Newform data - 10.28.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
  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': 7840, 'analytic_conductor': 46.185557483805084, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [5, -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': [10, 1, [7], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 78207481, 'field_disc_factorization': [[11, 1], [311, 1], [22861, 1]], 'field_poly': [-19551870, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [-658974328416, 3340644, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 469762058, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 420, 'hecke_ring_index_factorization': [[2, 2], [3, 1], [5, 1], [7, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '10.28.a.a', 'level': 10, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 5], 'level_radical': 10, 'minimal_twist': '10.28.a.a', 'prim_orbit_index': 1, 'qexp_display': 'q-2^{13}q^{2}+(-1670322-\\beta )q^{3}+2^{26}q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '27.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '10.28.a', 'trace_display': [-16384, -3340644, 2441406250, -58706842292], 'trace_hash': 2049284158390163509, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.008', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.008', 'prec': 17}, {'__RealLiteral__': 0, 'data': '10.222', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.586', 'prec': 17}, {'__RealLiteral__': 0, 'data': '71.880', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, -16384, -3340644, 134217728, 2441406250, 27366555648, -58706842292, -1099511627776, -2773343978406, -20000000000000, -148584207397296, -224186823868416, 700099119029596, 480926452056064, -4077934570312500, 9007199254740992, 38363966708465748, 22719233871101952, 231077489147345800, 163840000000000000, 772280752747638624, 1217201826998648832, -1051524217202377644, 1836538461130063872, 2980232238769531250, -5735211983090450432, 7063356285021193560, -3939749495243276288, 59213295656400885420, 33406440000000000000, 100028171637661559944, -73786976294838206464, 717443691297291752112, -314277615275751407616, -71663625844726562500, -186115963872067190784, -93534665260879182692, -1892986791095056793600, -6059669650423221487512, -1342177280000000000000, 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• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
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0], [-210, 420]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '10.28.a.a', 'level': 10, 'maxp': 2999, 'weight': 28}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'ALdims': [2, 2, 2, 3], 'Nk2': 7840, 'analytic_conductor': 46.185557483805084, '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': [10, 1, [7], [1]], 'conrey_index': 1, 'cusp_dim': 39, 'dim': 9, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 469762058, 'hecke_orbit_dims': [2, 2, 2, 3], 'label': '10.28.a', 'level': 10, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 43, 'mf_new_dim': 9, 'num_forms': 4, 'plus_dim': 5, 'prim_orbit_index': 1, 'relative_dim': 9, 'sturm_bound': 42, 'trace_bound': 3, 'trace_display': [8192, -5585528, 1220703125, -26881836804], 'traces': [9, 8192, -5585528, 603979776, 1220703125, 45769097216, -26881836804, 549755813888, 20176277678173, 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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

  
  
  • id: 7020
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '10.28.a.a', 'source_level': 10, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '10.28.a.a', 'target_level': 10, 'twist_class_label': '10.28.a.a', 'twist_class_level': 10, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 28}
  • id: 7021
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '10.28.a.a', 'source_level': 10, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '50.28.a.e', 'target_level': 50, 'twist_class_label': '10.28.a.a', 'twist_class_level': 10, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 28}
  • id: 7022
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '10.28.a.a', 'source_level': 10, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '50.28.b.e', 'target_level': 50, 'twist_class_label': '10.28.a.a', 'twist_class_level': 10, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 28}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 45550
    {'charpoly_factorization': [[[8192, 1], 2]], 'hecke_orbit_code': 469762058, 'p': 2}
  • id: 45551
    {'charpoly_factorization': [[[-658974328416, 3340644, 1], 1]], 'hecke_orbit_code': 469762058, 'p': 3}
  • id: 45552
    {'charpoly_factorization': [[[-1220703125, 1], 2]], 'hecke_orbit_code': 469762058, 'p': 5}
  • id: 45553
    {'charpoly_factorization': [[[-32088588917554403139584, 58706842292, 1], 1]], 'hecke_orbit_code': 469762058, 'p': 7}
  • id: 45554
    {'charpoly_factorization': [[[-10442436938886140021927679696, 148584207397296, 1], 1]], 'hecke_orbit_code': 469762058, 'p': 11}
  • id: 45555
    {'charpoly_factorization': [[[-1610951314139362749206413785596, -700099119029596, 1], 1]], 'hecke_orbit_code': 469762058, 'p': 13}
  • id: 45556
    {'charpoly_factorization': [[[-417336822249626553417205924210524, -38363966708465748, 1], 1]], 'hecke_orbit_code': 469762058, 'p': 17}
  • id: 45557
    {'charpoly_factorization': [[[-13923823206725284370061263029079600, -231077489147345800, 1], 1]], 'hecke_orbit_code': 469762058, 'p': 19}
  • id: 45558
    {'charpoly_factorization': [[[-8246111879030552142753134376561004416, 1051524217202377644, 1], 1]], 'hecke_orbit_code': 469762058, 'p': 23}
  • id: 45559
    {'charpoly_factorization': [[[289247390534293842484281380324674889700, -59213295656400885420, 1], 1]], 'hecke_orbit_code': 469762058, 'p': 29}
  • id: 45560
    {'charpoly_factorization': [[[-9646164746799210802775441920667336767616, -100028171637661559944, 1], 1]], 'hecke_orbit_code': 469762058, 'p': 31}
  • id: 45561
    {'charpoly_factorization': [[[-4845119564994690336749701993555732792250684, 93534665260879182692, 1], 1]], 'hecke_orbit_code': 469762058, 'p': 37}
  • id: 45562
    {'charpoly_factorization': [[[25060336712807500239251987681734750490310084, 10105587280937387464956, 1], 1]], 'hecke_orbit_code': 469762058, 'p': 41}
  • id: 45563
    {'charpoly_factorization': [[[-2458055212817400362795258200085088215504576, 4721434400282665756964, 1], 1]], 'hecke_orbit_code': 469762058, 'p': 43}
  • id: 45564
    {'charpoly_factorization': [[[-19507805915372866251587332016082910849718304, 12229615564061849682372, 1], 1]], 'hecke_orbit_code': 469762058, 'p': 47}
  • id: 45565
    {'charpoly_factorization': [[[-26387986260100259017932892533824436442347023196, 107620760072906302379604, 1], 1]], 'hecke_orbit_code': 469762058, 'p': 53}
  • id: 45566
    {'charpoly_factorization': [[[819350327394806366940908777421478507386661222800, 1873128711713027366910360, 1], 1]], 'hecke_orbit_code': 469762058, 'p': 59}
  • id: 45567
    {'charpoly_factorization': [[[3415648345245840084478225587989049193112798326564, 3717289232167725644025716, 1], 1]], 'hecke_orbit_code': 469762058, 'p': 61}
  • id: 45568
    {'charpoly_factorization': [[[-262072273013995311254992130484457745453590819904, -3742334935347789083235028, 1], 1]], 'hecke_orbit_code': 469762058, 'p': 67}
  • id: 45569
    {'charpoly_factorization': [[[5284604946541057817895706363838491561518856546944, 4816780974130885431148776, 1], 1]], 'hecke_orbit_code': 469762058, 'p': 71}
  • id: 45570
    {'charpoly_factorization': [[[-82945983951874105274845059569693967797430186287996, -9436477395201058880013796, 1], 1]], 'hecke_orbit_code': 469762058, 'p': 73}
  • id: 45571
    {'charpoly_factorization': [[[-71121398943113864109220795784876851910604340928000, -9144841742084043183428080, 1], 1]], 'hecke_orbit_code': 469762058, 'p': 79}
  • id: 45572
    {'charpoly_factorization': [[[-1244832789752754464153331603152087145368214481170336, -148434950342238869610178716, 1], 1]], 'hecke_orbit_code': 469762058, 'p': 83}
  • id: 45573
    {'charpoly_factorization': [[[6655366845880461365337545550896976570683772597800100, 168440373041146148645755980, 1], 1]], 'hecke_orbit_code': 469762058, 'p': 89}
  • id: 45574
    {'charpoly_factorization': [[[159258981497477724308443759391016856708408122018801316, 863184664945605533733445292, 1], 1]], 'hecke_orbit_code': 469762058, 'p': 97}
• 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': '10.28.a.a', 'level': 10, 'portrait': 'data:image/png;base64,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', 'weight': 28}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 4046730
    {'hecke_orbit_code': 469762058, 'n': 1, 'trace_an': 2}
  • id: 4046731
    {'hecke_orbit_code': 469762058, 'n': 2, 'trace_an': -16384}
  • id: 4046732
    {'hecke_orbit_code': 469762058, 'n': 3, 'trace_an': -3340644}
  • id: 4046733
    {'hecke_orbit_code': 469762058, 'n': 4, 'trace_an': 134217728}
  • id: 4046734
    {'hecke_orbit_code': 469762058, 'n': 5, 'trace_an': 2441406250}
  • id: 4046735
    {'hecke_orbit_code': 469762058, 'n': 6, 'trace_an': 27366555648}
  • id: 4046736
    {'hecke_orbit_code': 469762058, 'n': 7, 'trace_an': -58706842292}
  • id: 4046737
    {'hecke_orbit_code': 469762058, 'n': 8, 'trace_an': -1099511627776}
  • id: 4046738
    {'hecke_orbit_code': 469762058, 'n': 9, 'trace_an': -2773343978406}
  • id: 4046739
    {'hecke_orbit_code': 469762058, 'n': 10, 'trace_an': -20000000000000}
  • id: 4046740
    {'hecke_orbit_code': 469762058, 'n': 11, 'trace_an': -148584207397296}
  • id: 4046741
    {'hecke_orbit_code': 469762058, 'n': 12, 'trace_an': -224186823868416}
  • id: 4046742
    {'hecke_orbit_code': 469762058, 'n': 13, 'trace_an': 700099119029596}
  • id: 4046743
    {'hecke_orbit_code': 469762058, 'n': 14, 'trace_an': 480926452056064}
  • id: 4046744
    {'hecke_orbit_code': 469762058, 'n': 15, 'trace_an': -4077934570312500}
  • id: 4046745
    {'hecke_orbit_code': 469762058, 'n': 16, 'trace_an': 9007199254740992}
  • id: 4046746
    {'hecke_orbit_code': 469762058, 'n': 17, 'trace_an': 38363966708465748}
  • id: 4046747
    {'hecke_orbit_code': 469762058, 'n': 18, 'trace_an': 22719233871101952}
  • id: 4046748
    {'hecke_orbit_code': 469762058, 'n': 19, 'trace_an': 231077489147345800}
  • id: 4046749
    {'hecke_orbit_code': 469762058, 'n': 20, 'trace_an': 163840000000000000}
  • id: 4046750
    {'hecke_orbit_code': 469762058, 'n': 21, 'trace_an': 772280752747638624}
  • id: 4046751
    {'hecke_orbit_code': 469762058, 'n': 22, 'trace_an': 1217201826998648832}
  • id: 4046752
    {'hecke_orbit_code': 469762058, 'n': 23, 'trace_an': -1051524217202377644}
  • id: 4046753
    {'hecke_orbit_code': 469762058, 'n': 24, 'trace_an': 1836538461130063872}
  • id: 4046754
    {'hecke_orbit_code': 469762058, 'n': 25, 'trace_an': 2980232238769531250}
  • id: 4046755
    {'hecke_orbit_code': 469762058, 'n': 26, 'trace_an': -5735211983090450432}
  • id: 4046756
    {'hecke_orbit_code': 469762058, 'n': 27, 'trace_an': 7063356285021193560}
  • id: 4046757
    {'hecke_orbit_code': 469762058, 'n': 28, 'trace_an': -3939749495243276288}
  • id: 4046758
    {'hecke_orbit_code': 469762058, 'n': 29, 'trace_an': 59213295656400885420}
  • id: 4046759
    {'hecke_orbit_code': 469762058, 'n': 30, 'trace_an': 33406440000000000000}
  • id: 4046760
    {'hecke_orbit_code': 469762058, 'n': 31, 'trace_an': 100028171637661559944}
  • id: 4046761
    {'hecke_orbit_code': 469762058, 'n': 32, 'trace_an': -73786976294838206464}
  • id: 4046762
    {'hecke_orbit_code': 469762058, 'n': 33, 'trace_an': 717443691297291752112}
  • id: 4046763
    {'hecke_orbit_code': 469762058, 'n': 34, 'trace_an': -314277615275751407616}
  • id: 4046764
    {'hecke_orbit_code': 469762058, 'n': 35, 'trace_an': -71663625844726562500}
  • id: 4046765
    {'hecke_orbit_code': 469762058, 'n': 36, 'trace_an': -186115963872067190784}
  • id: 4046766
    {'hecke_orbit_code': 469762058, 'n': 37, 'trace_an': -93534665260879182692}
  • id: 4046767
    {'hecke_orbit_code': 469762058, 'n': 38, 'trace_an': -1892986791095056793600}
  • id: 4046768
    {'hecke_orbit_code': 469762058, 'n': 39, 'trace_an': -6059669650423221487512}
  • id: 4046769
    {'hecke_orbit_code': 469762058, 'n': 40, 'trace_an': -1342177280000000000000}
  • id: 4046770
    {'hecke_orbit_code': 469762058, 'n': 41, 'trace_an': -10105587280937387464956}
  • id: 4046771
    {'hecke_orbit_code': 469762058, 'n': 42, 'trace_an': -6326523926508655607808}
  • id: 4046772
    {'hecke_orbit_code': 469762058, 'n': 43, 'trace_an': -4721434400282665756964}
  • id: 4046773
    {'hecke_orbit_code': 469762058, 'n': 44, 'trace_an': -9971317366772931231744}
  • id: 4046774
    {'hecke_orbit_code': 469762058, 'n': 45, 'trace_an': -3385429661140136718750}
  • id: 4046775
    {'hecke_orbit_code': 469762058, 'n': 46, 'trace_an': 8614086387321877659648}
  • id: 4046776
    {'hecke_orbit_code': 469762058, 'n': 47, 'trace_an': -12229615564061849682372}
  • id: 4046777
    {'hecke_orbit_code': 469762058, 'n': 48, 'trace_an': -15044923073577483239424}
  • id: 4046778
    {'hecke_orbit_code': 469762058, 'n': 49, 'trace_an': -63801053560061994186654}
  • id: 4046779
    {'hecke_orbit_code': 469762058, 'n': 50, 'trace_an': -24414062500000000000000}
  • id: 4046780
    {'hecke_orbit_code': 469762058, 'n': 51, 'trace_an': -168164944839408859896456}
  • id: 4046781
    {'hecke_orbit_code': 469762058, 'n': 52, 'trace_an': 46982856565476969938944}
  • id: 4046782
    {'hecke_orbit_code': 469762058, 'n': 53, 'trace_an': -107620760072906302379604}
  • id: 4046783
    {'hecke_orbit_code': 469762058, 'n': 54, 'trace_an': -57863014686893617643520}
  • id: 4046784
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  • id: 4046947
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  • id: 4046948
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  • id: 4046949
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  • id: 4046950
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  • id: 4046951
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  • id: 4046952
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  • id: 4046953
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  • id: 4046954
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  • id: 4046955
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  • id: 4046956
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  • id: 4046957
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  • id: 4046958
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  • id: 4046959
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  • id: 4046960
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  • id: 4046961
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  • id: 4046962
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  • id: 4046963
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  • id: 4046964
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  • id: 4046965
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  • id: 4046966
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  • id: 4046967
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  • id: 4046968
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  • id: 4046969
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  • id: 4046970
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  • id: 4046971
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  • id: 4046972
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  • id: 4046973
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  • id: 4046974
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  • id: 4046975
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  • id: 4046976
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  • id: 4046977
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  • id: 4046978
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  • id: 4046979
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  • id: 4046980
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  • id: 4046981
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  • id: 4046982
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  • id: 4046983
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  • id: 4046984
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  • id: 4046985
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  • id: 4046986
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  • id: 4046987
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