Newform data - 49.22.a.a

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• 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
  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': 23716, 'analytic_conductor': 136.94389870066044, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[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': [49, 1, [3], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], '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, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [288, 1]], [3, [-128844, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 369098801, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '49.22.a.a', 'level': 49, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [7], 'level_radical': 7, 'minimal_twist': '1.22.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-288q^{2}+128844q^{3}-2014208q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '21.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '49.22.a', 'trace_display': [-288, 128844, -21640950, 0], 'trace_hash': 2260636322456916322, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.063', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.983', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.158', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.940', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.429', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.783', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [1, -288, 128844, -2014208, -21640950, -37107072, 0, 1184071680, 6140423133, 6232593600, -94724929188, -259518615552, 80621789794, 0, -2788306561800, 3883087691776, -3052282930002, -1768441862304, 7920788351740, 43589374617600, 0, 27280779606144, -73845437470344, 152560531537920, -8506441300625, -23219075460672, -556597069939080, 0, -4253031736469010, 803032289798400, -1900541176310432, -3601507547086848, -12204738776298672, 879057483840576, 0, -12368089397873664, 22191429912035222, -2281187045301120, 10387633884218136, -25624436023296000, 20622803144546358, 0, -193605854685795844, 190795710169903104, -132884590000096350, 21267485991459072, -146960504315611632, 500312550559186944, 0, 2449855094580000, -393268341833177688, -162389053977393152, 2038267110310687206, 160299956142455040, 2049937456311048600, 0, 1020546054391588560, 1224873140103074880, 5975882742742352820, 5616229383230054400, 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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

  
  {'an': [[1], [-288], [128844], [-2014208], [-21640950], [-37107072], [0], [1184071680], [6140423133], [6232593600], [-94724929188], [-259518615552], [80621789794], [0], [-2788306561800], [3883087691776], [-3052282930002], [-1768441862304], [7920788351740], [43589374617600], [0], [27280779606144], [-73845437470344], [152560531537920], [-8506441300625], [-23219075460672], [-556597069939080], [0], [-4253031736469010], [803032289798400], [-1900541176310432], [-3601507547086848], [-12204738776298672], [879057483840576], [0], [-12368089397873664], [22191429912035222], [-2281187045301120], [10387633884218136], [-25624436023296000], [20622803144546358], [0], [-193605854685795844], [190795710169903104], [-132884590000096350], [21267485991459072], [-146960504315611632], [500312550559186944], [0], [2449855094580000], [-393268341833177688], [-162389053977393152], [2038267110310687206], [160299956142455040], [2049937456311048600], [0], [1020546054391588560], [1224873140103074880], 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[-1108455859695958915591739596229530560], [3298017266408187821363017469808709528], [-1816539977101214065947261735660142482], [-2557037921144485686328929934277180856], [-1584940850798624658361780609935586770], [1896315696984313822618953370582829098], [3890651850059803513188556895393662512], [4961304247641563573823996769722321780], [-2738011287527334134762824193683892906], [2798364132839604496058683885772306658], [-4754925839945112381189954306181464444], [2278926948987721825347216048274876410], [-719144766983987515524803025299766572], [4352211977872383227080050903050077800]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 369098801, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '49.22.a.a', 'level': 49, 'maxp': 2999, 'weight': 22}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  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_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': [[[[7, -1]], 36, 6], [[[7, 1]], 33, 2]], 'ALdims': [33, 36], 'Nk2': 23716, 'analytic_conductor': 136.94389870066044, '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': [49, 1, [3], [1]], 'conrey_index': 1, 'cusp_dim': 94, 'dim': 69, 'eis_dim': 8, 'eis_new_dim': 5, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 369098801, 'hecke_orbit_dims': [1, 1, 5, 6, 10, 13, 13, 20], 'label': '49.22.a', 'level': 49, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [7], 'level_radical': 7, 'mf_dim': 102, 'mf_new_dim': 74, 'num_forms': 8, 'plus_dim': 33, 'prim_orbit_index': 1, 'relative_dim': 69, 'sturm_bound': 102, 'trace_bound': 3, 'trace_display': [288, -128842, 41640914, 0], 'traces': [69, 288, -128842, 68796140, 41640914, -57397886, 0, -6326056668, 198780124867, -38036595604, 22346871674, 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• 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: 41428
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '49.22.a.a', 'source_level': 49, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '1.22.a.a', 'target_level': 1, 'twist_class_label': '1.22.a.a', 'twist_class_level': 1, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 22}
  • id: 41429
    {'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '49.22.a.a', 'source_level': 49, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '9.22.a.c', 'target_level': 9, 'twist_class_label': '1.22.a.a', 'twist_class_level': 1, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 22}
  • id: 41430
    {'conductor': 28, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '49.22.a.a', 'source_level': 49, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '16.22.a.c', 'target_level': 16, 'twist_class_label': '1.22.a.a', 'twist_class_level': 1, 'twisting_char_label': '28.d', 'twisting_char_orbit': 4, 'weight': 22}
  • id: 41431
    {'conductor': 35, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '49.22.a.a', 'source_level': 49, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '25.22.a.a', 'target_level': 25, 'twist_class_label': '1.22.a.a', 'twist_class_level': 1, 'twisting_char_label': '35.c', 'twisting_char_orbit': 3, 'weight': 22}
  • id: 41432
    {'conductor': 35, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '49.22.a.a', 'source_level': 49, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '25.22.b.a', 'target_level': 25, 'twist_class_label': '1.22.a.a', 'twist_class_level': 1, 'twisting_char_label': '35.f', 'twisting_char_orbit': 6, 'weight': 22}
  • id: 41433
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '49.22.a.a', 'source_level': 49, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '49.22.a.a', 'target_level': 49, 'twist_class_label': '1.22.a.a', 'twist_class_level': 1, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 22}
  • id: 41434
    {'conductor': 56, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '49.22.a.a', 'source_level': 49, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '64.22.a.a', 'target_level': 64, 'twist_class_label': '1.22.a.a', 'twist_class_level': 1, 'twisting_char_label': '56.e', 'twisting_char_orbit': 5, 'weight': 22}
  • id: 41435
    {'conductor': 56, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '49.22.a.a', 'source_level': 49, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '64.22.a.g', 'target_level': 64, 'twist_class_label': '1.22.a.a', 'twist_class_level': 1, 'twisting_char_label': '56.h', 'twisting_char_orbit': 8, 'weight': 22}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 167425
    {'charpoly_factorization': [[[288, 1], 1]], 'hecke_orbit_code': 369098801, 'p': 2}
  • id: 167426
    {'charpoly_factorization': [[[-128844, 1], 1]], 'hecke_orbit_code': 369098801, 'p': 3}
  • id: 167427
    {'charpoly_factorization': [[[21640950, 1], 1]], 'hecke_orbit_code': 369098801, 'p': 5}
  • id: 167428
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 369098801, 'p': 7}
  • id: 167429
    {'charpoly_factorization': [[[94724929188, 1], 1]], 'hecke_orbit_code': 369098801, 'p': 11}
  • id: 167430
    {'charpoly_factorization': [[[-80621789794, 1], 1]], 'hecke_orbit_code': 369098801, 'p': 13}
  • id: 167431
    {'charpoly_factorization': [[[3052282930002, 1], 1]], 'hecke_orbit_code': 369098801, 'p': 17}
  • id: 167432
    {'charpoly_factorization': [[[-7920788351740, 1], 1]], 'hecke_orbit_code': 369098801, 'p': 19}
  • id: 167433
    {'charpoly_factorization': [[[73845437470344, 1], 1]], 'hecke_orbit_code': 369098801, 'p': 23}
  • id: 167434
    {'charpoly_factorization': [[[4253031736469010, 1], 1]], 'hecke_orbit_code': 369098801, 'p': 29}
  • id: 167435
    {'charpoly_factorization': [[[1900541176310432, 1], 1]], 'hecke_orbit_code': 369098801, 'p': 31}
  • id: 167436
    {'charpoly_factorization': [[[-22191429912035222, 1], 1]], 'hecke_orbit_code': 369098801, 'p': 37}
  • id: 167437
    {'charpoly_factorization': [[[-20622803144546358, 1], 1]], 'hecke_orbit_code': 369098801, 'p': 41}
  • id: 167438
    {'charpoly_factorization': [[[193605854685795844, 1], 1]], 'hecke_orbit_code': 369098801, 'p': 43}
  • id: 167439
    {'charpoly_factorization': [[[146960504315611632, 1], 1]], 'hecke_orbit_code': 369098801, 'p': 47}
  • id: 167440
    {'charpoly_factorization': [[[-2038267110310687206, 1], 1]], 'hecke_orbit_code': 369098801, 'p': 53}
  • id: 167441
    {'charpoly_factorization': [[[-5975882742742352820, 1], 1]], 'hecke_orbit_code': 369098801, 'p': 59}
  • id: 167442
    {'charpoly_factorization': [[[6190617154478149262, 1], 1]], 'hecke_orbit_code': 369098801, 'p': 61}
  • id: 167443
    {'charpoly_factorization': [[[-16961315295446680052, 1], 1]], 'hecke_orbit_code': 369098801, 'p': 67}
  • id: 167444
    {'charpoly_factorization': [[[5632758963952293528, 1], 1]], 'hecke_orbit_code': 369098801, 'p': 71}
  • id: 167445
    {'charpoly_factorization': [[[-43284759511102937494, 1], 1]], 'hecke_orbit_code': 369098801, 'p': 73}
  • id: 167446
    {'charpoly_factorization': [[[51264938664949064560, 1], 1]], 'hecke_orbit_code': 369098801, 'p': 79}
  • id: 167447
    {'charpoly_factorization': [[[48911854702961049156, 1], 1]], 'hecke_orbit_code': 369098801, 'p': 83}
  • id: 167448
    {'charpoly_factorization': [[[-504303489899844009030, 1], 1]], 'hecke_orbit_code': 369098801, 'p': 89}
  • id: 167449
    {'charpoly_factorization': [[[808275058155029184482, 1], 1]], 'hecke_orbit_code': 369098801, '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': 1, 'label': '49.22.a.a', 'level': 49, 'portrait': 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', 'weight': 22}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 15514000
    {'hecke_orbit_code': 369098801, 'n': 1, 'trace_an': 1}
  • id: 15514001
    {'hecke_orbit_code': 369098801, 'n': 2, 'trace_an': -288}
  • id: 15514002
    {'hecke_orbit_code': 369098801, 'n': 3, 'trace_an': 128844}
  • id: 15514003
    {'hecke_orbit_code': 369098801, 'n': 4, 'trace_an': -2014208}
  • id: 15514004
    {'hecke_orbit_code': 369098801, 'n': 5, 'trace_an': -21640950}
  • id: 15514005
    {'hecke_orbit_code': 369098801, 'n': 6, 'trace_an': -37107072}
  • id: 15514006
    {'hecke_orbit_code': 369098801, 'n': 7, 'trace_an': 0}
  • id: 15514007
    {'hecke_orbit_code': 369098801, 'n': 8, 'trace_an': 1184071680}
  • id: 15514008
    {'hecke_orbit_code': 369098801, 'n': 9, 'trace_an': 6140423133}
  • id: 15514009
    {'hecke_orbit_code': 369098801, 'n': 10, 'trace_an': 6232593600}
  • id: 15514010
    {'hecke_orbit_code': 369098801, 'n': 11, 'trace_an': -94724929188}
  • id: 15514011
    {'hecke_orbit_code': 369098801, 'n': 12, 'trace_an': -259518615552}
  • id: 15514012
    {'hecke_orbit_code': 369098801, 'n': 13, 'trace_an': 80621789794}
  • id: 15514013
    {'hecke_orbit_code': 369098801, 'n': 14, 'trace_an': 0}
  • id: 15514014
    {'hecke_orbit_code': 369098801, 'n': 15, 'trace_an': -2788306561800}
  • id: 15514015
    {'hecke_orbit_code': 369098801, 'n': 16, 'trace_an': 3883087691776}
  • id: 15514016
    {'hecke_orbit_code': 369098801, 'n': 17, 'trace_an': -3052282930002}
  • id: 15514017
    {'hecke_orbit_code': 369098801, 'n': 18, 'trace_an': -1768441862304}
  • id: 15514018
    {'hecke_orbit_code': 369098801, 'n': 19, 'trace_an': 7920788351740}
  • id: 15514019
    {'hecke_orbit_code': 369098801, 'n': 20, 'trace_an': 43589374617600}
  • id: 15514020
    {'hecke_orbit_code': 369098801, 'n': 21, 'trace_an': 0}
  • id: 15514021
    {'hecke_orbit_code': 369098801, 'n': 22, 'trace_an': 27280779606144}
  • id: 15514022
    {'hecke_orbit_code': 369098801, 'n': 23, 'trace_an': -73845437470344}
  • id: 15514023
    {'hecke_orbit_code': 369098801, 'n': 24, 'trace_an': 152560531537920}
  • id: 15514024
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