Newform data - 49.26.a.b

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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
  conrey_indexes	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_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	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': 33124, 'analytic_conductor': 194.0384221765992, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[7, -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': [49, 1, [3], [1]], 'cm_discs': [-7], 'conrey_index': 1, 'conrey_indexes': [1], '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, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-4411, 1]], [3, [0, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503600063578161, '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_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': True, 'is_twist_minimal': True, 'label': '49.26.a.b', 'level': 49, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [7], 'level_radical': 7, 'minimal_twist': '49.26.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+4411q^{2}-14097511q^{4}-210192720573q^{8}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '25.2.1.d1', 'self_twist_discs': [-7], 'self_twist_type': 1, 'space_label': '49.26.a', 'trace_display': [4411, 0, 0, 0], 'trace_hash': 2237467892944981286, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.043', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.001', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.073', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.012', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.111', 'prec': 17}, {'__RealLiteral__': 0, 'data': '10.032', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.506', 'prec': 17}, 'traces': [1, 4411, 0, -14097511, 0, 0, 0, -210192720573, -847288609443, 0, -9505269254876, 0, 0, 0, 0, -454126116228751, 0, -3737390056253073, 0, 0, 0, -41927742683258036, -95604060075370552, 0, -298023223876953125, 0, 0, 0, -3807195347450164318, 0, 0, 5049747050676708875, 0, 0, 0, 11944660491797396373, -25773142737840533286, 0, 0, 0, 0, 0, 301435695530660748948, 134000637878576213636, 0, -421709508992459504872, 0, 0, 0, -1314580440521240234375, 0, 0, -553594896014275110250, 0, 0, 0, 0, -16793538677602674806698, 0, 0, 0, 0, 0, 37512378126956684722057, 0, 0, -15003619703277941363036, 0, 0, 0, -36099127417258839104624, 178093897929338228170839, 0, -113685332616614592324546, 0, 0, 0, 0, -820380440578818957445432, 0, 717897987691852588770249, 0, 0, 0, 0, 1329632852985744563609628, 0, 1997938404461278985763948, 0, 0, 0, 1347779288557197185896072, 0, 0, 0, 0, 0, 0, 8053706369345186787394068, 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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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[-34744495744046900195168775733637549009933864], [0], [0], [0], [-38366275145352732619613925156771445942823614], [0], [1782399932400359528483832180545971289279000], [0], [0], [0], [1724457818050532412367323447795075780613052], [13170730431733390624618125716468374301480614], [0], [0]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 4503600063578161, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '49.26.a.b', 'level': 49, 'maxp': 2999, 'weight': 26}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  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_prime	boolean
  level_is_prime_power	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

  
  {'AL_dims': [[[[7, -1]], 43, 6], [[[7, 1]], 40, 2]], 'ALdims': [40, 43], 'Nk2': 33124, 'analytic_conductor': 194.0384221765992, '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': [49, 1, [3], [1]], 'conrey_index': 1, 'cusp_dim': 112, 'dim': 83, 'eis_dim': 8, 'eis_new_dim': 5, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 436207665, 'hecke_orbit_dims': [1, 1, 6, 7, 12, 16, 16, 24], 'label': '49.26.a', 'level': 49, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [7], 'level_radical': 7, 'mf_dim': 120, 'mf_new_dim': 88, 'num_forms': 8, 'plus_dim': 40, 'prim_orbit_index': 1, 'relative_dim': 83, 'sturm_bound': 121, 'trace_bound': 3, 'trace_display': [-8144, 867080, 146507724, 0], 'traces': [83, -8144, 867080, 1306459308, 146507724, 6801730, 0, -494183007228, 22455444819655, 7873423401036, 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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: 41498
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '49.26.a.b', 'source_level': 49, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '49.26.a.b', 'target_level': 49, 'twist_class_label': '49.26.a.b', 'twist_class_level': 49, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 26}
  • id: 41499
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -7, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '49.26.a.b', 'source_level': 49, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '49.26.a.b', 'target_level': 49, 'twist_class_label': '49.26.a.b', 'twist_class_level': 49, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 26}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 167850
    {'charpoly_factorization': [[[-4411, 1], 1]], 'hecke_orbit_code': 4503600063578161, 'p': 2}
  • id: 167851
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503600063578161, 'p': 3}
  • id: 167852
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503600063578161, 'p': 5}
  • id: 167853
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503600063578161, 'p': 7}
  • id: 167854
    {'charpoly_factorization': [[[9505269254876, 1], 1]], 'hecke_orbit_code': 4503600063578161, 'p': 11}
  • id: 167855
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503600063578161, 'p': 13}
  • id: 167856
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503600063578161, 'p': 17}
  • id: 167857
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503600063578161, 'p': 19}
  • id: 167858
    {'charpoly_factorization': [[[95604060075370552, 1], 1]], 'hecke_orbit_code': 4503600063578161, 'p': 23}
  • id: 167859
    {'charpoly_factorization': [[[3807195347450164318, 1], 1]], 'hecke_orbit_code': 4503600063578161, 'p': 29}
  • id: 167860
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503600063578161, 'p': 31}
  • id: 167861
    {'charpoly_factorization': [[[25773142737840533286, 1], 1]], 'hecke_orbit_code': 4503600063578161, 'p': 37}
  • id: 167862
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503600063578161, 'p': 41}
  • id: 167863
    {'charpoly_factorization': [[[-301435695530660748948, 1], 1]], 'hecke_orbit_code': 4503600063578161, 'p': 43}
  • id: 167864
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503600063578161, 'p': 47}
  • id: 167865
    {'charpoly_factorization': [[[553594896014275110250, 1], 1]], 'hecke_orbit_code': 4503600063578161, 'p': 53}
  • id: 167866
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503600063578161, 'p': 59}
  • id: 167867
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503600063578161, 'p': 61}
  • id: 167868
    {'charpoly_factorization': [[[15003619703277941363036, 1], 1]], 'hecke_orbit_code': 4503600063578161, 'p': 67}
  • id: 167869
    {'charpoly_factorization': [[[36099127417258839104624, 1], 1]], 'hecke_orbit_code': 4503600063578161, 'p': 71}
  • id: 167870
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503600063578161, 'p': 73}
  • id: 167871
    {'charpoly_factorization': [[[820380440578818957445432, 1], 1]], 'hecke_orbit_code': 4503600063578161, 'p': 79}
  • id: 167872
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503600063578161, 'p': 83}
  • id: 167873
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503600063578161, 'p': 89}
  • id: 167874
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503600063578161, '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': '49.26.a.b', 'level': 49, 'portrait': 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', 'weight': 26}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 77720000
    {'hecke_orbit_code': 4503600063578161, 'n': 1, 'trace_an': 1}
  • id: 77720001
    {'hecke_orbit_code': 4503600063578161, 'n': 2, 'trace_an': 4411}
  • id: 77720002
    {'hecke_orbit_code': 4503600063578161, 'n': 3, 'trace_an': 0}
  • id: 77720003
    {'hecke_orbit_code': 4503600063578161, 'n': 4, 'trace_an': -14097511}
  • id: 77720004
    {'hecke_orbit_code': 4503600063578161, 'n': 5, 'trace_an': 0}
  • id: 77720005
    {'hecke_orbit_code': 4503600063578161, 'n': 6, 'trace_an': 0}
  • id: 77720006
    {'hecke_orbit_code': 4503600063578161, 'n': 7, 'trace_an': 0}
  • id: 77720007
    {'hecke_orbit_code': 4503600063578161, 'n': 8, 'trace_an': -210192720573}
  • id: 77720008
    {'hecke_orbit_code': 4503600063578161, 'n': 9, 'trace_an': -847288609443}
  • id: 77720009
    {'hecke_orbit_code': 4503600063578161, 'n': 10, 'trace_an': 0}
  • id: 77720010
    {'hecke_orbit_code': 4503600063578161, 'n': 11, 'trace_an': -9505269254876}
  • id: 77720011
    {'hecke_orbit_code': 4503600063578161, 'n': 12, 'trace_an': 0}
  • id: 77720012
    {'hecke_orbit_code': 4503600063578161, 'n': 13, 'trace_an': 0}
  • id: 77720013
    {'hecke_orbit_code': 4503600063578161, 'n': 14, 'trace_an': 0}
  • id: 77720014
    {'hecke_orbit_code': 4503600063578161, 'n': 15, 'trace_an': 0}
  • id: 77720015
    {'hecke_orbit_code': 4503600063578161, 'n': 16, 'trace_an': -454126116228751}
  • id: 77720016
    {'hecke_orbit_code': 4503600063578161, 'n': 17, 'trace_an': 0}
  • id: 77720017
    {'hecke_orbit_code': 4503600063578161, 'n': 18, 'trace_an': -3737390056253073}
  • id: 77720018
    {'hecke_orbit_code': 4503600063578161, 'n': 19, 'trace_an': 0}
  • id: 77720019
    {'hecke_orbit_code': 4503600063578161, 'n': 20, 'trace_an': 0}
  • id: 77720020
    {'hecke_orbit_code': 4503600063578161, 'n': 21, 'trace_an': 0}
  • id: 77720021
    {'hecke_orbit_code': 4503600063578161, 'n': 22, 'trace_an': -41927742683258036}
  • id: 77720022
    {'hecke_orbit_code': 4503600063578161, 'n': 23, 'trace_an': -95604060075370552}
  • id: 77720023
    {'hecke_orbit_code': 4503600063578161, 'n': 24, 'trace_an': 0}
  • id: 77720024
    {'hecke_orbit_code': 4503600063578161, 'n': 25, 'trace_an': -298023223876953125}
  • id: 77720025
    {'hecke_orbit_code': 4503600063578161, 'n': 26, 'trace_an': 0}
  • id: 77720026
    {'hecke_orbit_code': 4503600063578161, 'n': 27, 'trace_an': 0}
  • id: 77720027
    {'hecke_orbit_code': 4503600063578161, 'n': 28, 'trace_an': 0}
  • id: 77720028
    {'hecke_orbit_code': 4503600063578161, 'n': 29, 'trace_an': -3807195347450164318}
  • id: 77720029
    {'hecke_orbit_code': 4503600063578161, 'n': 30, 'trace_an': 0}
  • id: 77720030
    {'hecke_orbit_code': 4503600063578161, 'n': 31, 'trace_an': 0}
  • id: 77720031
    {'hecke_orbit_code': 4503600063578161, 'n': 32, 'trace_an': 5049747050676708875}
  • id: 77720032
    {'hecke_orbit_code': 4503600063578161, 'n': 33, 'trace_an': 0}
  • id: 77720033
    {'hecke_orbit_code': 4503600063578161, 'n': 34, 'trace_an': 0}
  • id: 77720034
    {'hecke_orbit_code': 4503600063578161, 'n': 35, 'trace_an': 0}
  • id: 77720035
    {'hecke_orbit_code': 4503600063578161, 'n': 36, 'trace_an': 11944660491797396373}
  • id: 77720036
    {'hecke_orbit_code': 4503600063578161, 'n': 37, 'trace_an': -25773142737840533286}
  • id: 77720037
    {'hecke_orbit_code': 4503600063578161, 'n': 38, 'trace_an': 0}
  • id: 77720038
    {'hecke_orbit_code': 4503600063578161, 'n': 39, 'trace_an': 0}
  • id: 77720039
    {'hecke_orbit_code': 4503600063578161, 'n': 40, 'trace_an': 0}
  • id: 77720040
    {'hecke_orbit_code': 4503600063578161, 'n': 41, 'trace_an': 0}
  • id: 77720041
    {'hecke_orbit_code': 4503600063578161, 'n': 42, 'trace_an': 0}
  • id: 77720042
    {'hecke_orbit_code': 4503600063578161, 'n': 43, 'trace_an': 301435695530660748948}
  • id: 77720043
    {'hecke_orbit_code': 4503600063578161, 'n': 44, 'trace_an': 134000637878576213636}
  • id: 77720044
    {'hecke_orbit_code': 4503600063578161, 'n': 45, 'trace_an': 0}
  • id: 77720045
    {'hecke_orbit_code': 4503600063578161, 'n': 46, 'trace_an': -421709508992459504872}
  • id: 77720046
    {'hecke_orbit_code': 4503600063578161, 'n': 47, 'trace_an': 0}
  • id: 77720047
    {'hecke_orbit_code': 4503600063578161, 'n': 48, 'trace_an': 0}
  • id: 77720048
    {'hecke_orbit_code': 4503600063578161, 'n': 49, 'trace_an': 0}
  • id: 77720049
    {'hecke_orbit_code': 4503600063578161, 'n': 50, 'trace_an': -1314580440521240234375}
  • id: 77720050
    {'hecke_orbit_code': 4503600063578161, 'n': 51, 'trace_an': 0}
  • id: 77720051
    {'hecke_orbit_code': 4503600063578161, 'n': 52, 'trace_an': 0}
  • id: 77720052
    {'hecke_orbit_code': 4503600063578161, 'n': 53, 'trace_an': -553594896014275110250}
  • id: 77720053
    {'hecke_orbit_code': 4503600063578161, 'n': 54, 'trace_an': 0}
  • id: 77720054
    {'hecke_orbit_code': 4503600063578161, 'n': 55, 'trace_an': 0}
  • id: 77720055
    {'hecke_orbit_code': 4503600063578161, 'n': 56, 'trace_an': 0}
  • id: 77720056
    {'hecke_orbit_code': 4503600063578161, 'n': 57, 'trace_an': 0}
  • id: 77720057
    {'hecke_orbit_code': 4503600063578161, 'n': 58, 'trace_an': -16793538677602674806698}
  • id: 77720058
    {'hecke_orbit_code': 4503600063578161, 'n': 59, 'trace_an': 0}
  • id: 77720059
    {'hecke_orbit_code': 4503600063578161, 'n': 60, 'trace_an': 0}
  • id: 77720060
    {'hecke_orbit_code': 4503600063578161, 'n': 61, 'trace_an': 0}
  • id: 77720061
    {'hecke_orbit_code': 4503600063578161, 'n': 62, 'trace_an': 0}
  • id: 77720062
    {'hecke_orbit_code': 4503600063578161, 'n': 63, 'trace_an': 0}
  • id: 77720063
    {'hecke_orbit_code': 4503600063578161, 'n': 64, 'trace_an': 37512378126956684722057}
  • id: 77720064
    {'hecke_orbit_code': 4503600063578161, 'n': 65, 'trace_an': 0}
  • id: 77720065
    {'hecke_orbit_code': 4503600063578161, 'n': 66, 'trace_an': 0}
  • id: 77720066
    {'hecke_orbit_code': 4503600063578161, 'n': 67, 'trace_an': -15003619703277941363036}
  • id: 77720067
    {'hecke_orbit_code': 4503600063578161, 'n': 68, 'trace_an': 0}
  • id: 77720068
    {'hecke_orbit_code': 4503600063578161, 'n': 69, 'trace_an': 0}
  • id: 77720069
    {'hecke_orbit_code': 4503600063578161, 'n': 70, 'trace_an': 0}
  • id: 77720070
    {'hecke_orbit_code': 4503600063578161, 'n': 71, 'trace_an': -36099127417258839104624}
  • id: 77720071
    {'hecke_orbit_code': 4503600063578161, 'n': 72, 'trace_an': 178093897929338228170839}
  • id: 77720072
    {'hecke_orbit_code': 4503600063578161, 'n': 73, 'trace_an': 0}
  • id: 77720073
    {'hecke_orbit_code': 4503600063578161, 'n': 74, 'trace_an': -113685332616614592324546}
  • id: 77720074
    {'hecke_orbit_code': 4503600063578161, 'n': 75, 'trace_an': 0}
  • id: 77720075
    {'hecke_orbit_code': 4503600063578161, 'n': 76, 'trace_an': 0}
  • id: 77720076
    {'hecke_orbit_code': 4503600063578161, 'n': 77, 'trace_an': 0}
  • id: 77720077
    {'hecke_orbit_code': 4503600063578161, 'n': 78, 'trace_an': 0}
  • id: 77720078
    {'hecke_orbit_code': 4503600063578161, 'n': 79, 'trace_an': -820380440578818957445432}
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  • id: 77720272
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  • id: 77720463
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  • id: 77720514
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  • id: 77720516
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  • id: 77720522
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  • id: 77720526
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  • id: 77720529
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  • id: 77720532
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  • id: 77720533
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  • id: 77720541
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  • id: 77720653
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  • id: 77720658
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  • id: 77720659
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  • id: 77720660
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  • id: 77720661
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  • id: 77720662
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  • id: 77720664
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  • id: 77720665
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  • id: 77720666
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  • id: 77720667
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  • id: 77720668
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  • id: 77720669
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  • id: 77720674
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  • id: 77720676
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  • id: 77720685
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  • id: 77720688
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  • id: 77720692
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  • id: 77720693
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  • id: 77720694
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  • id: 77720701
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  • id: 77720711
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  • id: 77720715
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  • id: 77720716
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  • id: 77720718
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  • id: 77720720
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  • id: 77720721
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  • id: 77720722
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  • id: 77720725
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  • id: 77720728
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  • id: 77720729
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  • id: 77720731
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  • id: 77720732
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  • id: 77720733
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  • id: 77720736
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  • id: 77720739
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  • id: 77720788
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  • id: 77720841
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  • id: 77720842
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  • id: 77720843
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  • id: 77720844
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  • id: 77720847
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  • id: 77720848
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  • id: 77720850
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  • id: 77720851
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  • id: 77720854
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  • id: 77720856
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  • id: 77720860
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  • id: 77720861
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  • id: 77720862
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  • id: 77720863
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  • id: 77720864
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  • id: 77720865
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  • id: 77720871
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  • id: 77720872
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  • id: 77720877
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  • id: 77720879
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  • id: 77720880
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  • id: 77720881
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  • id: 77720882
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  • id: 77720883
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  • id: 77720886
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  • id: 77720889
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  • id: 77720890
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  • id: 77720891
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  • id: 77720898
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  • id: 77720900
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  • id: 77720904
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  • id: 77720907
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  • id: 77720911
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  • id: 77720913
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  • id: 77720914
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  • id: 77720915
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  • id: 77720916
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  • id: 77720919
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  • id: 77720923
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  • id: 77720940
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  • id: 77720941
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  • id: 77720942
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  • id: 77720951
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  • id: 77720977
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  • id: 77720982
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