Embedded newform data - 37.8.e.a.11.10

Formats: - HTML - YAML - JSON - 2024-05-04T02:10:26.630168

• 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': 2368, 'analytic_conductor': 11.558245942912505, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 37, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 6, 'char_parity': 1, 'char_values': [37, 6, [2], [5]], 'cm_discs': [], 'conrey_index': 11, 'conrey_indexes': [11, 27], 'dim': 40, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 275012124709, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 37, 5, 1, 6, 0]], 'is_cm': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '37.8.e.a', 'level': 37, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [37], 'level_radical': 37, 'minimal_twist': '37.8.e.a', 'prim_orbit_index': 5, 'related_objects': [], 'relative_dim': 20, 'rm_discs': [], 'sato_tate_group': '7.2.3.c6', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '37.8.e', 'trace_display': [18, -42, -672, 156], 'traces': [40, 18, -42, 1114, -672, 0, 156, 0, -9128, -5124, 12468, 6926, 10512, 0, 36402, -31094, -22440, -153504, 49086, 28662, 7736, 132018, 0, 2754, 72328, -680244, 42984, 105488, 0, 382084, 0, 523656, 9228, 276914, -904452, -204828, 1333776, 50208, 122040, -1205236, -871440, 1436094, 0, -994326, 0, -987942, -586932, 3984388, -1766072, 1818708, 0, -2745228, 1661988, 1102554, -2733258, -5943924, 3920592, 5021672, 5296632, 0, -4588524, -8143398, -2503648, 10662964, -1652736, 0, 1940622, 0, -10266552, -5038546, 6420528, -6576036, -3313032, 16192386, -5168536, 10328022, -8599404, 18210222, -15094374, 0, 1733956, 0, -191670, 1175224, -18053592, 18575940, -3762762, 0, -14873004, 37293212, -76496700, 27846618, 26687652, 35421402, 14310774, -30894534, 0, -13793868, -37141758, -21118584, 52268136, 9651956, 0, -30079980, 0, -40035042, 33436560, 9265004, -40663080, 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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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[1.132339722740688, -0.3506760868220654], [-0.09584415610200912, 0.0]], 'angles': [-0.32677837699727386, 0.23759218268252674, -0.2726890939404244, -0.4840598461335278, -0.09242236809713064, -0.03649056165288526, -0.4542666928486692, -0.3210646057216503, 0.07491657141841075, 0.0007438176801133733, -0.3770337463217976, None, -0.4611174660078843, -0.4279130970411156, -0.28756441373009933, -0.044545254686321256, -0.2694197446986641, -0.19530850196751726, 0.1873269867095101, -0.39896531949246217, -0.3239964783105371, -0.21617645799316168, -0.4768068373016802, -0.3179192078658391, 0.014360216182940139, -0.35754944889342893, 0.010816737465882211, -0.4354887076297395, -0.3818210764389747, -0.3421525850834485, -0.1379785063796032, -0.3889248342119522, -0.3755625027341688, -0.14962565124240296, -0.33641542400830304, -0.408573057265075, -0.4866156702597665, -0.3310340120619462, -0.11575092905352016, 0.054267523809869864, 0.022173422270239607, -0.4050921209726136, 0.009546099029740823, 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• 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

  
  {'Nk2': 2368, 'analytic_conductor': 11.558245942912505, 'char_conductor': 37, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 6, 'char_parity': 1, 'char_values': [37, 6, [2], [5]], 'conrey_index': 11, 'cusp_dim': 40, 'dim': 40, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_cutter_primes': [], 'hecke_orbit_code': 275012124709, 'hecke_orbit_dims': [40], 'label': '37.8.e', 'level': 37, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [37], 'level_radical': 37, 'mf_dim': 44, 'mf_new_dim': 44, 'num_forms': 1, 'prim_orbit_index': 5, 'relative_dim': 20, 'sturm_bound': 25, 'trace_bound': 0, 'trace_display': [18, -42, -672, 156], 'traces': [40, 18, -42, 1114, -672, 0, 156, 0, -9128, -5124, 12468, 6926, 10512, 0, 36402, -31094, -22440, -153504, 49086, 28662, 7736, 132018, 0, 2754, 72328, -680244, 42984, 105488, 0, 382084, 0, 523656, 9228, 276914, -904452, -204828, 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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: 3047795
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 11, 'source_dim': 40, 'source_embedding_index': 10, 'source_hecke_orbit_code': 275012124709, 'source_is_minimal': True, 'source_label': '37.8.e.a.11.10', 'source_level': 37, 'target_conrey_index': 11, 'target_dim': 40, 'target_embedding_index': 10, 'target_hecke_orbit_code': 275012124709, 'target_is_minimal': True, 'target_label': '37.8.e.a.11.10', 'target_level': 37, 'twist_class_label': '37.8.e.a.11.10', 'twist_class_level': 37, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
  • id: 3047796
    {'conductor': 37, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 11, 'source_dim': 40, 'source_embedding_index': 10, 'source_hecke_orbit_code': 275012124709, 'source_is_minimal': True, 'source_label': '37.8.e.a.11.10', 'source_level': 37, 'target_conrey_index': 27, 'target_dim': 40, 'target_embedding_index': 10, 'target_hecke_orbit_code': 275012124709, 'target_is_minimal': True, 'target_label': '37.8.e.a.27.10', 'target_level': 37, 'twist_class_label': '37.8.e.a.11.10', 'twist_class_level': 37, 'twisting_char_label': '37.27', 'twisting_conrey_index': 27, 'weight': 8}
• hecke_orbit_code 275012124709 does not appear in mf_hecke_charpolys
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 5, 'hecke_orbit': 1, 'label': '37.8.e.a', 'level': 37, 'portrait': 'data:image/png;base64,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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 30634000
    {'hecke_orbit_code': 275012124709, 'n': 1, 'trace_an': 40}
  • id: 30634001
    {'hecke_orbit_code': 275012124709, 'n': 2, 'trace_an': 18}
  • id: 30634002
    {'hecke_orbit_code': 275012124709, 'n': 3, 'trace_an': -42}
  • id: 30634003
    {'hecke_orbit_code': 275012124709, 'n': 4, 'trace_an': 1114}
  • id: 30634004
    {'hecke_orbit_code': 275012124709, 'n': 5, 'trace_an': -672}
  • id: 30634005
    {'hecke_orbit_code': 275012124709, 'n': 6, 'trace_an': 0}
  • id: 30634006
    {'hecke_orbit_code': 275012124709, 'n': 7, 'trace_an': 156}
  • id: 30634007
    {'hecke_orbit_code': 275012124709, 'n': 8, 'trace_an': 0}
  • id: 30634008
    {'hecke_orbit_code': 275012124709, 'n': 9, 'trace_an': -9128}
  • id: 30634009
    {'hecke_orbit_code': 275012124709, 'n': 10, 'trace_an': -5124}
  • id: 30634010
    {'hecke_orbit_code': 275012124709, 'n': 11, 'trace_an': 12468}
  • id: 30634011
    {'hecke_orbit_code': 275012124709, 'n': 12, 'trace_an': 6926}
  • id: 30634012
    {'hecke_orbit_code': 275012124709, 'n': 13, 'trace_an': 10512}
  • id: 30634013
    {'hecke_orbit_code': 275012124709, 'n': 14, 'trace_an': 0}
  • id: 30634014
    {'hecke_orbit_code': 275012124709, 'n': 15, 'trace_an': 36402}
  • id: 30634015
    {'hecke_orbit_code': 275012124709, 'n': 16, 'trace_an': -31094}
  • id: 30634016
    {'hecke_orbit_code': 275012124709, 'n': 17, 'trace_an': -22440}
  • id: 30634017
    {'hecke_orbit_code': 275012124709, 'n': 18, 'trace_an': -153504}
  • id: 30634018
    {'hecke_orbit_code': 275012124709, 'n': 19, 'trace_an': 49086}
  • id: 30634019
    {'hecke_orbit_code': 275012124709, 'n': 20, 'trace_an': 28662}
  • id: 30634020
    {'hecke_orbit_code': 275012124709, 'n': 21, 'trace_an': 7736}
  • id: 30634021
    {'hecke_orbit_code': 275012124709, 'n': 22, 'trace_an': 132018}
  • id: 30634022
    {'hecke_orbit_code': 275012124709, 'n': 23, 'trace_an': 0}
  • id: 30634023
    {'hecke_orbit_code': 275012124709, 'n': 24, 'trace_an': 2754}
  • id: 30634024
    {'hecke_orbit_code': 275012124709, 'n': 25, 'trace_an': 72328}
  • id: 30634025
    {'hecke_orbit_code': 275012124709, 'n': 26, 'trace_an': -680244}
  • id: 30634026
    {'hecke_orbit_code': 275012124709, 'n': 27, 'trace_an': 42984}
  • id: 30634027
    {'hecke_orbit_code': 275012124709, 'n': 28, 'trace_an': 105488}
  • id: 30634028
    {'hecke_orbit_code': 275012124709, 'n': 29, 'trace_an': 0}
  • id: 30634029
    {'hecke_orbit_code': 275012124709, 'n': 30, 'trace_an': 382084}
  • id: 30634030
    {'hecke_orbit_code': 275012124709, 'n': 31, 'trace_an': 0}
  • id: 30634031
    {'hecke_orbit_code': 275012124709, 'n': 32, 'trace_an': 523656}
  • id: 30634032
    {'hecke_orbit_code': 275012124709, 'n': 33, 'trace_an': 9228}
  • id: 30634033
    {'hecke_orbit_code': 275012124709, 'n': 34, 'trace_an': 276914}
  • id: 30634034
    {'hecke_orbit_code': 275012124709, 'n': 35, 'trace_an': -904452}
  • id: 30634035
    {'hecke_orbit_code': 275012124709, 'n': 36, 'trace_an': -204828}
  • id: 30634036
    {'hecke_orbit_code': 275012124709, 'n': 37, 'trace_an': 1333776}
  • id: 30634037
    {'hecke_orbit_code': 275012124709, 'n': 38, 'trace_an': 50208}
  • id: 30634038
    {'hecke_orbit_code': 275012124709, 'n': 39, 'trace_an': 122040}
  • id: 30634039
    {'hecke_orbit_code': 275012124709, 'n': 40, 'trace_an': -1205236}
  • id: 30634040
    {'hecke_orbit_code': 275012124709, 'n': 41, 'trace_an': -871440}
  • id: 30634041
    {'hecke_orbit_code': 275012124709, 'n': 42, 'trace_an': 1436094}
  • id: 30634042
    {'hecke_orbit_code': 275012124709, 'n': 43, 'trace_an': 0}
  • id: 30634043
    {'hecke_orbit_code': 275012124709, 'n': 44, 'trace_an': -994326}
  • id: 30634044
    {'hecke_orbit_code': 275012124709, 'n': 45, 'trace_an': 0}
  • id: 30634045
    {'hecke_orbit_code': 275012124709, 'n': 46, 'trace_an': -987942}
  • id: 30634046
    {'hecke_orbit_code': 275012124709, 'n': 47, 'trace_an': -586932}
  • id: 30634047
    {'hecke_orbit_code': 275012124709, 'n': 48, 'trace_an': 3984388}
  • id: 30634048
    {'hecke_orbit_code': 275012124709, 'n': 49, 'trace_an': -1766072}
  • id: 30634049
    {'hecke_orbit_code': 275012124709, 'n': 50, 'trace_an': 1818708}
  • id: 30634050
    {'hecke_orbit_code': 275012124709, 'n': 51, 'trace_an': 0}
  • id: 30634051
    {'hecke_orbit_code': 275012124709, 'n': 52, 'trace_an': -2745228}
  • id: 30634052
    {'hecke_orbit_code': 275012124709, 'n': 53, 'trace_an': 1661988}
  • id: 30634053
    {'hecke_orbit_code': 275012124709, 'n': 54, 'trace_an': 1102554}
  • id: 30634054
    {'hecke_orbit_code': 275012124709, 'n': 55, 'trace_an': -2733258}
  • id: 30634055
    {'hecke_orbit_code': 275012124709, 'n': 56, 'trace_an': -5943924}
  • id: 30634056
    {'hecke_orbit_code': 275012124709, 'n': 57, 'trace_an': 3920592}
  • id: 30634057
    {'hecke_orbit_code': 275012124709, 'n': 58, 'trace_an': 5021672}
  • id: 30634058
    {'hecke_orbit_code': 275012124709, 'n': 59, 'trace_an': 5296632}
  • id: 30634059
    {'hecke_orbit_code': 275012124709, 'n': 60, 'trace_an': 0}
  • id: 30634060
    {'hecke_orbit_code': 275012124709, 'n': 61, 'trace_an': -4588524}
  • id: 30634061
    {'hecke_orbit_code': 275012124709, 'n': 62, 'trace_an': -8143398}
  • id: 30634062
    {'hecke_orbit_code': 275012124709, 'n': 63, 'trace_an': -2503648}
  • id: 30634063
    {'hecke_orbit_code': 275012124709, 'n': 64, 'trace_an': 10662964}
  • id: 30634064
    {'hecke_orbit_code': 275012124709, 'n': 65, 'trace_an': -1652736}
  • id: 30634065
    {'hecke_orbit_code': 275012124709, 'n': 66, 'trace_an': 0}
  • id: 30634066
    {'hecke_orbit_code': 275012124709, 'n': 67, 'trace_an': 1940622}
  • id: 30634067
    {'hecke_orbit_code': 275012124709, 'n': 68, 'trace_an': 0}
  • id: 30634068
    {'hecke_orbit_code': 275012124709, 'n': 69, 'trace_an': -10266552}
  • id: 30634069
    {'hecke_orbit_code': 275012124709, 'n': 70, 'trace_an': -5038546}
  • id: 30634070
    {'hecke_orbit_code': 275012124709, 'n': 71, 'trace_an': 6420528}
  • id: 30634071
    {'hecke_orbit_code': 275012124709, 'n': 72, 'trace_an': -6576036}
  • id: 30634072
    {'hecke_orbit_code': 275012124709, 'n': 73, 'trace_an': -3313032}
  • id: 30634073
    {'hecke_orbit_code': 275012124709, 'n': 74, 'trace_an': 16192386}
  • id: 30634074
    {'hecke_orbit_code': 275012124709, 'n': 75, 'trace_an': -5168536}
  • id: 30634075
    {'hecke_orbit_code': 275012124709, 'n': 76, 'trace_an': 10328022}
  • id: 30634076
    {'hecke_orbit_code': 275012124709, 'n': 77, 'trace_an': -8599404}
  • id: 30634077
    {'hecke_orbit_code': 275012124709, 'n': 78, 'trace_an': 18210222}
  • id: 30634078
    {'hecke_orbit_code': 275012124709, 'n': 79, 'trace_an': -15094374}
  • id: 30634079
    {'hecke_orbit_code': 275012124709, 'n': 80, 'trace_an': 0}
  • id: 30634080
    {'hecke_orbit_code': 275012124709, 'n': 81, 'trace_an': 1733956}
  • id: 30634081
    {'hecke_orbit_code': 275012124709, 'n': 82, 'trace_an': 0}
  • id: 30634082
    {'hecke_orbit_code': 275012124709, 'n': 83, 'trace_an': -191670}
  • id: 30634083
    {'hecke_orbit_code': 275012124709, 'n': 84, 'trace_an': 1175224}
  • id: 30634084
    {'hecke_orbit_code': 275012124709, 'n': 85, 'trace_an': -18053592}
  • id: 30634085
    {'hecke_orbit_code': 275012124709, 'n': 86, 'trace_an': 18575940}
  • id: 30634086
    {'hecke_orbit_code': 275012124709, 'n': 87, 'trace_an': -3762762}
  • id: 30634087
    {'hecke_orbit_code': 275012124709, 'n': 88, 'trace_an': 0}
  • id: 30634088
    {'hecke_orbit_code': 275012124709, 'n': 89, 'trace_an': -14873004}
  • id: 30634089
    {'hecke_orbit_code': 275012124709, 'n': 90, 'trace_an': 37293212}
  • id: 30634090
    {'hecke_orbit_code': 275012124709, 'n': 91, 'trace_an': -76496700}
  • id: 30634091
    {'hecke_orbit_code': 275012124709, 'n': 92, 'trace_an': 27846618}
  • id: 30634092
    {'hecke_orbit_code': 275012124709, 'n': 93, 'trace_an': 26687652}
  • id: 30634093
    {'hecke_orbit_code': 275012124709, 'n': 94, 'trace_an': 35421402}
  • id: 30634094
    {'hecke_orbit_code': 275012124709, 'n': 95, 'trace_an': 14310774}
  • id: 30634095
    {'hecke_orbit_code': 275012124709, 'n': 96, 'trace_an': -30894534}
  • id: 30634096
    {'hecke_orbit_code': 275012124709, 'n': 97, 'trace_an': 0}
  • id: 30634097
    {'hecke_orbit_code': 275012124709, 'n': 98, 'trace_an': -13793868}
  • id: 30634098
    {'hecke_orbit_code': 275012124709, 'n': 99, 'trace_an': -37141758}
  • id: 30634099
    {'hecke_orbit_code': 275012124709, 'n': 100, 'trace_an': -21118584}
  • id: 30634100
    {'hecke_orbit_code': 275012124709, 'n': 101, 'trace_an': 52268136}
  • id: 30634101
    {'hecke_orbit_code': 275012124709, 'n': 102, 'trace_an': 9651956}
  • id: 30634102
    {'hecke_orbit_code': 275012124709, 'n': 103, 'trace_an': 0}
  • id: 30634103
    {'hecke_orbit_code': 275012124709, 'n': 104, 'trace_an': -30079980}
  • id: 30634104
    {'hecke_orbit_code': 275012124709, 'n': 105, 'trace_an': 0}
  • id: 30634105
    {'hecke_orbit_code': 275012124709, 'n': 106, 'trace_an': -40035042}
  • id: 30634106
    {'hecke_orbit_code': 275012124709, 'n': 107, 'trace_an': 33436560}
  • id: 30634107
    {'hecke_orbit_code': 275012124709, 'n': 108, 'trace_an': 9265004}
  • id: 30634108
    {'hecke_orbit_code': 275012124709, 'n': 109, 'trace_an': -40663080}
  • id: 30634109
    {'hecke_orbit_code': 275012124709, 'n': 110, 'trace_an': 64388268}
  • id: 30634110
    {'hecke_orbit_code': 275012124709, 'n': 111, 'trace_an': 27588610}
  • id: 30634111
    {'hecke_orbit_code': 275012124709, 'n': 112, 'trace_an': 124149320}
  • id: 30634112
    {'hecke_orbit_code': 275012124709, 'n': 113, 'trace_an': -30921288}
  • id: 30634113
    {'hecke_orbit_code': 275012124709, 'n': 114, 'trace_an': -17697594}
  • id: 30634114
    {'hecke_orbit_code': 275012124709, 'n': 115, 'trace_an': 24643262}
  • id: 30634115
    {'hecke_orbit_code': 275012124709, 'n': 116, 'trace_an': -61197834}
  • id: 30634116
    {'hecke_orbit_code': 275012124709, 'n': 117, 'trace_an': 0}
  • id: 30634117
    {'hecke_orbit_code': 275012124709, 'n': 118, 'trace_an': -7648102}
  • id: 30634118
    {'hecke_orbit_code': 275012124709, 'n': 119, 'trace_an': 0}
  • id: 30634119
    {'hecke_orbit_code': 275012124709, 'n': 120, 'trace_an': -39866082}
  • id: 30634120
    {'hecke_orbit_code': 275012124709, 'n': 121, 'trace_an': -42588296}
  • id: 30634121
    {'hecke_orbit_code': 275012124709, 'n': 122, 'trace_an': -14358492}
  • id: 30634122
    {'hecke_orbit_code': 275012124709, 'n': 123, 'trace_an': 28293666}
  • id: 30634123
    {'hecke_orbit_code': 275012124709, 'n': 124, 'trace_an': -54933942}
  • id: 30634124
    {'hecke_orbit_code': 275012124709, 'n': 125, 'trace_an': 0}
  • id: 30634125
    {'hecke_orbit_code': 275012124709, 'n': 126, 'trace_an': -79606824}
  • id: 30634126
    {'hecke_orbit_code': 275012124709, 'n': 127, 'trace_an': 78588314}
  • id: 30634127
    {'hecke_orbit_code': 275012124709, 'n': 128, 'trace_an': 21054744}
  • id: 30634128
    {'hecke_orbit_code': 275012124709, 'n': 129, 'trace_an': 284537508}
  • id: 30634129
    {'hecke_orbit_code': 275012124709, 'n': 130, 'trace_an': -83360070}
  • id: 30634130
    {'hecke_orbit_code': 275012124709, 'n': 131, 'trace_an': -25938450}
  • id: 30634131
    {'hecke_orbit_code': 275012124709, 'n': 132, 'trace_an': -48036600}
  • id: 30634132
    {'hecke_orbit_code': 275012124709, 'n': 133, 'trace_an': -163703232}
  • id: 30634133
    {'hecke_orbit_code': 275012124709, 'n': 134, 'trace_an': 0}
  • id: 30634134
    {'hecke_orbit_code': 275012124709, 'n': 135, 'trace_an': -26116356}
  • id: 30634135
    {'hecke_orbit_code': 275012124709, 'n': 136, 'trace_an': -81636232}
  • id: 30634136
    {'hecke_orbit_code': 275012124709, 'n': 137, 'trace_an': -245234400}
  • id: 30634137
    {'hecke_orbit_code': 275012124709, 'n': 138, 'trace_an': 10848496}
  • id: 30634138
    {'hecke_orbit_code': 275012124709, 'n': 139, 'trace_an': 42407466}
  • id: 30634139
    {'hecke_orbit_code': 275012124709, 'n': 140, 'trace_an': 0}
  • id: 30634140
    {'hecke_orbit_code': 275012124709, 'n': 141, 'trace_an': 24445524}
  • id: 30634141
    {'hecke_orbit_code': 275012124709, 'n': 142, 'trace_an': 0}
  • id: 30634142
    {'hecke_orbit_code': 275012124709, 'n': 143, 'trace_an': 12754404}
  • id: 30634143
    {'hecke_orbit_code': 275012124709, 'n': 144, 'trace_an': 200985018}
  • id: 30634144
    {'hecke_orbit_code': 275012124709, 'n': 145, 'trace_an': 187129116}
  • id: 30634145
    {'hecke_orbit_code': 275012124709, 'n': 146, 'trace_an': -325547064}
  • id: 30634146
    {'hecke_orbit_code': 275012124709, 'n': 147, 'trace_an': 461766044}
  • id: 30634147
    {'hecke_orbit_code': 275012124709, 'n': 148, 'trace_an': 263633358}
  • id: 30634148
    {'hecke_orbit_code': 275012124709, 'n': 149, 'trace_an': 200874504}
  • id: 30634149
    {'hecke_orbit_code': 275012124709, 'n': 150, 'trace_an': -246018432}
  • id: 30634150
    {'hecke_orbit_code': 275012124709, 'n': 151, 'trace_an': 19364202}
  • id: 30634151
    {'hecke_orbit_code': 275012124709, 'n': 152, 'trace_an': 115611174}
  • id: 30634152
    {'hecke_orbit_code': 275012124709, 'n': 153, 'trace_an': 30187140}
  • id: 30634153
    {'hecke_orbit_code': 275012124709, 'n': 154, 'trace_an': 0}
  • id: 30634154
    {'hecke_orbit_code': 275012124709, 'n': 155, 'trace_an': -171879030}
  • id: 30634155
    {'hecke_orbit_code': 275012124709, 'n': 156, 'trace_an': 0}
  • id: 30634156
    {'hecke_orbit_code': 275012124709, 'n': 157, 'trace_an': 26722524}
  • id: 30634157
    {'hecke_orbit_code': 275012124709, 'n': 158, 'trace_an': -682274784}
  • id: 30634158
    {'hecke_orbit_code': 275012124709, 'n': 159, 'trace_an': -76946952}
  • id: 30634159
    {'hecke_orbit_code': 275012124709, 'n': 160, 'trace_an': 78173932}
  • id: 30634160
    {'hecke_orbit_code': 275012124709, 'n': 161, 'trace_an': -245881524}
  • id: 30634161
    {'hecke_orbit_code': 275012124709, 'n': 162, 'trace_an': 0}
  • id: 30634162
    {'hecke_orbit_code': 275012124709, 'n': 163, 'trace_an': 48370224}
  • id: 30634163
    {'hecke_orbit_code': 275012124709, 'n': 164, 'trace_an': 202463754}
  • id: 30634164
    {'hecke_orbit_code': 275012124709, 'n': 165, 'trace_an': -230517036}
  • id: 30634165
    {'hecke_orbit_code': 275012124709, 'n': 166, 'trace_an': 489068856}
  • id: 30634166
    {'hecke_orbit_code': 275012124709, 'n': 167, 'trace_an': -273644724}
  • id: 30634167
    {'hecke_orbit_code': 275012124709, 'n': 168, 'trace_an': 496514832}
  • id: 30634168
    {'hecke_orbit_code': 275012124709, 'n': 169, 'trace_an': 140451856}
  • id: 30634169
    {'hecke_orbit_code': 275012124709, 'n': 170, 'trace_an': -585234702}
  • id: 30634170
    {'hecke_orbit_code': 275012124709, 'n': 171, 'trace_an': 0}
  • id: 30634171
    {'hecke_orbit_code': 275012124709, 'n': 172, 'trace_an': -31202808}
  • id: 30634172
    {'hecke_orbit_code': 275012124709, 'n': 173, 'trace_an': -126977556}
  • id: 30634173
    {'hecke_orbit_code': 275012124709, 'n': 174, 'trace_an': -579490396}
  • id: 30634174
    {'hecke_orbit_code': 275012124709, 'n': 175, 'trace_an': 542479760}
  • id: 30634175
    {'hecke_orbit_code': 275012124709, 'n': 176, 'trace_an': 222263622}
  • id: 30634176
    {'hecke_orbit_code': 275012124709, 'n': 177, 'trace_an': 0}
  • id: 30634177
    {'hecke_orbit_code': 275012124709, 'n': 178, 'trace_an': 28695114}
  • id: 30634178
    {'hecke_orbit_code': 275012124709, 'n': 179, 'trace_an': 0}
  • id: 30634179
    {'hecke_orbit_code': 275012124709, 'n': 180, 'trace_an': 194408502}
  • id: 30634180
    {'hecke_orbit_code': 275012124709, 'n': 181, 'trace_an': 387151848}
  • id: 30634181
    {'hecke_orbit_code': 275012124709, 'n': 182, 'trace_an': 126176058}
  • id: 30634182
    {'hecke_orbit_code': 275012124709, 'n': 183, 'trace_an': -422116614}
  • id: 30634183
    {'hecke_orbit_code': 275012124709, 'n': 184, 'trace_an': 596523116}
  • id: 30634184
    {'hecke_orbit_code': 275012124709, 'n': 185, 'trace_an': -12190536}
  • id: 30634185
    {'hecke_orbit_code': 275012124709, 'n': 186, 'trace_an': 828867216}
  • id: 30634186
    {'hecke_orbit_code': 275012124709, 'n': 187, 'trace_an': -498337734}
  • id: 30634187
    {'hecke_orbit_code': 275012124709, 'n': 188, 'trace_an': -249849462}
  • id: 30634188
    {'hecke_orbit_code': 275012124709, 'n': 189, 'trace_an': 398638772}
  • id: 30634189
    {'hecke_orbit_code': 275012124709, 'n': 190, 'trace_an': 209065260}
  • id: 30634190
    {'hecke_orbit_code': 275012124709, 'n': 191, 'trace_an': 0}
  • id: 30634191
    {'hecke_orbit_code': 275012124709, 'n': 192, 'trace_an': -396328014}
  • id: 30634192
    {'hecke_orbit_code': 275012124709, 'n': 193, 'trace_an': 0}
  • id: 30634193
    {'hecke_orbit_code': 275012124709, 'n': 194, 'trace_an': -241778256}
  • id: 30634194
    {'hecke_orbit_code': 275012124709, 'n': 195, 'trace_an': -925632528}
  • id: 30634195
    {'hecke_orbit_code': 275012124709, 'n': 196, 'trace_an': -1093161692}
  • id: 30634196
    {'hecke_orbit_code': 275012124709, 'n': 197, 'trace_an': 202706592}
  • id: 30634197
    {'hecke_orbit_code': 275012124709, 'n': 198, 'trace_an': -335533446}
  • id: 30634198
    {'hecke_orbit_code': 275012124709, 'n': 199, 'trace_an': 0}
  • id: 30634199
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  • id: 30634200
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  • id: 30634201
    {'hecke_orbit_code': 275012124709, 'n': 202, 'trace_an': -195311604}
  • id: 30634202
    {'hecke_orbit_code': 275012124709, 'n': 203, 'trace_an': 1008917400}
  • id: 30634203
    {'hecke_orbit_code': 275012124709, 'n': 204, 'trace_an': -42832074}
  • id: 30634204
    {'hecke_orbit_code': 275012124709, 'n': 205, 'trace_an': 393577116}
  • id: 30634205
    {'hecke_orbit_code': 275012124709, 'n': 206, 'trace_an': 76837200}
  • id: 30634206
    {'hecke_orbit_code': 275012124709, 'n': 207, 'trace_an': -775654242}
  • id: 30634207
    {'hecke_orbit_code': 275012124709, 'n': 208, 'trace_an': 0}
  • id: 30634208
    {'hecke_orbit_code': 275012124709, 'n': 209, 'trace_an': 41300352}
  • id: 30634209
    {'hecke_orbit_code': 275012124709, 'n': 210, 'trace_an': -918750426}
  • id: 30634210
    {'hecke_orbit_code': 275012124709, 'n': 211, 'trace_an': -365942632}
  • id: 30634211
    {'hecke_orbit_code': 275012124709, 'n': 212, 'trace_an': 682275840}
  • id: 30634212
    {'hecke_orbit_code': 275012124709, 'n': 213, 'trace_an': 321852984}
  • id: 30634213
    {'hecke_orbit_code': 275012124709, 'n': 214, 'trace_an': 0}
  • id: 30634214
    {'hecke_orbit_code': 275012124709, 'n': 215, 'trace_an': -80103252}
  • id: 30634215
    {'hecke_orbit_code': 275012124709, 'n': 216, 'trace_an': 0}
  • id: 30634216
    {'hecke_orbit_code': 275012124709, 'n': 217, 'trace_an': -307668348}
  • id: 30634217
    {'hecke_orbit_code': 275012124709, 'n': 218, 'trace_an': 616429770}
  • id: 30634218
    {'hecke_orbit_code': 275012124709, 'n': 219, 'trace_an': 619906328}
  • id: 30634219
    {'hecke_orbit_code': 275012124709, 'n': 220, 'trace_an': 576918282}
  • id: 30634220
    {'hecke_orbit_code': 275012124709, 'n': 221, 'trace_an': 193707552}
  • id: 30634221
    {'hecke_orbit_code': 275012124709, 'n': 222, 'trace_an': 90194598}
  • id: 30634222
    {'hecke_orbit_code': 275012124709, 'n': 223, 'trace_an': 655794996}
  • id: 30634223
    {'hecke_orbit_code': 275012124709, 'n': 224, 'trace_an': -532087980}
  • id: 30634224
    {'hecke_orbit_code': 275012124709, 'n': 225, 'trace_an': -25472064}
  • id: 30634225
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  • id: 30634226
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  • id: 30634230
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  • id: 30634231
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  • id: 30634233
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  • id: 30634234
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  • id: 30634237
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  • id: 30634238
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  • id: 30634239
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  • id: 30634240
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  • id: 30634241
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  • id: 30634242
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  • id: 30634243
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  • id: 30634244
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  • id: 30634246
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  • id: 30634329
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  • id: 30634334
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  • id: 30634336
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  • id: 30634339
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  • id: 30634340
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  • id: 30634341
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  • id: 30634344
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  • id: 30634416
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  • id: 30634420
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  • id: 30634421
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  • id: 30634422
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  • id: 30634424
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  • id: 30634427
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  • id: 30634428
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  • id: 30634429
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  • id: 30634629
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  • id: 30634825
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