
    {'hecke_orbit_code': 4503599795142669, 'n': 35, 'trace_an': 8380731}
  • id: 19684727
    {'hecke_orbit_code': 4503599795142669, 'n': 36, 'trace_an': -20483302}
  • id: 19684728
    {'hecke_orbit_code': 4503599795142669, 'n': 37, 'trace_an': 7171823}
  • id: 19684729
    {'hecke_orbit_code': 4503599795142669, 'n': 38, 'trace_an': -25568814}
  • id: 19684730
    {'hecke_orbit_code': 4503599795142669, 'n': 39, 'trace_an': 4598321}
  • id: 19684731
    {'hecke_orbit_code': 4503599795142669, 'n': 40, 'trace_an': -54359445}
  • id: 19684732
    {'hecke_orbit_code': 4503599795142669, 'n': 41, 'trace_an': 9294012}
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    {'hecke_orbit_code': 4503599795142669, 'n': 46, 'trace_an': -59319696}
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    {'hecke_orbit_code': 4503599795142669, 'n': 47, 'trace_an': 43354215}
  • id: 19684739
    {'hecke_orbit_code': 4503599795142669, 'n': 48, 'trace_an': -86874671}
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    {'hecke_orbit_code': 4503599795142669, 'n': 54, 'trace_an': 58983719}
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    {'hecke_orbit_code': 4503599795142669, 'n': 55, 'trace_an': 99448846}
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    {'hecke_orbit_code': 4503599795142669, 'n': 56, 'trace_an': 199599225}
  • id: 19684748
    {'hecke_orbit_code': 4503599795142669, 'n': 57, 'trace_an': 90173382}
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    {'hecke_orbit_code': 4503599795142669, 'n': 58, 'trace_an': 151020970}
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    {'hecke_orbit_code': 4503599795142669, 'n': 59, 'trace_an': 246496182}
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    {'hecke_orbit_code': 4503599795142669, 'n': 60, 'trace_an': 90097913}
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    {'hecke_orbit_code': 4503599795142669, 'n': 61, 'trace_an': -132232612}
  • id: 19684753
    {'hecke_orbit_code': 4503599795142669, 'n': 62, 'trace_an': 158135724}
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    {'hecke_orbit_code': 4503599795142669, 'n': 63, 'trace_an': -416955202}
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    {'hecke_orbit_code': 4503599795142669, 'n': 64, 'trace_an': 91019105}
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    {'hecke_orbit_code': 4503599795142669, 'n': 68, 'trace_an': 238172073}
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    {'hecke_orbit_code': 4503599795142669, 'n': 69, 'trace_an': -579986760}
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    {'hecke_orbit_code': 4503599795142669, 'n': 71, 'trace_an': 212150457}
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    {'hecke_orbit_code': 4503599795142669, 'n': 72, 'trace_an': -415774278}
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    {'hecke_orbit_code': 4503599795142669, 'n': 78, 'trace_an': 162597773}
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    {'hecke_orbit_code': 4503599795142669, 'n': 79, 'trace_an': -1247271728}
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    {'hecke_orbit_code': 4503599795142669, 'n': 98, 'trace_an': 1570614816}
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    {'hecke_orbit_code': 4503599795142669, 'n': 99, 'trace_an': 3016199848}
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    {'hecke_orbit_code': 4503599795142669, 'n': 100, 'trace_an': -4278459328}
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    {'hecke_orbit_code': 4503599795142669, 'n': 103, 'trace_an': 2450263020}
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    {'hecke_orbit_code': 4503599795142669, 'n': 107, 'trace_an': 3440191980}
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    {'hecke_orbit_code': 4503599795142669, 'n': 109, 'trace_an': 213854063}
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    {'hecke_orbit_code': 4503599795142669, 'n': 113, 'trace_an': -4590458814}
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    {'hecke_orbit_code': 4503599795142669, 'n': 121, 'trace_an': -1926990203}
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    {'hecke_orbit_code': 4503599795142669, 'n': 128, 'trace_an': -11702022705}
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  • id: 19684802
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  • id: 19684803
    {'hecke_orbit_code': 4503599795142669, 'n': 139, 'trace_an': -7949129901}
  • id: 19684804
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  • id: 19684808
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  • id: 19684813
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  • id: 19684814
    {'hecke_orbit_code': 4503599795142669, 'n': 193, 'trace_an': -31493252904}
  • id: 19684815
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  • id: 19684816
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  • id: 19684817
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  • id: 19684818
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  • id: 19684819
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  • id: 19684820
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  • id: 19684821
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  • id: 19684822
    {'hecke_orbit_code': 4503599795142669, 'n': 239, 'trace_an': -7210789413}
  • id: 19684823
    {'hecke_orbit_code': 4503599795142669, 'n': 241, 'trace_an': -150159324346}
  • id: 19684824
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  • id: 19684825
    {'hecke_orbit_code': 4503599795142669, 'n': 251, 'trace_an': -60739380624}
  • id: 19684826
    {'hecke_orbit_code': 4503599795142669, 'n': 256, 'trace_an': -93310997887}
  • id: 19684827
    {'hecke_orbit_code': 4503599795142669, 'n': 257, 'trace_an': 195276831903}
  • id: 19684828
    {'hecke_orbit_code': 4503599795142669, 'n': 263, 'trace_an': -18103883724}
  • id: 19684829
    {'hecke_orbit_code': 4503599795142669, 'n': 269, 'trace_an': 398957771820}
  • id: 19684830
    {'hecke_orbit_code': 4503599795142669, 'n': 271, 'trace_an': -51181981329}
  • id: 19684831
    {'hecke_orbit_code': 4503599795142669, 'n': 277, 'trace_an': -29670546368}
  • id: 19684832
    {'hecke_orbit_code': 4503599795142669, 'n': 281, 'trace_an': 7654028850}
  • id: 19684833
    {'hecke_orbit_code': 4503599795142669, 'n': 283, 'trace_an': -139461377100}
  • id: 19684834
    {'hecke_orbit_code': 4503599795142669, 'n': 289, 'trace_an': 231131008846}
  • id: 19684835
    {'hecke_orbit_code': 4503599795142669, 'n': 293, 'trace_an': 442220443347}
  • id: 19684836
    {'hecke_orbit_code': 4503599795142669, 'n': 307, 'trace_an': -218593262354}
  • id: 19684837
    {'hecke_orbit_code': 4503599795142669, 'n': 311, 'trace_an': -451412755374}
  • id: 19684838
    {'hecke_orbit_code': 4503599795142669, 'n': 313, 'trace_an': -228602780895}
  • id: 19684839
    {'hecke_orbit_code': 4503599795142669, 'n': 317, 'trace_an': 350754559338}
  • id: 19684840
    {'hecke_orbit_code': 4503599795142669, 'n': 331, 'trace_an': 400312995460}
  • id: 19684841
    {'hecke_orbit_code': 4503599795142669, 'n': 337, 'trace_an': 959754300489}
  • id: 19684842
    {'hecke_orbit_code': 4503599795142669, 'n': 343, 'trace_an': -209925916099}
  • id: 19684843
    {'hecke_orbit_code': 4503599795142669, 'n': 347, 'trace_an': 475937674851}
  • id: 19684844
    {'hecke_orbit_code': 4503599795142669, 'n': 349, 'trace_an': 19428042107}
  • id: 19684845
    {'hecke_orbit_code': 4503599795142669, 'n': 353, 'trace_an': 257005595388}
  • id: 19684846
    {'hecke_orbit_code': 4503599795142669, 'n': 359, 'trace_an': 567576183372}
  • id: 19684847
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  • id: 19684848
    {'hecke_orbit_code': 4503599795142669, 'n': 367, 'trace_an': -618541552462}
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    {'hecke_orbit_code': 4503599795142669, 'n': 373, 'trace_an': 307773674768}
  • id: 19684850
    {'hecke_orbit_code': 4503599795142669, 'n': 379, 'trace_an': 503419119816}
  • id: 19684851
    {'hecke_orbit_code': 4503599795142669, 'n': 383, 'trace_an': 389789179665}
  • id: 19684852
    {'hecke_orbit_code': 4503599795142669, 'n': 389, 'trace_an': 183787809474}
  • id: 19684853
    {'hecke_orbit_code': 4503599795142669, 'n': 397, 'trace_an': 284087591398}
  • id: 19684854
    {'hecke_orbit_code': 4503599795142669, 'n': 401, 'trace_an': 160728831096}
  • id: 19684855
    {'hecke_orbit_code': 4503599795142669, 'n': 409, 'trace_an': 834438553628}
  • id: 19684856
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  • id: 19684857
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  • id: 19684858
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  • id: 19684862
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  • id: 19684863
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  • id: 19684864
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  • id: 19684867
    {'hecke_orbit_code': 4503599795142669, 'n': 479, 'trace_an': 3376539134943}
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    {'hecke_orbit_code': 4503599795142669, 'n': 487, 'trace_an': -31103693916}
  • id: 19684869
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  • id: 19684870
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  • id: 19684873
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  • id: 19684874
    {'hecke_orbit_code': 4503599795142669, 'n': 521, 'trace_an': 1978387326153}
  • id: 19684875
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  • id: 19684877
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  • id: 19684878
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  • id: 19684879
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  • id: 19684880
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  • id: 19684881
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  • id: 19684913
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  • id: 19684914
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  • id: 19684915
    {'hecke_orbit_code': 4503599795142669, 'n': 769, 'trace_an': -4252428339516}
  • id: 19684916
    {'hecke_orbit_code': 4503599795142669, 'n': 773, 'trace_an': 37879379543967}
  • id: 19684917
    {'hecke_orbit_code': 4503599795142669, 'n': 787, 'trace_an': 4276166417444}
  • id: 19684918
    {'hecke_orbit_code': 4503599795142669, 'n': 797, 'trace_an': 10295369231790}
  • id: 19684919
    {'hecke_orbit_code': 4503599795142669, 'n': 809, 'trace_an': -34410220607535}
  • id: 19684920
    {'hecke_orbit_code': 4503599795142669, 'n': 811, 'trace_an': 697712974000}
  • id: 19684921
    {'hecke_orbit_code': 4503599795142669, 'n': 821, 'trace_an': -16794055206261}
  • id: 19684922
    {'hecke_orbit_code': 4503599795142669, 'n': 823, 'trace_an': 1463079243318}
  • id: 19684923
    {'hecke_orbit_code': 4503599795142669, 'n': 827, 'trace_an': -15946948154250}
  • id: 19684924
    {'hecke_orbit_code': 4503599795142669, 'n': 829, 'trace_an': 27436504173022}
  • id: 19684925
    {'hecke_orbit_code': 4503599795142669, 'n': 839, 'trace_an': 626930482332}
  • id: 19684926
    {'hecke_orbit_code': 4503599795142669, 'n': 841, 'trace_an': 8965973970595}
  • id: 19684927
    {'hecke_orbit_code': 4503599795142669, 'n': 853, 'trace_an': -11194433990475}
  • id: 19684928
    {'hecke_orbit_code': 4503599795142669, 'n': 857, 'trace_an': -12148502772474}
  • id: 19684929
    {'hecke_orbit_code': 4503599795142669, 'n': 859, 'trace_an': 37273185920588}
  • id: 19684930
    {'hecke_orbit_code': 4503599795142669, 'n': 863, 'trace_an': 31519586127615}
  • id: 19684931
    {'hecke_orbit_code': 4503599795142669, 'n': 877, 'trace_an': -65443169796995}
  • id: 19684932
    {'hecke_orbit_code': 4503599795142669, 'n': 881, 'trace_an': -14300757730893}
  • id: 19684933
    {'hecke_orbit_code': 4503599795142669, 'n': 883, 'trace_an': 60300453203669}
  • id: 19684934
    {'hecke_orbit_code': 4503599795142669, 'n': 887, 'trace_an': 8937174369360}
  • id: 19684935
    {'hecke_orbit_code': 4503599795142669, 'n': 907, 'trace_an': 24970615487571}
  • id: 19684936
    {'hecke_orbit_code': 4503599795142669, 'n': 911, 'trace_an': 69179514611982}
  • id: 19684937
    {'hecke_orbit_code': 4503599795142669, 'n': 919, 'trace_an': 16534338455832}
  • id: 19684938
    {'hecke_orbit_code': 4503599795142669, 'n': 929, 'trace_an': -82001585743680}
  • id: 19684939
    {'hecke_orbit_code': 4503599795142669, 'n': 937, 'trace_an': 29130796864366}
  • id: 19684940
    {'hecke_orbit_code': 4503599795142669, 'n': 941, 'trace_an': 34299994527717}
  • id: 19684941
    {'hecke_orbit_code': 4503599795142669, 'n': 947, 'trace_an': 7957339711410}
  • id: 19684942
    {'hecke_orbit_code': 4503599795142669, 'n': 953, 'trace_an': 108232415953281}
  • id: 19684943
    {'hecke_orbit_code': 4503599795142669, 'n': 961, 'trace_an': -30843827804763}
  • id: 19684944
    {'hecke_orbit_code': 4503599795142669, 'n': 967, 'trace_an': 28117624350445}
  • id: 19684945
    {'hecke_orbit_code': 4503599795142669, 'n': 971, 'trace_an': -16719573564771}
  • id: 19684946
    {'hecke_orbit_code': 4503599795142669, 'n': 977, 'trace_an': 20973810045762}
  • id: 19684947
    {'hecke_orbit_code': 4503599795142669, 'n': 983, 'trace_an': -7903279887285}
  • id: 19684948
    {'hecke_orbit_code': 4503599795142669, 'n': 991, 'trace_an': 54625386961514}
  • id: 19684949
    {'hecke_orbit_code': 4503599795142669, 'n': 997, 'trace_an': -14690754977110}