Embedded newform data - 50.12.a.f.1.1

Formats: - HTML - YAML - JSON - 2025-04-23T01:36:22.108813

• 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': 7200, 'analytic_conductor': 38.417159027979444, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [5, 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': [50, 1, [27], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 1969, 'field_disc_factorization': [[11, 1], [179, 1]], 'field_poly': [-492, -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, [-105696, 604, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22517998338179122, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 20, 'hecke_ring_index_factorization': [[2, 2], [5, 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': '50.12.a.f', 'level': 50, '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, 5], 'level_radical': 10, 'minimal_twist': '10.12.a.d', 'nf_label': '2.2.1969.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2^{5}q^{2}+(-302-\\beta )q^{3}+2^{10}q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '11.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '50.12.a', 'trace_display': [-64, -604, 0, -14092], 'trace_hash': 21981868652162302, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.055', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.918', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.148', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.351', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.980', 'prec': 17}, {'__RealLiteral__': 0, 'data': '65.284', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, -64, -604, 2048, 0, 19328, -14092, -65536, 221914, 0, 421584, -618496, -1730524, 450944, 0, 2097152, 6323628, -7101248, -28897400, 0, -65446816, -13490688, 45236076, 19791872, 0, 55376768, -197876440, -14430208, 58226220, 0, 41413384, -67108864, 366506832, -202356096, 0, 227239936, -377255452, 924716800, 1094415848, 0, -785271036, 2094298112, 1452987236, 431702016, 0, -1447554432, 1288127748, -633339904, 8481998946, 0, -3889762056, -1772056576, 30490836, 6332046080, 0, 461766656, 5811319600, -1863239040, 8677102440, 0, 1115498764, -1325228288, 40536764356, 2147483648, 0, -11728218624, 12673769708, 6475395072, 1728802848, 0, 13799832984, -7271677952, 17842079516, 12072174464, 0, -29590937600, -90377541264, -35021307136, -12636930320, 0, 66213933922, 25128673152, -41986488924, -67017539584, 0, -46495591552, 24785411160, 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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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-0.3045089005628714, -0.3056132203724675, -0.21881453557112293, -0.2733484093850594, -0.36509965619858387, -0.3126837384359771, -0.22863633620236323, -0.34571748727289914, -0.24535196381562405, -0.25586416427854847, -0.2506636771698041], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 22.68670773233379, 'hecke_orbit': 6, 'hecke_orbit_code': 22517998338179122, 'label': '50.12.a.f.1.1', 'level': 50, 'weight': 12}
• 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': [5, 4, 3, 5], 'Nk2': 7200, 'analytic_conductor': 38.417159027979444, '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': [50, 1, [27], [1]], 'conrey_index': 1, 'cusp_dim': 77, 'dim': 17, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 201326642, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 2, 2, 2, 3, 3], 'label': '50.12.a', 'level': 50, '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, 5], 'level_radical': 10, 'mf_dim': 89, 'mf_new_dim': 17, 'num_forms': 10, 'plus_dim': 10, 'prim_orbit_index': 1, 'relative_dim': 17, 'sturm_bound': 90, 'trace_bound': 3, 'trace_display': [-32, -1012, 0, 45224], 'traces': [17, -32, -1012, 17408, 0, 12608, 45224, -32768, 871259, 0, -687626, -1036288, 2191418, 2201984, 0, 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0, -132350501029458910, -13170620595256704, -16497963871059432, -9140894606360576, 0, 65452603927651200, -27863304149080272, 32970079166586880, -55522387515942592, 0, -80907096687806036, -7595284322320384, -63530868550304864, 13544397038827008, 0, 46623114373916672, -56038088347442926, 4056860762821760, 76807605840381020, 0], 'weight': 12, '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: 45086818
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22517998338179122, 'source_is_minimal': False, 'source_label': '50.12.a.f.1.1', 'source_level': 50, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998338179122, 'target_is_minimal': False, 'target_label': '50.12.a.f.1.1', 'target_level': 50, 'twist_class_label': '10.12.a.d.1.2', 'twist_class_level': 10, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 12}
  • id: 45086819
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22517998338179122, 'source_is_minimal': False, 'source_label': '50.12.a.f.1.1', 'source_level': 50, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 22518067057655858, 'target_is_minimal': False, 'target_label': '50.12.b.f.49.2', 'target_level': 50, 'twist_class_label': '10.12.a.d.1.2', 'twist_class_level': 10, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 12}
  • id: 45086820
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22517998338179122, 'source_is_minimal': False, 'source_label': '50.12.a.f.1.1', 'source_level': 50, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 22518067057655858, 'target_is_minimal': False, 'target_label': '50.12.b.f.49.3', 'target_level': 50, 'twist_class_label': '10.12.a.d.1.2', 'twist_class_level': 10, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 12}
  • id: 45086821
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22517998338179122, 'source_is_minimal': False, 'source_label': '50.12.a.f.1.1', 'source_level': 50, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510799083438090, 'target_is_minimal': True, 'target_label': '10.12.a.d.1.2', 'target_level': 10, 'twist_class_label': '10.12.a.d.1.2', 'twist_class_level': 10, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 12}
  • id: 45086822
    {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22517998338179122, 'source_is_minimal': False, 'source_label': '50.12.a.f.1.1', 'source_level': 50, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 49539596102402138, 'target_is_minimal': False, 'target_label': '90.12.a.l.1.1', 'target_level': 90, 'twist_class_label': '10.12.a.d.1.2', 'twist_class_level': 10, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 12}
  • id: 45086823
    {'conductor': 20, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22517998338179122, 'source_is_minimal': False, 'source_label': '50.12.a.f.1.1', 'source_level': 50, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 27021597965549648, 'target_is_minimal': False, 'target_label': '80.12.a.g.1.1', 'target_level': 80, 'twist_class_label': '10.12.a.d.1.2', 'twist_class_level': 10, 'twisting_char_label': '20.19', 'twisting_conrey_index': 19, 'weight': 12}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 170350
    {'charpoly_factorization': [[[32, 1], 2]], 'hecke_orbit_code': 22517998338179122, 'p': 2}
  • id: 170351
    {'charpoly_factorization': [[[-105696, 604, 1], 1]], 'hecke_orbit_code': 22517998338179122, 'p': 3}
  • id: 170352
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 22517998338179122, 'p': 5}
  • id: 170353
    {'charpoly_factorization': [[[-6119033984, 14092, 1], 1]], 'hecke_orbit_code': 22517998338179122, 'p': 7}
  • id: 170354
    {'charpoly_factorization': [[[-265195133136, -421584, 1], 1]], 'hecke_orbit_code': 22517998338179122, 'p': 11}
  • id: 170355
    {'charpoly_factorization': [[[333553271044, 1730524, 1], 1]], 'hecke_orbit_code': 22517998338179122, 'p': 13}
  • id: 170356
    {'charpoly_factorization': [[[5019281400996, -6323628, 1], 1]], 'hecke_orbit_code': 22517998338179122, 'p': 17}
  • id: 170357
    {'charpoly_factorization': [[[197971028059600, 28897400, 1], 1]], 'hecke_orbit_code': 22517998338179122, 'p': 19}
  • id: 170358
    {'charpoly_factorization': [[[210845436908544, -45236076, 1], 1]], 'hecke_orbit_code': 22517998338179122, 'p': 23}
  • id: 170359
    {'charpoly_factorization': [[[-1431748799689500, -58226220, 1], 1]], 'hecke_orbit_code': 22517998338179122, 'p': 29}
  • id: 170360
    {'charpoly_factorization': [[[-2105156208388736, -41413384, 1], 1]], 'hecke_orbit_code': 22517998338179122, 'p': 31}
  • id: 170361
    {'charpoly_factorization': [[[17480309948609476, 377255452, 1], 1]], 'hecke_orbit_code': 22517998338179122, 'p': 37}
  • id: 170362
    {'charpoly_factorization': [[[-114826671650505276, 785271036, 1], 1]], 'hecke_orbit_code': 22517998338179122, 'p': 41}
  • id: 170363
    {'charpoly_factorization': [[[336108509700485824, -1452987236, 1], 1]], 'hecke_orbit_code': 22517998338179122, 'p': 43}
  • id: 170364
    {'charpoly_factorization': [[[-442680671101528224, -1288127748, 1], 1]], 'hecke_orbit_code': 22517998338179122, 'p': 47}
  • id: 170365
    {'charpoly_factorization': [[[-16603893556543158876, -30490836, 1], 1]], 'hecke_orbit_code': 22517998338179122, 'p': 53}
  • id: 170366
    {'charpoly_factorization': [[[18509725251559962000, -8677102440, 1], 1]], 'hecke_orbit_code': 22517998338179122, 'p': 59}
  • id: 170367
    {'charpoly_factorization': [[[-103704002815741824476, -1115498764, 1], 1]], 'hecke_orbit_code': 22517998338179122, 'p': 61}
  • id: 170368
    {'charpoly_factorization': [[[-60746012945005563584, -12673769708, 1], 1]], 'hecke_orbit_code': 22517998338179122, 'p': 67}
  • id: 170369
    {'charpoly_factorization': [[[35725810972161089664, -13799832984, 1], 1]], 'hecke_orbit_code': 22517998338179122, 'p': 71}
  • id: 170370
    {'charpoly_factorization': [[[-94457912778074183036, -17842079516, 1], 1]], 'hecke_orbit_code': 22517998338179122, 'p': 73}
  • id: 170371
    {'charpoly_factorization': [[[-138170886783705228800, 12636930320, 1], 1]], 'hecke_orbit_code': 22517998338179122, 'p': 79}
  • id: 170372
    {'charpoly_factorization': [[[-754529899228717633056, 41986488924, 1], 1]], 'hecke_orbit_code': 22517998338179122, 'p': 83}
  • id: 170373
    {'charpoly_factorization': [[[-209237659093918359900, -13208740020, 1], 1]], 'hecke_orbit_code': 22517998338179122, 'p': 89}
  • id: 170374
    {'charpoly_factorization': [[[-5142463397427716320604, -61787462828, 1], 1]], 'hecke_orbit_code': 22517998338179122, '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': 6, 'label': '50.12.a.f', 'level': 50, 'portrait': 'data:image/png;base64,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', 'weight': 12}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 43920349
    {'hecke_orbit_code': 22517998338179122, 'n': 1, 'trace_an': 2}
  • id: 43920350
    {'hecke_orbit_code': 22517998338179122, 'n': 2, 'trace_an': -64}
  • id: 43920351
    {'hecke_orbit_code': 22517998338179122, 'n': 3, 'trace_an': -604}
  • id: 43920352
    {'hecke_orbit_code': 22517998338179122, 'n': 4, 'trace_an': 2048}
  • id: 43920353
    {'hecke_orbit_code': 22517998338179122, 'n': 5, 'trace_an': 0}
  • id: 43920354
    {'hecke_orbit_code': 22517998338179122, 'n': 6, 'trace_an': 19328}
  • id: 43920355
    {'hecke_orbit_code': 22517998338179122, 'n': 7, 'trace_an': -14092}
  • id: 43920356
    {'hecke_orbit_code': 22517998338179122, 'n': 8, 'trace_an': -65536}
  • id: 43920357
    {'hecke_orbit_code': 22517998338179122, 'n': 9, 'trace_an': 221914}
  • id: 43920358
    {'hecke_orbit_code': 22517998338179122, 'n': 10, 'trace_an': 0}
  • id: 43920359
    {'hecke_orbit_code': 22517998338179122, 'n': 11, 'trace_an': 421584}
  • id: 43920360
    {'hecke_orbit_code': 22517998338179122, 'n': 12, 'trace_an': -618496}
  • id: 43920361
    {'hecke_orbit_code': 22517998338179122, 'n': 13, 'trace_an': -1730524}
  • id: 43920362
    {'hecke_orbit_code': 22517998338179122, 'n': 14, 'trace_an': 450944}
  • id: 43920363
    {'hecke_orbit_code': 22517998338179122, 'n': 15, 'trace_an': 0}
  • id: 43920364
    {'hecke_orbit_code': 22517998338179122, 'n': 16, 'trace_an': 2097152}
  • id: 43920365
    {'hecke_orbit_code': 22517998338179122, 'n': 17, 'trace_an': 6323628}
  • id: 43920366
    {'hecke_orbit_code': 22517998338179122, 'n': 18, 'trace_an': -7101248}
  • id: 43920367
    {'hecke_orbit_code': 22517998338179122, 'n': 19, 'trace_an': -28897400}
  • id: 43920368
    {'hecke_orbit_code': 22517998338179122, 'n': 20, 'trace_an': 0}
  • id: 43920369
    {'hecke_orbit_code': 22517998338179122, 'n': 21, 'trace_an': -65446816}
  • id: 43920370
    {'hecke_orbit_code': 22517998338179122, 'n': 22, 'trace_an': -13490688}
  • id: 43920371
    {'hecke_orbit_code': 22517998338179122, 'n': 23, 'trace_an': 45236076}
  • id: 43920372
    {'hecke_orbit_code': 22517998338179122, 'n': 24, 'trace_an': 19791872}
  • id: 43920373
    {'hecke_orbit_code': 22517998338179122, 'n': 25, 'trace_an': 0}
  • id: 43920374
    {'hecke_orbit_code': 22517998338179122, 'n': 26, 'trace_an': 55376768}
  • id: 43920375
    {'hecke_orbit_code': 22517998338179122, 'n': 27, 'trace_an': -197876440}
  • id: 43920376
    {'hecke_orbit_code': 22517998338179122, 'n': 28, 'trace_an': -14430208}
  • id: 43920377
    {'hecke_orbit_code': 22517998338179122, 'n': 29, 'trace_an': 58226220}
  • id: 43920378
    {'hecke_orbit_code': 22517998338179122, 'n': 30, 'trace_an': 0}
  • id: 43920379
    {'hecke_orbit_code': 22517998338179122, 'n': 31, 'trace_an': 41413384}
  • id: 43920380
    {'hecke_orbit_code': 22517998338179122, 'n': 32, 'trace_an': -67108864}
  • id: 43920381
    {'hecke_orbit_code': 22517998338179122, 'n': 33, 'trace_an': 366506832}
  • id: 43920382
    {'hecke_orbit_code': 22517998338179122, 'n': 34, 'trace_an': -202356096}
  • id: 43920383
    {'hecke_orbit_code': 22517998338179122, 'n': 35, 'trace_an': 0}
  • id: 43920384
    {'hecke_orbit_code': 22517998338179122, 'n': 36, 'trace_an': 227239936}
  • id: 43920385
    {'hecke_orbit_code': 22517998338179122, 'n': 37, 'trace_an': -377255452}
  • id: 43920386
    {'hecke_orbit_code': 22517998338179122, 'n': 38, 'trace_an': 924716800}
  • id: 43920387
    {'hecke_orbit_code': 22517998338179122, 'n': 39, 'trace_an': 1094415848}
  • id: 43920388
    {'hecke_orbit_code': 22517998338179122, 'n': 40, 'trace_an': 0}
  • id: 43920389
    {'hecke_orbit_code': 22517998338179122, 'n': 41, 'trace_an': -785271036}
  • id: 43920390
    {'hecke_orbit_code': 22517998338179122, 'n': 42, 'trace_an': 2094298112}
  • id: 43920391
    {'hecke_orbit_code': 22517998338179122, 'n': 43, 'trace_an': 1452987236}
  • id: 43920392
    {'hecke_orbit_code': 22517998338179122, 'n': 44, 'trace_an': 431702016}
  • id: 43920393
    {'hecke_orbit_code': 22517998338179122, 'n': 45, 'trace_an': 0}
  • id: 43920394
    {'hecke_orbit_code': 22517998338179122, 'n': 46, 'trace_an': -1447554432}
  • id: 43920395
    {'hecke_orbit_code': 22517998338179122, 'n': 47, 'trace_an': 1288127748}
  • id: 43920396
    {'hecke_orbit_code': 22517998338179122, 'n': 48, 'trace_an': -633339904}
  • id: 43920397
    {'hecke_orbit_code': 22517998338179122, 'n': 49, 'trace_an': 8481998946}
  • id: 43920398
    {'hecke_orbit_code': 22517998338179122, 'n': 50, 'trace_an': 0}
  • id: 43920399
    {'hecke_orbit_code': 22517998338179122, 'n': 51, 'trace_an': -3889762056}
  • id: 43920400
    {'hecke_orbit_code': 22517998338179122, 'n': 52, 'trace_an': -1772056576}
  • id: 43920401
    {'hecke_orbit_code': 22517998338179122, 'n': 53, 'trace_an': 30490836}
  • id: 43920402
    {'hecke_orbit_code': 22517998338179122, 'n': 54, 'trace_an': 6332046080}
  • id: 43920403
    {'hecke_orbit_code': 22517998338179122, 'n': 55, 'trace_an': 0}
  • id: 43920404
    {'hecke_orbit_code': 22517998338179122, 'n': 56, 'trace_an': 461766656}
  • id: 43920405
    {'hecke_orbit_code': 22517998338179122, 'n': 57, 'trace_an': 5811319600}
  • id: 43920406
    {'hecke_orbit_code': 22517998338179122, 'n': 58, 'trace_an': -1863239040}
  • id: 43920407
    {'hecke_orbit_code': 22517998338179122, 'n': 59, 'trace_an': 8677102440}
  • id: 43920408
    {'hecke_orbit_code': 22517998338179122, 'n': 60, 'trace_an': 0}
  • id: 43920409
    {'hecke_orbit_code': 22517998338179122, 'n': 61, 'trace_an': 1115498764}
  • id: 43920410
    {'hecke_orbit_code': 22517998338179122, 'n': 62, 'trace_an': -1325228288}
  • id: 43920411
    {'hecke_orbit_code': 22517998338179122, 'n': 63, 'trace_an': 40536764356}
  • id: 43920412
    {'hecke_orbit_code': 22517998338179122, 'n': 64, 'trace_an': 2147483648}
  • id: 43920413
    {'hecke_orbit_code': 22517998338179122, 'n': 65, 'trace_an': 0}
  • id: 43920414
    {'hecke_orbit_code': 22517998338179122, 'n': 66, 'trace_an': -11728218624}
  • id: 43920415
    {'hecke_orbit_code': 22517998338179122, 'n': 67, 'trace_an': 12673769708}
  • id: 43920416
    {'hecke_orbit_code': 22517998338179122, 'n': 68, 'trace_an': 6475395072}
  • id: 43920417
    {'hecke_orbit_code': 22517998338179122, 'n': 69, 'trace_an': 1728802848}
  • id: 43920418
    {'hecke_orbit_code': 22517998338179122, 'n': 70, 'trace_an': 0}
  • id: 43920419
    {'hecke_orbit_code': 22517998338179122, 'n': 71, 'trace_an': 13799832984}
  • id: 43920420
    {'hecke_orbit_code': 22517998338179122, 'n': 72, 'trace_an': -7271677952}
  • id: 43920421
    {'hecke_orbit_code': 22517998338179122, 'n': 73, 'trace_an': 17842079516}
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  • id: 43920604
    {'hecke_orbit_code': 22517998338179122, 'n': 983, 'trace_an': -18832547208455604}
  • id: 43920605
    {'hecke_orbit_code': 22517998338179122, 'n': 991, 'trace_an': -23348174365141016}
  • id: 43920606
    {'hecke_orbit_code': 22517998338179122, 'n': 997, 'trace_an': -46016055069917932}