Embedded newform data - 1323.4.a.x.1.2

Formats: - HTML - YAML - JSON - 2024-12-12T19:45:56.940811

• 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': 21168, 'analytic_conductor': 78.05952693759484, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [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': [1323, 1, [785, 1081], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 12, 'field_disc_factorization': [[2, 2], [3, 1]], 'field_poly': [-3, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': True, 'field_poly_root_of_unity': 12, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [6, -6, 1]], [5, [-39, 6, 1]], [13, [-1052, 52, 1]]], 'hecke_orbit': 24, 'hecke_orbit_code': 103582791496631595, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '1323.4.a.x', 'level': 1323, 'level_is_powerful': True, '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, 7], 'level_radical': 21, 'minimal_twist': '189.4.a.e', 'nf_label': '2.2.12.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(3+\\beta )q^{2}+(4+6\\beta )q^{4}+(-3-4\\beta )q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1323.4.a', 'trace_display': [6, 0, -6, 0], 'trace_hash': 485007184115315526, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.911', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.511', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '66.989', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [2, 6, 0, 8, -6, 0, 0, 12, 0, -42, 48, 0, -52, 0, 0, 56, -30, 0, -64, -168, 0, 48, 60, 0, -136, -12, 0, 0, 360, 0, 140, 72, 0, 78, 0, 0, -230, -552, 0, -372, -234, 0, -938, -384, 0, -228, -618, 0, 0, -264, 0, 656, -420, 0, 240, 0, 0, 1296, -282, 0, 32, 852, 0, -736, -420, 0, 544, 888, 0, 0, -504, 0, 764, -1122, 0, -2416, 0, 0, 238, -168, 0, -1926, 522, 0, -582, -2742, 0, -1056, -708, 0, 0, -2208, 0, -798, 1632, 0, -664, 0, 0, 320, -1092, 0, -2092, 1704, 0, -3084, -1092, 0, -1346, 432, 0, 0, 1476, 0, 1452, 2736, 0, -1326, 0, 0, 26, 1824, 0, 3152, 582, 0, -2126, -4080, 0, -1068, -3912, 0, 0, 336, 0, 2172, 660, 0, -952, 0, 0, -792, -3552, 0, -1944, 4092, 0, -3512, -2496, 0, 3658, -5424, 0, 0, -2148, 0, 656, 3954, 0, 1800, 0, 0, 2362, -8280, 0, 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4, 'weight_parity': 1}
• 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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-0.30671233694569633, -0.25984468672521405, -0.32534357066766295, -0.2510541195243538, -0.20149363518462338, -0.22829339532440077, -0.1366834403387751, -0.26056593108209675, -0.3594290476486847, -0.09735999699841047, -0.18111211861715368, -0.12114164954884758, -0.3088367621671167, -0.24390290573824996, -0.20847594878743847, -0.13221182268275755, -0.17682762308323666, -0.4508774720295723, -0.22813160728789492, -0.41405517566561706, -0.3755717952401383, -0.42502931329684185, -0.2074460068259135, -0.25439370937173267, -0.42389102851101496, -0.1586203248543648, -0.39602660851877736, -0.23968822935214154, -0.1305894980704594, -0.39996658678961416, -0.281788800224515, -0.2545029472682461], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 0.0, 'embedding_root_real': 1.7320508075688772, 'hecke_orbit': 24, 'hecke_orbit_code': 103582791496631595, 'label': '1323.4.a.x.1.2', 'level': 1323, 'weight': 4}
• 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': [41, 40, 39, 44], 'Nk2': 21168, 'analytic_conductor': 78.05952693759484, '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': [1323, 1, [785, 1081], [1, 1]], 'conrey_index': 1, 'cusp_dim': 480, 'dim': 164, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 5, 13], 'hecke_orbit_code': 67110187, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 4, 6, 6, 6, 6, 6, 6, 7, 7, 7, 7, 8, 8, 8, 8, 12, 12], 'label': '1323.4.a', 'level': 1323, 'level_is_powerful': True, '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, 7], 'level_radical': 21, 'mf_dim': 528, 'mf_new_dim': 164, 'num_forms': 43, 'plus_dim': 85, 'prim_orbit_index': 1, 'relative_dim': 164, 'sturm_bound': 672, 'trace_bound': 13, 'trace_display': [0, 0, 0, 0], 'traces': [164, 0, 0, 662, 0, 0, 0, 0, 0, -30, 0, 0, -2, 0, 0, 2810, 0, 0, -62, 0, 0, -270, 0, 0, 4202, 0, 0, 0, 0, 0, 406, 0, 0, -204, 0, 0, -338, 0, 0, -1266, 0, 0, 592, 0, 0, -1224, 0, 0, 0, 0, 0, 220, 0, 0, 1122, 0, 0, 300, 0, 0, 2410, 0, 0, 12302, 0, 0, 1222, 0, 0, 0, 0, 0, 1540, 0, 0, 2128, 0, 0, -2486, 0, 0, 1104, 0, 0, -720, 0, 0, -8730, 0, 0, 0, 0, 0, 1704, 0, 0, -3056, 0, 0, 15740, 0, 0, -5606, 0, 0, 510, 0, 0, 1096, 0, 0, 0, 0, 0, -6660, 0, 0, 3900, 0, 0, 22898, 0, 0, 18382, 0, 0, -12038, 0, 0, 17724, 0, 0, 0, 0, 0, 8328, 0, 0, -6662, 0, 0, 36, 0, 0, -6780, 0, 0, -6332, 0, 0, -3068, 0, 0, 0, 0, 0, 6172, 0, 0, -18786, 0, 0, -10142, 0, 0, -2730, 0, 0, 27090, 0, 0, 10744, 0, 0, 0, 0, 0, -9588, 0, 0, 4102, 0, 0, -6864, 0, 0, 18816, 0, 0, 11568, 0, 0, 1384, 0, 0, 0, 0, 0, -12992, 0, 0, -11118, 0, 0, 36780, 0, 0, -7640, 0, 0, -5594, 0, 0, -5874, 0, 0, 0, 0, 0, 17802, 0, 0, -19736, 0, 0, -39420, 0, 0, -9536, 0, 0, 32784, 0, 0, 5388, 0, 0, 0, 0, 0, -3182, 0, 0, 66628, 0, 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-252894, 0, 0, 163972, 0, 0, -350304, 0, 0, 273792, 0, 0, -247800, 0, 0, -111262, 0, 0, 0, 0, 0, -361080, 0, 0, -86280, 0, 0, 157626, 0, 0, -84224, 0, 0, -12404, 0, 0, 334638, 0, 0, 0, 0, 0, 293704, 0, 0, -206436, 0, 0, -317442, 0, 0, -79830, 0, 0, 148448, 0, 0, 155632, 0, 0, 0, 0, 0, -31316, 0, 0, -112110], 'weight': 4, '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: 48513301
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 103582791496631595, 'source_is_minimal': False, 'source_label': '1323.4.a.x.1.2', 'source_level': 1323, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 103582791496631595, 'target_is_minimal': False, 'target_label': '1323.4.a.x.1.2', 'target_level': 1323, 'twist_class_label': '189.4.a.e.1.1', 'twist_class_level': 189, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
  • id: 48513302
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 103582791496631595, 'source_is_minimal': False, 'source_label': '1323.4.a.x.1.2', 'source_level': 1323, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 63050394850297131, 'target_is_minimal': False, 'target_label': '1323.4.a.o.1.1', 'target_level': 1323, 'twist_class_label': '189.4.a.e.1.1', 'twist_class_level': 189, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 4}
  • id: 48513303
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 103582791496631595, 'source_is_minimal': False, 'source_label': '1323.4.a.x.1.2', 'source_level': 1323, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 36028797086073021, 'target_is_minimal': True, 'target_label': '189.4.a.i.1.2', 'target_level': 189, 'twist_class_label': '189.4.a.e.1.1', 'twist_class_level': 189, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 4}
  • id: 48513304
    {'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 103582791496631595, 'source_is_minimal': False, 'source_label': '1323.4.a.x.1.2', 'source_level': 1323, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398576591037, 'target_is_minimal': True, 'target_label': '189.4.a.e.1.1', 'target_level': 189, 'twist_class_label': '189.4.a.e.1.1', 'twist_class_level': 189, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1863900
    {'charpoly_factorization': [[[6, -6, 1], 1]], 'hecke_orbit_code': 103582791496631595, 'p': 2}
  • id: 1863901
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 103582791496631595, 'p': 3}
  • id: 1863902
    {'charpoly_factorization': [[[-39, 6, 1], 1]], 'hecke_orbit_code': 103582791496631595, 'p': 5}
  • id: 1863903
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 103582791496631595, 'p': 7}
  • id: 1863904
    {'charpoly_factorization': [[[-192, -48, 1], 1]], 'hecke_orbit_code': 103582791496631595, 'p': 11}
  • id: 1863905
    {'charpoly_factorization': [[[-1052, 52, 1], 1]], 'hecke_orbit_code': 103582791496631595, 'p': 13}
  • id: 1863906
    {'charpoly_factorization': [[[-2127, 30, 1], 1]], 'hecke_orbit_code': 103582791496631595, 'p': 17}
  • id: 1863907
    {'charpoly_factorization': [[[-9776, 64, 1], 1]], 'hecke_orbit_code': 103582791496631595, 'p': 19}
  • id: 1863908
    {'charpoly_factorization': [[[-12972, -60, 1], 1]], 'hecke_orbit_code': 103582791496631595, 'p': 23}
  • id: 1863909
    {'charpoly_factorization': [[[28512, -360, 1], 1]], 'hecke_orbit_code': 103582791496631595, 'p': 29}
  • id: 1863910
    {'charpoly_factorization': [[[-10652, -140, 1], 1]], 'hecke_orbit_code': 103582791496631595, 'p': 31}
  • id: 1863911
    {'charpoly_factorization': [[[-2327, 230, 1], 1]], 'hecke_orbit_code': 103582791496631595, 'p': 37}
  • id: 1863912
    {'charpoly_factorization': [[[-111159, 234, 1], 1]], 'hecke_orbit_code': 103582791496631595, 'p': 41}
  • id: 1863913
    {'charpoly_factorization': [[[219529, 938, 1], 1]], 'hecke_orbit_code': 103582791496631595, 'p': 43}
  • id: 1863914
    {'charpoly_factorization': [[[2553, 618, 1], 1]], 'hecke_orbit_code': 103582791496631595, 'p': 47}
  • id: 1863915
    {'charpoly_factorization': [[[-233148, 420, 1], 1]], 'hecke_orbit_code': 103582791496631595, 'p': 53}
  • id: 1863916
    {'charpoly_factorization': [[[681, 282, 1], 1]], 'hecke_orbit_code': 103582791496631595, 'p': 59}
  • id: 1863917
    {'charpoly_factorization': [[[-248576, -32, 1], 1]], 'hecke_orbit_code': 103582791496631595, 'p': 61}
  • id: 1863918
    {'charpoly_factorization': [[[-65984, -544, 1], 1]], 'hecke_orbit_code': 103582791496631595, 'p': 67}
  • id: 1863919
    {'charpoly_factorization': [[[20304, 504, 1], 1]], 'hecke_orbit_code': 103582791496631595, 'p': 71}
  • id: 1863920
    {'charpoly_factorization': [[[-124076, -764, 1], 1]], 'hecke_orbit_code': 103582791496631595, 'p': 73}
  • id: 1863921
    {'charpoly_factorization': [[[-860639, -238, 1], 1]], 'hecke_orbit_code': 103582791496631595, 'p': 79}
  • id: 1863922
    {'charpoly_factorization': [[[-491751, -522, 1], 1]], 'hecke_orbit_code': 103582791496631595, 'p': 83}
  • id: 1863923
    {'charpoly_factorization': [[[-246396, 708, 1], 1]], 'hecke_orbit_code': 103582791496631595, 'p': 89}
  • id: 1863924
    {'charpoly_factorization': [[[-45728, 664, 1], 1]], 'hecke_orbit_code': 103582791496631595, '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': 24, 'label': '1323.4.a.x', 'level': 1323, 'portrait': 'data:image/png;base64,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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 66225739
    {'hecke_orbit_code': 103582791496631595, 'n': 1, 'trace_an': 2}
  • id: 66225740
    {'hecke_orbit_code': 103582791496631595, 'n': 2, 'trace_an': 6}
  • id: 66225741
    {'hecke_orbit_code': 103582791496631595, 'n': 3, 'trace_an': 0}
  • id: 66225742
    {'hecke_orbit_code': 103582791496631595, 'n': 4, 'trace_an': 8}
  • id: 66225743
    {'hecke_orbit_code': 103582791496631595, 'n': 5, 'trace_an': -6}
  • id: 66225744
    {'hecke_orbit_code': 103582791496631595, 'n': 6, 'trace_an': 0}
  • id: 66225745
    {'hecke_orbit_code': 103582791496631595, 'n': 7, 'trace_an': 0}
  • id: 66225746
    {'hecke_orbit_code': 103582791496631595, 'n': 8, 'trace_an': 12}
  • id: 66225747
    {'hecke_orbit_code': 103582791496631595, 'n': 9, 'trace_an': 0}
  • id: 66225748
    {'hecke_orbit_code': 103582791496631595, 'n': 10, 'trace_an': -42}
  • id: 66225749
    {'hecke_orbit_code': 103582791496631595, 'n': 11, 'trace_an': 48}
  • id: 66225750
    {'hecke_orbit_code': 103582791496631595, 'n': 12, 'trace_an': 0}
  • id: 66225751
    {'hecke_orbit_code': 103582791496631595, 'n': 13, 'trace_an': -52}
  • id: 66225752
    {'hecke_orbit_code': 103582791496631595, 'n': 14, 'trace_an': 0}
  • id: 66225753
    {'hecke_orbit_code': 103582791496631595, 'n': 15, 'trace_an': 0}
  • id: 66225754
    {'hecke_orbit_code': 103582791496631595, 'n': 16, 'trace_an': 56}
  • id: 66225755
    {'hecke_orbit_code': 103582791496631595, 'n': 17, 'trace_an': -30}
  • id: 66225756
    {'hecke_orbit_code': 103582791496631595, 'n': 18, 'trace_an': 0}
  • id: 66225757
    {'hecke_orbit_code': 103582791496631595, 'n': 19, 'trace_an': -64}
  • id: 66225758
    {'hecke_orbit_code': 103582791496631595, 'n': 20, 'trace_an': -168}
  • id: 66225759
    {'hecke_orbit_code': 103582791496631595, 'n': 21, 'trace_an': 0}
  • id: 66225760
    {'hecke_orbit_code': 103582791496631595, 'n': 22, 'trace_an': 48}
  • id: 66225761
    {'hecke_orbit_code': 103582791496631595, 'n': 23, 'trace_an': 60}
  • id: 66225762
    {'hecke_orbit_code': 103582791496631595, 'n': 24, 'trace_an': 0}
  • id: 66225763
    {'hecke_orbit_code': 103582791496631595, 'n': 25, 'trace_an': -136}
  • id: 66225764
    {'hecke_orbit_code': 103582791496631595, 'n': 26, 'trace_an': -12}
  • id: 66225765
    {'hecke_orbit_code': 103582791496631595, 'n': 27, 'trace_an': 0}
  • id: 66225766
    {'hecke_orbit_code': 103582791496631595, 'n': 28, 'trace_an': 0}
  • id: 66225767
    {'hecke_orbit_code': 103582791496631595, 'n': 29, 'trace_an': 360}
  • id: 66225768
    {'hecke_orbit_code': 103582791496631595, 'n': 30, 'trace_an': 0}
  • id: 66225769
    {'hecke_orbit_code': 103582791496631595, 'n': 31, 'trace_an': 140}
  • id: 66225770
    {'hecke_orbit_code': 103582791496631595, 'n': 32, 'trace_an': 72}
  • id: 66225771
    {'hecke_orbit_code': 103582791496631595, 'n': 33, 'trace_an': 0}
  • id: 66225772
    {'hecke_orbit_code': 103582791496631595, 'n': 34, 'trace_an': 78}
  • id: 66225773
    {'hecke_orbit_code': 103582791496631595, 'n': 35, 'trace_an': 0}
  • id: 66225774
    {'hecke_orbit_code': 103582791496631595, 'n': 36, 'trace_an': 0}
  • id: 66225775
    {'hecke_orbit_code': 103582791496631595, 'n': 37, 'trace_an': -230}
  • id: 66225776
    {'hecke_orbit_code': 103582791496631595, 'n': 38, 'trace_an': -552}
  • id: 66225777
    {'hecke_orbit_code': 103582791496631595, 'n': 39, 'trace_an': 0}
  • id: 66225778
    {'hecke_orbit_code': 103582791496631595, 'n': 40, 'trace_an': -372}
  • id: 66225779
    {'hecke_orbit_code': 103582791496631595, 'n': 41, 'trace_an': -234}
  • id: 66225780
    {'hecke_orbit_code': 103582791496631595, 'n': 42, 'trace_an': 0}
  • id: 66225781
    {'hecke_orbit_code': 103582791496631595, 'n': 43, 'trace_an': -938}
  • id: 66225782
    {'hecke_orbit_code': 103582791496631595, 'n': 44, 'trace_an': -384}
  • id: 66225783
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  • id: 66225784
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  • id: 66225785
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  • id: 66225786
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  • id: 66225787
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  • id: 66225788
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  • id: 66225789
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  • id: 66225790
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  • id: 66225791
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  • id: 66225792
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  • id: 66225793
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  • id: 66225794
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  • id: 66225795
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  • id: 66225796
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  • id: 66225797
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  • id: 66225798
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  • id: 66225799
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  • id: 66225800
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  • id: 66225801
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  • id: 66225802
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  • id: 66225803
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  • id: 66225804
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  • id: 66225805
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  • id: 66225806
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  • id: 66225807
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  • id: 66225808
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  • id: 66225809
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  • id: 66225810
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  • id: 66225811
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  • id: 66225812
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  • id: 66225813
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  • id: 66225814
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  • id: 66225815
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  • id: 66225816
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  • id: 66225817
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  • id: 66225818
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  • id: 66225819
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  • id: 66225820
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  • id: 66225821
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  • id: 66225822
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  • id: 66225823
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  • id: 66225824
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  • id: 66225825
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  • id: 66225826
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  • id: 66225827
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  • id: 66225828
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  • id: 66225829
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  • id: 66225830
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  • id: 66225831
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  • id: 66225832
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  • id: 66225833
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  • id: 66225834
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  • id: 66225835
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  • id: 66225836
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  • id: 66225837
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  • id: 66225838
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  • id: 66225839
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  • id: 66225840
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  • id: 66225841
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  • id: 66225842
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  • id: 66225843
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  • id: 66225844
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  • id: 66225845
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  • id: 66225846
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  • id: 66225847
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  • id: 66225848
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  • id: 66225849
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  • id: 66225850
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  • id: 66225851
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  • id: 66225852
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  • id: 66225853
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  • id: 66225854
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  • id: 66225855
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  • id: 66225856
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  • id: 66225857
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  • id: 66225858
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  • id: 66225859
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  • id: 66225860
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  • id: 66225861
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  • id: 66225862
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  • id: 66225863
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  • id: 66225864
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  • id: 66225865
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  • id: 66225866
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  • id: 66225867
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  • id: 66225868
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  • id: 66225869
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  • id: 66225870
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  • id: 66225871
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  • id: 66225872
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  • id: 66225873
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  • id: 66225874
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  • id: 66225875
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  • id: 66225876
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  • id: 66225877
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  • id: 66225878
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  • id: 66225879
    {'hecke_orbit_code': 103582791496631595, 'n': 281, 'trace_an': -9684}
  • id: 66225880
    {'hecke_orbit_code': 103582791496631595, 'n': 283, 'trace_an': 4208}
  • id: 66225881
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  • id: 66225882
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  • id: 66225883
    {'hecke_orbit_code': 103582791496631595, 'n': 307, 'trace_an': 17948}
  • id: 66225884
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  • id: 66225885
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  • id: 66225886
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  • id: 66225887
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  • id: 66225888
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  • id: 66225889
    {'hecke_orbit_code': 103582791496631595, 'n': 343, 'trace_an': 0}
  • id: 66225890
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  • id: 66225891
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  • id: 66225892
    {'hecke_orbit_code': 103582791496631595, 'n': 353, 'trace_an': 1914}
  • id: 66225893
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  • id: 66225894
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  • id: 66225895
    {'hecke_orbit_code': 103582791496631595, 'n': 367, 'trace_an': -5860}
  • id: 66225896
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  • id: 66225897
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  • id: 66225898
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  • id: 66225899
    {'hecke_orbit_code': 103582791496631595, 'n': 389, 'trace_an': -20040}
  • id: 66225900
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  • id: 66225901
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  • id: 66225902
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  • id: 66225903
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  • id: 66225904
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  • id: 66225905
    {'hecke_orbit_code': 103582791496631595, 'n': 431, 'trace_an': 10992}
  • id: 66225906
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  • id: 66225907
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  • id: 66225908
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  • id: 66225909
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  • id: 66225910
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  • id: 66225911
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  • id: 66225912
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  • id: 66225913
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  • id: 66225914
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  • id: 66225915
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  • id: 66225916
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  • id: 66225917
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  • id: 66225918
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  • id: 66225919
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  • id: 66225920
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  • id: 66225921
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  • id: 66225922
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  • id: 66225923
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  • id: 66225924
    {'hecke_orbit_code': 103582791496631595, 'n': 541, 'trace_an': 37018}
  • id: 66225925
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  • id: 66225926
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  • id: 66225927
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  • id: 66225928
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  • id: 66225929
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  • id: 66225930
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  • id: 66225931
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  • id: 66225932
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  • id: 66225933
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  • id: 66225934
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  • id: 66225935
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  • id: 66225936
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  • id: 66225937
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  • id: 66225938
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  • id: 66225939
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  • id: 66225940
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  • id: 66225941
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  • id: 66225942
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  • id: 66225943
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  • id: 66225944
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  • id: 66225945
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  • id: 66225946
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  • id: 66225947
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  • id: 66225948
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  • id: 66225949
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  • id: 66225950
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  • id: 66225951
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  • id: 66225952
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  • id: 66225953
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  • id: 66225954
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  • id: 66225955
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  • id: 66225956
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  • id: 66225957
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  • id: 66225958
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  • id: 66225959
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  • id: 66225960
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  • id: 66225961
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  • id: 66225962
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  • id: 66225963
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  • id: 66225964
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  • id: 66225965
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  • id: 66225966
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  • id: 66225967
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  • id: 66225968
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  • id: 66225969
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  • id: 66225970
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  • id: 66225971
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  • id: 66225972
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  • id: 66225973
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  • id: 66225974
    {'hecke_orbit_code': 103582791496631595, 'n': 853, 'trace_an': 37256}
  • id: 66225975
    {'hecke_orbit_code': 103582791496631595, 'n': 857, 'trace_an': 43926}
  • id: 66225976
    {'hecke_orbit_code': 103582791496631595, 'n': 859, 'trace_an': 8492}
  • id: 66225977
    {'hecke_orbit_code': 103582791496631595, 'n': 863, 'trace_an': -16212}
  • id: 66225978
    {'hecke_orbit_code': 103582791496631595, 'n': 877, 'trace_an': -66758}
  • id: 66225979
    {'hecke_orbit_code': 103582791496631595, 'n': 881, 'trace_an': -2988}
  • id: 66225980
    {'hecke_orbit_code': 103582791496631595, 'n': 883, 'trace_an': 34690}
  • id: 66225981
    {'hecke_orbit_code': 103582791496631595, 'n': 887, 'trace_an': -3138}
  • id: 66225982
    {'hecke_orbit_code': 103582791496631595, 'n': 907, 'trace_an': -13694}
  • id: 66225983
    {'hecke_orbit_code': 103582791496631595, 'n': 911, 'trace_an': -23760}
  • id: 66225984
    {'hecke_orbit_code': 103582791496631595, 'n': 919, 'trace_an': -45878}
  • id: 66225985
    {'hecke_orbit_code': 103582791496631595, 'n': 929, 'trace_an': -37554}
  • id: 66225986
    {'hecke_orbit_code': 103582791496631595, 'n': 937, 'trace_an': -14344}
  • id: 66225987
    {'hecke_orbit_code': 103582791496631595, 'n': 941, 'trace_an': -78582}
  • id: 66225988
    {'hecke_orbit_code': 103582791496631595, 'n': 947, 'trace_an': -25176}
  • id: 66225989
    {'hecke_orbit_code': 103582791496631595, 'n': 953, 'trace_an': -74556}
  • id: 66225990
    {'hecke_orbit_code': 103582791496631595, 'n': 961, 'trace_an': -18678}
  • id: 66225991
    {'hecke_orbit_code': 103582791496631595, 'n': 967, 'trace_an': 54592}
  • id: 66225992
    {'hecke_orbit_code': 103582791496631595, 'n': 971, 'trace_an': -12462}
  • id: 66225993
    {'hecke_orbit_code': 103582791496631595, 'n': 977, 'trace_an': -56544}
  • id: 66225994
    {'hecke_orbit_code': 103582791496631595, 'n': 983, 'trace_an': 73374}
  • id: 66225995
    {'hecke_orbit_code': 103582791496631595, 'n': 991, 'trace_an': -66506}
  • id: 66225996
    {'hecke_orbit_code': 103582791496631595, 'n': 997, 'trace_an': -5872}