Embedded newform data - 7.49.b.a.6.1

Formats: - HTML - YAML - JSON - 2025-10-14T00:59:22.820182

• 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': 16807, 'analytic_conductor': 102.14652570055661, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [7, 2, [3], [1]], 'cm_discs': [-7], 'conrey_index': 6, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-2241857, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 69541560327, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 2, -1, 2, -7]], 'is_cm': True, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': True, 'is_twist_minimal': True, 'label': '7.49.b.a', 'level': 7, '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': [7], 'level_radical': 7, 'minimal_twist': '7.49.b.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 2, 'qexp_display': 'q+2241857q^{2}-276449053902207q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '48.2.1.d2', 'self_twist_discs': [-7], 'self_twist_type': 1, 'space_label': '7.49.b', 'trace_display': [2241857, 0, 0, 191581231380566414401], 'trace_hash': 2190092437592621745, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.993', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.967', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.868', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.505', 'prec': 17}, 'traces': [1, 2241857, 0, -276449053902207, 0, 0, 191581231380566414401, -1250785893497661206591, 79766443076872509863361, 0, 18530315310424493791010882, 0, 0, 429497724639142480089782657, 0, 75009407897967614262334338305, 0, 178824958776988174344744901377, 0, 0, 0, 41542317090882324376834282887874, -936422451185223463098339848469118, 0, 3552713678800500929355621337890625, 0, 0, -52962450160577395884928695290483007, -224415151838711499319759784879000638, 0, 0, 520225296404185225918120761916566081, 0, 0, 0, -22051357721745654862515224353426337727, 80608935395163374490423174424733977922, 0, 0, 0, 0, 0, 1490236193732257632596805131935352500802, -5122688136076432521801489511301300816574, 0, -2099325227146751517311254877669431472126, 0, 0, 36703368217294125441230211032033660188801, 7964676029814654611982405185699462890625, 0, 0, 101362870217210898480811471462942959082562, 0, 0, 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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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'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 0.0, 'hecke_orbit': 1, 'hecke_orbit_code': 69541560327, 'label': '7.49.b.a.6.1', 'level': 7, 'weight': 49}
• mf_newspaces •

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

  
  {'Nk2': 16807, 'analytic_conductor': 102.14652570055661, 'char_conductor': 7, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [7, 2, [3], [1]], 'conrey_index': 6, 'cusp_dim': 31, 'dim': 31, 'eis_dim': 2, 'eis_new_dim': 2, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 69541560327, 'hecke_orbit_dims': [1, 30], 'label': '7.49.b', 'level': 7, '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': [7], 'level_radical': 7, 'mf_dim': 33, 'mf_new_dim': 33, 'num_forms': 2, 'prim_orbit_index': 2, 'relative_dim': 31, 'sturm_bound': 32, 'trace_bound': 1, 'trace_display': [-12654047, 0, 0, -20219873643719290401], 'traces': [31, -12654047, 0, 4193756091298273, 0, 0, -20219873643719290401, -14998814256940403881279, -653502066647106933339681, 0, -10930516024151943551666306, 0, 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

  
  
  • id: 792355
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 6, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 69541560327, 'source_is_minimal': True, 'source_label': '7.49.b.a.6.1', 'source_level': 7, 'target_conrey_index': 6, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 69541560327, 'target_is_minimal': True, 'target_label': '7.49.b.a.6.1', 'target_level': 7, 'twist_class_label': '7.49.b.a.6.1', 'twist_class_level': 7, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 49}
  • id: 792356
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 6, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 69541560327, 'source_is_minimal': True, 'source_label': '7.49.b.a.6.1', 'source_level': 7, 'target_conrey_index': 6, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 69541560327, 'target_is_minimal': True, 'target_label': '7.49.b.a.6.1', 'target_level': 7, 'twist_class_label': '7.49.b.a.6.1', 'twist_class_level': 7, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 49}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 30875
    {'charpoly_factorization': [[[-2241857, 1], 1]], 'hecke_orbit_code': 69541560327, 'p': 2}
  • id: 30876
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69541560327, 'p': 3}
  • id: 30877
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69541560327, 'p': 5}
  • id: 30878
    {'charpoly_factorization': [[[-191581231380566414401, 1], 1]], 'hecke_orbit_code': 69541560327, 'p': 7}
  • id: 30879
    {'charpoly_factorization': [[[-18530315310424493791010882, 1], 1]], 'hecke_orbit_code': 69541560327, 'p': 11}
  • id: 30880
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69541560327, 'p': 13}
  • id: 30881
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69541560327, 'p': 17}
  • id: 30882
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69541560327, 'p': 19}
  • id: 30883
    {'charpoly_factorization': [[[936422451185223463098339848469118, 1], 1]], 'hecke_orbit_code': 69541560327, 'p': 23}
  • id: 30884
    {'charpoly_factorization': [[[224415151838711499319759784879000638, 1], 1]], 'hecke_orbit_code': 69541560327, 'p': 29}
  • id: 30885
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69541560327, 'p': 31}
  • id: 30886
    {'charpoly_factorization': [[[-80608935395163374490423174424733977922, 1], 1]], 'hecke_orbit_code': 69541560327, 'p': 37}
  • id: 30887
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69541560327, 'p': 41}
  • id: 30888
    {'charpoly_factorization': [[[-1490236193732257632596805131935352500802, 1], 1]], 'hecke_orbit_code': 69541560327, 'p': 43}
  • id: 30889
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69541560327, 'p': 47}
  • id: 30890
    {'charpoly_factorization': [[[-101362870217210898480811471462942959082562, 1], 1]], 'hecke_orbit_code': 69541560327, 'p': 53}
  • id: 30891
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69541560327, 'p': 59}
  • id: 30892
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69541560327, 'p': 61}
  • id: 30893
    {'charpoly_factorization': [[[-100840026342777072826020733946603585265416642, 1], 1]], 'hecke_orbit_code': 69541560327, 'p': 67}
  • id: 30894
    {'charpoly_factorization': [[[500740703195779097541138137559323810304263038, 1], 1]], 'hecke_orbit_code': 69541560327, 'p': 71}
  • id: 30895
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69541560327, 'p': 73}
  • id: 30896
    {'charpoly_factorization': [[[6389473102521200180356509072547957081377642238, 1], 1]], 'hecke_orbit_code': 69541560327, 'p': 79}
  • id: 30897
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69541560327, 'p': 83}
  • id: 30898
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69541560327, 'p': 89}
  • id: 30899
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69541560327, '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': 1, 'label': '7.49.b.a', 'level': 7, 'portrait': 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', 'weight': 49}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 5370043
    {'hecke_orbit_code': 69541560327, 'n': 1, 'trace_an': 1}
  • id: 5370044
    {'hecke_orbit_code': 69541560327, 'n': 2, 'trace_an': 2241857}
  • id: 5370045
    {'hecke_orbit_code': 69541560327, 'n': 3, 'trace_an': 0}
  • id: 5370046
    {'hecke_orbit_code': 69541560327, 'n': 4, 'trace_an': -276449053902207}
  • id: 5370047
    {'hecke_orbit_code': 69541560327, 'n': 5, 'trace_an': 0}
  • id: 5370048
    {'hecke_orbit_code': 69541560327, 'n': 6, 'trace_an': 0}
  • id: 5370049
    {'hecke_orbit_code': 69541560327, 'n': 7, 'trace_an': 191581231380566414401}
  • id: 5370050
    {'hecke_orbit_code': 69541560327, 'n': 8, 'trace_an': -1250785893497661206591}
  • id: 5370051
    {'hecke_orbit_code': 69541560327, 'n': 9, 'trace_an': 79766443076872509863361}
  • id: 5370052
    {'hecke_orbit_code': 69541560327, 'n': 10, 'trace_an': 0}
  • id: 5370053
    {'hecke_orbit_code': 69541560327, 'n': 11, 'trace_an': 18530315310424493791010882}
  • id: 5370054
    {'hecke_orbit_code': 69541560327, 'n': 12, 'trace_an': 0}
  • id: 5370055
    {'hecke_orbit_code': 69541560327, 'n': 13, 'trace_an': 0}
  • id: 5370056
    {'hecke_orbit_code': 69541560327, 'n': 14, 'trace_an': 429497724639142480089782657}
  • id: 5370057
    {'hecke_orbit_code': 69541560327, 'n': 15, 'trace_an': 0}
  • id: 5370058
    {'hecke_orbit_code': 69541560327, 'n': 16, 'trace_an': 75009407897967614262334338305}
  • id: 5370059
    {'hecke_orbit_code': 69541560327, 'n': 17, 'trace_an': 0}
  • id: 5370060
    {'hecke_orbit_code': 69541560327, 'n': 18, 'trace_an': 178824958776988174344744901377}
  • id: 5370061
    {'hecke_orbit_code': 69541560327, 'n': 19, 'trace_an': 0}
  • id: 5370062
    {'hecke_orbit_code': 69541560327, 'n': 20, 'trace_an': 0}
  • id: 5370063
    {'hecke_orbit_code': 69541560327, 'n': 21, 'trace_an': 0}
  • id: 5370064
    {'hecke_orbit_code': 69541560327, 'n': 22, 'trace_an': 41542317090882324376834282887874}
  • id: 5370065
    {'hecke_orbit_code': 69541560327, 'n': 23, 'trace_an': -936422451185223463098339848469118}
  • id: 5370066
    {'hecke_orbit_code': 69541560327, 'n': 24, 'trace_an': 0}
  • id: 5370067
    {'hecke_orbit_code': 69541560327, 'n': 25, 'trace_an': 3552713678800500929355621337890625}
  • id: 5370068
    {'hecke_orbit_code': 69541560327, 'n': 26, 'trace_an': 0}
  • id: 5370069
    {'hecke_orbit_code': 69541560327, 'n': 27, 'trace_an': 0}
  • id: 5370070
    {'hecke_orbit_code': 69541560327, 'n': 28, 'trace_an': -52962450160577395884928695290483007}
  • id: 5370071
    {'hecke_orbit_code': 69541560327, 'n': 29, 'trace_an': -224415151838711499319759784879000638}
  • id: 5370072
    {'hecke_orbit_code': 69541560327, 'n': 30, 'trace_an': 0}
  • id: 5370073
    {'hecke_orbit_code': 69541560327, 'n': 31, 'trace_an': 0}
  • id: 5370074
    {'hecke_orbit_code': 69541560327, 'n': 32, 'trace_an': 520225296404185225918120761916566081}
  • id: 5370075
    {'hecke_orbit_code': 69541560327, 'n': 33, 'trace_an': 0}
  • id: 5370076
    {'hecke_orbit_code': 69541560327, 'n': 34, 'trace_an': 0}
  • id: 5370077
    {'hecke_orbit_code': 69541560327, 'n': 35, 'trace_an': 0}
  • id: 5370078
    {'hecke_orbit_code': 69541560327, 'n': 36, 'trace_an': -22051357721745654862515224353426337727}
  • id: 5370079
    {'hecke_orbit_code': 69541560327, 'n': 37, 'trace_an': 80608935395163374490423174424733977922}
  • id: 5370080
    {'hecke_orbit_code': 69541560327, 'n': 38, 'trace_an': 0}
  • id: 5370081
    {'hecke_orbit_code': 69541560327, 'n': 39, 'trace_an': 0}
  • id: 5370082
    {'hecke_orbit_code': 69541560327, 'n': 40, 'trace_an': 0}
  • id: 5370083
    {'hecke_orbit_code': 69541560327, 'n': 41, 'trace_an': 0}
  • id: 5370084
    {'hecke_orbit_code': 69541560327, 'n': 42, 'trace_an': 0}
  • id: 5370085
    {'hecke_orbit_code': 69541560327, 'n': 43, 'trace_an': 1490236193732257632596805131935352500802}
  • id: 5370086
    {'hecke_orbit_code': 69541560327, 'n': 44, 'trace_an': -5122688136076432521801489511301300816574}
  • id: 5370087
    {'hecke_orbit_code': 69541560327, 'n': 45, 'trace_an': 0}
  • id: 5370088
    {'hecke_orbit_code': 69541560327, 'n': 46, 'trace_an': -2099325227146751517311254877669431472126}
  • id: 5370089
    {'hecke_orbit_code': 69541560327, 'n': 47, 'trace_an': 0}
  • id: 5370090
    {'hecke_orbit_code': 69541560327, 'n': 48, 'trace_an': 0}
  • id: 5370091
    {'hecke_orbit_code': 69541560327, 'n': 49, 'trace_an': 36703368217294125441230211032033660188801}
  • id: 5370092
    {'hecke_orbit_code': 69541560327, 'n': 50, 'trace_an': 7964676029814654611982405185699462890625}
  • id: 5370093
    {'hecke_orbit_code': 69541560327, 'n': 51, 'trace_an': 0}
  • id: 5370094
    {'hecke_orbit_code': 69541560327, 'n': 52, 'trace_an': 0}
  • id: 5370095
    {'hecke_orbit_code': 69541560327, 'n': 53, 'trace_an': 101362870217210898480811471462942959082562}
  • id: 5370096
    {'hecke_orbit_code': 69541560327, 'n': 54, 'trace_an': 0}
  • id: 5370097
    {'hecke_orbit_code': 69541560327, 'n': 55, 'trace_an': 0}
  • id: 5370098
    {'hecke_orbit_code': 69541560327, 'n': 56, 'trace_an': -239627101669723932251405079592812178516991}
  • id: 5370099
    {'hecke_orbit_code': 69541560327, 'n': 57, 'trace_an': 0}
  • id: 5370100
    {'hecke_orbit_code': 69541560327, 'n': 58, 'trace_an': -503106679055678245730498712049481733304766}
  • id: 5370101
    {'hecke_orbit_code': 69541560327, 'n': 59, 'trace_an': 0}
  • id: 5370102
    {'hecke_orbit_code': 69541560327, 'n': 60, 'trace_an': 0}
  • id: 5370103
    {'hecke_orbit_code': 69541560327, 'n': 61, 'trace_an': 0}
  • id: 5370104
    {'hecke_orbit_code': 69541560327, 'n': 62, 'trace_an': 0}
  • id: 5370105
    {'hecke_orbit_code': 69541560327, 'n': 63, 'trace_an': 15281753387515092300969183265095802212661761}
  • id: 5370106
    {'hecke_orbit_code': 69541560327, 'n': 64, 'trace_an': -19947000618839732974384768002641240117825663}
  • id: 5370107
    {'hecke_orbit_code': 69541560327, 'n': 65, 'trace_an': 0}
  • id: 5370108
    {'hecke_orbit_code': 69541560327, 'n': 66, 'trace_an': 0}
  • id: 5370109
    {'hecke_orbit_code': 69541560327, 'n': 67, 'trace_an': 100840026342777072826020733946603585265416642}
  • id: 5370110
    {'hecke_orbit_code': 69541560327, 'n': 68, 'trace_an': 0}
  • id: 5370111
    {'hecke_orbit_code': 69541560327, 'n': 69, 'trace_an': 0}
  • id: 5370112
    {'hecke_orbit_code': 69541560327, 'n': 70, 'trace_an': 0}
  • id: 5370113
    {'hecke_orbit_code': 69541560327, 'n': 71, 'trace_an': -500740703195779097541138137559323810304263038}
  • id: 5370114
    {'hecke_orbit_code': 69541560327, 'n': 72, 'trace_an': -99770741775036314203703988191651783802612351}
  • id: 5370115
    {'hecke_orbit_code': 69541560327, 'n': 73, 'trace_an': 0}
  • id: 5370116
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  • id: 5370276
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  • id: 5370277
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  • id: 5370278
    {'hecke_orbit_code': 69541560327, 'n': 853, 'trace_an': 0}
  • id: 5370279
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  • id: 5370280
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  • id: 5370281
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  • id: 5370282
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  • id: 5370283
    {'hecke_orbit_code': 69541560327, 'n': 881, 'trace_an': 0}
  • id: 5370284
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  • id: 5370285
    {'hecke_orbit_code': 69541560327, 'n': 887, 'trace_an': 0}
  • id: 5370286
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  • id: 5370287
    {'hecke_orbit_code': 69541560327, 'n': 911, 'trace_an': 203357636014870157028869660356145986413053236675871916422294091718606082}
  • id: 5370288
    {'hecke_orbit_code': 69541560327, 'n': 919, 'trace_an': 261129526231688297955771561051559510065775893492626211368477760901549442}
  • id: 5370289
    {'hecke_orbit_code': 69541560327, 'n': 929, 'trace_an': 0}
  • id: 5370290
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  • id: 5370291
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  • id: 5370292
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  • id: 5370293
    {'hecke_orbit_code': 69541560327, 'n': 953, 'trace_an': -292474586990690379825462930655276928177838543282783922260463859197703038}
  • id: 5370294
    {'hecke_orbit_code': 69541560327, 'n': 961, 'trace_an': 384911869886326803597351844737651131424133495862387386084832227353008641}
  • id: 5370295
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  • id: 5370296
    {'hecke_orbit_code': 69541560327, 'n': 971, 'trace_an': 0}
  • id: 5370297
    {'hecke_orbit_code': 69541560327, 'n': 977, 'trace_an': -467867492307651075069249764838184429710888038643215498192803796026302718}
  • id: 5370298
    {'hecke_orbit_code': 69541560327, 'n': 983, 'trace_an': 0}
  • id: 5370299
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  • id: 5370300
    {'hecke_orbit_code': 69541560327, 'n': 997, 'trace_an': 0}