Embedded newform data - 6039.2.a.n.1.17

Formats: - HTML - YAML - JSON - 2024-06-06T23:17:28.720756

• 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': 24156, 'analytic_conductor': 48.22165778065122, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [11, 1], [61, 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': [6039, 1, [1343, 5491, 5248], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 25, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [1, 65, 1113, 6053, -2875, -81661, -59847, 269341, 243701, -409275, -402410, 338280, 364712, -159746, -200419, 41347, 69469, -4127, -15255, -607, 2056, 226, -155, -25, 5, 1]]], 'hecke_orbit': 14, 'hecke_orbit_code': 58546795189376919, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '6039.2.a.n', 'level': 6039, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 11, 61], 'level_radical': 2013, 'minimal_twist': '6039.2.a.n', 'prim_orbit_index': 1, 'related_objects': [], 'relative_dim': 25, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '6039.2.a', 'trace_display': [-5, 0, -4, 4], 'traces': [25, -5, 0, 25, -4, 0, 4, -15, 0, 0, -25, 0, 4, -18, 0, 21, -20, 0, 14, -12, 0, 5, -20, 0, 13, -16, 0, -14, -28, 0, -12, -35, 0, 6, -10, 0, -8, -32, 0, 24, -26, 0, 18, -25, 0, 4, -12, 0, 23, -43, 0, 22, -36, 0, 4, -26, 0, -20, -46, 0, -25, 14, 0, -13, -60, 0, -20, -44, 0, -20, -52, 0, 6, -32, 0, 0, -4, 0, 26, -52, 0, 6, -38, 0, -4, -34, 0, 15, -82, 0, -58, -36, 0, 16, -30, 0, 0, -35, 0, 7, -52, 0, -18, -44, 0, 34, -20, 0, 24, 0, 0, -30, -40, 0, 4, -50, 0, 24, -32, 0, 25, 5, 0, -72, -36, 0, 2, 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• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
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-0.1279167276821838, -0.4140136809172757, -0.2972169165351901, -0.2885975861792276, -0.06701283515057624, -0.2627438623650937, -0.23056036121285747, -0.28282903269484677, -0.05482818667773415, -0.2738308754787372, -0.3534786998934536, -0.3576294695382918, -0.13001799164974454, -0.333824346955999, -0.42264145832500943, -0.20318831384049216, -0.1806168423473869, -0.17218336881601803, -0.30346280836850786, -0.30889899610722776, -0.33110434940941336, -0.11911001544266965, -0.35076134122535857, -0.2619730894830411, -0.38563413216554476, -0.35231052289126497, -0.2251445718260012, -0.12574319622571922, -0.342694405112758, -0.331459582010517, -0.33668162567772236, -0.24204040356894826, -0.3180850036188793, -0.213807712298636, -0.14696213078953274, -0.4897225160819956, -0.21198104442774582, -0.21202691585640257, -0.13903235389729132, -0.4634158356978516, -0.33959648631151584, -0.15695464964896572, -0.36825568550141113, -0.24512008950148786, -0.2615864422319631, -0.4054301122050619, 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-0.27350253423541476, -0.3211264790967464, -0.2653988732503599, -0.15905192228887813, -0.32144879576359964, -0.17188494324406361, -0.18908789284827246, -0.21845495537621382, -0.3148170517155473, -0.29729986180128437, -0.32221953541165926, -0.32778571952307234, -0.3515702280854543, -0.0879587768498208, -0.15978267698662338, -0.306795198896449, -0.34527188567730643, -0.19735156732424333, -0.18123536714186603, -0.2420580364947949, -0.2819307984101495, -0.4412867245707416, -0.10654397812691806, -0.28871827212970186, -0.3007275725467156, -0.28852882021563725, -0.34015641068208463, -0.2811285118898291, -0.14183401827419298, -0.38381204892961235, -0.186473736527323, -0.17678729389991427, -0.3362113045930029, -0.17178952154931948, -0.2193850913853628, -0.2676983540623683, -0.07676459452304484, -0.224558900804609, -0.21130881984330394, -0.08296774015880397, -0.2563488385521942, -0.12060064847046106, -0.24002479049750725, -0.2073160886914377, -0.1483789571379222, -0.2294430623124665, -0.3879175418823281, -0.3349452568177616, -0.41016991020256116, -0.25505146361082803, -0.2363197803744382, -0.2811928049549378, -0.2368218462421401, -0.38214980608510396, -0.4095017763539124, -0.21895984851612177, -0.2777354924760238], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 17, 'dual_embedding_m': 17, 'embedding_index': 17, 'embedding_m': 17, 'hecke_orbit': 14, 'hecke_orbit_code': 58546795189376919, 'label': '6039.2.a.n.1.17', 'level': 6039, 'weight': 2}
• mf_newspaces •

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

  
  {'ALdims': [25, 25, 25, 25, 44, 29, 31, 46], 'Nk2': 24156, 'analytic_conductor': 48.22165778065122, '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': [6039, 1, [1343, 5491, 5248], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 737, 'dim': 250, 'eis_dim': 15, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 33560471, 'hecke_orbit_dims': [5, 6, 11, 11, 12, 12, 13, 13, 13, 14, 19, 21, 25, 25, 25, 25], 'label': '6039.2.a', 'level': 6039, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 11, 61], 'level_radical': 2013, 'mf_dim': 752, 'mf_new_dim': 250, 'num_forms': 16, 'plus_dim': 110, 'prim_orbit_index': 1, 'relative_dim': 250, 'sturm_bound': 1488, 'trace_bound': 7, 'trace_display': [0, 0, 2, 0], 'traces': [250, 0, 0, 250, 2, 0, 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-12, 0, -32, -156, 0, -36, 28, 0, 28, 6, 0, 124, -26, 0, 52, -44, 0, -16, -36, 0, 8, 88, 0, 302, -28, 0, -28, 72, 0, -70, 96, 0, 156, 24, 0, 56, 116, 0, -60, 0, 0, 0, 20, 0, 100, -44, 0, 70, -244, 0, -132, 86, 0, 0, 192, 0, -24, -64, 0, 148, -220, 0, 148, -12, 0, -50, -76, 0, 36, 94, 0, 36, -112, 0, 80, -30, 0, -228, -48, 0, 144, 152, 0, -136, -342, 0, -60, -98, 0, -102, 208, 0, -92, -176, 0, 222, -280, 0, -180, 184, 0, 50, 60, 0, -88, 104, 0, -12, -20, 0, 116, 196, 0, -194, -300, 0, 40, 126, 0, -12, -196, 0, 172, -70, 0, -100, 68, 0, 100, -20, 0, 136, -120, 0, -42, 84, 0, -52, -92, 0, -28, 10, 0, -44, 16, 0, -224, -152, 0, 280, 124, 0, 48, 104, 0, -68, -176, 0, 232, 220, 0, -8, 132, 0, -336, -64, 0, 54, -144, 0, -172, 232, 0, -56, -14, 0, -220, 78, 0, 134, -124, 0, 424, -66, 0, -32, -252, 0, 32, 256, 0, 68, 12, 0, -96, -40, 0, 90, 204, 0, 8, 46, 0, 176, -4, 0, 156, 4, 0, 64, -256, 0, -188, 156, 0, 120, 52, 0, 250, -222, 0, 126, 30, 0, 104, 152, 0, 188, -288, 0, -164, -8, 0, -4, 168, 0, 24, -52, 0, -28, 28, 0, 96, -18, 0, 8, 72, 0, -132, -32, 0, -64, 268, 0, 240, -122, 0, 96, -188, 0, 8, -60, 0, 396, 156, 0, -64, -88, 0, 24, 52, 0, 60, 44, 0, -68, 56, 0, 348, 104, 0, -252, -38, 0, 32, -56, 0, 72, 128, 0, -176, 60, 0, 76, 328, 0, 108, -92, 0, 90, -84, 0, 132, 0, 0, 116, 32, 0, 360, -76, 0, -58, 120, 0, -224, -76, 0, -16, -96, 0, -188, 176, 0, -112, -8, 0, 32, 164, 0, -228, 132, 0, -140, 244, 0, 28, -16, 0, 12, 2, 0, -104, 176, 0, -12, 24, 0, 116, -40, 0, -64, 140, 0, 126, -24, 0, -28, 16, 0, 198, 396, 0, 44, -208, 0, -190, 20, 0, -148, 148, 0, 40, -20, 0, -252, 2, 0, 34, 336, 0, -76, 178, 0, 34, 240, 0, -364, 138, 0, -84, -124, 0, -444, 96, 0, 242, 216, 0, -268, -40, 0, 216, 328, 0, -500, 30, 0, 16, -10, 0, 90, -112, 0, 196, 20, 0, -56, 120, 0, 170, 160, 0, 100, -92, 0, -94, -392, 0, 396, -152, 0, -92, -148, 0, -88, 184, 0, -304, -42, 0, -436, -68, 0, -18, -548, 0, -268, -74, 0, 0, -176, 0, 104, 102, 0, -148, 232, 0, 8, -40, 0, 82, -228, 0, -20, -12, 0, -148, -96, 0, -172, -34, 0, -104, 104, 0, -372, 328, 0, -92, -296, 0, 32, -160, 0, -62, 72, 0, -52, -352, 0, 64, -132, 0, -416, -256, 0, 0, -332, 0, -236, -80, 0, -16, -56, 0, -328, 40, 0, -360, 120, 0, 52, -276, 0, 26, -496, 0, -134, -14, 0, -4, -216, 0, -32, 164, 0, -8, 292, 0, -124, 18, 0, 112, -128, 0, 152, 16, 0, 4, 92, 0, -296, 168, 0, -16, 472, 0, 32, -228, 0, -216, -450, 0, -152, 24, 0, -18, -172, 0, -68, -168, 0, 202, 284, 0, 188, 44, 0, -312, 48, 0, 124, -382, 0, 118, -608, 0, -176, 342, 0, 0, -24, 0, 248, 70, 0, -12, 0, 0, -260, -104, 0, -110, -192, 0, -164, -88, 0, 20, -92, 0, 20, 4, 0, -148, -28, 0, -108, -48, 0, 56, 92, 0, -20, -82, 0, 12, 124, 0, -376, -104, 0, -56, 112, 0, -540, -100, 0, 22, 176, 0, 312, -176, 0, -12, 72, 0, 92, -94, 0, -292, 160, 0, -308, -8, 0, 60, 156, 0, 392, -232, 0, 124, -20, 0, 48, -80, 0, 308, 220, 0, -360, 12, 0, -136, 432, 0, 196, -28, 0, -312, -180, 0, -188, 16, 0, 464, -488, 0, 0, 18, 0, -196, 52, 0, -224, 132, 0, 34, -504, 0, -96, -60, 0, -160, -556, 0, -224, 420, 0, -272, 0, 0, -324, -110, 0, 208, 228, 0, 0, -66, 0, -50, -194, 0, 404, 62, 0, 156, 752, 0, 120, -40, 0, -52, 528, 0, 448, -4, 0, 124, -644, 0, 420], 'weight': 2, 'weight_parity': 1}
• 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: 47658472
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 25, 'source_embedding_index': 17, 'source_hecke_orbit_code': 58546795189376919, 'source_is_minimal': True, 'source_label': '6039.2.a.n.1.17', 'source_level': 6039, 'target_conrey_index': 1, 'target_dim': 25, 'target_embedding_index': 17, 'target_hecke_orbit_code': 58546795189376919, 'target_is_minimal': True, 'target_label': '6039.2.a.n.1.17', 'target_level': 6039, 'twist_class_label': '6039.2.a.n.1.17', 'twist_class_level': 6039, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
  • id: 47658473
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 25, 'source_embedding_index': 17, 'source_hecke_orbit_code': 58546795189376919, 'source_is_minimal': True, 'source_label': '6039.2.a.n.1.17', 'source_level': 6039, 'target_conrey_index': 1, 'target_dim': 25, 'target_embedding_index': 9, 'target_hecke_orbit_code': 63050394816747415, 'target_is_minimal': True, 'target_label': '6039.2.a.o.1.9', 'target_level': 6039, 'twist_class_label': '6039.2.a.n.1.17', 'twist_class_level': 6039, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 2}
• hecke_orbit_code 58546795189376919 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': 1, 'hecke_orbit': 14, 'label': '6039.2.a.n', 'level': 6039, 'portrait': 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', 'weight': 2}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 58677433
    {'hecke_orbit_code': 58546795189376919, 'n': 1, 'trace_an': 25}
  • id: 58677434
    {'hecke_orbit_code': 58546795189376919, 'n': 2, 'trace_an': -5}
  • id: 58677435
    {'hecke_orbit_code': 58546795189376919, 'n': 3, 'trace_an': 0}
  • id: 58677436
    {'hecke_orbit_code': 58546795189376919, 'n': 4, 'trace_an': 25}
  • id: 58677437
    {'hecke_orbit_code': 58546795189376919, 'n': 5, 'trace_an': -4}
  • id: 58677438
    {'hecke_orbit_code': 58546795189376919, 'n': 6, 'trace_an': 0}
  • id: 58677439
    {'hecke_orbit_code': 58546795189376919, 'n': 7, 'trace_an': 4}
  • id: 58677440
    {'hecke_orbit_code': 58546795189376919, 'n': 8, 'trace_an': -15}
  • id: 58677441
    {'hecke_orbit_code': 58546795189376919, 'n': 9, 'trace_an': 0}
  • id: 58677442
    {'hecke_orbit_code': 58546795189376919, 'n': 10, 'trace_an': 0}
  • id: 58677443
    {'hecke_orbit_code': 58546795189376919, 'n': 11, 'trace_an': -25}
  • id: 58677444
    {'hecke_orbit_code': 58546795189376919, 'n': 12, 'trace_an': 0}
  • id: 58677445
    {'hecke_orbit_code': 58546795189376919, 'n': 13, 'trace_an': 4}
  • id: 58677446
    {'hecke_orbit_code': 58546795189376919, 'n': 14, 'trace_an': -18}
  • id: 58677447
    {'hecke_orbit_code': 58546795189376919, 'n': 15, 'trace_an': 0}
  • id: 58677448
    {'hecke_orbit_code': 58546795189376919, 'n': 16, 'trace_an': 21}
  • id: 58677449
    {'hecke_orbit_code': 58546795189376919, 'n': 17, 'trace_an': -20}
  • id: 58677450
    {'hecke_orbit_code': 58546795189376919, 'n': 18, 'trace_an': 0}
  • id: 58677451
    {'hecke_orbit_code': 58546795189376919, 'n': 19, 'trace_an': 14}
  • id: 58677452
    {'hecke_orbit_code': 58546795189376919, 'n': 20, 'trace_an': -12}
  • id: 58677453
    {'hecke_orbit_code': 58546795189376919, 'n': 21, 'trace_an': 0}
  • id: 58677454
    {'hecke_orbit_code': 58546795189376919, 'n': 22, 'trace_an': 5}
  • id: 58677455
    {'hecke_orbit_code': 58546795189376919, 'n': 23, 'trace_an': -20}
  • id: 58677456
    {'hecke_orbit_code': 58546795189376919, 'n': 24, 'trace_an': 0}
  • id: 58677457
    {'hecke_orbit_code': 58546795189376919, 'n': 25, 'trace_an': 13}
  • id: 58677458
    {'hecke_orbit_code': 58546795189376919, 'n': 26, 'trace_an': -16}
  • id: 58677459
    {'hecke_orbit_code': 58546795189376919, 'n': 27, 'trace_an': 0}
  • id: 58677460
    {'hecke_orbit_code': 58546795189376919, 'n': 28, 'trace_an': -14}
  • id: 58677461
    {'hecke_orbit_code': 58546795189376919, 'n': 29, 'trace_an': -28}
  • id: 58677462
    {'hecke_orbit_code': 58546795189376919, 'n': 30, 'trace_an': 0}
  • id: 58677463
    {'hecke_orbit_code': 58546795189376919, 'n': 31, 'trace_an': -12}
  • id: 58677464
    {'hecke_orbit_code': 58546795189376919, 'n': 32, 'trace_an': -35}
  • id: 58677465
    {'hecke_orbit_code': 58546795189376919, 'n': 33, 'trace_an': 0}
  • id: 58677466
    {'hecke_orbit_code': 58546795189376919, 'n': 34, 'trace_an': 6}
  • id: 58677467
    {'hecke_orbit_code': 58546795189376919, 'n': 35, 'trace_an': -10}
  • id: 58677468
    {'hecke_orbit_code': 58546795189376919, 'n': 36, 'trace_an': 0}
  • id: 58677469
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  • id: 58677470
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  • id: 58677471
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  • id: 58677472
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  • id: 58677473
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  • id: 58677474
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  • id: 58677475
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  • id: 58677476
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  • id: 58677477
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  • id: 58677478
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  • id: 58677479
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  • id: 58677480
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  • id: 58677481
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  • id: 58677482
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  • id: 58677483
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  • id: 58677484
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  • id: 58677485
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  • id: 58677486
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  • id: 58677487
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  • id: 58677488
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  • id: 58677489
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  • id: 58677490
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  • id: 58677491
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  • id: 58677492
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  • id: 58677493
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  • id: 58677494
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  • id: 58677495
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  • id: 58677496
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  • id: 58677497
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  • id: 58677498
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  • id: 58677499
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  • id: 58677500
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  • id: 58677501
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  • id: 58677502
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  • id: 58677503
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  • id: 58677504
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  • id: 58677505
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  • id: 58677506
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  • id: 58677507
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  • id: 58677508
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  • id: 58677509
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  • id: 58677510
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  • id: 58677511
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  • id: 58677512
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  • id: 58677513
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  • id: 58677514
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  • id: 58677515
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  • id: 58677516
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  • id: 58677517
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  • id: 58677518
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  • id: 58677519
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  • id: 58677520
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  • id: 58677521
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  • id: 58677522
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  • id: 58677523
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  • id: 58677524
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  • id: 58677525
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  • id: 58677526
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  • id: 58677527
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  • id: 58677528
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  • id: 58677529
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  • id: 58677530
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  • id: 58677531
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  • id: 58677532
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  • id: 58677533
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  • id: 58677534
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  • id: 58677535
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  • id: 58677536
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  • id: 58677537
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  • id: 58677538
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  • id: 58677539
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  • id: 58677540
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  • id: 58677541
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  • id: 58677542
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  • id: 58677543
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  • id: 58677544
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  • id: 58677545
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  • id: 58677546
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  • id: 58677547
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  • id: 58677548
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  • id: 58677549
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  • id: 58677550
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  • id: 58677551
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  • id: 58677552
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  • id: 58677553
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  • id: 58677554
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  • id: 58677555
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  • id: 58677556
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  • id: 58677557
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  • id: 58677558
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  • id: 58677559
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  • id: 58677560
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  • id: 58677561
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  • id: 58677562
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  • id: 58677563
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  • id: 58677564
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  • id: 58677565
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  • id: 58677566
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  • id: 58677567
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  • id: 58677568
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  • id: 58677569
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  • id: 58677570
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  • id: 58677571
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  • id: 58677572
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  • id: 58677573
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  • id: 58677574
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  • id: 58677575
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  • id: 58677576
    {'hecke_orbit_code': 58546795189376919, 'n': 293, 'trace_an': -2}
  • id: 58677577
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  • id: 58677578
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  • id: 58677579
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  • id: 58677580
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  • id: 58677581
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  • id: 58677582
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  • id: 58677583
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  • id: 58677584
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  • id: 58677585
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  • id: 58677586
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  • id: 58677587
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  • id: 58677588
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  • id: 58677589
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  • id: 58677590
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  • id: 58677591
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  • id: 58677592
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  • id: 58677593
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  • id: 58677594
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  • id: 58677595
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  • id: 58677596
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  • id: 58677597
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  • id: 58677598
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  • id: 58677599
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  • id: 58677600
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  • id: 58677601
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  • id: 58677602
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  • id: 58677603
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  • id: 58677604
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  • id: 58677605
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  • id: 58677606
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  • id: 58677607
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  • id: 58677608
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  • id: 58677609
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  • id: 58677610
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  • id: 58677611
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  • id: 58677612
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  • id: 58677613
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  • id: 58677614
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  • id: 58677615
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  • id: 58677616
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  • id: 58677617
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  • id: 58677618
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  • id: 58677619
    {'hecke_orbit_code': 58546795189376919, 'n': 547, 'trace_an': 2}
  • id: 58677620
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  • id: 58677621
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  • id: 58677622
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  • id: 58677623
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  • id: 58677624
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  • id: 58677625
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  • id: 58677626
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  • id: 58677627
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  • id: 58677628
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  • id: 58677629
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  • id: 58677630
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  • id: 58677631
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  • id: 58677632
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  • id: 58677633
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  • id: 58677634
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  • id: 58677635
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  • id: 58677636
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  • id: 58677637
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  • id: 58677638
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  • id: 58677639
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  • id: 58677640
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  • id: 58677641
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  • id: 58677642
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  • id: 58677643
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  • id: 58677644
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  • id: 58677645
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  • id: 58677646
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  • id: 58677647
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  • id: 58677648
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  • id: 58677649
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  • id: 58677650
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  • id: 58677651
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  • id: 58677652
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  • id: 58677653
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  • id: 58677654
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  • id: 58677655
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  • id: 58677656
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  • id: 58677657
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  • id: 58677658
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  • id: 58677659
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  • id: 58677660
    {'hecke_orbit_code': 58546795189376919, 'n': 809, 'trace_an': -104}
  • id: 58677661
    {'hecke_orbit_code': 58546795189376919, 'n': 811, 'trace_an': 6}
  • id: 58677662
    {'hecke_orbit_code': 58546795189376919, 'n': 821, 'trace_an': -86}
  • id: 58677663
    {'hecke_orbit_code': 58546795189376919, 'n': 823, 'trace_an': -78}
  • id: 58677664
    {'hecke_orbit_code': 58546795189376919, 'n': 827, 'trace_an': 2}
  • id: 58677665
    {'hecke_orbit_code': 58546795189376919, 'n': 829, 'trace_an': 70}
  • id: 58677666
    {'hecke_orbit_code': 58546795189376919, 'n': 839, 'trace_an': 60}
  • id: 58677667
    {'hecke_orbit_code': 58546795189376919, 'n': 841, 'trace_an': -45}
  • id: 58677668
    {'hecke_orbit_code': 58546795189376919, 'n': 853, 'trace_an': 40}
  • id: 58677669
    {'hecke_orbit_code': 58546795189376919, 'n': 857, 'trace_an': 38}
  • id: 58677670
    {'hecke_orbit_code': 58546795189376919, 'n': 859, 'trace_an': -146}
  • id: 58677671
    {'hecke_orbit_code': 58546795189376919, 'n': 863, 'trace_an': -64}
  • id: 58677672
    {'hecke_orbit_code': 58546795189376919, 'n': 877, 'trace_an': -106}
  • id: 58677673
    {'hecke_orbit_code': 58546795189376919, 'n': 881, 'trace_an': -56}
  • id: 58677674
    {'hecke_orbit_code': 58546795189376919, 'n': 883, 'trace_an': -28}
  • id: 58677675
    {'hecke_orbit_code': 58546795189376919, 'n': 887, 'trace_an': 66}
  • id: 58677676
    {'hecke_orbit_code': 58546795189376919, 'n': 907, 'trace_an': -38}
  • id: 58677677
    {'hecke_orbit_code': 58546795189376919, 'n': 911, 'trace_an': 88}
  • id: 58677678
    {'hecke_orbit_code': 58546795189376919, 'n': 919, 'trace_an': 38}
  • id: 58677679
    {'hecke_orbit_code': 58546795189376919, 'n': 929, 'trace_an': -32}
  • id: 58677680
    {'hecke_orbit_code': 58546795189376919, 'n': 937, 'trace_an': -270}
  • id: 58677681
    {'hecke_orbit_code': 58546795189376919, 'n': 941, 'trace_an': -84}
  • id: 58677682
    {'hecke_orbit_code': 58546795189376919, 'n': 947, 'trace_an': -36}
  • id: 58677683
    {'hecke_orbit_code': 58546795189376919, 'n': 953, 'trace_an': -218}
  • id: 58677684
    {'hecke_orbit_code': 58546795189376919, 'n': 961, 'trace_an': -73}
  • id: 58677685
    {'hecke_orbit_code': 58546795189376919, 'n': 967, 'trace_an': -60}
  • id: 58677686
    {'hecke_orbit_code': 58546795189376919, 'n': 971, 'trace_an': -36}
  • id: 58677687
    {'hecke_orbit_code': 58546795189376919, 'n': 977, 'trace_an': -220}
  • id: 58677688
    {'hecke_orbit_code': 58546795189376919, 'n': 983, 'trace_an': 102}
  • id: 58677689
    {'hecke_orbit_code': 58546795189376919, 'n': 991, 'trace_an': -66}
  • id: 58677690
    {'hecke_orbit_code': 58546795189376919, 'n': 997, 'trace_an': 258}