Newform data - 15.16.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': 3840, 'analytic_conductor': 21.404025764988063, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -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': [15, 1, [11, 7], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 5641, 'field_disc_factorization': [[5641, 1]], 'field_poly': [-1410, -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': [[2, [-44528, 158, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 268435471, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 6, 'hecke_ring_index_factorization': [[2, 1], [3, 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': '15.16.a.a', 'level': 15, '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': [3, 5], 'level_radical': 15, 'minimal_twist': '15.16.a.a', 'nf_label': '2.2.5641.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-79-\\beta )q^{2}+3^{7}q^{3}+(24242+158\\beta )q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '15.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '15.16.a', 'trace_display': [-158, 4374, -156250, -395136], 'trace_hash': 178390379269790809, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.979', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.511', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '64.904', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, -158, 4374, 48484, -156250, -345546, -395136, -14695896, 9565938, 12343750, -102396512, 106034508, 325165772, 693649656, -341718750, -26063600, -2967842012, -755709102, 5106599936, -3787812500, -864162432, -20502151744, -29151569592, -32139924552, 12207031250, -101739651836, 20920706406, -114243445008, -107462175868, 26995781250, -198740052648, 231482293664, -223941171744, 94107603068, 30870000000, 231897468996, -1056630568916, -1803617824232, 711137543364, 1148116875000, -1396159784668, 1517011797672, 2151248940200, 2035156994432, -747338906250, 8565974710992, 4140187105720, -57001093200, -5095337948750, -964355468750, -6490670480244, 19898814468808, 874168845748, -1652735806074, 7999727500000, 5524027336800, 11168134060032, -18103066110524, -33007548610976, -8283945937500, 46937748465260, 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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

  
  {'an': [[1, 0], [-79, -1], [2187, 0], [24242, 158], [-78125, 0], [-172773, -2187], [-197568, -6524], [-7347948, -3956], [4782969, 0], [6171875, 78125], [-51198256, 281584], [53017254, 345546], [162582886, 748996], [346824828, 712964], [-170859375, 0], [-13031800, 2483128], [-1483921006, 1382260], [-377854551, -4782969], [2553299968, 13789876], [-1893906250, -12343750], [-432081216, -14267988], [-10251075872, 28953120], [-14575784796, -61681348], [-16069962276, -8651772], [6103515625, 0], [-50869825918, -221753570], [10460353203, 0], [-57121722504, -189370552], [-53731087934, 261897792], [13497890625, 170859375], [-99370026324, 270695148], [115741146832, -53505104], [-111970585872, 615824208], [47053801534, 1374722466], [15435000000, 509687500], [115948734498, 755709102], [-528315284458, -609536924], [-901808912116, -3642700172], [355568771682, 1638054252], [574058437500, 309062500], [-698079892334, -6439552872], [758505898836, 1559252268], [1075624470100, -8579186016], [1017578497216, -1263165120], [-373669453125, 0], [4282987355496, 19448611288], [2070093552860, -14335232828], [-28500546600, 5430600936], [-2547668974375, 2577867264], [-482177734375, -6103515625], [-3245335240122, 3023002620], [9949407234404, 43845257020], [437084422874, -38168205448], [-826367903037, -10460353203], [3999863750000, -21998750000], [2762013668400, 48719591760], [5584067030016, 30158458812], [-9051533055262, 33041162366], [-16503774305488, 34513731344], [-4141972968750, -26995781250], [23468874232630, -8168753544], [-5892689889216, 77985109632], [-944961619392, -31204089756], [-6000123952352, -192881381920], [-12701787968750, -58515312500], [-22419102932064, 63320473440], [-50827661914956, -154539532640], [-24885411672932, -200950772028], [-31877241348852, -134897108076], [-27095689687500, -55700312500], [-34676943299648, 491019227200], [-35145007497612, -18921425364], [2458430748874, -622087072408], [72682487566738, 576468701454], [13348388671875, 0], [172512615738008, 737715568936], [-83150258296896, 278385434432], [-111252309282666, -484975057590], [170940447699300, 567826339060], [1018109375000, -193994375000], [22876792454961, 0], [382077971252954, 1206804569222], [-124474750783548, -599627922432], [-124925207116248, -414153397224], [115931328593750, -107989062500], [350582361708404, -397868774836], [-117509889311658, 572770471104], [319648182870912, -1866524288896], [137132469895098, 1342606079976], [29519886796875, 373669453125], [-280201350797424, -1208668389992], [-848123231369328, -3798253235984], [-217322247570588, 592010288676], [564248044768792, -937610159448], [-199476560000000, -1077334062500], [253125888121584, -117015662448], [389966363058434, 1547833920320], [70390105849609, 2344017460519], [-244879671302064, 1346807542896], [147961425781250, 964355468750]], 'ap': [[-79, -1], [2187, 0], [-78125, 0], [-197568, -6524], [-51198256, 281584], [162582886, 748996], [-1483921006, 1382260], [2553299968, 13789876], [-14575784796, -61681348], [-53731087934, 261897792], [-99370026324, 270695148], [-528315284458, -609536924], [-698079892334, -6439552872], [1075624470100, -8579186016], [2070093552860, -14335232828], [437084422874, -38168205448], [-16503774305488, 34513731344], [23468874232630, -8168753544], [-50827661914956, -154539532640], [-34676943299648, 491019227200], [2458430748874, -622087072408], [170940447699300, 567826339060], [-124474750783548, -599627922432], [137132469895098, 1342606079976], [389966363058434, 1547833920320], [163237196238234, 981585898064], [-11858669930080, 2935318878244], [-1805540977558380, -4086723965048], [-3085220839139122, -380186794624], [-19847258913718, 13806978463588], [-7216106448669416, -7890039900300], [4559370018907560, -26616459465384], [-5665363724101254, 50149719727484], [-6885985698201688, 29964105996204], [-13058577233804846, -87961328222592], [-22644271156151828, 31573222712940], [-2052400207816114, 68913736940284], [23775302440463828, -14943023931520], [-9305859169354428, 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[-83609733795499750966, 48460497735941168], [-10915218216664081238, -382329364533386464], [75289080817631298042, 178631756621906480], [88057101733840360320, 47711076999390564], [163093049364521333260, -61824262319760408], [68138950726367717400, -82768551515645440], [-5543985832676280256, -310253740333531620], [1007557941676490680, -337675554619674544], [87079808370755679928, 925859042272656956], [138960092248298424436, -95940308850679724], [110013748843487274242, -281636777134044096], [114826874490108559666, -204372482013492272], [-286583172186149367980, -249531737038803416], [-112057112014024171794, -60985337028198592], [61041760984355329372, -396223958879724304], [-61218550080661957686, -1513718223867182960], [-16528544102690663388, 1481198893179999448], [396992863335167045778, -460467814459557104], [-88412763253424167456, -1843732453742189316], [-29421329177703482926, 1424073135419295280], [-494777163839460558780, 1083854556312943832], [147410307224876536810, 1533397721473738804], 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'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 6], 'hecke_ring_inverse_numerators': [[1, 0], [3, 1]], 'hecke_ring_numerators': [[1, 0], [-3, 6]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '15.16.a.a', 'level': 15, 'maxp': 997, 'weight': 16}
• 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': [3, 2, 2, 3], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [1, 1, 1, 1], 'ALdims_old': [5, 4, 5, 4], 'Nk2': 3840, 'analytic_conductor': 21.404025764988063, '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': [15, 1, [11, 7], [1, 1]], 'conrey_index': 1, 'cusp_dim': 28, 'dim': 10, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 268435471, 'hecke_orbit_dims': [2, 2, 3, 3], 'label': '15.16.a', 'level': 15, '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': [3, 5], 'level_radical': 15, 'mf_dim': 32, 'mf_new_dim': 10, 'num_forms': 4, 'plus_dim': 6, 'prim_orbit_index': 1, 'relative_dim': 10, 'sturm_bound': 32, 'trace_bound': 2, 'trace_display': [356, 0, 0, 7580604], 'traces': [10, 356, 0, 234770, 0, 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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: 10719
    {'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': '15.16.a.a', 'source_level': 15, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '15.16.a.a', 'target_level': 15, 'twist_class_label': '15.16.a.a', 'twist_class_level': 15, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 16}
  • id: 10720
    {'conductor': 3, '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': '15.16.a.a', 'source_level': 15, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '45.16.a.b', 'target_level': 45, 'twist_class_label': '15.16.a.a', 'twist_class_level': 15, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 16}
  • id: 10721
    {'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': '15.16.a.a', 'source_level': 15, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '75.16.a.d', 'target_level': 75, 'twist_class_label': '15.16.a.a', 'twist_class_level': 15, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 16}
  • id: 10722
    {'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': '15.16.a.a', 'source_level': 15, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '75.16.b.c', 'target_level': 75, 'twist_class_label': '15.16.a.a', 'twist_class_level': 15, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 16}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 59600
    {'charpoly_factorization': [[[-44528, 158, 1], 1]], 'hecke_orbit_code': 268435471, 'p': 2}
  • id: 59601
    {'charpoly_factorization': [[[-2187, 1], 2]], 'hecke_orbit_code': 268435471, 'p': 3}
  • id: 59602
    {'charpoly_factorization': [[[78125, 1], 2]], 'hecke_orbit_code': 268435471, 'p': 5}
  • id: 59603
    {'charpoly_factorization': [[[-2121826306320, 395136, 1], 1]], 'hecke_orbit_code': 268435471, 'p': 7}
  • id: 59604
    {'charpoly_factorization': [[[-1404189698582528, 102396512, 1], 1]], 'hecke_orbit_code': 268435471, 'p': 11}
  • id: 59605
    {'charpoly_factorization': [[[-2047960741875308, -325165772, 1], 1]], 'hecke_orbit_code': 268435471, 'p': 13}
  • id: 59606
    {'charpoly_factorization': [[[2105020132425907636, 2967842012, 1], 1]], 'hecke_orbit_code': 268435471, 'p': 17}
  • id: 59607
    {'charpoly_factorization': [[[-3134926841173343120, -5106599936, 1], 1]], 'hecke_orbit_code': 268435471, 'p': 19}
  • id: 59608
    {'charpoly_factorization': [[[19298339160995888640, 29151569592, 1], 1]], 'hecke_orbit_code': 268435471, 'p': 23}
  • id: 59609
    {'charpoly_factorization': [[[-595238920859014289660, 107462175868, 1], 1]], 'hecke_orbit_code': 268435471, 'p': 29}
  • id: 59610
    {'charpoly_factorization': [[[6154259835332437228800, 198740052648, 1], 1]], 'hecke_orbit_code': 268435471, 'p': 31}
  • id: 59611
    {'charpoly_factorization': [[[260254566089706162968020, 1056630568916, 1], 1]], 'hecke_orbit_code': 268435471, 'p': 37}
  • id: 59612
    {'charpoly_factorization': [[[-1617965293359220359039740, 1396159784668, 1], 1]], 'hecke_orbit_code': 268435471, 'p': 41}
  • id: 59613
    {'charpoly_factorization': [[[-2579753904922684752074864, -2151248940200, 1], 1]], 'hecke_orbit_code': 268435471, 'p': 43}
  • id: 59614
    {'charpoly_factorization': [[[-6147686348335059331882496, -4140187105720, 1], 1]], 'hecke_orbit_code': 268435471, 'p': 47}
  • id: 59615
    {'charpoly_factorization': [[[-73769840919893593042041500, -874168845748, 1], 1]], 'hecke_orbit_code': 268435471, 'p': 53}
  • id: 59616
    {'charpoly_factorization': [[[211898652768356728042485760, 33007548610976, 1], 1]], 'hecke_orbit_code': 268435471, 'p': 59}
  • id: 59617
    {'charpoly_factorization': [[[547400316780871994301326116, -46937748465260, 1], 1]], 'hecke_orbit_code': 268435471, 'p': 61}
  • id: 59618
    {'charpoly_factorization': [[[1370962241074321942587259536, 101655323829912, 1], 1]], 'hecke_orbit_code': 268435471, 'p': 67}
  • id: 59619
    {'charpoly_factorization': [[[-11037909486255444204140036096, 69353886599296, 1], 1]], 'hecke_orbit_code': 268435471, 'p': 71}
  • id: 59620
    {'charpoly_factorization': [[[-19641169499541155714123230940, -4916861497748, 1], 1]], 'hecke_orbit_code': 268435471, 'p': 73}
  • id: 59621
    {'charpoly_factorization': [[[12851352921350027658225801600, -341880895398600, 1], 1]], 'hecke_orbit_code': 268435471, 'p': 79}
  • id: 59622
    {'charpoly_factorization': [[[-2760215438661376671946797552, 248949501567096, 1], 1]], 'hecke_orbit_code': 268435471, 'p': 83}
  • id: 59623
    {'charpoly_factorization': [[[-72710432545021279018879853340, -274264939790196, 1], 1]], 'hecke_orbit_code': 268435471, 'p': 89}
  • id: 59624
    {'charpoly_factorization': [[[30441909681640496965632586756, -779932726116868, 1], 1]], 'hecke_orbit_code': 268435471, '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': '15.16.a.a', 'level': 15, 'portrait': 'data:image/png;base64,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', 'weight': 16}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 3896058
    {'hecke_orbit_code': 268435471, 'n': 1, 'trace_an': 2}
  • id: 3896059
    {'hecke_orbit_code': 268435471, 'n': 2, 'trace_an': -158}
  • id: 3896060
    {'hecke_orbit_code': 268435471, 'n': 3, 'trace_an': 4374}
  • id: 3896061
    {'hecke_orbit_code': 268435471, 'n': 4, 'trace_an': 48484}
  • id: 3896062
    {'hecke_orbit_code': 268435471, 'n': 5, 'trace_an': -156250}
  • id: 3896063
    {'hecke_orbit_code': 268435471, 'n': 6, 'trace_an': -345546}
  • id: 3896064
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  • id: 3896065
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  • id: 3896066
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  • id: 3896067
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  • id: 3896068
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  • id: 3896069
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  • id: 3896070
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  • id: 3896071
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  • id: 3896072
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  • id: 3896073
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  • id: 3896074
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  • id: 3896075
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  • id: 3896076
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  • id: 3896077
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  • id: 3896078
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  • id: 3896079
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  • id: 3896080
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  • id: 3896081
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  • id: 3896082
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  • id: 3896083
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  • id: 3896084
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  • id: 3896085
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  • id: 3896086
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  • id: 3896087
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  • id: 3896088
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  • id: 3896089
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  • id: 3896090
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  • id: 3896091
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  • id: 3896092
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  • id: 3896093
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  • id: 3896094
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  • id: 3896095
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  • id: 3896096
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  • id: 3896097
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  • id: 3896098
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  • id: 3896100
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  • id: 3896101
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  • id: 3896102
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  • id: 3896104
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  • id: 3896106
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  • id: 3896108
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  • id: 3896109
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  • id: 3896110
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  • id: 3896111
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  • id: 3896112
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  • id: 3896113
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  • id: 3896114
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  • id: 3896115
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  • id: 3896116
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  • id: 3896118
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  • id: 3896119
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  • id: 3896120
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  • id: 3896121
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  • id: 3896122
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  • id: 3896123
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  • id: 3896124
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  • id: 3896125
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  • id: 3896128
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  • id: 3896130
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  • id: 3896131
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  • id: 3896132
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  • id: 3896133
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  • id: 3896134
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  • id: 3896136
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  • id: 3896138
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  • id: 3896139
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  • id: 3896140
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  • id: 3896142
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  • id: 3896143
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  • id: 3896144
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  • id: 3896145
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  • id: 3896146
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  • id: 3896147
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  • id: 3896148
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  • id: 3896151
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  • id: 3896152
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  • id: 3896153
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  • id: 3896154
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  • id: 3896155
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  • id: 3896156
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  • id: 3896157
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  • id: 3896158
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  • id: 3896159
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  • id: 3896160
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  • id: 3896161
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  • id: 3896162
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  • id: 3896163
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  • id: 3896164
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  • id: 3896165
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  • id: 3896166
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  • id: 3896167
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  • id: 3896168
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  • id: 3896169
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  • id: 3896170
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  • id: 3896171
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  • id: 3896172
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  • id: 3896173
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  • id: 3896174
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  • id: 3896175
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  • id: 3896176
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  • id: 3896177
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  • id: 3896178
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  • id: 3896179
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  • id: 3896180
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  • id: 3896181
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  • id: 3896182
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  • id: 3896183
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  • id: 3896184
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  • id: 3896185
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  • id: 3896186
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  • id: 3896187
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  • id: 3896188
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  • id: 3896189
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  • id: 3896190
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  • id: 3896191
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  • id: 3896192
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  • id: 3896193
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  • id: 3896194
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  • id: 3896196
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  • id: 3896198
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  • id: 3896199
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  • id: 3896200
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  • id: 3896201
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  • id: 3896202
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  • id: 3896203
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  • id: 3896204
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  • id: 3896205
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  • id: 3896206
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  • id: 3896207
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  • id: 3896208
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  • id: 3896209
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  • id: 3896210
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  • id: 3896211
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  • id: 3896212
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  • id: 3896213
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  • id: 3896214
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  • id: 3896215
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  • id: 3896216
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  • id: 3896217
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  • id: 3896218
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  • id: 3896219
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  • id: 3896220
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  • id: 3896221
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  • id: 3896222
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  • id: 3896223
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  • id: 3896224
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  • id: 3896225
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  • id: 3896226
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  • id: 3896230
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  • id: 3896232
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  • id: 3896233
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  • id: 3896235
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  • id: 3896236
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  • id: 3896238
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  • id: 3896239
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  • id: 3896241
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  • id: 3896242
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  • id: 3896243
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  • id: 3896246
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  • id: 3896250
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  • id: 3896251
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  • id: 3896252
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  • id: 3896253
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  • id: 3896254
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  • id: 3896255
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  • id: 3896256
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  • id: 3896257
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  • id: 3896258
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  • id: 3896259
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  • id: 3896260
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  • id: 3896261
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  • id: 3896262
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  • id: 3896263
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  • id: 3896264
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  • id: 3896265
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  • id: 3896266
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  • id: 3896267
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  • id: 3896268
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  • id: 3896269
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  • id: 3896270
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  • id: 3896271
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  • id: 3896272
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  • id: 3896273
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  • id: 3896274
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  • id: 3896275
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  • id: 3896276
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  • id: 3896277
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  • id: 3896278
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  • id: 3896279
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  • id: 3896280
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  • id: 3896281
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  • id: 3896282
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  • id: 3896283
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  • id: 3896284
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  • id: 3896285
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  • id: 3896286
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  • id: 3896287
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  • id: 3896288
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  • id: 3896289
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  • id: 3896290
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  • id: 3896291
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  • id: 3896292
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  • id: 3896293
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  • id: 3896294
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  • id: 3896295
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  • id: 3896296
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  • id: 3896297
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  • id: 3896298
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  • id: 3896299
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  • id: 3896300
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  • id: 3896301
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  • id: 3896302
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  • id: 3896303
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  • id: 3896304
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  • id: 3896305
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  • id: 3896306
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  • id: 3896307
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  • id: 3896308
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  • id: 3896309
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  • id: 3896310
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  • id: 3896311
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  • id: 3896312
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  • id: 3896313
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  • id: 3896314
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  • id: 3896315
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