Embedded newform data - 4031.2.a.d.1.9

Formats: - HTML - YAML - JSON - 2024-05-04T22:59:49.381347

• 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': 16124, 'analytic_conductor': 32.18769705477812, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[29, -1], [139, 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': [4031, 1, [3337, 697], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 98, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-142987209, 7319058208, -55959975647, -1398289294943, 15052748247350, 102937153571204, -1186615396037222, -4273876618271024, 44504142936621598, 106559215748024919, -978863492218851714, -1699952453933480243, 14143816900221635892, 18438079254961555244, -144175785488233031765, -142551238562451699764, 1088868973508943024151, 812725397730257276489, -6314626864126703860616, -3493250463856694279076, 28896562748836483788745, 11429270213160194886714, -106607535329739331416237, -28212997345622981034401, 322615784514847601482503, 49864572988160806116063, -812288542863759353230176, -49496915745783525780619, 1721880389180779514085600, -33607622310490526508312, -3103790428287606582429544, 277285574393382521636241, 4797911687643722105081023, -722276835847720162003179, -6406440250155205163347892, 1311738199037801076815809, 7434767164569264901264963, -1883349941588356117962083, -7538730787587514480761910, 2241655394109284282146720, 6709132456217298492195748, -2266460728765436967865337, -5260529672304371961399633, 1975606903415372248341522, 3645644176759441078238817, -1499517861063346306455242, -2238910688064712209453984, 998160565734190309320119, 1220999122196677040161427, -585801698527959565938042, -592211926609877675706977, 304330053118773747671742, 255715566276655089303469, -140378335948760061113748, -98344294505069701380263, 57622274040768276641666, 33681083792684428516686, -21081325241835802948917, -10263739224819524334337, 6880881786079864016208, 2778396768276643101685, -2004504500929326483916, -666339268825414547944, 521108468524281804099, 141011935748363783508, -120811919156185995632, -26173158453461179714, 24946200351831040734, 4221820204012783412, -4579248543829184283, -583098035082749137, 745349995026146412, 67154851620594638, -107210634674716209, -6094561166241702, 13569199437206107, 366659479900782, -1502937020674630, -243071341572, 144680297198333, -3489225381766, -11999783667393, 553629282481, 847972487659, -56110481875, -50316202481, 4249161214, 2458563292, -248737120, -96277895, 11217172, 2903686, -379239, -63290, 9088, 887, -138, -6, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510798915669951, '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': '4031.2.a.d', 'level': 4031, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [29, 139], 'level_radical': 4031, 'minimal_twist': '4031.2.a.d', 'prim_orbit_index': 1, 'related_objects': [], 'relative_dim': 98, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '4031.2.a', 'trace_display': [6, 6, 1, 12], 'traces': [98, 6, 6, 116, 1, 7, 12, 15, 136, 16, 25, 8, 18, 34, 14, 136, 35, 20, 48, -20, 62, 32, 1, 8, 173, 15, 18, 37, 98, -6, 20, 16, 24, -6, 11, 155, 62, -5, 45, 38, 50, 7, 72, 92, -13, 32, -16, -13, 194, 50, 2, 83, -11, 58, 32, 106, 84, 6, 20, 62, 142, -27, 26, 213, 13, -35, 5, 69, 68, -2, -10, -9, 74, 21, 19, 116, 41, -162, 104, -86, 230, 53, -19, 76, 125, 9, 6, 68, 120, 122, 30, 3, -56, 22, 32, -55, 98, -15, 69, 250, 115, 91, 72, -7, 56, 62, 1, 37, 128, 1, 9, 93, 65, 209, 7, 116, 112, 116, 73, -102, 369, -140, 25, -37, -63, 195, 121, -74, 62, 9, -9, 147, 48, 126, 17, -79, 90, -147, -98, 139, -37, 32, 12, 248, 1, 17, 3, 60, 17, 79, 141, -64, 83, -99, 13, 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'weight_parity': 1}
• 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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-0.33453563961696914, -0.2570359587443281, -0.23624217617352752, -0.397220856219529, -0.36691064656571853, -0.38884008832552974, -0.12155067932454224, -0.17814009532558492, -0.23626887525557036, -0.27037747173202603, -0.39980194384419226, -0.3177814284656819, -0.08710859871693581, -0.22246476557348688, -0.1255333448393156, -0.3523194939162152, -0.16940131348605367, -0.16894674764840698, -0.24512649130922626, -0.1510257559471557, -0.13123494183389428, -0.27916600451643697, -0.34918260437724497, -0.20789753606590075, -0.3515236829513423, -0.19431090961128966, -0.2375020626161303, -0.37175983579673183, -0.3274937047335069], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 9, 'dual_embedding_m': 9, 'embedding_index': 9, 'embedding_m': 9, 'hecke_orbit': 4, 'hecke_orbit_code': 13510798915669951, 'label': '4031.2.a.d.1.9', 'level': 4031, 'weight': 2}
• 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': [[[[29, -1], [139, -1]], 59, 1], [[[29, 1], [139, 1]], 61, 1], [[[29, 1], [139, -1]], 103, 1], [[[29, -1], [139, 1]], 100, 2]], 'ALdims': [61, 103, 100, 59], 'Nk2': 16124, 'analytic_conductor': 32.18769705477812, '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': [4031, 1, [3337, 697], [1, 1]], 'conrey_index': 1, 'cusp_dim': 349, 'dim': 323, 'eis_dim': 3, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 33558463, 'hecke_orbit_dims': [2, 59, 61, 98, 103], 'label': '4031.2.a', 'level': 4031, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [29, 139], 'level_radical': 4031, 'mf_dim': 352, 'mf_new_dim': 323, 'num_forms': 5, 'plus_dim': 120, 'prim_orbit_index': 1, 'relative_dim': 323, 'sturm_bound': 700, 'trace_bound': 1, 'trace_display': [3, 0, 2, 8], 'traces': [323, 3, 0, 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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

  
  {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 98, 'source_embedding_index': 9, 'source_hecke_orbit_code': 13510798915669951, 'source_is_minimal': True, 'source_label': '4031.2.a.d.1.9', 'source_level': 4031, 'target_conrey_index': 1, 'target_dim': 98, 'target_embedding_index': 9, 'target_hecke_orbit_code': 13510798915669951, 'target_is_minimal': True, 'target_label': '4031.2.a.d.1.9', 'target_level': 4031, 'twist_class_label': '4031.2.a.d.1.9', 'twist_class_level': 4031, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
• hecke_orbit_code 13510798915669951 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': 4, 'label': '4031.2.a.d', 'level': 4031, 'portrait': 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', 'weight': 2}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 128920000
    {'hecke_orbit_code': 13510798915669951, 'n': 1, 'trace_an': 98}
  • id: 128920001
    {'hecke_orbit_code': 13510798915669951, 'n': 2, 'trace_an': 6}
  • id: 128920002
    {'hecke_orbit_code': 13510798915669951, 'n': 3, 'trace_an': 6}
  • id: 128920003
    {'hecke_orbit_code': 13510798915669951, 'n': 4, 'trace_an': 116}
  • id: 128920004
    {'hecke_orbit_code': 13510798915669951, 'n': 5, 'trace_an': 1}
  • id: 128920005
    {'hecke_orbit_code': 13510798915669951, 'n': 6, 'trace_an': 7}
  • id: 128920006
    {'hecke_orbit_code': 13510798915669951, 'n': 7, 'trace_an': 12}
  • id: 128920007
    {'hecke_orbit_code': 13510798915669951, 'n': 8, 'trace_an': 15}
  • id: 128920008
    {'hecke_orbit_code': 13510798915669951, 'n': 9, 'trace_an': 136}
  • id: 128920009
    {'hecke_orbit_code': 13510798915669951, 'n': 10, 'trace_an': 16}
  • id: 128920010
    {'hecke_orbit_code': 13510798915669951, 'n': 11, 'trace_an': 25}
  • id: 128920011
    {'hecke_orbit_code': 13510798915669951, 'n': 12, 'trace_an': 8}
  • id: 128920012
    {'hecke_orbit_code': 13510798915669951, 'n': 13, 'trace_an': 18}
  • id: 128920013
    {'hecke_orbit_code': 13510798915669951, 'n': 14, 'trace_an': 34}
  • id: 128920014
    {'hecke_orbit_code': 13510798915669951, 'n': 15, 'trace_an': 14}
  • id: 128920015
    {'hecke_orbit_code': 13510798915669951, 'n': 16, 'trace_an': 136}
  • id: 128920016
    {'hecke_orbit_code': 13510798915669951, 'n': 17, 'trace_an': 35}
  • id: 128920017
    {'hecke_orbit_code': 13510798915669951, 'n': 18, 'trace_an': 20}
  • id: 128920018
    {'hecke_orbit_code': 13510798915669951, 'n': 19, 'trace_an': 48}
  • id: 128920019
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  • id: 128920020
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  • id: 128920021
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  • id: 128920022
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  • id: 128920023
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  • id: 128920024
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  • id: 128920025
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  • id: 128920026
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  • id: 128920027
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  • id: 128920028
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  • id: 128920029
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  • id: 128920030
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  • id: 128920031
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  • id: 128920032
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  • id: 128920033
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  • id: 128920034
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  • id: 128920035
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  • id: 128920036
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  • id: 128920037
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  • id: 128920038
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  • id: 128920039
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  • id: 128920040
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  • id: 128920041
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  • id: 128920042
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  • id: 128920043
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  • id: 128920044
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  • id: 128920045
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  • id: 128920046
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  • id: 128920047
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  • id: 128920048
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  • id: 128920049
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  • id: 128920050
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  • id: 128920051
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  • id: 128920052
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  • id: 128920053
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  • id: 128920054
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  • id: 128920055
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  • id: 128920056
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  • id: 128920060
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  • id: 128920061
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  • id: 128920062
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  • id: 128920063
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  • id: 128920064
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  • id: 128920065
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  • id: 128920066
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  • id: 128920076
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  • id: 128920078
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  • id: 128920080
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  • id: 128920081
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  • id: 128920083
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  • id: 128920085
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  • id: 128920088
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  • id: 128920089
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  • id: 128920090
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  • id: 128920091
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  • id: 128920092
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  • id: 128920093
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  • id: 128920094
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  • id: 128920095
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  • id: 128920096
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  • id: 128920098
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  • id: 128920099
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  • id: 128920100
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  • id: 128920101
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  • id: 128920102
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  • id: 128920103
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  • id: 128920104
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  • id: 128920105
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  • id: 128920106
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  • id: 128920107
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  • id: 128920108
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  • id: 128920109
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  • id: 128920110
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  • id: 128920111
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  • id: 128920112
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  • id: 128920113
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  • id: 128920114
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  • id: 128920115
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  • id: 128920116
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  • id: 128920117
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  • id: 128920118
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  • id: 128920119
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  • id: 128920120
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  • id: 128920121
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  • id: 128920122
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  • id: 128920123
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  • id: 128920124
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  • id: 128920125
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  • id: 128920126
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  • id: 128920127
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  • id: 128920128
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  • id: 128920129
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  • id: 128920130
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  • id: 128920131
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  • id: 128920132
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  • id: 128920133
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  • id: 128920134
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  • id: 128920135
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  • id: 128920136
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  • id: 128920137
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  • id: 128920138
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  • id: 128920139
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  • id: 128920140
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  • id: 128920141
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  • id: 128920142
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  • id: 128920143
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  • id: 128920144
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  • id: 128920145
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  • id: 128920146
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  • id: 128920147
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  • id: 128920148
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  • id: 128920149
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  • id: 128920150
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  • id: 128920151
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  • id: 128920152
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  • id: 128920153
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  • id: 128920154
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  • id: 128920155
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  • id: 128920156
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  • id: 128920157
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  • id: 128920158
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  • id: 128920159
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  • id: 128920160
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  • id: 128920161
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  • id: 128920162
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  • id: 128920163
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  • id: 128920164
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  • id: 128920165
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  • id: 128920166
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  • id: 128920167
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  • id: 128920168
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  • id: 128920169
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  • id: 128920170
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  • id: 128920171
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  • id: 128920172
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  • id: 128920173
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  • id: 128920174
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  • id: 128920175
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  • id: 128920176
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  • id: 128920177
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  • id: 128920179
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  • id: 128920184
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  • id: 128920185
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  • id: 128920186
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  • id: 128920187
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  • id: 128920188
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  • id: 128920189
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  • id: 128920190
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  • id: 128920198
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  • id: 128920199
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  • id: 128920200
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  • id: 128920202
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  • id: 128920210
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  • id: 128920211
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  • id: 128920212
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  • id: 128920213
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  • id: 128920214
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  • id: 128920215
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  • id: 128920216
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  • id: 128920217
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  • id: 128920218
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  • id: 128920219
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  • id: 128920220
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  • id: 128920221
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  • id: 128920222
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  • id: 128920223
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  • id: 128920224
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  • id: 128920225
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  • id: 128920226
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  • id: 128920227
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  • id: 128920228
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  • id: 128920229
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  • id: 128920230
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  • id: 128920231
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  • id: 128920232
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  • id: 128920233
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  • id: 128920234
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  • id: 128920235
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  • id: 128920236
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  • id: 128920237
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  • id: 128920238
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  • id: 128920239
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  • id: 128920240
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  • id: 128920241
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  • id: 128920242
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  • id: 128920243
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  • id: 128920244
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  • id: 128920245
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  • id: 128920246
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  • id: 128920247
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  • id: 128920248
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  • id: 128920249
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  • id: 128920250
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  • id: 128920251
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  • id: 128920252
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  • id: 128920253
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  • id: 128920254
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  • id: 128920255
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  • id: 128920256
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  • id: 128920257
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  • id: 128920258
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  • id: 128920259
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  • id: 128920260
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  • id: 128920261
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  • id: 128920262
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  • id: 128920263
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  • id: 128920264
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  • id: 128920265
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  • id: 128920268
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  • id: 128920269
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  • id: 128920270
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  • id: 128920271
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  • id: 128920272
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  • id: 128920273
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  • id: 128920274
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  • id: 128920275
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  • id: 128920276
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  • id: 128920277
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  • id: 128920278
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  • id: 128920279
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  • id: 128920280
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  • id: 128920281
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  • id: 128920282
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  • id: 128920283
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  • id: 128920284
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  • id: 128920285
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  • id: 128920286
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  • id: 128920287
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  • id: 128920288
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  • id: 128920289
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  • id: 128920290
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  • id: 128920291
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  • id: 128920292
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  • id: 128920293
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  • id: 128920294
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  • id: 128920295
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  • id: 128920296
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  • id: 128920297
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  • id: 128920298
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  • id: 128920299
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  • id: 128920300
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  • id: 128920301
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  • id: 128920302
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  • id: 128920303
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  • id: 128920304
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  • id: 128920305
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  • id: 128920306
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  • id: 128920307
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  • id: 128920308
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  • id: 128920309
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  • id: 128920310
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  • id: 128920311
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  • id: 128920312
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  • id: 128920313
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  • id: 128920314
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  • id: 128920315
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  • id: 128920316
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  • id: 128920317
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  • id: 128920318
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  • id: 128920319
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  • id: 128920320
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  • id: 128920321
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  • id: 128920322
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  • id: 128920323
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  • id: 128920324
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  • id: 128920325
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  • id: 128920326
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  • id: 128920327
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  • id: 128920328
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  • id: 128920329
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  • id: 128920330
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  • id: 128920331
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  • id: 128920332
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  • id: 128920333
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  • id: 128920334
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  • id: 128920335
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  • id: 128920336
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  • id: 128920337
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  • id: 128920338
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  • id: 128920339
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  • id: 128920340
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  • id: 128920341
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  • id: 128920342
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  • id: 128920343
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  • id: 128920344
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  • id: 128920345
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  • id: 128920346
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  • id: 128920347
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  • id: 128920348
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  • id: 128920349
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  • id: 128920350
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  • id: 128920351
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  • id: 128920352
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  • id: 128920353
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  • id: 128920354
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  • id: 128920355
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  • id: 128920356
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  • id: 128920357
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  • id: 128920358
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  • id: 128920359
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  • id: 128920360
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  • id: 128920361
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  • id: 128920362
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  • id: 128920363
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  • id: 128920364
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  • id: 128920365
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  • id: 128920366
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  • id: 128920367
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  • id: 128920368
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  • id: 128920371
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  • id: 128920372
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  • id: 128920373
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  • id: 128920380
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  • id: 128920388
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  • id: 128920392
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  • id: 128920393
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  • id: 128920399
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  • id: 128920512
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  • id: 128920519
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  • id: 128920521
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  • id: 128920528
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  • id: 128920531
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  • id: 128920532
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  • id: 128920546
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    {'hecke_orbit_code': 13510798915669951, 'n': 968, 'trace_an': 188}
  • id: 128920968
    {'hecke_orbit_code': 13510798915669951, 'n': 969, 'trace_an': -52}
  • id: 128920969
    {'hecke_orbit_code': 13510798915669951, 'n': 970, 'trace_an': -100}
  • id: 128920970
    {'hecke_orbit_code': 13510798915669951, 'n': 971, 'trace_an': -204}
  • id: 128920971
    {'hecke_orbit_code': 13510798915669951, 'n': 972, 'trace_an': 304}
  • id: 128920972
    {'hecke_orbit_code': 13510798915669951, 'n': 973, 'trace_an': -12}
  • id: 128920973
    {'hecke_orbit_code': 13510798915669951, 'n': 974, 'trace_an': -310}
  • id: 128920974
    {'hecke_orbit_code': 13510798915669951, 'n': 975, 'trace_an': -717}
  • id: 128920975
    {'hecke_orbit_code': 13510798915669951, 'n': 976, 'trace_an': -73}
  • id: 128920976
    {'hecke_orbit_code': 13510798915669951, 'n': 977, 'trace_an': 111}
  • id: 128920977
    {'hecke_orbit_code': 13510798915669951, 'n': 978, 'trace_an': -149}
  • id: 128920978
    {'hecke_orbit_code': 13510798915669951, 'n': 979, 'trace_an': -281}
  • id: 128920979
    {'hecke_orbit_code': 13510798915669951, 'n': 980, 'trace_an': -1330}
  • id: 128920980
    {'hecke_orbit_code': 13510798915669951, 'n': 981, 'trace_an': -27}
  • id: 128920981
    {'hecke_orbit_code': 13510798915669951, 'n': 982, 'trace_an': -134}
  • id: 128920982
    {'hecke_orbit_code': 13510798915669951, 'n': 983, 'trace_an': -47}
  • id: 128920983
    {'hecke_orbit_code': 13510798915669951, 'n': 984, 'trace_an': -326}
  • id: 128920984
    {'hecke_orbit_code': 13510798915669951, 'n': 985, 'trace_an': 175}
  • id: 128920985
    {'hecke_orbit_code': 13510798915669951, 'n': 986, 'trace_an': -6}
  • id: 128920986
    {'hecke_orbit_code': 13510798915669951, 'n': 987, 'trace_an': -427}
  • id: 128920987
    {'hecke_orbit_code': 13510798915669951, 'n': 988, 'trace_an': -45}
  • id: 128920988
    {'hecke_orbit_code': 13510798915669951, 'n': 989, 'trace_an': 136}
  • id: 128920989
    {'hecke_orbit_code': 13510798915669951, 'n': 990, 'trace_an': -856}
  • id: 128920990
    {'hecke_orbit_code': 13510798915669951, 'n': 991, 'trace_an': 31}
  • id: 128920991
    {'hecke_orbit_code': 13510798915669951, 'n': 992, 'trace_an': -1045}
  • id: 128920992
    {'hecke_orbit_code': 13510798915669951, 'n': 993, 'trace_an': -419}
  • id: 128920993
    {'hecke_orbit_code': 13510798915669951, 'n': 994, 'trace_an': -335}
  • id: 128920994
    {'hecke_orbit_code': 13510798915669951, 'n': 995, 'trace_an': 1}
  • id: 128920995
    {'hecke_orbit_code': 13510798915669951, 'n': 996, 'trace_an': -108}
  • id: 128920996
    {'hecke_orbit_code': 13510798915669951, 'n': 997, 'trace_an': 3}
  • id: 128920997
    {'hecke_orbit_code': 13510798915669951, 'n': 998, 'trace_an': -68}
  • id: 128920998
    {'hecke_orbit_code': 13510798915669951, 'n': 999, 'trace_an': 3}
  • id: 128920999
    {'hecke_orbit_code': 13510798915669951, 'n': 1000, 'trace_an': -881}