Newform data - 1045.6.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': 37620, 'analytic_conductor': 167.60109170456477, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, 1], [11, -1], [19, -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': [1045, 1, [837, 761, 496], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 35, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_orbit': 1, 'hecke_orbit_code': 100664341, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '1045.6.a.a', 'level': 1045, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5, 11, 19], 'level_radical': 1045, 'minimal_twist': '1045.6.a.a', 'prim_orbit_index': 1, 'related_objects': [], 'relative_dim': 35, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1045.6.a', 'trace_display': [-4, -27, -875, 117], 'traces': [35, -4, -27, 520, -875, -291, 117, -498, 2046, 100, 4235, -568, -717, -2585, 675, 3356, -3349, -5533, 12635, -13000, 289, -484, -820, -21748, 21875, -6267, -13650, -6487, -13357, 7275, -15341, -16405, -3267, -1255, -2925, 23487, -511, -1444, -33584, 12450, -36855, 16330, 10991, 62920, -51150, -20443, -33594, 36221, 23422, -2500, -53530, 89382, 13103, 65776, -105875, 130911, -9747, 127808, -161139, 14200, -91587, 131818, 16590, -23186, 17925, -35211, 39210, 26300, -23174, 64625, -167772, 135820, -5106, -256965, -16875, 187720, 14157, 492812, -156897, -83900, 31279, 46818, -185627, 165864, 83725, -159946, -112092, -60258, -144420, 138325, -442480, -205876, 125910, -110044, -315875, -554286, 41200, 41052, 247566, 325000, -693086, -1958, 76808, -322372, 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• label 1045.6.a.a does not appear in mf_hecke_nf
• 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': [[[[5, -1], [11, -1], [19, -1]], 40, 1], [[[5, 1], [11, 1], [19, -1]], 39, 1], [[[5, -1], [11, 1], [19, 1]], 38, 1], [[[5, 1], [11, 1], [19, 1]], 37, 1], [[[5, -1], [11, 1], [19, -1]], 36, 1], [[[5, -1], [11, -1], [19, 1]], 38, 1], [[[5, 1], [11, -1], [19, 1]], 37, 1], [[[5, 1], [11, -1], [19, -1]], 35, 1]], 'ALdims': [37, 39, 37, 35, 38, 36, 38, 40], 'Nk2': 37620, 'analytic_conductor': 167.60109170456477, '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': [1045, 1, [837, 761, 496], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 596, 'dim': 300, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_orbit_code': 100664341, 'hecke_orbit_dims': [35, 36, 37, 37, 38, 38, 39, 40], 'label': '1045.6.a', 'level': 1045, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5, 11, 19], 'level_radical': 1045, 'mf_dim': 604, 'mf_new_dim': 300, 'num_forms': 8, 'plus_dim': 146, 'prim_orbit_index': 1, 'relative_dim': 300, 'sturm_bound': 720, 'trace_bound': 2, 'trace_display': [0, 0, 100, 0], 'traces': [300, 0, 0, 4800, 100, 296, 0, -1704, 23540, 0, 0, 1216, 0, -2960, 0, 76040, 0, -14144, 0, 1000, 8960, 0, 12696, -15128, 187500, 16096, -14928, 0, -17840, 15200, 1640, -62168, 0, -4360, -6200, 421176, 0, 17328, -64152, 0, 34552, 74680, 49320, 4840, -11100, 43168, 61680, 195608, 713332, 0, -18832, 183528, -24976, 231984, 24200, -70840, 0, -116712, -24152, 0, -112568, 408656, -440824, 1053664, -200, 0, -175992, 377536, 248624, -80200, -163768, -866680, 7664, -284344, 0, 0, 35816, 472712, -98696, 57600, 2292332, -656672, -574952, 1087560, 3800, 454776, 92296, 0, -169208, 0, -390704, 748896, 657600, -401392, 0, 328600, -61816, 43576, 0, 3000000, 289848, 1014936, 234120, 273576, -226400, 1366856, -371584, -182208, -402344, 0, -272888, -11712, -32736, 0, 101400, 1536400, -126912, -916776, 858336, 729600, 4392300, 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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

  
  {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 35, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '1045.6.a.a', 'source_level': 1045, 'target_char_orbit': 1, 'target_dim': 35, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '1045.6.a.a', 'target_level': 1045, 'twist_class_label': '1045.6.a.a', 'twist_class_level': 1045, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
• hecke_orbit_code 100664341 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': 1, 'label': '1045.6.a.a', 'level': 1045, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 13519000
    {'hecke_orbit_code': 100664341, 'n': 1, 'trace_an': 35}
  • id: 13519001
    {'hecke_orbit_code': 100664341, 'n': 2, 'trace_an': -4}
  • id: 13519002
    {'hecke_orbit_code': 100664341, 'n': 3, 'trace_an': -27}
  • id: 13519003
    {'hecke_orbit_code': 100664341, 'n': 4, 'trace_an': 520}
  • id: 13519004
    {'hecke_orbit_code': 100664341, 'n': 5, 'trace_an': -875}
  • id: 13519005
    {'hecke_orbit_code': 100664341, 'n': 6, 'trace_an': -291}
  • id: 13519006
    {'hecke_orbit_code': 100664341, 'n': 7, 'trace_an': 117}
  • id: 13519007
    {'hecke_orbit_code': 100664341, 'n': 8, 'trace_an': -498}
  • id: 13519008
    {'hecke_orbit_code': 100664341, 'n': 9, 'trace_an': 2046}
  • id: 13519009
    {'hecke_orbit_code': 100664341, 'n': 10, 'trace_an': 100}
  • id: 13519010
    {'hecke_orbit_code': 100664341, 'n': 11, 'trace_an': 4235}
  • id: 13519011
    {'hecke_orbit_code': 100664341, 'n': 12, 'trace_an': -568}
  • id: 13519012
    {'hecke_orbit_code': 100664341, 'n': 13, 'trace_an': -717}
  • id: 13519013
    {'hecke_orbit_code': 100664341, 'n': 14, 'trace_an': -2585}
  • id: 13519014
    {'hecke_orbit_code': 100664341, 'n': 15, 'trace_an': 675}
  • id: 13519015
    {'hecke_orbit_code': 100664341, 'n': 16, 'trace_an': 3356}
  • id: 13519016
    {'hecke_orbit_code': 100664341, 'n': 17, 'trace_an': -3349}
  • id: 13519017
    {'hecke_orbit_code': 100664341, 'n': 18, 'trace_an': -5533}
  • id: 13519018
    {'hecke_orbit_code': 100664341, 'n': 19, 'trace_an': 12635}
  • id: 13519019
    {'hecke_orbit_code': 100664341, 'n': 20, 'trace_an': -13000}
  • id: 13519020
    {'hecke_orbit_code': 100664341, 'n': 21, 'trace_an': 289}
  • id: 13519021
    {'hecke_orbit_code': 100664341, 'n': 22, 'trace_an': -484}
  • id: 13519022
    {'hecke_orbit_code': 100664341, 'n': 23, 'trace_an': -820}
  • id: 13519023
    {'hecke_orbit_code': 100664341, 'n': 24, 'trace_an': -21748}
  • id: 13519024
    {'hecke_orbit_code': 100664341, 'n': 25, 'trace_an': 21875}
  • id: 13519025
    {'hecke_orbit_code': 100664341, 'n': 26, 'trace_an': -6267}
  • id: 13519026
    {'hecke_orbit_code': 100664341, 'n': 27, 'trace_an': -13650}
  • id: 13519027
    {'hecke_orbit_code': 100664341, 'n': 28, 'trace_an': -6487}
  • id: 13519028
    {'hecke_orbit_code': 100664341, 'n': 29, 'trace_an': -13357}
  • id: 13519029
    {'hecke_orbit_code': 100664341, 'n': 30, 'trace_an': 7275}
  • id: 13519030
    {'hecke_orbit_code': 100664341, 'n': 31, 'trace_an': -15341}
  • id: 13519031
    {'hecke_orbit_code': 100664341, 'n': 32, 'trace_an': -16405}
  • id: 13519032
    {'hecke_orbit_code': 100664341, 'n': 33, 'trace_an': -3267}
  • id: 13519033
    {'hecke_orbit_code': 100664341, 'n': 34, 'trace_an': -1255}
  • id: 13519034
    {'hecke_orbit_code': 100664341, 'n': 35, 'trace_an': -2925}
  • id: 13519035
    {'hecke_orbit_code': 100664341, 'n': 36, 'trace_an': 23487}
  • id: 13519036
    {'hecke_orbit_code': 100664341, 'n': 37, 'trace_an': -511}
  • id: 13519037
    {'hecke_orbit_code': 100664341, 'n': 38, 'trace_an': -1444}
  • id: 13519038
    {'hecke_orbit_code': 100664341, 'n': 39, 'trace_an': -33584}
  • id: 13519039
    {'hecke_orbit_code': 100664341, 'n': 40, 'trace_an': 12450}
  • id: 13519040
    {'hecke_orbit_code': 100664341, 'n': 41, 'trace_an': -36855}
  • id: 13519041
    {'hecke_orbit_code': 100664341, 'n': 42, 'trace_an': 16330}
  • id: 13519042
    {'hecke_orbit_code': 100664341, 'n': 43, 'trace_an': 10991}
  • id: 13519043
    {'hecke_orbit_code': 100664341, 'n': 44, 'trace_an': 62920}
  • id: 13519044
    {'hecke_orbit_code': 100664341, 'n': 45, 'trace_an': -51150}
  • id: 13519045
    {'hecke_orbit_code': 100664341, 'n': 46, 'trace_an': -20443}
  • id: 13519046
    {'hecke_orbit_code': 100664341, 'n': 47, 'trace_an': -33594}
  • id: 13519047
    {'hecke_orbit_code': 100664341, 'n': 48, 'trace_an': 36221}
  • id: 13519048
    {'hecke_orbit_code': 100664341, 'n': 49, 'trace_an': 23422}
  • id: 13519049
    {'hecke_orbit_code': 100664341, 'n': 50, 'trace_an': -2500}
  • id: 13519050
    {'hecke_orbit_code': 100664341, 'n': 51, 'trace_an': -53530}
  • id: 13519051
    {'hecke_orbit_code': 100664341, 'n': 52, 'trace_an': 89382}
  • id: 13519052
    {'hecke_orbit_code': 100664341, 'n': 53, 'trace_an': 13103}
  • id: 13519053
    {'hecke_orbit_code': 100664341, 'n': 54, 'trace_an': 65776}
  • id: 13519054
    {'hecke_orbit_code': 100664341, 'n': 55, 'trace_an': -105875}
  • id: 13519055
    {'hecke_orbit_code': 100664341, 'n': 56, 'trace_an': 130911}
  • id: 13519056
    {'hecke_orbit_code': 100664341, 'n': 57, 'trace_an': -9747}
  • id: 13519057
    {'hecke_orbit_code': 100664341, 'n': 58, 'trace_an': 127808}
  • id: 13519058
    {'hecke_orbit_code': 100664341, 'n': 59, 'trace_an': -161139}
  • id: 13519059
    {'hecke_orbit_code': 100664341, 'n': 60, 'trace_an': 14200}
  • id: 13519060
    {'hecke_orbit_code': 100664341, 'n': 61, 'trace_an': -91587}
  • id: 13519061
    {'hecke_orbit_code': 100664341, 'n': 62, 'trace_an': 131818}
  • id: 13519062
    {'hecke_orbit_code': 100664341, 'n': 63, 'trace_an': 16590}
  • id: 13519063
    {'hecke_orbit_code': 100664341, 'n': 64, 'trace_an': -23186}
  • id: 13519064
    {'hecke_orbit_code': 100664341, 'n': 65, 'trace_an': 17925}
  • id: 13519065
    {'hecke_orbit_code': 100664341, 'n': 66, 'trace_an': -35211}
  • id: 13519066
    {'hecke_orbit_code': 100664341, 'n': 67, 'trace_an': 39210}
  • id: 13519067
    {'hecke_orbit_code': 100664341, 'n': 68, 'trace_an': 26300}
  • id: 13519068
    {'hecke_orbit_code': 100664341, 'n': 69, 'trace_an': -23174}
  • id: 13519069
    {'hecke_orbit_code': 100664341, 'n': 70, 'trace_an': 64625}
  • id: 13519070
    {'hecke_orbit_code': 100664341, 'n': 71, 'trace_an': -167772}
  • id: 13519071
    {'hecke_orbit_code': 100664341, 'n': 72, 'trace_an': 135820}
  • id: 13519072
    {'hecke_orbit_code': 100664341, 'n': 73, 'trace_an': -5106}
  • id: 13519073
    {'hecke_orbit_code': 100664341, 'n': 74, 'trace_an': -256965}
  • id: 13519074
    {'hecke_orbit_code': 100664341, 'n': 75, 'trace_an': -16875}
  • id: 13519075
    {'hecke_orbit_code': 100664341, 'n': 76, 'trace_an': 187720}
  • id: 13519076
    {'hecke_orbit_code': 100664341, 'n': 77, 'trace_an': 14157}
  • id: 13519077
    {'hecke_orbit_code': 100664341, 'n': 78, 'trace_an': 492812}
  • id: 13519078
    {'hecke_orbit_code': 100664341, 'n': 79, 'trace_an': -156897}
  • id: 13519079
    {'hecke_orbit_code': 100664341, 'n': 80, 'trace_an': -83900}
  • id: 13519080
    {'hecke_orbit_code': 100664341, 'n': 81, 'trace_an': 31279}
  • id: 13519081
    {'hecke_orbit_code': 100664341, 'n': 82, 'trace_an': 46818}
  • id: 13519082
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  • id: 13519083
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  • id: 13519084
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  • id: 13519085
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  • id: 13519086
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  • id: 13519087
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  • id: 13519088
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  • id: 13519089
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  • id: 13519090
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  • id: 13519091
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  • id: 13519092
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  • id: 13519093
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  • id: 13519094
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  • id: 13519095
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  • id: 13519096
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  • id: 13519097
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  • id: 13519098
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  • id: 13519099
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  • id: 13519100
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  • id: 13519101
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  • id: 13519102
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  • id: 13519103
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  • id: 13519104
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  • id: 13519105
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  • id: 13519106
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  • id: 13519107
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  • id: 13519108
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  • id: 13519109
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  • id: 13519110
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  • id: 13519111
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  • id: 13519112
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  • id: 13519113
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  • id: 13519114
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  • id: 13519115
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  • id: 13519116
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  • id: 13519117
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  • id: 13519118
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  • id: 13519119
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  • id: 13519120
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  • id: 13519121
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  • id: 13519122
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  • id: 13519123
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  • id: 13519124
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  • id: 13519125
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  • id: 13519126
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  • id: 13519127
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  • id: 13519128
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  • id: 13519129
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  • id: 13519130
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  • id: 13519131
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  • id: 13519132
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  • id: 13519133
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  • id: 13519134
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  • id: 13519135
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  • id: 13519136
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  • id: 13519137
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  • id: 13519138
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  • id: 13519139
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  • id: 13519140
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  • id: 13519141
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  • id: 13519142
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  • id: 13519143
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  • id: 13519144
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  • id: 13519145
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  • id: 13519146
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  • id: 13519147
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  • id: 13519148
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  • id: 13519149
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  • id: 13519150
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  • id: 13519151
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  • id: 13519152
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  • id: 13519153
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  • id: 13519154
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  • id: 13519155
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  • id: 13519156
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  • id: 13519157
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  • id: 13519158
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  • id: 13519159
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  • id: 13519160
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  • id: 13519161
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  • id: 13519162
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  • id: 13519163
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  • id: 13519164
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  • id: 13519165
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  • id: 13519166
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  • id: 13519167
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  • id: 13519168
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  • id: 13519169
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  • id: 13519170
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  • id: 13519171
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  • id: 13519172
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  • id: 13519173
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  • id: 13519174
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  • id: 13519175
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  • id: 13519176
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  • id: 13519177
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  • id: 13519178
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  • id: 13519179
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  • id: 13519180
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  • id: 13519181
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  • id: 13519182
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  • id: 13519183
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  • id: 13519184
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  • id: 13519185
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  • id: 13519186
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  • id: 13519187
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  • id: 13519188
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  • id: 13519189
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  • id: 13519190
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  • id: 13519191
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  • id: 13519192
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  • id: 13519193
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  • id: 13519194
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  • id: 13519195
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  • id: 13519196
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  • id: 13519197
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  • id: 13519198
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  • id: 13519199
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  • id: 13519200
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  • id: 13519201
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  • id: 13519202
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  • id: 13519203
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  • id: 13519204
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  • id: 13519205
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  • id: 13519206
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  • id: 13519207
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  • id: 13519208
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  • id: 13519209
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  • id: 13519210
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  • id: 13519211
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  • id: 13519212
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  • id: 13519213
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  • id: 13519214
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  • id: 13519215
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  • id: 13519216
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  • id: 13519217
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  • id: 13519218
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  • id: 13519219
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  • id: 13519220
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  • id: 13519221
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  • id: 13519222
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  • id: 13519223
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  • id: 13519224
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  • id: 13519225
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  • id: 13519226
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  • id: 13519227
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  • id: 13519228
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  • id: 13519229
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  • id: 13519230
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  • id: 13519231
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  • id: 13519232
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  • id: 13519233
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  • id: 13519234
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  • id: 13519235
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  • id: 13519236
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  • id: 13519237
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  • id: 13519238
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  • id: 13519239
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  • id: 13519240
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  • id: 13519241
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  • id: 13519242
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  • id: 13519243
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  • id: 13519244
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  • id: 13519245
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  • id: 13519246
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  • id: 13519247
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  • id: 13519248
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  • id: 13519249
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  • id: 13519250
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  • id: 13519251
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  • id: 13519252
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  • id: 13519253
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  • id: 13519254
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  • id: 13519255
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  • id: 13519256
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  • id: 13519257
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  • id: 13519258
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  • id: 13519259
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  • id: 13519260
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  • id: 13519261
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  • id: 13519262
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  • id: 13519263
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  • id: 13519264
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  • id: 13519265
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  • id: 13519266
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  • id: 13519267
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  • id: 13519268
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  • id: 13519269
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  • id: 13519270
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  • id: 13519271
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  • id: 13519272
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  • id: 13519273
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  • id: 13519274
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  • id: 13519275
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  • id: 13519276
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  • id: 13519277
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  • id: 13519278
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  • id: 13519279
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  • id: 13519280
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  • id: 13519281
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  • id: 13519282
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  • id: 13519283
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  • id: 13519284
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  • id: 13519285
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  • id: 13519286
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  • id: 13519287
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  • id: 13519288
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  • id: 13519341
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  • id: 13519390
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  • id: 13519392
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  • id: 13519393
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  • id: 13519394
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  • id: 13519395
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  • id: 13519396
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  • id: 13519397
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  • id: 13519398
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  • id: 13519399
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  • id: 13519400
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  • id: 13519401
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  • id: 13519404
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  • id: 13519408
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  • id: 13519411
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  • id: 13519412
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  • id: 13519413
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  • id: 13519415
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  • id: 13519416
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  • id: 13519417
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  • id: 13519418
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  • id: 13519419
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  • id: 13519420
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  • id: 13519421
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  • id: 13519422
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  • id: 13519423
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  • id: 13519424
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  • id: 13519427
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  • id: 13519431
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  • id: 13519435
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  • id: 13519437
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  • id: 13519438
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  • id: 13519445
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  • id: 13519448
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  • id: 13519450
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  • id: 13519589
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  • id: 13519590
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  • id: 13519591
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  • id: 13519596
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  • id: 13519597
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  • id: 13519598
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  • id: 13519599
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  • id: 13519600
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  • id: 13519601
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  • id: 13519610
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  • id: 13519611
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  • id: 13519612
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  • id: 13519613
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  • id: 13519615
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  • id: 13519616
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  • id: 13519617
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  • id: 13519618
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  • id: 13519619
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  • id: 13519620
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  • id: 13519621
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  • id: 13519622
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  • id: 13519623
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  • id: 13519624
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  • id: 13519625
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  • id: 13519626
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  • id: 13519627
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  • id: 13519628
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  • id: 13519629
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  • id: 13519630
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  • id: 13519631
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  • id: 13519632
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  • id: 13519633
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  • id: 13519634
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  • id: 13519635
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  • id: 13519636
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  • id: 13519637
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  • id: 13519638
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  • id: 13519639
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  • id: 13519640
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  • id: 13519641
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  • id: 13519644
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  • id: 13519646
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  • id: 13519910
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  • id: 13519911
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  • id: 13519912
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  • id: 13519913
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  • id: 13519914
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  • id: 13519915
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  • id: 13519916
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  • id: 13519917
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  • id: 13519918
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  • id: 13519919
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  • id: 13519920
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  • id: 13519921
    {'hecke_orbit_code': 100664341, 'n': 922, 'trace_an': -105347162}
  • id: 13519922
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  • id: 13519923
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  • id: 13519924
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  • id: 13519925
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  • id: 13519926
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  • id: 13519927
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  • id: 13519928
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  • id: 13519929
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  • id: 13519930
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  • id: 13519931
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  • id: 13519932
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  • id: 13519933
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  • id: 13519934
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  • id: 13519935
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  • id: 13519936
    {'hecke_orbit_code': 100664341, 'n': 937, 'trace_an': -105679215}
  • id: 13519937
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  • id: 13519938
    {'hecke_orbit_code': 100664341, 'n': 939, 'trace_an': 340728000}
  • id: 13519939
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  • id: 13519940
    {'hecke_orbit_code': 100664341, 'n': 941, 'trace_an': -188340646}
  • id: 13519941
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  • id: 13519942
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  • id: 13519943
    {'hecke_orbit_code': 100664341, 'n': 944, 'trace_an': -155417450}
  • id: 13519944
    {'hecke_orbit_code': 100664341, 'n': 945, 'trace_an': -47790250}
  • id: 13519945
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  • id: 13519946
    {'hecke_orbit_code': 100664341, 'n': 947, 'trace_an': -120404079}
  • id: 13519947
    {'hecke_orbit_code': 100664341, 'n': 948, 'trace_an': 630340729}
  • id: 13519948
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  • id: 13519949
    {'hecke_orbit_code': 100664341, 'n': 950, 'trace_an': -902500}
  • id: 13519950
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  • id: 13519951
    {'hecke_orbit_code': 100664341, 'n': 952, 'trace_an': -250221613}
  • id: 13519952
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  • id: 13519953
    {'hecke_orbit_code': 100664341, 'n': 954, 'trace_an': 382764531}
  • id: 13519954
    {'hecke_orbit_code': 100664341, 'n': 955, 'trace_an': 36381075}
  • id: 13519955
    {'hecke_orbit_code': 100664341, 'n': 956, 'trace_an': -103823370}
  • id: 13519956
    {'hecke_orbit_code': 100664341, 'n': 957, 'trace_an': -13563132}
  • id: 13519957
    {'hecke_orbit_code': 100664341, 'n': 958, 'trace_an': 389525336}
  • id: 13519958
    {'hecke_orbit_code': 100664341, 'n': 959, 'trace_an': 53669680}
  • id: 13519959
    {'hecke_orbit_code': 100664341, 'n': 960, 'trace_an': -25982525}
  • id: 13519960
    {'hecke_orbit_code': 100664341, 'n': 961, 'trace_an': -129682940}
  • id: 13519961
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  • id: 13519962
    {'hecke_orbit_code': 100664341, 'n': 963, 'trace_an': 157590666}
  • id: 13519963
    {'hecke_orbit_code': 100664341, 'n': 964, 'trace_an': -81792880}
  • id: 13519964
    {'hecke_orbit_code': 100664341, 'n': 965, 'trace_an': 12629300}
  • id: 13519965
    {'hecke_orbit_code': 100664341, 'n': 966, 'trace_an': -7717061}
  • id: 13519966
    {'hecke_orbit_code': 100664341, 'n': 967, 'trace_an': -35129673}
  • id: 13519967
    {'hecke_orbit_code': 100664341, 'n': 968, 'trace_an': -7291218}
  • id: 13519968
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  • id: 13519969
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  • id: 13519970
    {'hecke_orbit_code': 100664341, 'n': 971, 'trace_an': -61529233}
  • id: 13519971
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  • id: 13519972
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  • id: 13519973
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  • id: 13519974
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  • id: 13519975
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  • id: 13519976
    {'hecke_orbit_code': 100664341, 'n': 977, 'trace_an': -44382033}
  • id: 13519977
    {'hecke_orbit_code': 100664341, 'n': 978, 'trace_an': 375561330}
  • id: 13519978
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  • id: 13519979
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  • id: 13519980
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  • id: 13519981
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  • id: 13519982
    {'hecke_orbit_code': 100664341, 'n': 983, 'trace_an': -5886748}
  • id: 13519983
    {'hecke_orbit_code': 100664341, 'n': 984, 'trace_an': 59586096}
  • id: 13519984
    {'hecke_orbit_code': 100664341, 'n': 985, 'trace_an': -14718800}
  • id: 13519985
    {'hecke_orbit_code': 100664341, 'n': 986, 'trace_an': -31775728}
  • id: 13519986
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  • id: 13519987
    {'hecke_orbit_code': 100664341, 'n': 988, 'trace_an': 32266902}
  • id: 13519988
    {'hecke_orbit_code': 100664341, 'n': 989, 'trace_an': -38753944}
  • id: 13519989
    {'hecke_orbit_code': 100664341, 'n': 990, 'trace_an': 16737325}
  • id: 13519990
    {'hecke_orbit_code': 100664341, 'n': 991, 'trace_an': 27016247}
  • id: 13519991
    {'hecke_orbit_code': 100664341, 'n': 992, 'trace_an': -71509680}
  • id: 13519992
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  • id: 13519993
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  • id: 13519994
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  • id: 13519995
    {'hecke_orbit_code': 100664341, 'n': 996, 'trace_an': 12567306}
  • id: 13519996
    {'hecke_orbit_code': 100664341, 'n': 997, 'trace_an': -55952609}
  • id: 13519997
    {'hecke_orbit_code': 100664341, 'n': 998, 'trace_an': 78419606}
  • id: 13519998
    {'hecke_orbit_code': 100664341, 'n': 999, 'trace_an': 63962120}
  • id: 13519999
    {'hecke_orbit_code': 100664341, 'n': 1000, 'trace_an': 7781250}