Newform data - 12.41.c.a

Formats: - HTML - YAML - JSON - 2026-05-02T17:44:19.703737

• 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': 20172, 'analytic_conductor': 121.61074223572902, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 3, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': -1, 'char_values': [12, 2, [7, 5], [2, 1]], 'cm_discs': [-3], 'conrey_index': 5, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [0, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 138126819340, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, -3]], 'is_cm': True, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': True, 'is_twist_minimal': True, 'label': '12.41.c.a', 'level': 12, '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, 3], 'level_radical': 6, 'minimal_twist': '12.41.c.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 2, 'qexp_display': 'q+3^{20}q^{3}-153603710655044926q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '40.2.1.d2', 'self_twist_discs': [-3], 'self_twist_type': 1, 'space_label': '12.41.c', 'trace_display': [0, 3486784401, 0, -153603710655044926], 'trace_hash': 944557293365388745, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.963', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.866', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.501', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 17}, 'traces': [1, 0, 3486784401, 0, 0, 0, -153603710655044926, 0, 12157665459056928801, 0, 0, 0, 9249847954500085824674, 0, 0, 0, 0, 0, -60411291473254777931519326, 0, -535583022247728139930999326, 0, 0, 0, 9094947017729282379150390625, 0, 42391158275216203514294433201, 0, 0, 0, -713360699217088502415253628926, 0, 0, 0, 0, 0, 28851391333485376288055869653602, 0, 32252225559372657006634524110274, 0, 0, 0, 415870984395146079881848811074274, 0, 0, 0, 0, 0, 17227294166089734143893339939121475, 0, 0, 0, 0, 0, 0, 0, -210641148753209068390340632126833726, 0, 0, 0, 908239954252096873493225827240445474, 0, -1867462527413814436000153666238313726, 0, 0, 0, -4150865248005341124535306053862664926, 0, 0, 0, 0, 0, 36639846961910130081757321258768334402, 0, 31712119389339932240545749664306640625, 0, 0, 0, -168650449463112132003443421182874211198, 0, 147808829414345923316083210206383297601, 0, 0, 0, 0, 0, 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• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
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[143121087213822100133959122758359051837100523293990283569474], [0], [0], [0], [882285970554578758557259711747413098592687602693350326187202], [0], [0], [0], [1492532694590639766143379120775909209314953109353232716380674], [1877683778619651328114454910456093662607258568890518970568802]], 'char_orbit_index': 3, 'field_poly': [0, 1], 'hecke_orbit_code': 138126819340, 'hecke_ring_character_values': [[7, [1]], [5, [-1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '12.41.c.a', 'level': 12, 'maxp': 997, 'weight': 41}
• 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

  
  {'Nk2': 20172, 'analytic_conductor': 121.61074223572902, 'char_conductor': 3, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': -1, 'char_values': [12, 2, [7, 5], [2, 1]], 'conrey_index': 5, 'cusp_dim': 77, 'dim': 13, 'eis_dim': 6, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 138126819340, 'hecke_orbit_dims': [1, 12], 'label': '12.41.c', 'level': 12, '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, 3], 'level_radical': 6, 'mf_dim': 83, 'mf_new_dim': 13, 'num_forms': 2, 'prim_orbit_index': 2, 'relative_dim': 13, 'sturm_bound': 82, 'trace_bound': 1, 'trace_display': [0, -2794587579, 0, -95763750511927606], 'traces': [13, 0, -2794587579, 0, 0, 0, -95763750511927606, 0, 8342682213006602253, 0, 0, 0, -28645856819466941165446, 0, -454934655691102999697760, 0, 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737338267575702207898614838293796001513115560844710408763508, 0, -865404729243277264491068949799571526448451539794051512604630, 0, 0, 0, 2123090121697901841913463606168436447038513731654533665304960, 0, -2220173379034077459593605731996606316959601794830163133539078, 0, 0, 0, 1142953275005326279206954436569083693173077736909787052223680, 0, -2516104081304972090956457963693550611397644675261025460711680, 0, 0, 0, 2343495656239028964759570000440552520861669026106515793558602, 0, -2601900307922902978429732745700690519472993205768903186140038, 0, 0, 0, 3631491778232490612253138254461889988551759611959804417393082, 0, -3399696672511449012290615036526373915876361543205882551724054, 0], 'weight': 41, 'weight_parity': -1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 8543
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '12.41.c.a', 'source_level': 12, 'target_char_orbit': 3, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '12.41.c.a', 'target_level': 12, 'twist_class_label': '12.41.c.a', 'twist_class_level': 12, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 41}
  • id: 8544
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -3, 'source_char_orbit': 3, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '12.41.c.a', 'source_level': 12, 'target_char_orbit': 3, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '12.41.c.a', 'target_level': 12, 'twist_class_label': '12.41.c.a', 'twist_class_level': 12, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 41}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 54300
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 138126819340, 'p': 2}
  • id: 54301
    {'charpoly_factorization': [[[-3486784401, 1], 1]], 'hecke_orbit_code': 138126819340, 'p': 3}
  • id: 54302
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 138126819340, 'p': 5}
  • id: 54303
    {'charpoly_factorization': [[[153603710655044926, 1], 1]], 'hecke_orbit_code': 138126819340, 'p': 7}
  • id: 54304
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 138126819340, 'p': 11}
  • id: 54305
    {'charpoly_factorization': [[[-9249847954500085824674, 1], 1]], 'hecke_orbit_code': 138126819340, 'p': 13}
  • id: 54306
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 138126819340, 'p': 17}
  • id: 54307
    {'charpoly_factorization': [[[60411291473254777931519326, 1], 1]], 'hecke_orbit_code': 138126819340, 'p': 19}
  • id: 54308
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 138126819340, 'p': 23}
  • id: 54309
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 138126819340, 'p': 29}
  • id: 54310
    {'charpoly_factorization': [[[713360699217088502415253628926, 1], 1]], 'hecke_orbit_code': 138126819340, 'p': 31}
  • id: 54311
    {'charpoly_factorization': [[[-28851391333485376288055869653602, 1], 1]], 'hecke_orbit_code': 138126819340, 'p': 37}
  • id: 54312
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 138126819340, 'p': 41}
  • id: 54313
    {'charpoly_factorization': [[[-415870984395146079881848811074274, 1], 1]], 'hecke_orbit_code': 138126819340, 'p': 43}
  • id: 54314
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 138126819340, 'p': 47}
  • id: 54315
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 138126819340, 'p': 53}
  • id: 54316
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 138126819340, 'p': 59}
  • id: 54317
    {'charpoly_factorization': [[[-908239954252096873493225827240445474, 1], 1]], 'hecke_orbit_code': 138126819340, 'p': 61}
  • id: 54318
    {'charpoly_factorization': [[[4150865248005341124535306053862664926, 1], 1]], 'hecke_orbit_code': 138126819340, 'p': 67}
  • id: 54319
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 138126819340, 'p': 71}
  • id: 54320
    {'charpoly_factorization': [[[-36639846961910130081757321258768334402, 1], 1]], 'hecke_orbit_code': 138126819340, 'p': 73}
  • id: 54321
    {'charpoly_factorization': [[[168650449463112132003443421182874211198, 1], 1]], 'hecke_orbit_code': 138126819340, 'p': 79}
  • id: 54322
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 138126819340, 'p': 83}
  • id: 54323
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 138126819340, 'p': 89}
  • id: 54324
    {'charpoly_factorization': [[[-10645516066069828261545185121234251158274, 1], 1]], 'hecke_orbit_code': 138126819340, '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': 3, 'hecke_orbit': 1, 'label': '12.41.c.a', 'level': 12, 'portrait': 'data:image/png;base64,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', 'weight': 41}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 6370913
    {'hecke_orbit_code': 138126819340, 'n': 21, 'trace_an': -535583022247728139930999326}
  • id: 6370971
    {'hecke_orbit_code': 138126819340, 'n': 22, 'trace_an': 0}
  • id: 6371601
    {'hecke_orbit_code': 138126819340, 'n': 1, 'trace_an': 1}
  • id: 6371602
    {'hecke_orbit_code': 138126819340, 'n': 2, 'trace_an': 0}
  • id: 6371603
    {'hecke_orbit_code': 138126819340, 'n': 3, 'trace_an': 3486784401}
  • id: 6371604
    {'hecke_orbit_code': 138126819340, 'n': 4, 'trace_an': 0}
  • id: 6371605
    {'hecke_orbit_code': 138126819340, 'n': 5, 'trace_an': 0}
  • id: 6371606
    {'hecke_orbit_code': 138126819340, 'n': 6, 'trace_an': 0}
  • id: 6371607
    {'hecke_orbit_code': 138126819340, 'n': 7, 'trace_an': -153603710655044926}
  • id: 6371608
    {'hecke_orbit_code': 138126819340, 'n': 8, 'trace_an': 0}
  • id: 6371609
    {'hecke_orbit_code': 138126819340, 'n': 9, 'trace_an': 12157665459056928801}
  • id: 6371610
    {'hecke_orbit_code': 138126819340, 'n': 10, 'trace_an': 0}
  • id: 6371611
    {'hecke_orbit_code': 138126819340, 'n': 11, 'trace_an': 0}
  • id: 6371612
    {'hecke_orbit_code': 138126819340, 'n': 12, 'trace_an': 0}
  • id: 6371613
    {'hecke_orbit_code': 138126819340, 'n': 13, 'trace_an': 9249847954500085824674}
  • id: 6371614
    {'hecke_orbit_code': 138126819340, 'n': 14, 'trace_an': 0}
  • id: 6371615
    {'hecke_orbit_code': 138126819340, 'n': 15, 'trace_an': 0}
  • id: 6371616
    {'hecke_orbit_code': 138126819340, 'n': 16, 'trace_an': 0}
  • id: 6371617
    {'hecke_orbit_code': 138126819340, 'n': 17, 'trace_an': 0}
  • id: 6371618
    {'hecke_orbit_code': 138126819340, 'n': 18, 'trace_an': 0}
  • id: 6371619
    {'hecke_orbit_code': 138126819340, 'n': 19, 'trace_an': -60411291473254777931519326}
  • id: 6371620
    {'hecke_orbit_code': 138126819340, 'n': 20, 'trace_an': 0}
  • id: 6371621
    {'hecke_orbit_code': 138126819340, 'n': 23, 'trace_an': 0}
  • id: 6371622
    {'hecke_orbit_code': 138126819340, 'n': 24, 'trace_an': 0}
  • id: 6371623
    {'hecke_orbit_code': 138126819340, 'n': 25, 'trace_an': 9094947017729282379150390625}
  • id: 6371624
    {'hecke_orbit_code': 138126819340, 'n': 26, 'trace_an': 0}
  • id: 6371625
    {'hecke_orbit_code': 138126819340, 'n': 27, 'trace_an': 42391158275216203514294433201}
  • id: 6371626
    {'hecke_orbit_code': 138126819340, 'n': 28, 'trace_an': 0}
  • id: 6371627
    {'hecke_orbit_code': 138126819340, 'n': 29, 'trace_an': 0}
  • id: 6371628
    {'hecke_orbit_code': 138126819340, 'n': 30, 'trace_an': 0}
  • id: 6371629
    {'hecke_orbit_code': 138126819340, 'n': 31, 'trace_an': -713360699217088502415253628926}
  • id: 6371630
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  • id: 6371805
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  • id: 6371806
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  • id: 6371807
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  • id: 6371808
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  • id: 6371809
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  • id: 6371810
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  • id: 6371812
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  • id: 6371813
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  • id: 6371814
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  • id: 6371815
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  • id: 6371816
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  • id: 6371817
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  • id: 6371819
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  • id: 6371820
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  • id: 6371821
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  • id: 6371827
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  • id: 6371828
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  • id: 6371830
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  • id: 6371831
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  • id: 6371836
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  • id: 6371837
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  • id: 6371840
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  • id: 6371842
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  • id: 6371843
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  • id: 6371844
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  • id: 6371847
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  • id: 6371852
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  • id: 6371855
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  • id: 6371856
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