Embedded newform data - 98.10.a.g.1.2

Formats: - HTML - YAML - JSON - 2025-09-20T12:15:37.954697

• 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': 9800, 'analytic_conductor': 50.47351194405957, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 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': [98, 1, [3], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 3, 'field_disc': 300031741, 'field_disc_factorization': [[300031741, 1]], 'field_poly': [70980, -4037, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [-2391075, -31557, 71, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021597931995234, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 56, 'hecke_ring_index_factorization': [[2, 3], [7, 1]], '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': '98.10.a.g', 'level': 98, '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': [2, 7], 'level_radical': 14, 'minimal_twist': '14.10.c.b', 'prim_orbit_index': 1, 'qexp_display': 'q-2^{4}q^{2}+(-24-\\beta _{1})q^{3}+2^{8}q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '98.10.a', 'trace_display': [-48, -71, 1085, 0], 'trace_hash': 92326151930379485, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.855', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '21.620', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '244.616', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [3, -48, -71, 768, 1085, 1136, 0, -12288, 9106, -17360, -2555, -18176, 18070, 0, -353073, 196608, -20759, -145696, -1220649, 277760, 0, 40880, 1960903, 290816, 863572, -289120, 2888659, 0, -2606146, 5649168, 9377989, -3145728, 10778103, 332144, 0, 2331136, 25814913, 19530384, -37990822, -4444160, 209250, 0, 2944308, -654080, 37350558, -31374448, -48391269, -4653056, 0, -13817152, 75441987, 4625920, -102186411, -46218544, -228278701, 0, 43084589, 41698336, -144220135, -90386688, -280936871, -150047824, 0, 50331648, 186819738, -172449648, -170710399, -5314304, -903654171, 0, 469758688, -37298176, -613838539, -413038608, -902254676, -312486144, 0, 607853152, -197445809, 71106560, -887872901, -3348000, -1074181436, 0, 411272519, -47108928, -753428670, 10465280, -805730427, 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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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-0.2651288269320675, -0.18168163144511526, -0.14862533358039295, -0.3166450086379105, -0.22090075591627012, -0.24470608560135518, -0.3054464590806627, -0.24770615372352783, -0.2692119484318077, -0.3237151197695594, -0.38160332039821143, -0.2654282160016514, -0.39776588834001664, -0.363674197832216, -0.1299243664208737, -0.1763378833531254, -0.3714422383398459, -0.35899467669662566, -0.17304815564486659, -0.15690717009006588], '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': 52.25927053239271, 'hecke_orbit': 7, 'hecke_orbit_code': 27021597931995234, 'label': '98.10.a.g.1.2', 'level': 98, 'weight': 10}
• mf_newspaces •

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

  
  {'ALdims': [7, 8, 9, 7], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [4, 4, 4, 4], 'ALdims_old': [21, 23, 21, 22], 'Nk2': 9800, 'analytic_conductor': 50.47351194405957, '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': [98, 1, [3], [1]], 'conrey_index': 1, 'cusp_dim': 118, 'dim': 31, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 167772258, 'hecke_orbit_dims': [1, 1, 1, 2, 2, 2, 3, 3, 3, 3, 4, 6], 'label': '98.10.a', 'level': 98, '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': [2, 7], 'level_radical': 14, 'mf_dim': 134, 'mf_new_dim': 31, 'num_forms': 12, 'plus_dim': 14, 'prim_orbit_index': 1, 'relative_dim': 31, 'sturm_bound': 140, 'trace_bound': 3, 'trace_display': [16, 6, 756, 0], 'traces': [31, 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-227968548864], 'weight': 10, '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: 45694391
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021597931995234, 'source_is_minimal': False, 'source_label': '98.10.a.g.1.2', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 2, 'target_hecke_orbit_code': 27021597931995234, 'target_is_minimal': False, 'target_label': '98.10.a.g.1.2', 'target_level': 98, 'twist_class_label': '14.10.c.b.9.2', 'twist_class_level': 14, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
  • id: 45694392
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021597931995234, 'source_is_minimal': False, 'source_label': '98.10.a.g.1.2', 'source_level': 98, 'target_conrey_index': 11, 'target_dim': 6, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503737234096142, 'target_is_minimal': True, 'target_label': '14.10.c.b.11.2', 'target_level': 14, 'twist_class_label': '14.10.c.b.9.2', 'twist_class_level': 14, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 10}
  • id: 45694393
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021597931995234, 'source_is_minimal': False, 'source_label': '98.10.a.g.1.2', 'source_level': 98, 'target_conrey_index': 79, 'target_dim': 6, 'target_embedding_index': 2, 'target_hecke_orbit_code': 49539733507801186, 'target_is_minimal': False, 'target_label': '98.10.c.l.79.2', 'target_level': 98, 'twist_class_label': '14.10.c.b.9.2', 'twist_class_level': 14, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 10}
  • id: 45694394
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021597931995234, 'source_is_minimal': False, 'source_label': '98.10.a.g.1.2', 'source_level': 98, 'target_conrey_index': 9, 'target_dim': 6, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503737234096142, 'target_is_minimal': True, 'target_label': '14.10.c.b.9.2', 'target_level': 14, 'twist_class_label': '14.10.c.b.9.2', 'twist_class_level': 14, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 10}
  • id: 45694395
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021597931995234, 'source_is_minimal': False, 'source_label': '98.10.a.g.1.2', 'source_level': 98, 'target_conrey_index': 67, 'target_dim': 6, 'target_embedding_index': 2, 'target_hecke_orbit_code': 49539733507801186, 'target_is_minimal': False, 'target_label': '98.10.c.l.67.2', 'target_level': 98, 'twist_class_label': '14.10.c.b.9.2', 'twist_class_level': 14, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 10}
  • id: 45694396
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021597931995234, 'source_is_minimal': False, 'source_label': '98.10.a.g.1.2', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 2, 'target_hecke_orbit_code': 31525197559365730, 'target_is_minimal': False, 'target_label': '98.10.a.h.1.2', 'target_level': 98, 'twist_class_label': '14.10.c.b.9.2', 'twist_class_level': 14, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 10}
  • id: 45694397
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021597931995234, 'source_is_minimal': False, 'source_label': '98.10.a.g.1.2', 'source_level': 98, 'target_conrey_index': 109, 'target_dim': 6, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014810994114686, 'target_is_minimal': False, 'target_label': '126.10.g.e.109.1', 'target_level': 126, 'twist_class_label': '14.10.c.b.9.2', 'twist_class_level': 14, 'twisting_char_label': '21.2', 'twisting_conrey_index': 2, 'weight': 10}
  • id: 45694398
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021597931995234, 'source_is_minimal': False, 'source_label': '98.10.a.g.1.2', 'source_level': 98, 'target_conrey_index': 37, 'target_dim': 6, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014810994114686, 'target_is_minimal': False, 'target_label': '126.10.g.e.37.1', 'target_level': 126, 'twist_class_label': '14.10.c.b.9.2', 'twist_class_level': 14, 'twisting_char_label': '21.11', 'twisting_conrey_index': 11, 'weight': 10}
  • id: 45694399
    {'conductor': 28, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021597931995234, 'source_is_minimal': False, 'source_label': '98.10.a.g.1.2', 'source_level': 98, 'target_conrey_index': 65, 'target_dim': 6, 'target_embedding_index': 2, 'target_hecke_orbit_code': 549923586160, 'target_is_minimal': False, 'target_label': '112.10.i.a.65.2', 'target_level': 112, 'twist_class_label': '14.10.c.b.9.2', 'twist_class_level': 14, 'twisting_char_label': '28.11', 'twisting_conrey_index': 11, 'weight': 10}
  • id: 45694400
    {'conductor': 28, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021597931995234, 'source_is_minimal': False, 'source_label': '98.10.a.g.1.2', 'source_level': 98, 'target_conrey_index': 81, 'target_dim': 6, 'target_embedding_index': 2, 'target_hecke_orbit_code': 549923586160, 'target_is_minimal': False, 'target_label': '112.10.i.a.81.2', 'target_level': 112, 'twist_class_label': '14.10.c.b.9.2', 'twist_class_level': 14, 'twisting_char_label': '28.23', 'twisting_conrey_index': 23, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 290700
    {'charpoly_factorization': [[[16, 1], 3]], 'hecke_orbit_code': 27021597931995234, 'p': 2}
  • id: 290701
    {'charpoly_factorization': [[[-2391075, -31557, 71, 1], 1]], 'hecke_orbit_code': 27021597931995234, 'p': 3}
  • id: 290702
    {'charpoly_factorization': [[[-431145855, -2772861, -1085, 1], 1]], 'hecke_orbit_code': 27021597931995234, 'p': 5}
  • id: 290703
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 27021597931995234, 'p': 7}
  • id: 290704
    {'charpoly_factorization': [[[55717735209129, -4091349717, 2555, 1], 1]], 'hecke_orbit_code': 27021597931995234, 'p': 11}
  • id: 290705
    {'charpoly_factorization': [[[368974841338200, -10506518276, -18070, 1], 1]], 'hecke_orbit_code': 27021597931995234, 'p': 13}
  • id: 290706
    {'charpoly_factorization': [[[3429291415002165, -107901437877, 20759, 1], 1]], 'hecke_orbit_code': 27021597931995234, 'p': 17}
  • id: 290707
    {'charpoly_factorization': [[[-19237666690422725, 319328427843, 1220649, 1], 1]], 'hecke_orbit_code': 27021597931995234, 'p': 19}
  • id: 290708
    {'charpoly_factorization': [[[9895961116236687219, -5248576102245, -1960903, 1], 1]], 'hecke_orbit_code': 27021597931995234, 'p': 23}
  • id: 290709
    {'charpoly_factorization': [[[-1136027665699119432, -4849005669540, 2606146, 1], 1]], 'hecke_orbit_code': 27021597931995234, 'p': 29}
  • id: 290710
    {'charpoly_factorization': [[[197216427428544048153, -13312107107093, -9377989, 1], 1]], 'hecke_orbit_code': 27021597931995234, 'p': 31}
  • id: 290711
    {'charpoly_factorization': [[[-479150075468101396787, 198895703491659, -25814913, 1], 1]], 'hecke_orbit_code': 27021597931995234, 'p': 37}
  • id: 290712
    {'charpoly_factorization': [[[1231904599729712698824, -231960363901092, -209250, 1], 1]], 'hecke_orbit_code': 27021597931995234, 'p': 41}
  • id: 290713
    {'charpoly_factorization': [[[85536171172243734592, -57381514505424, -2944308, 1], 1]], 'hecke_orbit_code': 27021597931995234, 'p': 43}
  • id: 290714
    {'charpoly_factorization': [[[-46716930132537077384985, -864694984242357, 48391269, 1], 1]], 'hecke_orbit_code': 27021597931995234, 'p': 47}
  • id: 290715
    {'charpoly_factorization': [[[10149541330313848474089, 2777652765212499, 102186411, 1], 1]], 'hecke_orbit_code': 27021597931995234, 'p': 53}
  • id: 290716
    {'charpoly_factorization': [[[94222453977686005984125, 6588757817916699, 144220135, 1], 1]], 'hecke_orbit_code': 27021597931995234, 'p': 59}
  • id: 290717
    {'charpoly_factorization': [[[-1764100037016323202310155, 7296507676617883, 280936871, 1], 1]], 'hecke_orbit_code': 27021597931995234, 'p': 61}
  • id: 290718
    {'charpoly_factorization': [[[-5401782653675173234499995, -47591489138815141, 170710399, 1], 1]], 'hecke_orbit_code': 27021597931995234, 'p': 67}
  • id: 290719
    {'charpoly_factorization': [[[-1286588505667388060067840, 55775894095701696, -469758688, 1], 1]], 'hecke_orbit_code': 27021597931995234, 'p': 71}
  • id: 290720
    {'charpoly_factorization': [[[-4945018787661661335340279, 77028316914358739, 613838539, 1], 1]], 'hecke_orbit_code': 27021597931995234, 'p': 73}
  • id: 290721
    {'charpoly_factorization': [[[-27913538491950944397908085, -246746715036248597, 197445809, 1], 1]], 'hecke_orbit_code': 27021597931995234, 'p': 79}
  • id: 290722
    {'charpoly_factorization': [[[-87991061919101183276568000, 126447385266753648, 1074181436, 1], 1]], 'hecke_orbit_code': 27021597931995234, 'p': 83}
  • id: 290723
    {'charpoly_factorization': [[[-106999804865651177255768775, -458222954702204493, 805730427, 1], 1]], 'hecke_orbit_code': 27021597931995234, 'p': 89}
  • id: 290724
    {'charpoly_factorization': [[[143508336204051088511912840, 1399099087623178268, 2262918094, 1], 1]], 'hecke_orbit_code': 27021597931995234, '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': 7, 'label': '98.10.a.g', 'level': 98, 'portrait': 'data:image/png;base64,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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 46955977
    {'hecke_orbit_code': 27021597931995234, 'n': 1, 'trace_an': 3}
  • id: 46955978
    {'hecke_orbit_code': 27021597931995234, 'n': 2, 'trace_an': -48}
  • id: 46955979
    {'hecke_orbit_code': 27021597931995234, 'n': 3, 'trace_an': -71}
  • id: 46955980
    {'hecke_orbit_code': 27021597931995234, 'n': 4, 'trace_an': 768}
  • id: 46955981
    {'hecke_orbit_code': 27021597931995234, 'n': 5, 'trace_an': 1085}
  • id: 46955982
    {'hecke_orbit_code': 27021597931995234, 'n': 6, 'trace_an': 1136}
  • id: 46955983
    {'hecke_orbit_code': 27021597931995234, 'n': 7, 'trace_an': 0}
  • id: 46955984
    {'hecke_orbit_code': 27021597931995234, 'n': 8, 'trace_an': -12288}
  • id: 46955985
    {'hecke_orbit_code': 27021597931995234, 'n': 9, 'trace_an': 9106}
  • id: 46955986
    {'hecke_orbit_code': 27021597931995234, 'n': 10, 'trace_an': -17360}
  • id: 46955987
    {'hecke_orbit_code': 27021597931995234, 'n': 11, 'trace_an': -2555}
  • id: 46955988
    {'hecke_orbit_code': 27021597931995234, 'n': 12, 'trace_an': -18176}
  • id: 46955989
    {'hecke_orbit_code': 27021597931995234, 'n': 13, 'trace_an': 18070}
  • id: 46955990
    {'hecke_orbit_code': 27021597931995234, 'n': 14, 'trace_an': 0}
  • id: 46955991
    {'hecke_orbit_code': 27021597931995234, 'n': 15, 'trace_an': -353073}
  • id: 46955992
    {'hecke_orbit_code': 27021597931995234, 'n': 16, 'trace_an': 196608}
  • id: 46955993
    {'hecke_orbit_code': 27021597931995234, 'n': 17, 'trace_an': -20759}
  • id: 46955994
    {'hecke_orbit_code': 27021597931995234, 'n': 18, 'trace_an': -145696}
  • id: 46955995
    {'hecke_orbit_code': 27021597931995234, 'n': 19, 'trace_an': -1220649}
  • id: 46955996
    {'hecke_orbit_code': 27021597931995234, 'n': 20, 'trace_an': 277760}
  • id: 46955997
    {'hecke_orbit_code': 27021597931995234, 'n': 21, 'trace_an': 0}
  • id: 46955998
    {'hecke_orbit_code': 27021597931995234, 'n': 22, 'trace_an': 40880}
  • id: 46955999
    {'hecke_orbit_code': 27021597931995234, 'n': 23, 'trace_an': 1960903}
  • id: 46956000
    {'hecke_orbit_code': 27021597931995234, 'n': 24, 'trace_an': 290816}
  • id: 46956001
    {'hecke_orbit_code': 27021597931995234, 'n': 25, 'trace_an': 863572}
  • id: 46956002
    {'hecke_orbit_code': 27021597931995234, 'n': 26, 'trace_an': -289120}
  • id: 46956003
    {'hecke_orbit_code': 27021597931995234, 'n': 27, 'trace_an': 2888659}
  • id: 46956004
    {'hecke_orbit_code': 27021597931995234, 'n': 28, 'trace_an': 0}
  • id: 46956005
    {'hecke_orbit_code': 27021597931995234, 'n': 29, 'trace_an': -2606146}
  • id: 46956006
    {'hecke_orbit_code': 27021597931995234, 'n': 30, 'trace_an': 5649168}
  • id: 46956007
    {'hecke_orbit_code': 27021597931995234, 'n': 31, 'trace_an': 9377989}
  • id: 46956008
    {'hecke_orbit_code': 27021597931995234, 'n': 32, 'trace_an': -3145728}
  • id: 46956009
    {'hecke_orbit_code': 27021597931995234, 'n': 33, 'trace_an': 10778103}
  • id: 46956010
    {'hecke_orbit_code': 27021597931995234, 'n': 34, 'trace_an': 332144}
  • id: 46956011
    {'hecke_orbit_code': 27021597931995234, 'n': 35, 'trace_an': 0}
  • id: 46956012
    {'hecke_orbit_code': 27021597931995234, 'n': 36, 'trace_an': 2331136}
  • id: 46956013
    {'hecke_orbit_code': 27021597931995234, 'n': 37, 'trace_an': 25814913}
  • id: 46956014
    {'hecke_orbit_code': 27021597931995234, 'n': 38, 'trace_an': 19530384}
  • id: 46956015
    {'hecke_orbit_code': 27021597931995234, 'n': 39, 'trace_an': -37990822}
  • id: 46956016
    {'hecke_orbit_code': 27021597931995234, 'n': 40, 'trace_an': -4444160}
  • id: 46956017
    {'hecke_orbit_code': 27021597931995234, 'n': 41, 'trace_an': 209250}
  • id: 46956018
    {'hecke_orbit_code': 27021597931995234, 'n': 42, 'trace_an': 0}
  • id: 46956019
    {'hecke_orbit_code': 27021597931995234, 'n': 43, 'trace_an': 2944308}
  • id: 46956020
    {'hecke_orbit_code': 27021597931995234, 'n': 44, 'trace_an': -654080}
  • id: 46956021
    {'hecke_orbit_code': 27021597931995234, 'n': 45, 'trace_an': 37350558}
  • id: 46956022
    {'hecke_orbit_code': 27021597931995234, 'n': 46, 'trace_an': -31374448}
  • id: 46956023
    {'hecke_orbit_code': 27021597931995234, 'n': 47, 'trace_an': -48391269}
  • id: 46956024
    {'hecke_orbit_code': 27021597931995234, 'n': 48, 'trace_an': -4653056}
  • id: 46956025
    {'hecke_orbit_code': 27021597931995234, 'n': 49, 'trace_an': 0}
  • id: 46956026
    {'hecke_orbit_code': 27021597931995234, 'n': 50, 'trace_an': -13817152}
  • id: 46956027
    {'hecke_orbit_code': 27021597931995234, 'n': 51, 'trace_an': 75441987}
  • id: 46956028
    {'hecke_orbit_code': 27021597931995234, 'n': 52, 'trace_an': 4625920}
  • id: 46956029
    {'hecke_orbit_code': 27021597931995234, 'n': 53, 'trace_an': -102186411}
  • id: 46956030
    {'hecke_orbit_code': 27021597931995234, 'n': 54, 'trace_an': -46218544}
  • id: 46956031
    {'hecke_orbit_code': 27021597931995234, 'n': 55, 'trace_an': -228278701}
  • id: 46956032
    {'hecke_orbit_code': 27021597931995234, 'n': 56, 'trace_an': 0}
  • id: 46956033
    {'hecke_orbit_code': 27021597931995234, 'n': 57, 'trace_an': 43084589}
  • id: 46956034
    {'hecke_orbit_code': 27021597931995234, 'n': 58, 'trace_an': 41698336}
  • id: 46956035
    {'hecke_orbit_code': 27021597931995234, 'n': 59, 'trace_an': -144220135}
  • id: 46956036
    {'hecke_orbit_code': 27021597931995234, 'n': 60, 'trace_an': -90386688}
  • id: 46956037
    {'hecke_orbit_code': 27021597931995234, 'n': 61, 'trace_an': -280936871}
  • id: 46956038
    {'hecke_orbit_code': 27021597931995234, 'n': 62, 'trace_an': -150047824}
  • id: 46956039
    {'hecke_orbit_code': 27021597931995234, 'n': 63, 'trace_an': 0}
  • id: 46956040
    {'hecke_orbit_code': 27021597931995234, 'n': 64, 'trace_an': 50331648}
  • id: 46956041
    {'hecke_orbit_code': 27021597931995234, 'n': 65, 'trace_an': 186819738}
  • id: 46956042
    {'hecke_orbit_code': 27021597931995234, 'n': 66, 'trace_an': -172449648}
  • id: 46956043
    {'hecke_orbit_code': 27021597931995234, 'n': 67, 'trace_an': -170710399}
  • id: 46956044
    {'hecke_orbit_code': 27021597931995234, 'n': 68, 'trace_an': -5314304}
  • id: 46956045
    {'hecke_orbit_code': 27021597931995234, 'n': 69, 'trace_an': -903654171}
  • id: 46956046
    {'hecke_orbit_code': 27021597931995234, 'n': 70, 'trace_an': 0}
  • id: 46956047
    {'hecke_orbit_code': 27021597931995234, 'n': 71, 'trace_an': 469758688}
  • id: 46956048
    {'hecke_orbit_code': 27021597931995234, 'n': 72, 'trace_an': -37298176}
  • id: 46956049
    {'hecke_orbit_code': 27021597931995234, 'n': 73, 'trace_an': -613838539}
  • id: 46956050
    {'hecke_orbit_code': 27021597931995234, 'n': 74, 'trace_an': -413038608}
  • id: 46956051
    {'hecke_orbit_code': 27021597931995234, 'n': 75, 'trace_an': -902254676}
  • id: 46956052
    {'hecke_orbit_code': 27021597931995234, 'n': 76, 'trace_an': -312486144}
  • id: 46956053
    {'hecke_orbit_code': 27021597931995234, 'n': 77, 'trace_an': 0}
  • id: 46956054
    {'hecke_orbit_code': 27021597931995234, 'n': 78, 'trace_an': 607853152}
  • id: 46956055
    {'hecke_orbit_code': 27021597931995234, 'n': 79, 'trace_an': -197445809}
  • id: 46956056
    {'hecke_orbit_code': 27021597931995234, 'n': 80, 'trace_an': 71106560}
  • id: 46956057
    {'hecke_orbit_code': 27021597931995234, 'n': 81, 'trace_an': -887872901}
  • id: 46956058
    {'hecke_orbit_code': 27021597931995234, 'n': 82, 'trace_an': -3348000}
  • id: 46956059
    {'hecke_orbit_code': 27021597931995234, 'n': 83, 'trace_an': -1074181436}
  • id: 46956060
    {'hecke_orbit_code': 27021597931995234, 'n': 84, 'trace_an': 0}
  • id: 46956061
    {'hecke_orbit_code': 27021597931995234, 'n': 85, 'trace_an': 411272519}
  • id: 46956062
    {'hecke_orbit_code': 27021597931995234, 'n': 86, 'trace_an': -47108928}
  • id: 46956063
    {'hecke_orbit_code': 27021597931995234, 'n': 87, 'trace_an': -753428670}
  • id: 46956064
    {'hecke_orbit_code': 27021597931995234, 'n': 88, 'trace_an': 10465280}
  • id: 46956065
    {'hecke_orbit_code': 27021597931995234, 'n': 89, 'trace_an': -805730427}
  • id: 46956066
    {'hecke_orbit_code': 27021597931995234, 'n': 90, 'trace_an': -597608928}
  • id: 46956067
    {'hecke_orbit_code': 27021597931995234, 'n': 91, 'trace_an': 0}
  • id: 46956068
    {'hecke_orbit_code': 27021597931995234, 'n': 92, 'trace_an': 501991168}
  • id: 46956069
    {'hecke_orbit_code': 27021597931995234, 'n': 93, 'trace_an': 1721516327}
  • id: 46956070
    {'hecke_orbit_code': 27021597931995234, 'n': 94, 'trace_an': 774260304}
  • id: 46956071
    {'hecke_orbit_code': 27021597931995234, 'n': 95, 'trace_an': -1799421743}
  • id: 46956072
    {'hecke_orbit_code': 27021597931995234, 'n': 96, 'trace_an': 74448896}
  • id: 46956073
    {'hecke_orbit_code': 27021597931995234, 'n': 97, 'trace_an': -2262918094}
  • id: 46956074
    {'hecke_orbit_code': 27021597931995234, 'n': 98, 'trace_an': 0}
  • id: 46956075
    {'hecke_orbit_code': 27021597931995234, 'n': 99, 'trace_an': -1303712634}
  • id: 46956076
    {'hecke_orbit_code': 27021597931995234, 'n': 100, 'trace_an': 221074432}
  • id: 46956077
    {'hecke_orbit_code': 27021597931995234, 'n': 101, 'trace_an': -967749223}
  • id: 46956078
    {'hecke_orbit_code': 27021597931995234, 'n': 103, 'trace_an': -3462882417}
  • id: 46956079
    {'hecke_orbit_code': 27021597931995234, 'n': 107, 'trace_an': 1495896159}
  • id: 46956080
    {'hecke_orbit_code': 27021597931995234, 'n': 109, 'trace_an': 1569565217}
  • id: 46956081
    {'hecke_orbit_code': 27021597931995234, 'n': 113, 'trace_an': -3922015198}
  • id: 46956082
    {'hecke_orbit_code': 27021597931995234, 'n': 121, 'trace_an': 1115384386}
  • id: 46956083
    {'hecke_orbit_code': 27021597931995234, 'n': 125, 'trace_an': 7358107995}
  • id: 46956084
    {'hecke_orbit_code': 27021597931995234, 'n': 127, 'trace_an': -4510580360}
  • id: 46956085
    {'hecke_orbit_code': 27021597931995234, 'n': 128, 'trace_an': -805306368}
  • id: 46956086
    {'hecke_orbit_code': 27021597931995234, 'n': 131, 'trace_an': 944677427}
  • id: 46956087
    {'hecke_orbit_code': 27021597931995234, 'n': 137, 'trace_an': 11008454057}
  • id: 46956088
    {'hecke_orbit_code': 27021597931995234, 'n': 139, 'trace_an': 4298762972}
  • id: 46956089
    {'hecke_orbit_code': 27021597931995234, 'n': 149, 'trace_an': -7142174259}
  • id: 46956090
    {'hecke_orbit_code': 27021597931995234, 'n': 151, 'trace_an': 18202875605}
  • id: 46956091
    {'hecke_orbit_code': 27021597931995234, 'n': 157, 'trace_an': -26787851715}
  • id: 46956092
    {'hecke_orbit_code': 27021597931995234, 'n': 163, 'trace_an': -15822703797}
  • id: 46956093
    {'hecke_orbit_code': 27021597931995234, 'n': 167, 'trace_an': 12406192220}
  • id: 46956094
    {'hecke_orbit_code': 27021597931995234, 'n': 169, 'trace_an': -10473936667}
  • id: 46956095
    {'hecke_orbit_code': 27021597931995234, 'n': 173, 'trace_an': -11613933775}
  • id: 46956096
    {'hecke_orbit_code': 27021597931995234, 'n': 179, 'trace_an': 9176594661}
  • id: 46956097
    {'hecke_orbit_code': 27021597931995234, 'n': 181, 'trace_an': -12373892126}
  • id: 46956098
    {'hecke_orbit_code': 27021597931995234, 'n': 191, 'trace_an': 10981818411}
  • id: 46956099
    {'hecke_orbit_code': 27021597931995234, 'n': 193, 'trace_an': -23994005679}
  • id: 46956100
    {'hecke_orbit_code': 27021597931995234, 'n': 197, 'trace_an': -14907248186}
  • id: 46956101
    {'hecke_orbit_code': 27021597931995234, 'n': 199, 'trace_an': 7042927293}
  • id: 46956102
    {'hecke_orbit_code': 27021597931995234, 'n': 211, 'trace_an': 23283753684}
  • id: 46956103
    {'hecke_orbit_code': 27021597931995234, 'n': 223, 'trace_an': -121184855112}
  • id: 46956104
    {'hecke_orbit_code': 27021597931995234, 'n': 227, 'trace_an': 3095110797}
  • id: 46956105
    {'hecke_orbit_code': 27021597931995234, 'n': 229, 'trace_an': -72059415499}
  • id: 46956106
    {'hecke_orbit_code': 27021597931995234, 'n': 233, 'trace_an': 73017794905}
  • id: 46956107
    {'hecke_orbit_code': 27021597931995234, 'n': 239, 'trace_an': 46009286556}
  • id: 46956108
    {'hecke_orbit_code': 27021597931995234, 'n': 241, 'trace_an': -77922217203}
  • id: 46956109
    {'hecke_orbit_code': 27021597931995234, 'n': 243, 'trace_an': -64154737424}
  • id: 46956110
    {'hecke_orbit_code': 27021597931995234, 'n': 251, 'trace_an': -25664826912}
  • id: 46956111
    {'hecke_orbit_code': 27021597931995234, 'n': 256, 'trace_an': 12884901888}
  • id: 46956112
    {'hecke_orbit_code': 27021597931995234, 'n': 257, 'trace_an': 73128076281}
  • id: 46956113
    {'hecke_orbit_code': 27021597931995234, 'n': 263, 'trace_an': 31220509929}
  • id: 46956114
    {'hecke_orbit_code': 27021597931995234, 'n': 269, 'trace_an': 67842521405}
  • id: 46956115
    {'hecke_orbit_code': 27021597931995234, 'n': 271, 'trace_an': -4133770505}
  • id: 46956116
    {'hecke_orbit_code': 27021597931995234, 'n': 277, 'trace_an': -6662000955}
  • id: 46956117
    {'hecke_orbit_code': 27021597931995234, 'n': 281, 'trace_an': 190544788906}
  • id: 46956118
    {'hecke_orbit_code': 27021597931995234, 'n': 283, 'trace_an': 87945344021}
  • id: 46956119
    {'hecke_orbit_code': 27021597931995234, 'n': 289, 'trace_an': -139529817656}
  • id: 46956120
    {'hecke_orbit_code': 27021597931995234, 'n': 293, 'trace_an': 300166416882}
  • id: 46956121
    {'hecke_orbit_code': 27021597931995234, 'n': 307, 'trace_an': 171014024876}
  • id: 46956122
    {'hecke_orbit_code': 27021597931995234, 'n': 311, 'trace_an': 198136877969}
  • id: 46956123
    {'hecke_orbit_code': 27021597931995234, 'n': 313, 'trace_an': 155605537277}
  • id: 46956124
    {'hecke_orbit_code': 27021597931995234, 'n': 317, 'trace_an': -143647858815}
  • id: 46956125
    {'hecke_orbit_code': 27021597931995234, 'n': 331, 'trace_an': 277756464075}
  • id: 46956126
    {'hecke_orbit_code': 27021597931995234, 'n': 337, 'trace_an': -242153776214}
  • id: 46956127
    {'hecke_orbit_code': 27021597931995234, 'n': 343, 'trace_an': 0}
  • id: 46956128
    {'hecke_orbit_code': 27021597931995234, 'n': 347, 'trace_an': 39288002361}
  • id: 46956129
    {'hecke_orbit_code': 27021597931995234, 'n': 349, 'trace_an': 530610513566}
  • id: 46956130
    {'hecke_orbit_code': 27021597931995234, 'n': 353, 'trace_an': 305390746257}
  • id: 46956131
    {'hecke_orbit_code': 27021597931995234, 'n': 359, 'trace_an': -180063890437}
  • id: 46956132
    {'hecke_orbit_code': 27021597931995234, 'n': 361, 'trace_an': -116735967822}
  • id: 46956133
    {'hecke_orbit_code': 27021597931995234, 'n': 367, 'trace_an': -272535656487}
  • id: 46956134
    {'hecke_orbit_code': 27021597931995234, 'n': 373, 'trace_an': 179698185737}
  • id: 46956135
    {'hecke_orbit_code': 27021597931995234, 'n': 379, 'trace_an': -23920072840}
  • id: 46956136
    {'hecke_orbit_code': 27021597931995234, 'n': 383, 'trace_an': -195816908285}
  • id: 46956137
    {'hecke_orbit_code': 27021597931995234, 'n': 389, 'trace_an': 1217561500217}
  • id: 46956138
    {'hecke_orbit_code': 27021597931995234, 'n': 397, 'trace_an': -1093752279923}
  • id: 46956139
    {'hecke_orbit_code': 27021597931995234, 'n': 401, 'trace_an': -982076924727}
  • id: 46956140
    {'hecke_orbit_code': 27021597931995234, 'n': 409, 'trace_an': -1672031320071}
  • id: 46956141
    {'hecke_orbit_code': 27021597931995234, 'n': 419, 'trace_an': -1127297642724}
  • id: 46956142
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  • id: 46956143
    {'hecke_orbit_code': 27021597931995234, 'n': 431, 'trace_an': -607347591171}
  • id: 46956144
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  • id: 46956145
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  • id: 46956146
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  • id: 46956147
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  • id: 46956148
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  • id: 46956149
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  • id: 46956150
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  • id: 46956151
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  • id: 46956152
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  • id: 46956153
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  • id: 46956154
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  • id: 46956155
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  • id: 46956156
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  • id: 46956157
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  • id: 46956158
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  • id: 46956159
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  • id: 46956160
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  • id: 46956161
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  • id: 46956162
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  • id: 46956163
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  • id: 46956164
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  • id: 46956165
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  • id: 46956166
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  • id: 46956167
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  • id: 46956168
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  • id: 46956169
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  • id: 46956170
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  • id: 46956171
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  • id: 46956172
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  • id: 46956173
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  • id: 46956174
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  • id: 46956175
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  • id: 46956176
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  • id: 46956177
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  • id: 46956178
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  • id: 46956179
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  • id: 46956180
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  • id: 46956181
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  • id: 46956182
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  • id: 46956183
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  • id: 46956184
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  • id: 46956185
    {'hecke_orbit_code': 27021597931995234, 'n': 673, 'trace_an': -12677367007878}
  • id: 46956186
    {'hecke_orbit_code': 27021597931995234, 'n': 677, 'trace_an': 9293767708005}
  • id: 46956187
    {'hecke_orbit_code': 27021597931995234, 'n': 683, 'trace_an': -22446192219315}
  • id: 46956188
    {'hecke_orbit_code': 27021597931995234, 'n': 691, 'trace_an': -11872071828429}
  • id: 46956189
    {'hecke_orbit_code': 27021597931995234, 'n': 701, 'trace_an': 21303072724778}
  • id: 46956190
    {'hecke_orbit_code': 27021597931995234, 'n': 709, 'trace_an': 8262068024865}
  • id: 46956191
    {'hecke_orbit_code': 27021597931995234, 'n': 719, 'trace_an': -1978762364457}
  • id: 46956192
    {'hecke_orbit_code': 27021597931995234, 'n': 727, 'trace_an': -4906582673536}
  • id: 46956193
    {'hecke_orbit_code': 27021597931995234, 'n': 729, 'trace_an': 1946336658319}
  • id: 46956194
    {'hecke_orbit_code': 27021597931995234, 'n': 733, 'trace_an': -17540809782863}
  • id: 46956195
    {'hecke_orbit_code': 27021597931995234, 'n': 739, 'trace_an': 3121672808797}
  • id: 46956196
    {'hecke_orbit_code': 27021597931995234, 'n': 743, 'trace_an': 3343975054800}
  • id: 46956197
    {'hecke_orbit_code': 27021597931995234, 'n': 751, 'trace_an': 316610961259}
  • id: 46956198
    {'hecke_orbit_code': 27021597931995234, 'n': 757, 'trace_an': -15234601808042}
  • id: 46956199
    {'hecke_orbit_code': 27021597931995234, 'n': 761, 'trace_an': 18641999251441}
  • id: 46956200
    {'hecke_orbit_code': 27021597931995234, 'n': 769, 'trace_an': 4714078232234}
  • id: 46956201
    {'hecke_orbit_code': 27021597931995234, 'n': 773, 'trace_an': -5973950655703}
  • id: 46956202
    {'hecke_orbit_code': 27021597931995234, 'n': 787, 'trace_an': -11284890232823}
  • id: 46956203
    {'hecke_orbit_code': 27021597931995234, 'n': 797, 'trace_an': 7772117665230}
  • id: 46956204
    {'hecke_orbit_code': 27021597931995234, 'n': 809, 'trace_an': 7942225488437}
  • id: 46956205
    {'hecke_orbit_code': 27021597931995234, 'n': 811, 'trace_an': 26151339026276}
  • id: 46956206
    {'hecke_orbit_code': 27021597931995234, 'n': 821, 'trace_an': -5852988269771}
  • id: 46956207
    {'hecke_orbit_code': 27021597931995234, 'n': 823, 'trace_an': 48041404647281}
  • id: 46956208
    {'hecke_orbit_code': 27021597931995234, 'n': 827, 'trace_an': 1402023825108}
  • id: 46956209
    {'hecke_orbit_code': 27021597931995234, 'n': 829, 'trace_an': 1444980908945}
  • id: 46956210
    {'hecke_orbit_code': 27021597931995234, 'n': 839, 'trace_an': -5065235165384}
  • id: 46956211
    {'hecke_orbit_code': 27021597931995234, 'n': 841, 'trace_an': -27031429615211}
  • id: 46956212
    {'hecke_orbit_code': 27021597931995234, 'n': 853, 'trace_an': 5356805181198}
  • id: 46956213
    {'hecke_orbit_code': 27021597931995234, 'n': 857, 'trace_an': 11334861551445}
  • id: 46956214
    {'hecke_orbit_code': 27021597931995234, 'n': 859, 'trace_an': -26965733663673}
  • id: 46956215
    {'hecke_orbit_code': 27021597931995234, 'n': 863, 'trace_an': 12313595003615}
  • id: 46956216
    {'hecke_orbit_code': 27021597931995234, 'n': 877, 'trace_an': -20074930010827}
  • id: 46956217
    {'hecke_orbit_code': 27021597931995234, 'n': 881, 'trace_an': 30518133521430}
  • id: 46956218
    {'hecke_orbit_code': 27021597931995234, 'n': 883, 'trace_an': -28054159811100}
  • id: 46956219
    {'hecke_orbit_code': 27021597931995234, 'n': 887, 'trace_an': -3787272299085}
  • id: 46956220
    {'hecke_orbit_code': 27021597931995234, 'n': 907, 'trace_an': 4828387724905}
  • id: 46956221
    {'hecke_orbit_code': 27021597931995234, 'n': 911, 'trace_an': 8304179451600}
  • id: 46956222
    {'hecke_orbit_code': 27021597931995234, 'n': 919, 'trace_an': -618321332293}
  • id: 46956223
    {'hecke_orbit_code': 27021597931995234, 'n': 929, 'trace_an': -38038027532283}
  • id: 46956224
    {'hecke_orbit_code': 27021597931995234, 'n': 937, 'trace_an': -58574307515442}
  • id: 46956225
    {'hecke_orbit_code': 27021597931995234, 'n': 941, 'trace_an': 3265918704869}
  • id: 46956226
    {'hecke_orbit_code': 27021597931995234, 'n': 947, 'trace_an': 9463842940115}
  • id: 46956227
    {'hecke_orbit_code': 27021597931995234, 'n': 953, 'trace_an': -7248908723750}
  • id: 46956228
    {'hecke_orbit_code': 27021597931995234, 'n': 961, 'trace_an': 35252025416294}
  • id: 46956229
    {'hecke_orbit_code': 27021597931995234, 'n': 967, 'trace_an': 53843078153520}
  • id: 46956230
    {'hecke_orbit_code': 27021597931995234, 'n': 971, 'trace_an': 63285686857227}
  • id: 46956231
    {'hecke_orbit_code': 27021597931995234, 'n': 977, 'trace_an': -56232515638287}
  • id: 46956232
    {'hecke_orbit_code': 27021597931995234, 'n': 983, 'trace_an': -37127825480379}
  • id: 46956233
    {'hecke_orbit_code': 27021597931995234, 'n': 991, 'trace_an': -50175682318527}
  • id: 46956234
    {'hecke_orbit_code': 27021597931995234, 'n': 997, 'trace_an': 12258609905805}