Embedded newform data - 27.8.e.a.16.13

Formats: - HTML - YAML - JSON - 2024-05-20T21:27:29.688824

• 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_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': 1728, 'analytic_conductor': 8.434395688071287, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 27, 'char_degree': 6, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 9, 'char_parity': 1, 'char_values': [27, 9, [2], [1]], 'cm_discs': [], 'conrey_index': 4, 'dim': 120, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 275012124699, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 27, 5, 1, 9, 0]], 'is_cm': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '27.8.e.a', 'level': 27, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'minimal_twist': '27.8.e.a', 'prim_orbit_index': 5, 'related_objects': [], 'relative_dim': 20, 'rm_discs': [], 'sato_tate_group': '7.2.3.c9', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '27.8.e', 'trace_display': [-6, -6, -219, -6], 'traces': [120, -6, -6, -6, -219, 1386, -6, -4611, -1728, -3, 9399, -10545, -6, 16647, 11709, 378, -58959, -156051, -3, 240243, -516, 105762, -144084, -150894, -107997, 443202, 114363, -12, 107886, -179901, 297975, -639576, -31338, -265806, -450672, 51264, -3, -145596, 1919661, 283521, 227085, 3792042, -1080969, -1205115, -4430925, -3, -5184339, -2424039, 976008, 2324559, 2918034, -3366135, 5631750, 11971422, -12, 5254923, -284637, 3884295, -12534492, -29390886, 3865440, -9923646, 3292389, -10223619, 17158395, 39100653, 5567061, 19858455, -12682935, -1020993, -18563877, -33138540, 3770934, -36278085, -26317941, -1156998, 8471751, 36593658, 16415526, 101080590, 45736524, -12, 3147699, -27588054, -7672131, -70854834, -55384731, -34323078, -54647613, -25256970, 3315066, 73858515, 69808065, 22126539, 32541447, 33014034, 41250117, 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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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'conrey_index': 16, 'dual_conrey_index': 22, 'dual_embedding_index': 13, 'dual_embedding_m': 93, 'embedding_index': 13, 'embedding_m': 73, 'hecke_orbit': 1, 'hecke_orbit_code': 275012124699, 'label': '27.8.e.a.16.13', 'level': 27, 'weight': 8}
• 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

  
  {'Nk2': 1728, 'analytic_conductor': 8.434395688071287, 'char_conductor': 27, 'char_degree': 6, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 9, 'char_parity': 1, 'char_values': [27, 9, [2], [1]], 'conrey_index': 4, 'cusp_dim': 120, 'dim': 120, 'eis_dim': 12, 'eis_new_dim': 12, 'hecke_cutter_primes': [], 'hecke_orbit_code': 275012124699, 'hecke_orbit_dims': [120], 'label': '27.8.e', 'level': 27, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 132, 'mf_new_dim': 132, 'num_forms': 1, 'prim_orbit_index': 5, 'relative_dim': 20, 'sturm_bound': 24, 'trace_bound': 0, 'trace_display': [-6, -6, -219, -6], 'traces': [120, -6, -6, -6, -219, 1386, -6, -4611, -1728, -3, 9399, -10545, -6, 16647, 11709, 378, -58959, -156051, -3, 240243, -516, 105762, -144084, -150894, -107997, 443202, 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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: 3046697
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 16, 'source_dim': 120, 'source_embedding_index': 13, 'source_hecke_orbit_code': 275012124699, 'source_is_minimal': True, 'source_label': '27.8.e.a.16.13', 'source_level': 27, 'target_conrey_index': 16, 'target_dim': 120, 'target_embedding_index': 13, 'target_hecke_orbit_code': 275012124699, 'target_is_minimal': True, 'target_label': '27.8.e.a.16.13', 'target_level': 27, 'twist_class_label': '27.8.e.a.16.13', 'twist_class_level': 27, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
  • id: 3046698
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 16, 'source_dim': 120, 'source_embedding_index': 13, 'source_hecke_orbit_code': 275012124699, 'source_is_minimal': True, 'source_label': '27.8.e.a.16.13', 'source_level': 27, 'target_conrey_index': 46, 'target_dim': 120, 'target_embedding_index': 8, 'target_hecke_orbit_code': 275012124753, 'target_is_minimal': False, 'target_label': '81.8.e.a.46.8', 'target_level': 81, 'twist_class_label': '27.8.e.a.16.13', 'twist_class_level': 27, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 3046699
    {'conductor': 27, 'degree': 6, 'order': 18, 'parity': -1, 'source_conrey_index': 16, 'source_dim': 120, 'source_embedding_index': 13, 'source_hecke_orbit_code': 275012124699, 'source_is_minimal': True, 'source_label': '27.8.e.a.16.13', 'source_level': 27, 'target_conrey_index': 37, 'target_dim': 120, 'target_embedding_index': 8, 'target_hecke_orbit_code': 275012124753, 'target_is_minimal': False, 'target_label': '81.8.e.a.37.8', 'target_level': 81, 'twist_class_label': '27.8.e.a.16.13', 'twist_class_level': 27, 'twisting_char_label': '27.5', 'twisting_conrey_index': 5, 'weight': 8}
  • id: 3046700
    {'conductor': 27, 'degree': 6, 'order': 9, 'parity': 1, 'source_conrey_index': 16, 'source_dim': 120, 'source_embedding_index': 13, 'source_hecke_orbit_code': 275012124699, 'source_is_minimal': True, 'source_label': '27.8.e.a.16.13', 'source_level': 27, 'target_conrey_index': 22, 'target_dim': 120, 'target_embedding_index': 13, 'target_hecke_orbit_code': 275012124699, 'target_is_minimal': True, 'target_label': '27.8.e.a.22.13', 'target_level': 27, 'twist_class_label': '27.8.e.a.16.13', 'twist_class_level': 27, 'twisting_char_label': '27.22', 'twisting_conrey_index': 22, 'weight': 8}
• hecke_orbit_code 275012124699 does not appear in mf_hecke_charpolys
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 5, 'hecke_orbit': 1, 'label': '27.8.e.a', 'level': 27, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 30627000
    {'hecke_orbit_code': 275012124699, 'n': 1, 'trace_an': 120}
  • id: 30627001
    {'hecke_orbit_code': 275012124699, 'n': 2, 'trace_an': -6}
  • id: 30627002
    {'hecke_orbit_code': 275012124699, 'n': 3, 'trace_an': -6}
  • id: 30627003
    {'hecke_orbit_code': 275012124699, 'n': 4, 'trace_an': -6}
  • id: 30627004
    {'hecke_orbit_code': 275012124699, 'n': 5, 'trace_an': -219}
  • id: 30627005
    {'hecke_orbit_code': 275012124699, 'n': 6, 'trace_an': 1386}
  • id: 30627006
    {'hecke_orbit_code': 275012124699, 'n': 7, 'trace_an': -6}
  • id: 30627007
    {'hecke_orbit_code': 275012124699, 'n': 8, 'trace_an': -4611}
  • id: 30627008
    {'hecke_orbit_code': 275012124699, 'n': 9, 'trace_an': -1728}
  • id: 30627009
    {'hecke_orbit_code': 275012124699, 'n': 10, 'trace_an': -3}
  • id: 30627010
    {'hecke_orbit_code': 275012124699, 'n': 11, 'trace_an': 9399}
  • id: 30627011
    {'hecke_orbit_code': 275012124699, 'n': 12, 'trace_an': -10545}
  • id: 30627012
    {'hecke_orbit_code': 275012124699, 'n': 13, 'trace_an': -6}
  • id: 30627013
    {'hecke_orbit_code': 275012124699, 'n': 14, 'trace_an': 16647}
  • id: 30627014
    {'hecke_orbit_code': 275012124699, 'n': 15, 'trace_an': 11709}
  • id: 30627015
    {'hecke_orbit_code': 275012124699, 'n': 16, 'trace_an': 378}
  • id: 30627016
    {'hecke_orbit_code': 275012124699, 'n': 17, 'trace_an': -58959}
  • id: 30627017
    {'hecke_orbit_code': 275012124699, 'n': 18, 'trace_an': -156051}
  • id: 30627018
    {'hecke_orbit_code': 275012124699, 'n': 19, 'trace_an': -3}
  • id: 30627019
    {'hecke_orbit_code': 275012124699, 'n': 20, 'trace_an': 240243}
  • id: 30627020
    {'hecke_orbit_code': 275012124699, 'n': 21, 'trace_an': -516}
  • id: 30627021
    {'hecke_orbit_code': 275012124699, 'n': 22, 'trace_an': 105762}
  • id: 30627022
    {'hecke_orbit_code': 275012124699, 'n': 23, 'trace_an': -144084}
  • id: 30627023
    {'hecke_orbit_code': 275012124699, 'n': 24, 'trace_an': -150894}
  • id: 30627024
    {'hecke_orbit_code': 275012124699, 'n': 25, 'trace_an': -107997}
  • id: 30627025
    {'hecke_orbit_code': 275012124699, 'n': 26, 'trace_an': 443202}
  • id: 30627026
    {'hecke_orbit_code': 275012124699, 'n': 27, 'trace_an': 114363}
  • id: 30627027
    {'hecke_orbit_code': 275012124699, 'n': 28, 'trace_an': -12}
  • id: 30627028
    {'hecke_orbit_code': 275012124699, 'n': 29, 'trace_an': 107886}
  • id: 30627029
    {'hecke_orbit_code': 275012124699, 'n': 30, 'trace_an': -179901}
  • id: 30627030
    {'hecke_orbit_code': 275012124699, 'n': 31, 'trace_an': 297975}
  • id: 30627031
    {'hecke_orbit_code': 275012124699, 'n': 32, 'trace_an': -639576}
  • id: 30627032
    {'hecke_orbit_code': 275012124699, 'n': 33, 'trace_an': -31338}
  • id: 30627033
    {'hecke_orbit_code': 275012124699, 'n': 34, 'trace_an': -265806}
  • id: 30627034
    {'hecke_orbit_code': 275012124699, 'n': 35, 'trace_an': -450672}
  • id: 30627035
    {'hecke_orbit_code': 275012124699, 'n': 36, 'trace_an': 51264}
  • id: 30627036
    {'hecke_orbit_code': 275012124699, 'n': 37, 'trace_an': -3}
  • id: 30627037
    {'hecke_orbit_code': 275012124699, 'n': 38, 'trace_an': -145596}
  • id: 30627038
    {'hecke_orbit_code': 275012124699, 'n': 39, 'trace_an': 1919661}
  • id: 30627039
    {'hecke_orbit_code': 275012124699, 'n': 40, 'trace_an': 283521}
  • id: 30627040
    {'hecke_orbit_code': 275012124699, 'n': 41, 'trace_an': 227085}
  • id: 30627041
    {'hecke_orbit_code': 275012124699, 'n': 42, 'trace_an': 3792042}
  • id: 30627042
    {'hecke_orbit_code': 275012124699, 'n': 43, 'trace_an': -1080969}
  • id: 30627043
    {'hecke_orbit_code': 275012124699, 'n': 44, 'trace_an': -1205115}
  • id: 30627044
    {'hecke_orbit_code': 275012124699, 'n': 45, 'trace_an': -4430925}
  • id: 30627045
    {'hecke_orbit_code': 275012124699, 'n': 46, 'trace_an': -3}
  • id: 30627046
    {'hecke_orbit_code': 275012124699, 'n': 47, 'trace_an': -5184339}
  • id: 30627047
    {'hecke_orbit_code': 275012124699, 'n': 48, 'trace_an': -2424039}
  • id: 30627048
    {'hecke_orbit_code': 275012124699, 'n': 49, 'trace_an': 976008}
  • id: 30627049
    {'hecke_orbit_code': 275012124699, 'n': 50, 'trace_an': 2324559}
  • id: 30627050
    {'hecke_orbit_code': 275012124699, 'n': 51, 'trace_an': 2918034}
  • id: 30627051
    {'hecke_orbit_code': 275012124699, 'n': 52, 'trace_an': -3366135}
  • id: 30627052
    {'hecke_orbit_code': 275012124699, 'n': 53, 'trace_an': 5631750}
  • id: 30627053
    {'hecke_orbit_code': 275012124699, 'n': 54, 'trace_an': 11971422}
  • id: 30627054
    {'hecke_orbit_code': 275012124699, 'n': 55, 'trace_an': -12}
  • id: 30627055
    {'hecke_orbit_code': 275012124699, 'n': 56, 'trace_an': 5254923}
  • id: 30627056
    {'hecke_orbit_code': 275012124699, 'n': 57, 'trace_an': -284637}
  • id: 30627057
    {'hecke_orbit_code': 275012124699, 'n': 58, 'trace_an': 3884295}
  • id: 30627058
    {'hecke_orbit_code': 275012124699, 'n': 59, 'trace_an': -12534492}
  • id: 30627059
    {'hecke_orbit_code': 275012124699, 'n': 60, 'trace_an': -29390886}
  • id: 30627060
    {'hecke_orbit_code': 275012124699, 'n': 61, 'trace_an': 3865440}
  • id: 30627061
    {'hecke_orbit_code': 275012124699, 'n': 62, 'trace_an': -9923646}
  • id: 30627062
    {'hecke_orbit_code': 275012124699, 'n': 63, 'trace_an': 3292389}
  • id: 30627063
    {'hecke_orbit_code': 275012124699, 'n': 64, 'trace_an': -10223619}
  • id: 30627064
    {'hecke_orbit_code': 275012124699, 'n': 65, 'trace_an': 17158395}
  • id: 30627065
    {'hecke_orbit_code': 275012124699, 'n': 66, 'trace_an': 39100653}
  • id: 30627066
    {'hecke_orbit_code': 275012124699, 'n': 67, 'trace_an': 5567061}
  • id: 30627067
    {'hecke_orbit_code': 275012124699, 'n': 68, 'trace_an': 19858455}
  • id: 30627068
    {'hecke_orbit_code': 275012124699, 'n': 69, 'trace_an': -12682935}
  • id: 30627069
    {'hecke_orbit_code': 275012124699, 'n': 70, 'trace_an': -1020993}
  • id: 30627070
    {'hecke_orbit_code': 275012124699, 'n': 71, 'trace_an': -18563877}
  • id: 30627071
    {'hecke_orbit_code': 275012124699, 'n': 72, 'trace_an': -33138540}
  • id: 30627072
    {'hecke_orbit_code': 275012124699, 'n': 73, 'trace_an': 3770934}
  • id: 30627073
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  • id: 30627074
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  • id: 30627075
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  • id: 30627076
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  • id: 30627077
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  • id: 30627078
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  • id: 30627079
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  • id: 30627080
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  • id: 30627081
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  • id: 30627082
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  • id: 30627083
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  • id: 30627084
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  • id: 30627085
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  • id: 30627086
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  • id: 30627087
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  • id: 30627088
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  • id: 30627089
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  • id: 30627090
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  • id: 30627091
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  • id: 30627092
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  • id: 30627093
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  • id: 30627094
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  • id: 30627095
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  • id: 30627096
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  • id: 30627097
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  • id: 30627098
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  • id: 30627099
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  • id: 30627100
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  • id: 30627101
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  • id: 30627102
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  • id: 30627103
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  • id: 30627104
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  • id: 30627105
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  • id: 30627106
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  • id: 30627107
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  • id: 30627108
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  • id: 30627109
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  • id: 30627110
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  • id: 30627111
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  • id: 30627112
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  • id: 30627113
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  • id: 30627114
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  • id: 30627115
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  • id: 30627116
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  • id: 30627117
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  • id: 30627118
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  • id: 30627119
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  • id: 30627120
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  • id: 30627121
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  • id: 30627122
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  • id: 30627123
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  • id: 30627124
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  • id: 30627125
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  • id: 30627126
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  • id: 30627127
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  • id: 30627128
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  • id: 30627129
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  • id: 30627130
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  • id: 30627131
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  • id: 30627132
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  • id: 30627133
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  • id: 30627134
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  • id: 30627135
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  • id: 30627136
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  • id: 30627137
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  • id: 30627138
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  • id: 30627139
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  • id: 30627140
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  • id: 30627141
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  • id: 30627142
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  • id: 30627143
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  • id: 30627144
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  • id: 30627145
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  • id: 30627146
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  • id: 30627147
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  • id: 30627148
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  • id: 30627149
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  • id: 30627150
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  • id: 30627151
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  • id: 30627152
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  • id: 30627153
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  • id: 30627154
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  • id: 30627155
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  • id: 30627156
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  • id: 30627157
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  • id: 30627158
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  • id: 30627159
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  • id: 30627160
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  • id: 30627161
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  • id: 30627162
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  • id: 30627163
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  • id: 30627164
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  • id: 30627165
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  • id: 30627166
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  • id: 30627167
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  • id: 30627168
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  • id: 30627169
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  • id: 30627170
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  • id: 30627171
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  • id: 30627172
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  • id: 30627173
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  • id: 30627174
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  • id: 30627175
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  • id: 30627176
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  • id: 30627177
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  • id: 30627178
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  • id: 30627179
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  • id: 30627180
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  • id: 30627181
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  • id: 30627182
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  • id: 30627183
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  • id: 30627184
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  • id: 30627185
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  • id: 30627186
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  • id: 30627187
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  • id: 30627188
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  • id: 30627189
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  • id: 30627190
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  • id: 30627191
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  • id: 30627192
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  • id: 30627193
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  • id: 30627194
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  • id: 30627195
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  • id: 30627196
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  • id: 30627197
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  • id: 30627198
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  • id: 30627199
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  • id: 30627200
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  • id: 30627201
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  • id: 30627202
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  • id: 30627203
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  • id: 30627204
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  • id: 30627205
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  • id: 30627206
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  • id: 30627207
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  • id: 30627208
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  • id: 30627209
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  • id: 30627210
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  • id: 30627211
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  • id: 30627212
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  • id: 30627213
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  • id: 30627214
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  • id: 30627215
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  • id: 30627216
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  • id: 30627217
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  • id: 30627218
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  • id: 30627219
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  • id: 30627220
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  • id: 30627221
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  • id: 30627222
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  • id: 30627223
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  • id: 30627224
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  • id: 30627225
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  • id: 30627226
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  • id: 30627227
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  • id: 30627228
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  • id: 30627229
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  • id: 30627230
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  • id: 30627231
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  • id: 30627232
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  • id: 30627233
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  • id: 30627234
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  • id: 30627235
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  • id: 30627236
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  • id: 30627237
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  • id: 30627238
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  • id: 30627239
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  • id: 30627240
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  • id: 30627241
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  • id: 30627242
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  • id: 30627243
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  • id: 30627244
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  • id: 30627245
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  • id: 30627246
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  • id: 30627247
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  • id: 30627248
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  • id: 30627249
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  • id: 30627250
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  • id: 30627251
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  • id: 30627252
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  • id: 30627253
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  • id: 30627254
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  • id: 30627255
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  • id: 30627256
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  • id: 30627257
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  • id: 30627258
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  • id: 30627259
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  • id: 30627260
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  • id: 30627261
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  • id: 30627262
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  • id: 30627263
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  • id: 30627264
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  • id: 30627265
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  • id: 30627266
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  • id: 30627267
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  • id: 30627268
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  • id: 30627269
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  • id: 30627270
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