Newform data - 3.67.b.a

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• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_largest	boolean
  is_maximal	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 13467, 'analytic_conductor': 82.76040853893944, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 3, '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': [3, 2, [2], [1]], 'cm_discs': [-3], 'conrey_index': 2, '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, [0, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 69843550211, '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, 3, 2, -1, 2, -3]], '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': '3.67.b.a', 'level': 3, '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': [3], 'level_radical': 3, 'minimal_twist': '3.67.b.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 2, 'qexp_display': 'q-3^{33}q^{3}+2^{66}q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '66.2.1.d2', 'self_twist_discs': [-3], 'self_twist_type': 1, 'space_label': '3.67.b', 'trace_display': [0, -5559060566555523, 0, -15459460129734036008401737214], 'trace_hash': 692002494412861086, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.007', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.992', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.063', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.966', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.289', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.832', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 17}, 'traces': [1, 0, -5559060566555523, 73786976294838206464, 0, 0, -15459460129734036008401737214, 0, 30903154382632612361920641803529, 0, 0, -410186270246002225336426103593500672, -10993813372461732057454331126658365206, 0, 0, 5444517870735015415413993718908291383296, 0, 0, -832798423753884127074595015476794447985382, 0, 85940075187441809311980382917737461386332922, 0, 0, 0, 13552527156068805425093160010874271392822265625, 0, -171792506910670443678820376588540424234035840667, -1140706818123681698887574716220886699357604151296, 0, 0, -20829684874384381866590946759750099977154079183918, 0, 0, 0, 0, 2280250319867037997421842330085227917956272625811456, -7417939125211054386881016651493135320203925642789094, 0, 61115274394922801210762477289866071761175701610332738, 0, 0, 0, -1245239512199512679501766979615043759328112882443972886, 0, 0, 0, 0, -30266404599109864532334369015971799232027475459658743808, 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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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• 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': 13467, 'analytic_conductor': 82.76040853893944, 'char_conductor': 3, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [3, 2, [2], [1]], 'conrey_index': 2, 'cusp_dim': 21, 'dim': 21, 'eis_dim': 2, 'eis_new_dim': 2, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 69843550211, 'hecke_orbit_dims': [1, 20], 'label': '3.67.b', 'level': 3, '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': [3], 'level_radical': 3, 'mf_dim': 23, 'mf_new_dim': 23, 'num_forms': 2, 'prim_orbit_index': 2, 'relative_dim': 21, 'sturm_bound': 22, 'trace_bound': 1, 'trace_display': [0, -688084969601007, 0, -2702047559314351527601390326], 'traces': [21, 0, -688084969601007, -800685737036149288416, 0, -36458623571791371420365280, -2702047559314351527601390326, 0, 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• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 1070
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '3.67.b.a', 'source_level': 3, 'target_char_orbit': 2, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '3.67.b.a', 'target_level': 3, 'twist_class_label': '3.67.b.a', 'twist_class_level': 3, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 67}
  • id: 1071
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -3, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '3.67.b.a', 'source_level': 3, 'target_char_orbit': 2, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '3.67.b.a', 'target_level': 3, 'twist_class_label': '3.67.b.a', 'twist_class_level': 3, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 67}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 11075
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69843550211, 'p': 2}
  • id: 11076
    {'charpoly_factorization': [[[5559060566555523, 1], 1]], 'hecke_orbit_code': 69843550211, 'p': 3}
  • id: 11077
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69843550211, 'p': 5}
  • id: 11078
    {'charpoly_factorization': [[[15459460129734036008401737214, 1], 1]], 'hecke_orbit_code': 69843550211, 'p': 7}
  • id: 11079
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69843550211, 'p': 11}
  • id: 11080
    {'charpoly_factorization': [[[10993813372461732057454331126658365206, 1], 1]], 'hecke_orbit_code': 69843550211, 'p': 13}
  • id: 11081
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69843550211, 'p': 17}
  • id: 11082
    {'charpoly_factorization': [[[832798423753884127074595015476794447985382, 1], 1]], 'hecke_orbit_code': 69843550211, 'p': 19}
  • id: 11083
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69843550211, 'p': 23}
  • id: 11084
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69843550211, 'p': 29}
  • id: 11085
    {'charpoly_factorization': [[[20829684874384381866590946759750099977154079183918, 1], 1]], 'hecke_orbit_code': 69843550211, 'p': 31}
  • id: 11086
    {'charpoly_factorization': [[[7417939125211054386881016651493135320203925642789094, 1], 1]], 'hecke_orbit_code': 69843550211, 'p': 37}
  • id: 11087
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69843550211, 'p': 41}
  • id: 11088
    {'charpoly_factorization': [[[1245239512199512679501766979615043759328112882443972886, 1], 1]], 'hecke_orbit_code': 69843550211, 'p': 43}
  • id: 11089
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69843550211, 'p': 47}
  • id: 11090
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69843550211, 'p': 53}
  • id: 11091
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69843550211, 'p': 59}
  • id: 11092
    {'charpoly_factorization': [[[-76718687326389894248157038524144813488758607942856930706762, 1], 1]], 'hecke_orbit_code': 69843550211, 'p': 61}
  • id: 11093
    {'charpoly_factorization': [[[-236443545730387202454481566607273858427413476877399945116026, 1], 1]], 'hecke_orbit_code': 69843550211, 'p': 67}
  • id: 11094
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69843550211, 'p': 71}
  • id: 11095
    {'charpoly_factorization': [[[-56436561604451561325982235028839350532357796943958932674439634, 1], 1]], 'hecke_orbit_code': 69843550211, 'p': 73}
  • id: 11096
    {'charpoly_factorization': [[[-624527582495370862537524794357610311427789739490612827187896178, 1], 1]], 'hecke_orbit_code': 69843550211, 'p': 79}
  • id: 11097
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69843550211, 'p': 83}
  • id: 11098
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69843550211, 'p': 89}
  • id: 11099
    {'charpoly_factorization': [[[-244251200682546708355692627372351299246029736144700040416696428546, 1], 1]], 'hecke_orbit_code': 69843550211, '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': '3.67.b.a', 'level': 3, 'portrait': 'data:image/png;base64,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', 'weight': 67}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 5391949
    {'hecke_orbit_code': 69843550211, 'n': 41, 'trace_an': 0}
  • id: 5392142
    {'hecke_orbit_code': 69843550211, 'n': 42, 'trace_an': 0}
  • id: 5392222
    {'hecke_orbit_code': 69843550211, 'n': 809, 'trace_an': 0}
  • id: 5392234
    {'hecke_orbit_code': 69843550211, 'n': 1, 'trace_an': 1}
  • id: 5392235
    {'hecke_orbit_code': 69843550211, 'n': 2, 'trace_an': 0}
  • id: 5392236
    {'hecke_orbit_code': 69843550211, 'n': 3, 'trace_an': -5559060566555523}
  • id: 5392237
    {'hecke_orbit_code': 69843550211, 'n': 4, 'trace_an': 73786976294838206464}
  • id: 5392238
    {'hecke_orbit_code': 69843550211, 'n': 5, 'trace_an': 0}
  • id: 5392239
    {'hecke_orbit_code': 69843550211, 'n': 6, 'trace_an': 0}
  • id: 5392240
    {'hecke_orbit_code': 69843550211, 'n': 7, 'trace_an': -15459460129734036008401737214}
  • id: 5392241
    {'hecke_orbit_code': 69843550211, 'n': 8, 'trace_an': 0}
  • id: 5392242
    {'hecke_orbit_code': 69843550211, 'n': 9, 'trace_an': 30903154382632612361920641803529}
  • id: 5392243
    {'hecke_orbit_code': 69843550211, 'n': 10, 'trace_an': 0}
  • id: 5392244
    {'hecke_orbit_code': 69843550211, 'n': 11, 'trace_an': 0}
  • id: 5392245
    {'hecke_orbit_code': 69843550211, 'n': 12, 'trace_an': -410186270246002225336426103593500672}
  • id: 5392246
    {'hecke_orbit_code': 69843550211, 'n': 13, 'trace_an': -10993813372461732057454331126658365206}
  • id: 5392247
    {'hecke_orbit_code': 69843550211, 'n': 14, 'trace_an': 0}
  • id: 5392248
    {'hecke_orbit_code': 69843550211, 'n': 15, 'trace_an': 0}
  • id: 5392249
    {'hecke_orbit_code': 69843550211, 'n': 16, 'trace_an': 5444517870735015415413993718908291383296}
  • id: 5392250
    {'hecke_orbit_code': 69843550211, 'n': 17, 'trace_an': 0}
  • id: 5392251
    {'hecke_orbit_code': 69843550211, 'n': 18, 'trace_an': 0}
  • id: 5392252
    {'hecke_orbit_code': 69843550211, 'n': 19, 'trace_an': -832798423753884127074595015476794447985382}
  • id: 5392253
    {'hecke_orbit_code': 69843550211, 'n': 20, 'trace_an': 0}
  • id: 5392254
    {'hecke_orbit_code': 69843550211, 'n': 21, 'trace_an': 85940075187441809311980382917737461386332922}
  • id: 5392255
    {'hecke_orbit_code': 69843550211, 'n': 22, 'trace_an': 0}
  • id: 5392256
    {'hecke_orbit_code': 69843550211, 'n': 23, 'trace_an': 0}
  • id: 5392257
    {'hecke_orbit_code': 69843550211, 'n': 24, 'trace_an': 0}
  • id: 5392258
    {'hecke_orbit_code': 69843550211, 'n': 25, 'trace_an': 13552527156068805425093160010874271392822265625}
  • id: 5392259
    {'hecke_orbit_code': 69843550211, 'n': 26, 'trace_an': 0}
  • id: 5392260
    {'hecke_orbit_code': 69843550211, 'n': 27, 'trace_an': -171792506910670443678820376588540424234035840667}
  • id: 5392261
    {'hecke_orbit_code': 69843550211, 'n': 28, 'trace_an': -1140706818123681698887574716220886699357604151296}
  • id: 5392262
    {'hecke_orbit_code': 69843550211, 'n': 29, 'trace_an': 0}
  • id: 5392263
    {'hecke_orbit_code': 69843550211, 'n': 30, 'trace_an': 0}
  • id: 5392264
    {'hecke_orbit_code': 69843550211, 'n': 31, 'trace_an': -20829684874384381866590946759750099977154079183918}
  • id: 5392265
    {'hecke_orbit_code': 69843550211, 'n': 32, 'trace_an': 0}
  • id: 5392266
    {'hecke_orbit_code': 69843550211, 'n': 33, 'trace_an': 0}
  • id: 5392267
    {'hecke_orbit_code': 69843550211, 'n': 34, 'trace_an': 0}
  • id: 5392268
    {'hecke_orbit_code': 69843550211, 'n': 35, 'trace_an': 0}
  • id: 5392269
    {'hecke_orbit_code': 69843550211, 'n': 36, 'trace_an': 2280250319867037997421842330085227917956272625811456}
  • id: 5392270
    {'hecke_orbit_code': 69843550211, 'n': 37, 'trace_an': -7417939125211054386881016651493135320203925642789094}
  • id: 5392271
    {'hecke_orbit_code': 69843550211, 'n': 38, 'trace_an': 0}
  • id: 5392272
    {'hecke_orbit_code': 69843550211, 'n': 39, 'trace_an': 61115274394922801210762477289866071761175701610332738}
  • id: 5392273
    {'hecke_orbit_code': 69843550211, 'n': 40, 'trace_an': 0}
  • id: 5392274
    {'hecke_orbit_code': 69843550211, 'n': 43, 'trace_an': -1245239512199512679501766979615043759328112882443972886}
  • id: 5392275
    {'hecke_orbit_code': 69843550211, 'n': 44, 'trace_an': 0}
  • id: 5392276
    {'hecke_orbit_code': 69843550211, 'n': 45, 'trace_an': 0}
  • id: 5392277
    {'hecke_orbit_code': 69843550211, 'n': 46, 'trace_an': 0}
  • id: 5392278
    {'hecke_orbit_code': 69843550211, 'n': 47, 'trace_an': 0}
  • id: 5392279
    {'hecke_orbit_code': 69843550211, 'n': 48, 'trace_an': -30266404599109864532334369015971799232027475459658743808}
  • id: 5392280
    {'hecke_orbit_code': 69843550211, 'n': 49, 'trace_an': 179226643608680348145022620544381817220795446800681800147}
  • id: 5392281
    {'hecke_orbit_code': 69843550211, 'n': 50, 'trace_an': 0}
  • id: 5392282
    {'hecke_orbit_code': 69843550211, 'n': 51, 'trace_an': 0}
  • id: 5392283
    {'hecke_orbit_code': 69843550211, 'n': 52, 'trace_an': -811200246703709101178369640233561344627077870999341891584}
  • id: 5392284
    {'hecke_orbit_code': 69843550211, 'n': 53, 'trace_an': 0}
  • id: 5392285
    {'hecke_orbit_code': 69843550211, 'n': 54, 'trace_an': 0}
  • id: 5392286
    {'hecke_orbit_code': 69843550211, 'n': 55, 'trace_an': 0}
  • id: 5392287
    {'hecke_orbit_code': 69843550211, 'n': 56, 'trace_an': 0}
  • id: 5392288
    {'hecke_orbit_code': 69843550211, 'n': 57, 'trace_an': 4629576877379813618912743062882067950665990502774395364786}
  • id: 5392289
    {'hecke_orbit_code': 69843550211, 'n': 58, 'trace_an': 0}
  • id: 5392290
    {'hecke_orbit_code': 69843550211, 'n': 59, 'trace_an': 0}
  • id: 5392291
    {'hecke_orbit_code': 69843550211, 'n': 60, 'trace_an': 0}
  • id: 5392292
    {'hecke_orbit_code': 69843550211, 'n': 61, 'trace_an': 76718687326389894248157038524144813488758607942856930706762}
  • id: 5392293
    {'hecke_orbit_code': 69843550211, 'n': 62, 'trace_an': 0}
  • id: 5392294
    {'hecke_orbit_code': 69843550211, 'n': 63, 'trace_an': -477746083061324508954274974277993621793321305799473675828206}
  • id: 5392295
    {'hecke_orbit_code': 69843550211, 'n': 64, 'trace_an': 401734511064747568885490523085290650630550748445698208825344}
  • id: 5392296
    {'hecke_orbit_code': 69843550211, 'n': 65, 'trace_an': 0}
  • id: 5392297
    {'hecke_orbit_code': 69843550211, 'n': 66, 'trace_an': 0}
  • id: 5392298
    {'hecke_orbit_code': 69843550211, 'n': 67, 'trace_an': 236443545730387202454481566607273858427413476877399945116026}
  • id: 5392299
    {'hecke_orbit_code': 69843550211, 'n': 68, 'trace_an': 0}
  • id: 5392300
    {'hecke_orbit_code': 69843550211, 'n': 69, 'trace_an': 0}
  • id: 5392301
    {'hecke_orbit_code': 69843550211, 'n': 70, 'trace_an': 0}
  • id: 5392302
    {'hecke_orbit_code': 69843550211, 'n': 71, 'trace_an': 0}
  • id: 5392303
    {'hecke_orbit_code': 69843550211, 'n': 72, 'trace_an': 0}
  • id: 5392304
    {'hecke_orbit_code': 69843550211, 'n': 73, 'trace_an': 56436561604451561325982235028839350532357796943958932674439634}
  • id: 5392305
    {'hecke_orbit_code': 69843550211, 'n': 74, 'trace_an': 0}
  • id: 5392306
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  • id: 5392455
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  • id: 5392456
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  • id: 5392457
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  • id: 5392458
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  • id: 5392459
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  • id: 5392460
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  • id: 5392461
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  • id: 5392462
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  • id: 5392463
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  • id: 5392464
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  • id: 5392465
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  • id: 5392466
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  • id: 5392467
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  • id: 5392468
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  • id: 5392469
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  • id: 5392470
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  • id: 5392471
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  • id: 5392472
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  • id: 5392473
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  • id: 5392474
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  • id: 5392475
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  • id: 5392476
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  • id: 5392477
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  • id: 5392479
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  • id: 5392480
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  • id: 5392481
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  • id: 5392482
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  • id: 5392483
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  • id: 5392484
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  • id: 5392485
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  • id: 5392486
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  • id: 5392487
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  • id: 5392488
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  • id: 5392489
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