Newform data - 961.6.a.m

Formats: - HTML - YAML - JSON - 2026-06-14T03:21:57.918834

• 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': 34596, 'analytic_conductor': 154.1288508402744, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[31, 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': [961, 1, [3], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 96, 'fricke_eigenval': 1, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [-207091608982544832179041158037504, 1008429712538888207895992796708864, 4602668828439656650542771246989312, 509049570477475717614858917642240, -8812171649857250585799398692749312, -2215637601357145315765339717369856, 7013653001296196680255660548423680, 1904805562106853818992980119257088, -3076162903907893177445908597440512, -856140261430900719275244211142656, 843100433771696599526646500818944, 240406910527617216642849964032000, -155448363383447545635932683894784, -45781434034429318459614628151296, 20228592702818359930537168011264, 6216470104221305503065432326144, -1919053120938554783545136562176, -623004486551340170150040797184, 135611600117007072641229623296, 47249856227898476712760995840, -7228568473338647677398468608, -2762501822912018347929378816, 291608756027432426141138432, 126207466795967527737813504, -8818815989129328958345136, -4548816711414425280340960, 193027152300103748540216, 130132931065188014011576, -2724721435772262881329, -2963413136828409426008, 11345649693123205380, 53695380363599959316, 535724715919289986, -771053725271279208, -16385629426134954, 8702025378680224, 265885956027073, -76112104167452, -2915385580312, 504559761540, 22610566077, -2446660512, -123115898, 8175104, 449728, -16804, -992, 16, 1]], [3, [8449104461719263682564813889270127241874082317253158101563421800622429220291976805923541240264629682176, 0, -170172244527477917426573046454649229296044307504777354778308544440817021728636251895800086632447002804224, 0, 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-12437689048377256980780359016757411143423232, 0, 17995608817920634229079951585167184006736, 0, -22899076294398378922776377156371393664, 0, 25482493184805865983465030818220512, 0, -24625171129102604310649511525696, 0, 20482497899302688813506328068, 0, -14499410667909369577185760, 0, 8608176103096271035624, 0, -4202982965377671360, 0, 1642412218268414, 0, -493587076864, 0, 107044348, 0, -14904, 0, 1]]], 'hecke_orbit': 13, 'hecke_orbit_code': 54043195629110209, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 31, 2, -1, 2, 0]], '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': '961.6.a.m', 'level': 961, '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': [31], 'level_radical': 31, 'minimal_twist': '961.6.a.m', 'prim_orbit_index': 1, 'related_objects': [], 'relative_dim': 96, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '961.6.a', 'trace_display': [-32, 0, -400, -784], 'traces': [96, -32, 0, 1408, -400, 0, -784, -552, 6480, -3736, 0, 0, 0, -11768, 0, 18432, 0, -7776, -11552, -22536, 0, 0, 0, 0, 50000, 0, 0, -12104, 0, 0, 0, -25856, -34848, 0, -87952, 51840, 0, -14328, -52384, -145152, -86624, 0, 0, 0, -120400, 0, -307232, 0, 153664, -2936, -246304, 0, 0, 0, 0, -476928, 0, 0, -471616, 0, 0, 0, -110864, 440344, 0, -186368, -322160, 0, -485344, 406120, -649776, 25272, 0, 0, 0, -377960, 0, -501632, 0, -330088, 19712, -566648, 0, 0, 0, 0, -1272608, 0, 0, -1513080, 0, 0, 0, -318336, -1221552, 0, -140800, -648248, 0, -999080, -984128, -311040, -722176, 0, 0, 0, -1034320, 0, -728720, 0, -2519712, -2268808, -840272, 0, 0, 0, 0, 219400, 0, 0, 571552, 0, 0, 0, -142464, -4732760, 0, -958464, -1952608, 0, -2039648, 779472, -122432, 65264, 0, 0, 0, 123120, 0, 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• label 961.6.a.m does not appear in mf_hecke_nf
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	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': [182, 190], 'ALdims_eis_new': [14, 15], 'ALdims_eis_old': [2, 1], 'ALdims_old': [13, 13], 'Nk2': 34596, 'analytic_conductor': 154.1288508402744, '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': [961, 1, [3], [1]], 'conrey_index': 1, 'cusp_dim': 398, 'dim': 372, 'eis_dim': 32, 'eis_new_dim': 29, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 100664257, 'hecke_orbit_dims': [3, 5, 8, 10, 12, 12, 26, 26, 26, 48, 48, 52, 96], 'label': '961.6.a', 'level': 961, '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': [31], 'level_radical': 31, 'mf_dim': 430, 'mf_new_dim': 401, 'num_forms': 13, 'plus_dim': 182, 'prim_orbit_index': 1, 'relative_dim': 372, 'sturm_bound': 496, 'trace_bound': 3, 'trace_display': [2, 22, -56, 20], 'traces': [372, 2, 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-119107310, 19811168, -20406928, -79144718, 109374744, -122743998, -101305058, -64340472, -181031596, -24688264, 119040746, 72658344, -192214248, -89386742, 80360606, 0, -297895648, 104230340, -48397108, -361574482, 21092872, -39561396, -31963626, -66194716, -400868890, -216109496, -11552022, -20084924, 127338670, -116613170, -98887358, -262620632, -300264854, -28021592, 18699076, -154873126, -6311070, 168116848, 91842550, 47303384, -227429942, 52110400, -47307340, 97800162, 36755702, 74235958, 0, 230776556, 12511608, -10959772, 9651326, -392799454, 92464808, 169804716, -67770652], 'weight': 6, 'weight_parity': 1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 593376
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 96, 'source_hecke_orbit': 13, 'source_is_minimal': True, 'source_label': '961.6.a.m', 'source_level': 961, 'target_char_orbit': 1, 'target_dim': 96, 'target_hecke_orbit': 13, 'target_is_minimal': True, 'target_label': '961.6.a.m', 'target_level': 961, 'twist_class_label': '961.6.a.m', 'twist_class_level': 961, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 593377
    {'conductor': 31, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 96, 'source_hecke_orbit': 13, 'source_is_minimal': True, 'source_label': '961.6.a.m', 'source_level': 961, 'target_char_orbit': 1, 'target_dim': 96, 'target_hecke_orbit': 13, 'target_is_minimal': True, 'target_label': '961.6.a.m', 'target_level': 961, 'twist_class_label': '961.6.a.m', 'twist_class_level': 961, 'twisting_char_label': '31.b', 'twisting_char_orbit': 2, 'weight': 6}
• hecke_orbit_code 54043195629110209 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': 13, 'label': '961.6.a.m', 'level': 961, 'portrait': 'data:image/png;base64,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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 58033981
    {'hecke_orbit_code': 54043195629110209, 'n': 1, 'trace_an': 96}
  • id: 58033982
    {'hecke_orbit_code': 54043195629110209, 'n': 2, 'trace_an': -32}
  • id: 58033983
    {'hecke_orbit_code': 54043195629110209, 'n': 3, 'trace_an': 0}
  • id: 58033984
    {'hecke_orbit_code': 54043195629110209, 'n': 4, 'trace_an': 1408}
  • id: 58033985
    {'hecke_orbit_code': 54043195629110209, 'n': 5, 'trace_an': -400}
  • id: 58033986
    {'hecke_orbit_code': 54043195629110209, 'n': 6, 'trace_an': 0}
  • id: 58033987
    {'hecke_orbit_code': 54043195629110209, 'n': 7, 'trace_an': -784}
  • id: 58033988
    {'hecke_orbit_code': 54043195629110209, 'n': 8, 'trace_an': -552}
  • id: 58033989
    {'hecke_orbit_code': 54043195629110209, 'n': 9, 'trace_an': 6480}
  • id: 58033990
    {'hecke_orbit_code': 54043195629110209, 'n': 10, 'trace_an': -3736}
  • id: 58033991
    {'hecke_orbit_code': 54043195629110209, 'n': 11, 'trace_an': 0}
  • id: 58033992
    {'hecke_orbit_code': 54043195629110209, 'n': 12, 'trace_an': 0}
  • id: 58033993
    {'hecke_orbit_code': 54043195629110209, 'n': 13, 'trace_an': 0}
  • id: 58033994
    {'hecke_orbit_code': 54043195629110209, 'n': 14, 'trace_an': -11768}
  • id: 58033995
    {'hecke_orbit_code': 54043195629110209, 'n': 15, 'trace_an': 0}
  • id: 58033996
    {'hecke_orbit_code': 54043195629110209, 'n': 16, 'trace_an': 18432}
  • id: 58033997
    {'hecke_orbit_code': 54043195629110209, 'n': 17, 'trace_an': 0}
  • id: 58033998
    {'hecke_orbit_code': 54043195629110209, 'n': 18, 'trace_an': -7776}
  • id: 58033999
    {'hecke_orbit_code': 54043195629110209, 'n': 19, 'trace_an': -11552}
  • id: 58034000
    {'hecke_orbit_code': 54043195629110209, 'n': 20, 'trace_an': -22536}
  • id: 58034001
    {'hecke_orbit_code': 54043195629110209, 'n': 21, 'trace_an': 0}
  • id: 58034002
    {'hecke_orbit_code': 54043195629110209, 'n': 22, 'trace_an': 0}
  • id: 58034003
    {'hecke_orbit_code': 54043195629110209, 'n': 23, 'trace_an': 0}
  • id: 58034004
    {'hecke_orbit_code': 54043195629110209, 'n': 24, 'trace_an': 0}
  • id: 58034005
    {'hecke_orbit_code': 54043195629110209, 'n': 25, 'trace_an': 50000}
  • id: 58034006
    {'hecke_orbit_code': 54043195629110209, 'n': 26, 'trace_an': 0}
  • id: 58034007
    {'hecke_orbit_code': 54043195629110209, 'n': 27, 'trace_an': 0}
  • id: 58034008
    {'hecke_orbit_code': 54043195629110209, 'n': 28, 'trace_an': -12104}
  • id: 58034009
    {'hecke_orbit_code': 54043195629110209, 'n': 29, 'trace_an': 0}
  • id: 58034010
    {'hecke_orbit_code': 54043195629110209, 'n': 30, 'trace_an': 0}
  • id: 58034011
    {'hecke_orbit_code': 54043195629110209, 'n': 31, 'trace_an': 0}
  • id: 58034012
    {'hecke_orbit_code': 54043195629110209, 'n': 32, 'trace_an': -25856}
  • id: 58034013
    {'hecke_orbit_code': 54043195629110209, 'n': 33, 'trace_an': -34848}
  • id: 58034014
    {'hecke_orbit_code': 54043195629110209, 'n': 34, 'trace_an': 0}
  • id: 58034015
    {'hecke_orbit_code': 54043195629110209, 'n': 35, 'trace_an': -87952}
  • id: 58034016
    {'hecke_orbit_code': 54043195629110209, 'n': 36, 'trace_an': 51840}
  • id: 58034017
    {'hecke_orbit_code': 54043195629110209, 'n': 37, 'trace_an': 0}
  • id: 58034018
    {'hecke_orbit_code': 54043195629110209, 'n': 38, 'trace_an': -14328}
  • id: 58034019
    {'hecke_orbit_code': 54043195629110209, 'n': 39, 'trace_an': -52384}
  • id: 58034020
    {'hecke_orbit_code': 54043195629110209, 'n': 40, 'trace_an': -145152}
  • id: 58034021
    {'hecke_orbit_code': 54043195629110209, 'n': 41, 'trace_an': -86624}
  • id: 58034022
    {'hecke_orbit_code': 54043195629110209, 'n': 42, 'trace_an': 0}
  • id: 58034023
    {'hecke_orbit_code': 54043195629110209, 'n': 43, 'trace_an': 0}
  • id: 58034024
    {'hecke_orbit_code': 54043195629110209, 'n': 44, 'trace_an': 0}
  • id: 58034025
    {'hecke_orbit_code': 54043195629110209, 'n': 45, 'trace_an': -120400}
  • id: 58034026
    {'hecke_orbit_code': 54043195629110209, 'n': 46, 'trace_an': 0}
  • id: 58034027
    {'hecke_orbit_code': 54043195629110209, 'n': 47, 'trace_an': -307232}
  • id: 58034028
    {'hecke_orbit_code': 54043195629110209, 'n': 48, 'trace_an': 0}
  • id: 58034029
    {'hecke_orbit_code': 54043195629110209, 'n': 49, 'trace_an': 153664}
  • id: 58034030
    {'hecke_orbit_code': 54043195629110209, 'n': 50, 'trace_an': -2936}
  • id: 58034031
    {'hecke_orbit_code': 54043195629110209, 'n': 51, 'trace_an': -246304}
  • id: 58034032
    {'hecke_orbit_code': 54043195629110209, 'n': 52, 'trace_an': 0}
  • id: 58034033
    {'hecke_orbit_code': 54043195629110209, 'n': 53, 'trace_an': 0}
  • id: 58034034
    {'hecke_orbit_code': 54043195629110209, 'n': 54, 'trace_an': 0}
  • id: 58034035
    {'hecke_orbit_code': 54043195629110209, 'n': 55, 'trace_an': 0}
  • id: 58034036
    {'hecke_orbit_code': 54043195629110209, 'n': 56, 'trace_an': -476928}
  • id: 58034037
    {'hecke_orbit_code': 54043195629110209, 'n': 57, 'trace_an': 0}
  • id: 58034038
    {'hecke_orbit_code': 54043195629110209, 'n': 58, 'trace_an': 0}
  • id: 58034039
    {'hecke_orbit_code': 54043195629110209, 'n': 59, 'trace_an': -471616}
  • id: 58034040
    {'hecke_orbit_code': 54043195629110209, 'n': 60, 'trace_an': 0}
  • id: 58034041
    {'hecke_orbit_code': 54043195629110209, 'n': 61, 'trace_an': 0}
  • id: 58034042
    {'hecke_orbit_code': 54043195629110209, 'n': 62, 'trace_an': 0}
  • id: 58034043
    {'hecke_orbit_code': 54043195629110209, 'n': 63, 'trace_an': -110864}
  • id: 58034044
    {'hecke_orbit_code': 54043195629110209, 'n': 64, 'trace_an': 440344}
  • id: 58034045
    {'hecke_orbit_code': 54043195629110209, 'n': 65, 'trace_an': 0}
  • id: 58034046
    {'hecke_orbit_code': 54043195629110209, 'n': 66, 'trace_an': -186368}
  • id: 58034047
    {'hecke_orbit_code': 54043195629110209, 'n': 67, 'trace_an': -322160}
  • id: 58034048
    {'hecke_orbit_code': 54043195629110209, 'n': 68, 'trace_an': 0}
  • id: 58034049
    {'hecke_orbit_code': 54043195629110209, 'n': 69, 'trace_an': -485344}
  • id: 58034050
    {'hecke_orbit_code': 54043195629110209, 'n': 70, 'trace_an': 406120}
  • id: 58034051
    {'hecke_orbit_code': 54043195629110209, 'n': 71, 'trace_an': -649776}
  • id: 58034052
    {'hecke_orbit_code': 54043195629110209, 'n': 72, 'trace_an': 25272}
  • id: 58034053
    {'hecke_orbit_code': 54043195629110209, 'n': 73, 'trace_an': 0}
  • id: 58034054
    {'hecke_orbit_code': 54043195629110209, 'n': 74, 'trace_an': 0}
  • id: 58034055
    {'hecke_orbit_code': 54043195629110209, 'n': 75, 'trace_an': 0}
  • id: 58034056
    {'hecke_orbit_code': 54043195629110209, 'n': 76, 'trace_an': -377960}
  • id: 58034057
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  • id: 58034058
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  • id: 58034059
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  • id: 58034060
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  • id: 58034061
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  • id: 58034062
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  • id: 58034063
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  • id: 58034064
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  • id: 58034065
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  • id: 58034066
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  • id: 58034067
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  • id: 58034068
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  • id: 58034069
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  • id: 58034070
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  • id: 58034071
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  • id: 58034072
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  • id: 58034073
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  • id: 58034074
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  • id: 58034075
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  • id: 58034076
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  • id: 58034077
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  • id: 58034078
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  • id: 58034079
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  • id: 58034080
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  • id: 58034081
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  • id: 58034082
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  • id: 58034083
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  • id: 58034084
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  • id: 58034085
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  • id: 58034086
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  • id: 58034087
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  • id: 58034088
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  • id: 58034089
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  • id: 58034090
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  • id: 58034091
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  • id: 58034092
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  • id: 58034093
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  • id: 58034094
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  • id: 58034095
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  • id: 58034096
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  • id: 58034097
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  • id: 58034098
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  • id: 58034099
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  • id: 58034100
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  • id: 58034101
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  • id: 58034102
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  • id: 58034103
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  • id: 58034104
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  • id: 58034105
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  • id: 58034106
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  • id: 58034107
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  • id: 58034108
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  • id: 58034109
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  • id: 58034110
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  • id: 58034111
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  • id: 58034112
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  • id: 58034113
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  • id: 58034114
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  • id: 58034115
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  • id: 58034116
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  • id: 58034117
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  • id: 58034118
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  • id: 58034119
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  • id: 58034120
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  • id: 58034121
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  • id: 58034122
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  • id: 58034123
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  • id: 58034124
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  • id: 58034125
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  • id: 58034126
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  • id: 58034127
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  • id: 58034128
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  • id: 58034129
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  • id: 58034130
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  • id: 58034131
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  • id: 58034132
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  • id: 58034133
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  • id: 58034134
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  • id: 58034135
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  • id: 58034136
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  • id: 58034137
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  • id: 58034138
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  • id: 58034139
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  • id: 58034140
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  • id: 58034141
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  • id: 58034142
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  • id: 58034143
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  • id: 58034144
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  • id: 58034145
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  • id: 58034146
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  • id: 58034147
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  • id: 58034148
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  • id: 58034149
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  • id: 58034150
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  • id: 58034151
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  • id: 58034152
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  • id: 58034153
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  • id: 58034154
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  • id: 58034155
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  • id: 58034156
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  • id: 58034157
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  • id: 58034158
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  • id: 58034159
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  • id: 58034160
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  • id: 58034161
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  • id: 58034162
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  • id: 58034163
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  • id: 58034164
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  • id: 58034165
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  • id: 58034166
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  • id: 58034167
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  • id: 58034168
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  • id: 58034169
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  • id: 58034170
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  • id: 58034171
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  • id: 58034172
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  • id: 58034173
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  • id: 58034174
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  • id: 58034175
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  • id: 58034176
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  • id: 58034177
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  • id: 58034178
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  • id: 58034179
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  • id: 58034180
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  • id: 58034181
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  • id: 58034182
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  • id: 58034183
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  • id: 58034184
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  • id: 58034185
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  • id: 58034186
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  • id: 58034187
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  • id: 58034188
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  • id: 58034189
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  • id: 58034190
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  • id: 58034191
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  • id: 58034192
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  • id: 58034193
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  • id: 58034194
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  • id: 58034195
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  • id: 58034196
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  • id: 58034197
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  • id: 58034198
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  • id: 58034199
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  • id: 58034200
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  • id: 58034201
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  • id: 58034202
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  • id: 58034203
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  • id: 58034204
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  • id: 58034205
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  • id: 58034206
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  • id: 58034207
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  • id: 58034208
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  • id: 58034209
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  • id: 58034210
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  • id: 58034211
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  • id: 58034212
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  • id: 58034213
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  • id: 58034214
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  • id: 58034215
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  • id: 58034216
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  • id: 58034217
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  • id: 58034218
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  • id: 58034219
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  • id: 58034220
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  • id: 58034221
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  • id: 58034222
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  • id: 58034223
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  • id: 58034224
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  • id: 58034225
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  • id: 58034226
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  • id: 58034227
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  • id: 58034228
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  • id: 58034229
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  • id: 58034231
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  • id: 58034232
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  • id: 58034234
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  • id: 58034235
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