Embedded newform data - 169.10.a.g.1.24

Formats: - HTML - YAML - JSON - 2025-01-02T13:11:41.100610

• 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': 16900, 'analytic_conductor': 87.04105631169456, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[13, 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': [169, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 27, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [22691985360121658314885689296027648, -15862784203370629825899923513540608, 1536346070886501735795496119697408, 1068147772728068766230127241592832, -231072080682670183918161098702848, -11756060840323292757052148940800, 5526943039768087230852242604032, -20830567640687925267420676096, -61137147234941880773704810496, 911492179909119501984890880, 390044847791349130552025088, -5117458365383754934632448, -1556425044725397760652800, 11388458142156894598656, 4000199111251115413632, -5405663953923256448, -6717105149081750848, -23932190605804256, 7403091602940400, 54337090812364, -5294275132460, -53996240413, 2361550222, 29229748, -596247, -8384, 65, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021597931995305, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '169.10.a.g', 'level': 169, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [13], 'level_radical': 13, 'minimal_twist': '169.10.a.g', 'prim_orbit_index': 1, 'related_objects': [], 'relative_dim': 27, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '169.10.a', 'trace_display': [-65, 1, -3238, -17378], 'traces': [27, -65, 1, 7169, -3238, -8490, -17378, -54204, 191118, 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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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-0.2098112545971103, -0.2717214423940511, -0.14705117415352742, -0.32428369083650865, -0.28122526681422094, -0.35740445398990467], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 24, 'dual_embedding_m': 24, 'embedding_index': 24, 'embedding_m': 24, 'hecke_orbit': 7, 'hecke_orbit_code': 27021597931995305, 'label': '169.10.a.g.1.24', 'level': 169, 'weight': 10}
• 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': [54, 57], 'Nk2': 16900, 'analytic_conductor': 87.04105631169456, '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': [169, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 129, 'dim': 111, 'eis_dim': 14, 'eis_new_dim': 11, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 167772329, 'hecke_orbit_dims': [4, 5, 9, 9, 10, 20, 27, 27], 'label': '169.10.a', 'level': 169, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [13], 'level_radical': 13, 'mf_dim': 143, 'mf_new_dim': 122, 'num_forms': 8, 'plus_dim': 54, 'prim_orbit_index': 1, 'relative_dim': 111, 'sturm_bound': 151, 'trace_bound': 2, 'trace_display': [18, 2, -2274, 1142], 'traces': [111, 18, 2, 27394, -2274, -1164, 1142, 22392, 677481, -10950, -81606, -15906, 0, 208526, -189280, 6609170, 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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: 45694737
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 27, 'source_embedding_index': 24, 'source_hecke_orbit_code': 27021597931995305, 'source_is_minimal': True, 'source_label': '169.10.a.g.1.24', 'source_level': 169, 'target_conrey_index': 1, 'target_dim': 27, 'target_embedding_index': 24, 'target_hecke_orbit_code': 27021597931995305, 'target_is_minimal': True, 'target_label': '169.10.a.g.1.24', 'target_level': 169, 'twist_class_label': '169.10.a.g.1.24', 'twist_class_level': 169, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
  • id: 45694738
    {'conductor': 13, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 27, 'source_embedding_index': 24, 'source_hecke_orbit_code': 27021597931995305, 'source_is_minimal': True, 'source_label': '169.10.a.g.1.24', 'source_level': 169, 'target_conrey_index': 1, 'target_dim': 27, 'target_embedding_index': 4, 'target_hecke_orbit_code': 31525197559365801, 'target_is_minimal': True, 'target_label': '169.10.a.h.1.4', 'target_level': 169, 'twist_class_label': '169.10.a.g.1.24', 'twist_class_level': 169, 'twisting_char_label': '13.12', 'twisting_conrey_index': 12, 'weight': 10}
• hecke_orbit_code 27021597931995305 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': 1, 'hecke_orbit': 7, 'label': '169.10.a.g', 'level': 169, 'portrait': 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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 46962169
    {'hecke_orbit_code': 27021597931995305, 'n': 1, 'trace_an': 27}
  • id: 46962170
    {'hecke_orbit_code': 27021597931995305, 'n': 2, 'trace_an': -65}
  • id: 46962171
    {'hecke_orbit_code': 27021597931995305, 'n': 3, 'trace_an': 1}
  • id: 46962172
    {'hecke_orbit_code': 27021597931995305, 'n': 4, 'trace_an': 7169}
  • id: 46962173
    {'hecke_orbit_code': 27021597931995305, 'n': 5, 'trace_an': -3238}
  • id: 46962174
    {'hecke_orbit_code': 27021597931995305, 'n': 6, 'trace_an': -8490}
  • id: 46962175
    {'hecke_orbit_code': 27021597931995305, 'n': 7, 'trace_an': -17378}
  • id: 46962176
    {'hecke_orbit_code': 27021597931995305, 'n': 8, 'trace_an': -54204}
  • id: 46962177
    {'hecke_orbit_code': 27021597931995305, 'n': 9, 'trace_an': 191118}
  • id: 46962178
    {'hecke_orbit_code': 27021597931995305, 'n': 10, 'trace_an': 11697}
  • id: 46962179
    {'hecke_orbit_code': 27021597931995305, 'n': 11, 'trace_an': -164171}
  • id: 46962180
    {'hecke_orbit_code': 27021597931995305, 'n': 12, 'trace_an': -181941}
  • id: 46962181
    {'hecke_orbit_code': 27021597931995305, 'n': 13, 'trace_an': 0}
  • id: 46962182
    {'hecke_orbit_code': 27021597931995305, 'n': 14, 'trace_an': -77651}
  • id: 46962183
    {'hecke_orbit_code': 27021597931995305, 'n': 15, 'trace_an': -614110}
  • id: 46962184
    {'hecke_orbit_code': 27021597931995305, 'n': 16, 'trace_an': 3012565}
  • id: 46962185
    {'hecke_orbit_code': 27021597931995305, 'n': 17, 'trace_an': 105667}
  • id: 46962186
    {'hecke_orbit_code': 27021597931995305, 'n': 18, 'trace_an': -584849}
  • id: 46962187
    {'hecke_orbit_code': 27021597931995305, 'n': 19, 'trace_an': -2140031}
  • id: 46962188
    {'hecke_orbit_code': 27021597931995305, 'n': 20, 'trace_an': -3722382}
  • id: 46962189
    {'hecke_orbit_code': 27021597931995305, 'n': 21, 'trace_an': -2953252}
  • id: 46962190
    {'hecke_orbit_code': 27021597931995305, 'n': 22, 'trace_an': 3789362}
  • id: 46962191
    {'hecke_orbit_code': 27021597931995305, 'n': 23, 'trace_an': 3586420}
  • id: 46962192
    {'hecke_orbit_code': 27021597931995305, 'n': 24, 'trace_an': -6334338}
  • id: 46962193
    {'hecke_orbit_code': 27021597931995305, 'n': 25, 'trace_an': 10278737}
  • id: 46962194
    {'hecke_orbit_code': 27021597931995305, 'n': 26, 'trace_an': 0}
  • id: 46962195
    {'hecke_orbit_code': 27021597931995305, 'n': 27, 'trace_an': -4332980}
  • id: 46962196
    {'hecke_orbit_code': 27021597931995305, 'n': 28, 'trace_an': -5293616}
  • id: 46962197
    {'hecke_orbit_code': 27021597931995305, 'n': 29, 'trace_an': -4203616}
  • id: 46962198
    {'hecke_orbit_code': 27021597931995305, 'n': 30, 'trace_an': -34788079}
  • id: 46962199
    {'hecke_orbit_code': 27021597931995305, 'n': 31, 'trace_an': -18634294}
  • id: 46962200
    {'hecke_orbit_code': 27021597931995305, 'n': 32, 'trace_an': -38778128}
  • id: 46962201
    {'hecke_orbit_code': 27021597931995305, 'n': 33, 'trace_an': -15170356}
  • id: 46962202
    {'hecke_orbit_code': 27021597931995305, 'n': 34, 'trace_an': -10546914}
  • id: 46962203
    {'hecke_orbit_code': 27021597931995305, 'n': 35, 'trace_an': 16260796}
  • id: 46962204
    {'hecke_orbit_code': 27021597931995305, 'n': 36, 'trace_an': 112071987}
  • id: 46962205
    {'hecke_orbit_code': 27021597931995305, 'n': 37, 'trace_an': -7214770}
  • id: 46962206
    {'hecke_orbit_code': 27021597931995305, 'n': 38, 'trace_an': -60128169}
  • id: 46962207
    {'hecke_orbit_code': 27021597931995305, 'n': 39, 'trace_an': 0}
  • id: 46962208
    {'hecke_orbit_code': 27021597931995305, 'n': 40, 'trace_an': -46270051}
  • id: 46962209
    {'hecke_orbit_code': 27021597931995305, 'n': 41, 'trace_an': -67544533}
  • id: 46962210
    {'hecke_orbit_code': 27021597931995305, 'n': 42, 'trace_an': -31249012}
  • id: 46962211
    {'hecke_orbit_code': 27021597931995305, 'n': 43, 'trace_an': -55585357}
  • id: 46962212
    {'hecke_orbit_code': 27021597931995305, 'n': 44, 'trace_an': -246583161}
  • id: 46962213
    {'hecke_orbit_code': 27021597931995305, 'n': 45, 'trace_an': -172236942}
  • id: 46962214
    {'hecke_orbit_code': 27021597931995305, 'n': 46, 'trace_an': -168715272}
  • id: 46962215
    {'hecke_orbit_code': 27021597931995305, 'n': 47, 'trace_an': -175569972}
  • id: 46962216
    {'hecke_orbit_code': 27021597931995305, 'n': 48, 'trace_an': -48573948}
  • id: 46962217
    {'hecke_orbit_code': 27021597931995305, 'n': 49, 'trace_an': 144680057}
  • id: 46962218
    {'hecke_orbit_code': 27021597931995305, 'n': 50, 'trace_an': -3455750}
  • id: 46962219
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  • id: 46962220
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  • id: 46962221
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  • id: 46962222
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  • id: 46962223
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  • id: 46962224
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  • id: 46962225
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  • id: 46962226
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  • id: 46962227
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  • id: 46962228
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  • id: 46962229
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  • id: 46962230
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  • id: 46962231
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  • id: 46962232
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  • id: 46962233
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  • id: 46962234
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  • id: 46962235
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  • id: 46962236
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  • id: 46962237
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  • id: 46962238
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  • id: 46962239
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  • id: 46962240
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  • id: 46962241
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  • id: 46962242
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  • id: 46962243
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  • id: 46962244
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  • id: 46962245
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  • id: 46962246
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  • id: 46962247
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  • id: 46962248
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  • id: 46962249
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  • id: 46962250
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  • id: 46962251
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  • id: 46962252
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  • id: 46962253
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  • id: 46962254
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  • id: 46962255
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  • id: 46962258
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  • id: 46962259
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  • id: 46962260
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  • id: 46962261
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  • id: 46962262
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  • id: 46962264
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  • id: 46962287
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  • id: 46962310
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  • id: 46962311
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  • id: 46962312
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  • id: 46962313
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  • id: 46962314
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  • id: 46962315
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  • id: 46962316
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  • id: 46962318
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  • id: 46962319
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  • id: 46962320
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  • id: 46962321
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  • id: 46962323
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  • id: 46962325
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  • id: 46962330
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  • id: 46962331
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  • id: 46962332
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  • id: 46962402
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  • id: 46962405
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  • id: 46962406
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  • id: 46962409
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  • id: 46962412
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  • id: 46962413
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  • id: 46962414
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  • id: 46962415
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  • id: 46962416
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  • id: 46962417
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  • id: 46962418
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  • id: 46962419
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  • id: 46962420
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  • id: 46962421
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  • id: 46962422
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  • id: 46962423
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  • id: 46962424
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  • id: 46962425
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  • id: 46962426
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