Embedded newform data - 3.22.a.c.1.2

Formats: - HTML - YAML - JSON - 2023-06-08T02:40:48.252706

• 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_indexes	integer[]
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 1452, 'analytic_conductor': 8.384320328611864, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -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': [3, 1, [2], [1]], 'cm_discs': [], 'conrey_indexes': [1], 'dim': 2, 'field_disc': 649, 'field_disc_factorization': [[11, 1], [59, 1]], 'field_poly': [-162, -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': [[2, [-2464992, -666, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199623839747, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 126, 'hecke_ring_index_factorization': [[2, 1], [3, 2], [7, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '3.22.a.c', 'level': 3, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3], 'level_radical': 3, 'minimal_twist': '3.22.a.c', 'nf_label': '2.2.649.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(333-\\beta )q^{2}+3^{10}q^{3}+(589618+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '21.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '3.22.a', 'trace_display': [666, 118098, 996876, 679896112], 'trace_hash': 320364983168681803, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.027', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.960', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.307', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.624', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.101', 'prec': 17}, {'__RealLiteral__': 0, 'data': '67.919', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, 666, 118098, 1179236, 996876, 39326634, 679896112, 2427055848, 6973568802, 70231066524, 219869122968, 69632706564, -48468909956, -711297706896, 58864530924, -8288736440560, -11333529041436, 2322198411066, 11960585011624, 47140581172824, 40147185517488, 234277148563128, -146508390063504, 143315220768552, -4786354247074, -2464447363969716, 411782264189298, -223631286954656, -1798520043674052, 4147074247175676, 11169107526944992, -10999491515934048, 12983051842137432, 4867007487413652, -12383869767948000, 4111741689897636, 12736264858660012, -111335877667820664, -2862040663991844, -88663459120547472, 122972020616468052, -42001418294501904, 288455418162270040, 236905239135592368, 3475891686531276, -428027981395161168, 837243745741596960, -489441598078627440, -715285396941470670, 68086886042031174, -669233556367754364, -1659150748242045896, -43007964012775764, 137123493975036234, 2294863118895313296, 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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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0.0], [0.20070288599889757, 0.0], [0.2739463723770615, 0.0]], 'angles': [-0.13333733432988204, None, -0.16481788247978438, -0.2449072856328128, -0.059639248609234176, -0.3953835152903241, -0.2786335166475198, -0.34464938196877587, -0.3299893077862302, -0.21572921584124485, -0.20028976505858195, -0.16269725809037258, -0.2706876317182735, -0.15199384383833184, -0.15411736220611164, -0.2227404839356788, -0.36367648920575957, -0.22142592274087303, -0.3255302095601385, -0.22859311855104736, -0.06067788022522554, -0.2701269247311459, -0.1859047391444332, -0.25207548113081496, -0.1982815420672967, -0.237396312307524, -0.3284084655856936, -0.24774376156559794, -0.26855320321997134, -0.35906620548704216, -0.1146117915842632, -0.3099366233245295, -0.1256076317483987, -0.27412977075969075, -0.20787738308070716, -0.28853650651798735, -0.31777917474716866, -0.3397920309309723, -0.23640870089500743, -0.18293038852938953, -0.31048119902255933, -0.28031797724826757, -0.2915348788985657, 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'label': '3.22.a.c.1.2', 'level': 3, 'weight': 22}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  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_indexes	integer[]
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'AL_dims': [[[[3, -1]], 2, 1], [[[3, 1]], 2, 2]], 'Nk2': 1452, 'analytic_conductor': 8.384320328611864, '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': [3, 1, [2], [1]], 'conrey_indexes': [1], 'cusp_dim': 6, 'dim': 4, 'eis_dim': 2, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 369098755, 'hecke_orbit_dims': [1, 1, 2], 'label': '3.22.a', 'level': 3, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 8, 'mf_new_dim': 4, 'num_forms': 3, 'plus_dim': 2, 'prim_orbit_index': 1, 'relative_dim': 4, 'sturm_bound': 7, 'trace_bound': 2, 'trace_display': [-450, 0, -37405944, 1581629840], 'traces': [4, -450, 0, 8059252, -37405944, 105225318, 1581629840, -10735548120, 13947137604, -10347697836, 170337915936, -336625358220, -66098227240, -814127347152, 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• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 40539339
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 9007199623839747, 'source_is_minimal': True, 'source_label': '3.22.a.c.1.2', 'source_level': 3, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007199623839747, 'target_is_minimal': True, 'target_label': '3.22.a.c.1.2', 'target_level': 3, 'twist_class_label': '3.22.a.c.1.2', 'twist_class_level': 3, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 22}
  • id: 40539340
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 9007199623839747, 'source_is_minimal': True, 'source_label': '3.22.a.c.1.2', 'source_level': 3, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398878580745, 'target_is_minimal': False, 'target_label': '9.22.a.e.1.1', 'target_level': 9, 'twist_class_label': '3.22.a.c.1.2', 'twist_class_level': 3, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 22}
  • id: 40539341
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 9007199623839747, 'source_is_minimal': True, 'source_label': '3.22.a.c.1.2', 'source_level': 3, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 27021598133321776, 'target_is_minimal': False, 'target_label': '48.22.a.g.1.2', 'target_level': 48, 'twist_class_label': '3.22.a.c.1.2', 'twist_class_level': 3, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 22}
  • id: 40539342
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 9007199623839747, 'source_is_minimal': True, 'source_label': '3.22.a.c.1.2', 'source_level': 3, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 13510867970687051, 'target_is_minimal': False, 'target_label': '75.22.b.d.49.4', 'target_level': 75, 'twist_class_label': '3.22.a.c.1.2', 'twist_class_level': 3, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 22}
  • id: 40539343
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 9007199623839747, 'source_is_minimal': True, 'source_label': '3.22.a.c.1.2', 'source_level': 3, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510867970687051, 'target_is_minimal': False, 'target_label': '75.22.b.d.49.1', 'target_level': 75, 'twist_class_label': '3.22.a.c.1.2', 'twist_class_level': 3, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 22}
  • id: 40539344
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 9007199623839747, 'source_is_minimal': True, 'source_label': '3.22.a.c.1.2', 'source_level': 3, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510799251210315, 'target_is_minimal': False, 'target_label': '75.22.a.d.1.1', 'target_level': 75, 'twist_class_label': '3.22.a.c.1.2', 'twist_class_level': 3, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 22}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 9350
    {'charpoly_factorization': [[[-2464992, -666, 1], 1]], 'hecke_orbit_code': 9007199623839747, 'p': 2}
  • id: 9351
    {'charpoly_factorization': [[[-59049, 1], 2]], 'hecke_orbit_code': 9007199623839747, 'p': 3}
  • id: 9352
    {'charpoly_factorization': [[[-473947100199900, -996876, 1], 1]], 'hecke_orbit_code': 9007199623839747, 'p': 5}
  • id: 9353
    {'charpoly_factorization': [[[30226195943809600, -679896112, 1], 1]], 'hecke_orbit_code': 9007199623839747, 'p': 7}
  • id: 9354
    {'charpoly_factorization': [[[9567968315029628871312, -219869122968, 1], 1]], 'hecke_orbit_code': 9007199623839747, 'p': 11}
  • id: 9355
    {'charpoly_factorization': [[[-581175613138900030730492, 48468909956, 1], 1]], 'hecke_orbit_code': 9007199623839747, 'p': 13}
  • id: 9356
    {'charpoly_factorization': [[[24865365883742002897661124, 11333529041436, 1], 1]], 'hecke_orbit_code': 9007199623839747, 'p': 17}
  • id: 9357
    {'charpoly_factorization': [[[-1254902738782871092923486320, -11960585011624, 1], 1]], 'hecke_orbit_code': 9007199623839747, 'p': 19}
  • id: 9358
    {'charpoly_factorization': [[[-8592493658094899828360971200, 146508390063504, 1], 1]], 'hecke_orbit_code': 9007199623839747, 'p': 23}
  • id: 9359
    {'charpoly_factorization': [[[-2678625580534482741391902181500, 1798520043674052, 1], 1]], 'hecke_orbit_code': 9007199623839747, 'p': 29}
  • id: 9360
    {'charpoly_factorization': [[[23459030795921047816036853920000, -11169107526944992, 1], 1]], 'hecke_orbit_code': 9007199623839747, 'p': 31}
  • id: 9361
    {'charpoly_factorization': [[[-541976177001575793817733343976220, -12736264858660012, 1], 1]], 'hecke_orbit_code': 9007199623839747, 'p': 37}
  • id: 9362
    {'charpoly_factorization': [[[-3236320683504071416217415206788380, -122972020616468052, 1], 1]], 'hecke_orbit_code': 9007199623839747, 'p': 41}
  • id: 9363
    {'charpoly_factorization': [[[20422014052056576252333627821382544, -288455418162270040, 1], 1]], 'hecke_orbit_code': 9007199623839747, 'p': 43}
  • id: 9364
    {'charpoly_factorization': [[[175145391146610038122501400267510016, -837243745741596960, 1], 1]], 'hecke_orbit_code': 9007199623839747, 'p': 47}
  • id: 9365
    {'charpoly_factorization': [[[-207030050658774363076063899255717660, 43007964012775764, 1], 1]], 'hecke_orbit_code': 9007199623839747, 'p': 53}
  • id: 9366
    {'charpoly_factorization': [[[-8330218510901569204890916469617236720, 3523823330903857224, 1], 1]], 'hecke_orbit_code': 9007199623839747, 'p': 59}
  • id: 9367
    {'charpoly_factorization': [[[-7499211833306953514709935971949729084, 1779023128451013860, 1], 1]], 'hecke_orbit_code': 9007199623839747, 'p': 61}
  • id: 9368
    {'charpoly_factorization': [[[38426138072633986075475758464585324304, 16454068667621610296, 1], 1]], 'hecke_orbit_code': 9007199623839747, 'p': 67}
  • id: 9369
    {'charpoly_factorization': [[[73731940006249948459840818142158840384, -17379227131150420944, 1], 1]], 'hecke_orbit_code': 9007199623839747, 'p': 71}
  • id: 9370
    {'charpoly_factorization': [[[-1177475052967536980841330181448812006940, -50891146268473989076, 1], 1]], 'hecke_orbit_code': 9007199623839747, 'p': 73}
  • id: 9371
    {'charpoly_factorization': [[[696870771172646553940685208956000896000, 54055785594190591040, 1], 1]], 'hecke_orbit_code': 9007199623839747, 'p': 79}
  • id: 9372
    {'charpoly_factorization': [[[33821569729627591043863309060411124112, -111108429277666677288, 1], 1]], 'hecke_orbit_code': 9007199623839747, 'p': 83}
  • id: 9373
    {'charpoly_factorization': [[[-1799807783379772542206757843646509935580, -226920767965448065524, 1], 1]], 'hecke_orbit_code': 9007199623839747, 'p': 89}
  • id: 9374
    {'charpoly_factorization': [[[-274582606355521712179751768740010094660476, 128331469252795746236, 1], 1]], 'hecke_orbit_code': 9007199623839747, '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': 3, 'label': '3.22.a.c', 'level': 3, 'portrait': 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', 'weight': 22}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 113981000
    {'hecke_orbit_code': 9007199623839747, 'n': 1, 'trace_an': 2}
  • id: 113981001
    {'hecke_orbit_code': 9007199623839747, 'n': 2, 'trace_an': 666}
  • id: 113981002
    {'hecke_orbit_code': 9007199623839747, 'n': 3, 'trace_an': 118098}
  • id: 113981003
    {'hecke_orbit_code': 9007199623839747, 'n': 4, 'trace_an': 1179236}
  • id: 113981004
    {'hecke_orbit_code': 9007199623839747, 'n': 5, 'trace_an': 996876}
  • id: 113981005
    {'hecke_orbit_code': 9007199623839747, 'n': 6, 'trace_an': 39326634}
  • id: 113981006
    {'hecke_orbit_code': 9007199623839747, 'n': 7, 'trace_an': 679896112}
  • id: 113981007
    {'hecke_orbit_code': 9007199623839747, 'n': 8, 'trace_an': 2427055848}
  • id: 113981008
    {'hecke_orbit_code': 9007199623839747, 'n': 9, 'trace_an': 6973568802}
  • id: 113981009
    {'hecke_orbit_code': 9007199623839747, 'n': 10, 'trace_an': 70231066524}
  • id: 113981010
    {'hecke_orbit_code': 9007199623839747, 'n': 11, 'trace_an': 219869122968}
  • id: 113981011
    {'hecke_orbit_code': 9007199623839747, 'n': 12, 'trace_an': 69632706564}
  • id: 113981012
    {'hecke_orbit_code': 9007199623839747, 'n': 13, 'trace_an': -48468909956}
  • id: 113981013
    {'hecke_orbit_code': 9007199623839747, 'n': 14, 'trace_an': -711297706896}
  • id: 113981014
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  • id: 113981963
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  • id: 113981964
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  • id: 113981965
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  • id: 113981966
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  • id: 113981967
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  • id: 113981968
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  • id: 113981969
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  • id: 113981970
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  • id: 113981971
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  • id: 113981972
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  • id: 113981973
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  • id: 113981974
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  • id: 113981975
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  • id: 113981976
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  • id: 113981977
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  • id: 113981978
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  • id: 113981979
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  • id: 113981980
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  • id: 113981981
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  • id: 113981982
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  • id: 113981983
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  • id: 113981984
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  • id: 113981985
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  • id: 113981986
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  • id: 113981987
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  • id: 113981988
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  • id: 113981989
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  • id: 113981990
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  • id: 113981991
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  • id: 113981992
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  • id: 113981993
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  • id: 113981994
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  • id: 113981995
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  • id: 113981996
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  • id: 113981997
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  • id: 113981998
    {'hecke_orbit_code': 9007199623839747, 'n': 999, 'trace_an': 2622283990406804606420895475788}
  • id: 113981999
    {'hecke_orbit_code': 9007199623839747, 'n': 1000, 'trace_an': 43592866624222948786350290264928}