Newform data - 234.6.a.g

Formats: - HTML - YAML - JSON - 2024-09-09T15:54:06.256188

• 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': 8424, 'analytic_conductor': 37.529813836237466, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1], [13, 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': [234, 1, [209, 145], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 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': [[5, [-14, 1]], [7, [170, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021597864886506, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '234.6.a.g', 'level': 234, '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': False, 'level_primes': [2, 3, 13], 'level_radical': 78, 'minimal_twist': '26.6.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+4q^{2}+2^{4}q^{4}+14q^{5}-170q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '234.6.a', 'trace_display': [4, 0, 14, -170], 'trace_hash': 48899869113185631, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.968', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.004', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.897', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.016', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.692', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 4, 0, 16, 14, 0, -170, 64, 0, 56, 250, 0, -169, -680, 0, 256, -1062, 0, -78, 224, 0, 1000, -1576, 0, -2929, -676, 0, -2720, -2578, 0, -8654, 1024, 0, -4248, -2380, 0, 10986, -312, 0, 896, -1050, 0, -5900, 4000, 0, -6304, 5962, 0, 12093, -11716, 0, -2704, -29046, 0, 3500, -10880, 0, -10312, 13922, 0, -32882, -34616, 0, 4096, -2366, 0, -69566, -16992, 0, -9520, 50542, 0, -46750, 43944, 0, -1248, -42500, 0, -19348, 3584, 0, -4200, 87438, 0, -14868, -23600, 0, 16000, -94170, 0, 28730, -25216, 0, 23848, -1092, 0, 182786, 48372, 0, -46864, 18514, 0, 116056, -10816, 0, -116184, -153520, 0, -178622, 14000, 0, -43520, 244754, 0, -22064, -41248, 0, 55688, 180540, 0, -98551, -131528, 0, -138464, -84756, 0, 256600, 16384, 0, -9464, 262736, 0, 13260, -278264, 0, -67968, 38286, 0, -57776, -38080, 0, 202168, -42250, 0, -36092, -187000, 0, 175776, 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39373824, 0, 8890312, 221322476, 0, -128257388, 477787328, 0, 316020480, 733665102, 0, -733083338, -19722656, 0, -6932872, -528801660, 0, 50380590, 120283528, 0, -6465984, -173874500, 0, -12561276, -257186176, 0, -21000008, -299192368, 0, -397642026, 14915264, 0, -67968000, 49087500, 0, 90528872, 417574400, 0, -177866160, 63130540, 0], 'weight': 6, 'weight_parity': 1}
• 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], [4], [0], [16], [14], [0], [-170], [64], [0], [56], [250], [0], [-169], [-680], [0], [256], [-1062], [0], [-78], [224], [0], [1000], [-1576], [0], [-2929], [-676], [0], [-2720], [-2578], [0], [-8654], [1024], [0], [-4248], [-2380], [0], [10986], [-312], [0], [896], [-1050], [0], [-5900], [4000], [0], [-6304], [5962], [0], [12093], [-11716], [0], [-2704], [-29046], [0], [3500], [-10880], [0], [-10312], [13922], [0], [-32882], [-34616], [0], [4096], [-2366], [0], [-69566], [-16992], [0], [-9520], [50542], [0], [-46750], [43944], [0], [-1248], [-42500], [0], [-19348], [3584], [0], [-4200], [87438], [0], [-14868], [-23600], [0], [16000], [-94170], [0], [28730], [-25216], [0], [23848], [-1092], [0], [182786], [48372], [0], [-46864]], 'ap': [[4], [0], [14], [-170], [250], [-169], [-1062], [-78], [-1576], [-2578], [-8654], [10986], [-1050], [-5900], [5962], [-29046], [13922], [-32882], [-69566], [50542], [-46750], [-19348], [87438], [-94170], [182786], [18514], [116056], [-153520], [-178622], [244754], [256600], [262736], [38286], [-57776], [-28866], [39870], [161042], [312830], [-532926], [630458], [674916], [186282], [-812180], [-150142], [-236394], [-39376], [-410776], [1086882], [256470], [-298110], [611926], [-36570], [380922], [1228068], [439278], [1679868], [-1938402], [-695498], [-1131378], [-1731218], [-1471244], [-2888546], [874118], [-2682240], [-1344586], [-1320738], [-2057278], [453398], [1230648], [-2438246], [2683150], [-1586934], [-60052], [-4018534], [1675810], [-687258], [-1376106], [-721198], [-2226810], [2007826], [-5993784], [-5327366], [5429718], [7439794], [6864176], [3466296], [1404262], [-5950718], [6254646], [-1550546], [1804796], [-2218086], [-6142678], [-6444860], [4258378], [3562420], [-4239362], [-2386566], [-8841288], [70058], [-6607520], [11072646], [1435316], [11705110], [4818852], [-1355718], [-5039410], [-9161242], [6466348], [-11802074], [2257476], [-2753782], [-3416066], [9431686], [-4874738], [-9742790], [1638938], [1590688], [-15977826], [6024576], [-20070478], [-5485754], [4749258], [6139642], [15761722], [14203614], [16071770], [20707784], [5048032], [-21037654], [13899150], [-1232666], [-1626240], [3498822], [-22171314], [1089546], [-1952194], [-14453074], [-12349986], [-11596806], [-24753406], [2474702], [-7847544], [22619154], [-17391194], [34382546], [23100682], [7023046], [8821352], [-23956010], [-5798046], [13052718], [4730092], [-28073684], [22855188], [32733492], [-12771708], [-34829706], [30017226], [45064870], [-29927646], [42514694], [-30025126], [40086384], [-51215058], [-18238246], [-32410308], [-20786698], [10643570], [-10780366], [6521022], [-22632462], [-49979480], [-12683822], [4626312], [34888726], [-24443746], [-33868490], [46501696], [1720322], [-16673178], [-30376004], [49737670], [-42096994], [-49274222], [-27301562], [10185394], [-3498942], [-82104910], [-37205214], [63729310], [18414894], [-17766872], [-14574202], [21717724], [45597798], [-41431486], [-734462], [53356118], [-87302636], [-38826930], [60730724], [-10200190], [62037790], [648394], [24937554], [65911162], [95254272], [-69013746], [115867572], [99781394], [102364122], [-85538260], [48222706], [54759750], [-5475038], [1500292], [13771022], [11155198], [47821614], [-7729898], [47620142], [21724830], [105266530], [22262628], [87545774], [27143558], [73997004], [-104245928], [-71383902], [-8249966], [110729440], [-125637990], [2222578], [119446832], [-1733218], [30070882], [-5250002], [-44466540], [-57290908], [11111886], [-77342276], [-149530764], [-33745222], [58362950], [-89047416], [-26089066], [-105628502], [-168597958], [-74301696], [66791906], [108582830], [-56476766], [104323406], [-137565890], [-68466590], [-111181350], [127653170], [-90160314], [54681154], [-187871936], [-211417584], [-88840006], [-127546562], [165894174], [-10916216], [13258174], [120644918], [208912926], [201238194], [-90855242], [-144211982], [78450690], [-87449824], [36644510], [-145832454], [182526398], [-116742414], [-124127966], [-249890004], [-158865028], [8939262], [-251186212], [-2796358], [-188526498], [218378680], [-46163518], [25318478], [188925062], [38997422], [-6188862], [-191988928], [-173042442], [-16866574], [171362626], [185285646], [-120183996], [192366518], [186545344], [-268310602], [-88342726], [-124824298], [-122024064], [278352608], [89370520], [67033514], [-174047492], [-107132514], [129299170], [38061546], [-111600060], [-366586546], [204379458], [356860696], [-251891830], [173777222], [233578758], [-223560802], [119541506], [-287774998], [-167966260], [204775282], [72162210], [31490390], [-289659058], [-362216702], [-370668434], [232071042], [269679904], [56191094], [201968914], [-334549522], [436561748], [458721594], [-199517446], [400364174], [-235954054], [-264721114], [245880138], [-200587744], [84875130], [83526666], [131227726], [-77552144], [315037526], [-343594436], [-512082614], [-286566178], [-274130494], [169011462], [-70817534], [193192450], [377087286], [148958504], [-150082674], [296478138], [-274083654], [112818366], [52235310], [-169285338], [-399789446], [-313461294], [-249026260], [-275699338], [398581412], [540627814], [95532750], [87706630], [-100871778], [417273600], [384121276], [-409163998], [-473739798], [141647844], [-224396322], [-99484218], [-427644408], [-49370758], [36330254], [-654584834], [-271363338], [-460452106], [196186374], [-222002330], [419824726], [603767682], [-205202502], [-502487554], [-283448806], [-18619468], [-633920358], [154400446], [354854586], [218810768], [-93168750], [-43649942], [-403146798], [271257602], [-273989208], [-632777442], [737997850], [-112899334], [-75885578], [123534694], [570522702], [513281204], [487095178], [54438654], [-299377106], [379646946], [531176194], [-3742662], [-478060024], [423563332], [10351802], [-437545278], [201622014], [169404532], [371611614], [-45679512], [714124442], [368917858], [-227505138], [335411232], [640090178], [-119956418], [221322476], [733665102], [-733083338], [63130540]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 27021597864886506, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '234.6.a.g', 'level': 234, 'maxp': 2999, 'weight': 6}
• 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': [3, 2, 4, 3, 3, 2, 3, 5], 'Nk2': 8424, 'analytic_conductor': 37.529813836237466, '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': [234, 1, [209, 145], [1, 1]], 'conrey_index': 1, 'cusp_dim': 202, 'dim': 25, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7], 'hecke_orbit_code': 100663530, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 3, 3], 'label': '234.6.a', 'level': 234, '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': False, 'level_primes': [2, 3, 13], 'level_radical': 78, 'mf_dim': 218, 'mf_new_dim': 25, 'num_forms': 15, 'plus_dim': 11, 'prim_orbit_index': 1, 'relative_dim': 25, 'sturm_bound': 252, 'trace_bound': 5, 'trace_display': [4, 0, -110, 160], 'traces': [25, 4, 0, 400, -110, 0, 160, 64, 0, -496, 1016, 0, -169, -168, 0, 6400, -2748, 0, -1332, -1760, 0, 6400, 7588, 0, 3257, 2028, 0, 2560, -1838, 0, 20824, 1024, 0, 9144, -17522, 0, 966, 8416, 0, -7936, 18162, 0, -74, 16256, 0, -34672, -43432, 0, 54867, 13020, 0, -2704, 47382, 0, 110504, -2688, 0, -24232, 157828, 0, -32918, 21408, 0, 102400, 17576, 0, 15616, -43968, 0, 209936, 118976, 0, 350, -45488, 0, -21312, -262576, 0, -46636, -28160, 0, -60744, 155856, 0, -141072, 70944, 0, 102400, 35370, 0, -90922, 121408, 0, 136984, -181524, 0, -246862, 105828, 0, 52112, 21026, 0, 328444, 32448, 0, 160440, -149684, 0, 91966, 72688, 0, 40960, -333062, 0, -624284, -29408, 0, -305104, -592008, 0, 756077, 175224, 0, 333184, 155088, 0, -49388, 16384, 0, -33800, 597082, 0, -630060, -48816, 0, 146304, 362742, 0, -583130, -280352, 0, 876616, 93964, 0, -79736, -461128, 0, 15456, 590766, 0, 413784, 134656, 0, 431248, -741728, 0, -1599178, -22480, 0, -126976, 205828, 0, -518128, 290592, 0, -694512, -37344, 0, 714025, 769704, 0, -1184, 98254, 0, 573032, 260096, 0, 585192, -690438, 0, -754314, -43264, 0, -554752, -1315374, 0, -3077124, -694912, 0, 280896, -2337472, 0, -2447686, 430280, 0, 877872, 1789266, 0, -2398240, 208320, 0, 654856, -3096116, 0, 1211844, -48816, 0, -43264, 381576, 0, 2251934, 758112, 0, -2012080, 23680, 0, 2423416, -615408, 0, 1768064, 552630, 0, -1396608, -43008, 0, 1918808, 4234668, 0, 5263134, -2686864, 0, -387712, -1479028, 0, -4803598, 2525248, 0, -3412536, -2823576, 0, -2674362, -5423724, 0, -526688, -242298, 0, 210912, 342528, 0, -2408856, 7071348, 0, -341464, 2052432, 0, 1638400, 594516, 0, 124674, 281216, 0, 607040, -4077336, 0, 3515760, 2801504, 0, 249856, -8739942, 0, -2324528, -703488, 0, -3600216, 11941780, 0, -2193822, 627840, 0, 3358976, -10434142, 0, 1702756, 1903616, 0, -408304, 2000952, 0, 13507741, 2657072, 0, 5600, 7532330, 0, 11382964, -727808, 0, 1123800, 1224236, 0, -12941348, -4259672, 0, -340992, 9672916, 0, 5031716, -4201216, 0, 319904, -652548, 0, 7239788, 8070872, 0, -746176, -1256274, 0, -2847160, -450560, 0, 1657328, 2306088, 0, -1228799, -3820480, 0, -971904, 13588622, 0, -8095408, 2493696, 0, -826128, -5727416, 0, 3184172, 114244, 0, -2257152, -10133368, 0, 7661648, 1135104, 0, 5442872, -13198038, 0, 4396774, -3811264, 0, 1638400, 6640766, 0, 6450326, 565920, 0, -2757408, -17264232, 0, 10874333, 1677928, 0, -1454752, 10320968, 0, 6271760, 1942528, 0, -13957104, 9748140, 0, 6930938, -5090016, 0, 2191744, 1795118, 0, 155632, -2904384, 0, 3182608, 13096200, 0, 3393188, -10579144, 0, -3949792, -3295554, 0, -1078548, 1693248, 0, -8015520, -3767596, 0, -15571558, -5203120, 0, 833792, 9377958, 0, 475904, 336416, 0, -7536544, 14431896, 0, -10054454, 10384176, 0, 5255104, 4054252, 0, -3000684, 519168, 0, -10050144, -25351290, 0, -18310874, -1074880, 0, 2567040, -35133150, 0, 1984384, -2394944, 0, -1612408, 6641496, 0, 5983684, -984704, 0, 1471456, -27802728, 0, -15870484, 1163008, 0, -2733744, 1465902, 0, -3930720, 8883304, 0, 655360, 23943830, 0, 6478632, -5328992, 0, -1923648, 10135268, 0, -1294442, -9361184, 0, -9988544, 26822706, 0, 9918208, -470528, 0, -5994920, -27425732, 0, 4060528, 16869424, 0, -4881664, 19600364, 0, -6813876, -9472128, 0, 11612760, -6174744, 0, -4656288, 15975160, 0, 12097232, 9038540, 0, -54778816, 2803584, 0, 22437528, 6614594, 0, 22044660, 7627984, 0, 5330944, -46757542, 0, -27802820, 2481408, 0, 2950608, -27796396, 0, 11750396, -24605984, 0, -790208, 10924214, 0, -57529756, 262144, 0, -17761320, -54636548, 0, 15504592, 1991888, 0, -540800, 22188912, 0, 14431140, 9553312, 0, 14234784, 49340856, 0, 38590289, -12534240, 0, -10080960, 5863962, 0, -23117720, -781056, 0, -2708376, 26972244, 0, 46566542, -26526216, 0, 2340864, -5076158, 0, -25400438, 5803872, 0, 18833888, 14673624, 0, -27993868, -8046344, 0, -9330080, -1399830, 0, -5506696, -4485632, 0, 12372136, 51375826, 0, 44020228, 27403920, 0, 14025856, -11472616, 0, 22564098, 1503424, 0, -13378464, -38830672, 0, 1861158, -14874164, 0, -1275776, -39996012, 0, 9409440, -7378048, 0, 18318928, -14107832, 0, -23938416, -855712, 0, 247296, -62878202, 0, -18588030, 9452256, 0, -7801040, -644428, 0, 35992168, 32711704, 0, 6620544, 55409978, 0, 40980948, 2154496, 0, 5104880, 3136978, 0, 19878698, 11256224, 0, 6899968, 46568522, 0, 10165636, -11867648, 0, -11328288, -11960916, 0, 29662265, 42679976, 0, -25586848, -22384776, 0, -27008936, -359680, 0, 30735672, 10844188, 0, 3081039, -15686048, 0, -2031616, 45713330, 0, -38861680, 3293248, 0, 25012656, 30018068, 0, -5468200, 13357084, 0, -8290048, -21453150, 0, -59576, 4649472, 0, 39362176, -17305356, 0, 655466, -10418080, 0, -11112192, 9600624, 0, 29047288, -597504, 0, -27934672, -25998040, 0, -55086992, 30164744, 0, 11424400, -38523690, 0, -26960104, 12315264, 0, 81754048, 5743616, 0, -121223496, -38571768, 0, -18944, -4038762, 0, 4714852, 1572064, 0, 17894496, 2812504, 0, 47788332, 8520240, 0, 9168512, 68234430, 0, 15257724, 4161536, 0, 40499848, -4081768, 0, 38868314, 4290160, 0, 9363072, -9584912, 0, -15111980, -11047008, 0, -21573936, -2188376, 0, -90480308, -29790668, 0, -12069024, 64570406, 0, -13726688, -692224, 0, -37657712, -52400610, 0, 8397182, -66557392, 0, -8876032, 47625008, 0, -40717884, -21045984, 0, 41962992, -3316384, 0, -31212480, 4466648, 0, -49233984, 5569456, 0, 2271456, -11118592, 0, 13456456, -27123318, 0, 11749998, 11904480, 0, 4494336, -9422670, 0, 2021986, -37399552, 0, 34786152, -21544120, 0, 5368590, 104462848, 0, -39162976, -26664062, 0, 61991048, 6884480, 0, -83709528, 56723040, 0, 75712, 77588112, 0, 14045952, -110183308, 0, 38989292, 28628256, 0, -13213328, -90096704, 0, 9373754, -22817176, 0, -38371840, -4583514, 0, 49219008, 3333120, 0, -67261464, 41980216, 0, 39411796, 10794368, 0, 10477696, 9585288, 0, 197980724, -49537856, 0, -67338480, 132250796, 0, 88354080, -45858504, 0, 19389504, -86570558, 0, -9939876, -781056, 0, 35179328, 2256300, 0, 56265682, 29224560, 0, -692224, 9905130, 0, -158190528, 6105216, 0, -37741728, -31679840, 0, -67252009, -65318352, 0, 36030944, -3141710, 0, 144541232, 12129792, 0, 14120232, 37481724, 0, 54993958, -65402816, 0, -32193280, 76383218, 0, 54314420, 378880, 0, -258600, -5108800, 0, -95791592, 62383752, 0, 38774656, -25134728, 0, 28800980, -9846528, 0, -44171424, -68378910, 0, -1826946, 892544, 0, 28289024, 84782532, 0, -81533246, 8842080, 0, -82576992, -55406152, 0, -253297988, -161545392, 0, -22345728, 74202660, 0, -199093080, -688128, 0, 4157848, -115047464, 0, 72372408, 21270912, 0, 30700928, 30647520, 0, -214316754, 67754688, 0, -33714824, 19211040, 0, 134032992, -48182856, 0, 84210144, -82366148, 0, -96264528, -42989824, 0, 42165168, -14468090, 0, 106777470, 134001408, 0, -6203392, 29907066, 0, -55015884, -23664448, 0, 22637648, 116993136, 0, -15633486, 44441296, 0, -76857568, 72855674, 0, 139138128, 40403968, 0, 59919232, -60906120, 0, 14704690, -9964592, 0, -54600576, -105911552, 0, -119658340, -45177216, 0, -12858792, 104370684, 0, 3919401, 12304552, 0, -42789792, -57526816, 0, -18435784, -86779584, 0, -14211872, 176577606, 0, 108410548, -96051808, 0, -8427008, -173436378, 0, 31820952, -3876768, 0, -7909760, 60681712, 0, -28828998, 69425664, 0, 3374592, 4104028, 0, 40516356, 5480448, 0, 102823456, -97628548, 0, 54564146, -109976016, 0, -38541696], '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: 188209
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '234.6.a.g', 'source_level': 234, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '26.6.a.a', 'target_level': 26, 'twist_class_label': '26.6.a.a', 'twist_class_level': 26, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 188210
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '234.6.a.g', 'source_level': 234, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '208.6.a.b', 'target_level': 208, 'twist_class_label': '26.6.a.a', 'twist_class_level': 26, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 188211
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '234.6.a.g', 'source_level': 234, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '234.6.a.g', 'target_level': 234, 'twist_class_label': '26.6.a.a', 'twist_class_level': 26, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 188212
    {'conductor': 39, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '234.6.a.g', 'source_level': 234, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '338.6.a.d', 'target_level': 338, 'twist_class_label': '26.6.a.a', 'twist_class_level': 26, 'twisting_char_label': '39.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 188213
    {'conductor': 39, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '234.6.a.g', 'source_level': 234, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '338.6.b.a', 'target_level': 338, 'twist_class_label': '26.6.a.a', 'twist_class_level': 26, 'twisting_char_label': '39.f', 'twisting_char_orbit': 6, 'weight': 6}
  • id: 188214
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '234.6.a.g', 'source_level': 234, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '650.6.a.a', 'target_level': 650, 'twist_class_label': '26.6.a.a', 'twist_class_level': 26, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 188215
    {'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '234.6.a.g', 'source_level': 234, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '650.6.b.a', 'target_level': 650, 'twist_class_label': '26.6.a.a', 'twist_class_level': 26, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 6}
  • id: 188216
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '234.6.a.g', 'source_level': 234, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '832.6.a.d', 'target_level': 832, 'twist_class_label': '26.6.a.a', 'twist_class_level': 26, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 6}
  • id: 188217
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '234.6.a.g', 'source_level': 234, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '832.6.a.e', 'target_level': 832, 'twist_class_label': '26.6.a.a', 'twist_class_level': 26, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 175425
    {'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 27021597864886506, 'p': 2}
  • id: 175426
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 27021597864886506, 'p': 3}
  • id: 175427
    {'charpoly_factorization': [[[-14, 1], 1]], 'hecke_orbit_code': 27021597864886506, 'p': 5}
  • id: 175428
    {'charpoly_factorization': [[[170, 1], 1]], 'hecke_orbit_code': 27021597864886506, 'p': 7}
  • id: 175429
    {'charpoly_factorization': [[[-250, 1], 1]], 'hecke_orbit_code': 27021597864886506, 'p': 11}
  • id: 175430
    {'charpoly_factorization': [[[169, 1], 1]], 'hecke_orbit_code': 27021597864886506, 'p': 13}
  • id: 175431
    {'charpoly_factorization': [[[1062, 1], 1]], 'hecke_orbit_code': 27021597864886506, 'p': 17}
  • id: 175432
    {'charpoly_factorization': [[[78, 1], 1]], 'hecke_orbit_code': 27021597864886506, 'p': 19}
  • id: 175433
    {'charpoly_factorization': [[[1576, 1], 1]], 'hecke_orbit_code': 27021597864886506, 'p': 23}
  • id: 175434
    {'charpoly_factorization': [[[2578, 1], 1]], 'hecke_orbit_code': 27021597864886506, 'p': 29}
  • id: 175435
    {'charpoly_factorization': [[[8654, 1], 1]], 'hecke_orbit_code': 27021597864886506, 'p': 31}
  • id: 175436
    {'charpoly_factorization': [[[-10986, 1], 1]], 'hecke_orbit_code': 27021597864886506, 'p': 37}
  • id: 175437
    {'charpoly_factorization': [[[1050, 1], 1]], 'hecke_orbit_code': 27021597864886506, 'p': 41}
  • id: 175438
    {'charpoly_factorization': [[[5900, 1], 1]], 'hecke_orbit_code': 27021597864886506, 'p': 43}
  • id: 175439
    {'charpoly_factorization': [[[-5962, 1], 1]], 'hecke_orbit_code': 27021597864886506, 'p': 47}
  • id: 175440
    {'charpoly_factorization': [[[29046, 1], 1]], 'hecke_orbit_code': 27021597864886506, 'p': 53}
  • id: 175441
    {'charpoly_factorization': [[[-13922, 1], 1]], 'hecke_orbit_code': 27021597864886506, 'p': 59}
  • id: 175442
    {'charpoly_factorization': [[[32882, 1], 1]], 'hecke_orbit_code': 27021597864886506, 'p': 61}
  • id: 175443
    {'charpoly_factorization': [[[69566, 1], 1]], 'hecke_orbit_code': 27021597864886506, 'p': 67}
  • id: 175444
    {'charpoly_factorization': [[[-50542, 1], 1]], 'hecke_orbit_code': 27021597864886506, 'p': 71}
  • id: 175445
    {'charpoly_factorization': [[[46750, 1], 1]], 'hecke_orbit_code': 27021597864886506, 'p': 73}
  • id: 175446
    {'charpoly_factorization': [[[19348, 1], 1]], 'hecke_orbit_code': 27021597864886506, 'p': 79}
  • id: 175447
    {'charpoly_factorization': [[[-87438, 1], 1]], 'hecke_orbit_code': 27021597864886506, 'p': 83}
  • id: 175448
    {'charpoly_factorization': [[[94170, 1], 1]], 'hecke_orbit_code': 27021597864886506, 'p': 89}
  • id: 175449
    {'charpoly_factorization': [[[-182786, 1], 1]], 'hecke_orbit_code': 27021597864886506, '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': 7, 'label': '234.6.a.g', 'level': 234, 'portrait': 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+ilHisdwcyIYWnNcGpOEXo+M+OwZSpmw0SP6YmImYmILRss22YUV2z1qKgax081eGKfz3OHUl48mZCpFu+4fY13v8ZSURMcOjnK8XOaszm4Ty1YDi9aXnX1Ar/w/Stsmxzh7PwY5xdrzC37zC9L5lcyVpoZrZ7i8ZcX2LP19BUki6/zbHdHw+987Qd/8P3x7/3ex7/VkPhzPf5K+0Enz7YQUsvThz8hxiZ3/JdzJ750zdMvVG779P3zOvHa/NIPrLBzwxRHzzQ4v+gztyxZWMlYWk1YWsuYXRMcW4INk6v8iw8ucfNlVU7PjXNuvsa5Rc3ckmV2MeXMQsZ8K2V0vMdrr2lz6+XgywqBCphbDjm/qJldFnQiSFND6BtqYcbYSIoBTs6mNNuwfYNHrRJhrQDh0+4ats1ELK1qsE6KrLYhSsFiWV6L2Tzt0eoqhLIIE9EIPbZt7LHaEZw8p8mMZqIhqYeCwIM0FXQiyeyy5PySZW4lJQh64KXcdmWb11wlmGpUWFppcHou4NwizC2mzC2nnF2Go0uWm65c5F/+wDIzoyOcnhtnbqnCwqrP4opgYSVjYSVhbjnj0Kxky7ZVfv77Vkh7Ezx7eHt69HznsR/9gfeZXTuveBT4uempv9qZ0b+yEuWZxz/H9s11jp5Y/qVut/eeuRc/tc3aduXSjTU2Tvg8e6zN/GrGdZf0aNQCurEiTiWZcYuSECBlhhJwbGmMX/xDwS//8Bw37IypV8apVeo0qgH1qsdoQzG3pJhd0dz3eMiXH025bGuHyy9JWV7pcsXWiO95qyFJFQLLF58ImV8LqWQRJ84r2u06116aMd9M2X/QY/dWyeFzcNseWGtBbDSBjpmswaGzFaqVhECljNQFqy245YoWR88E7N5uOH4u4uWj7r/nbe1xdM4yUo9YbsZ86b4qViiyLOP113d49Q2W2VWPG3b12LXJI00adLoV9h8LmV10YJ1fSZlbNpxaFsy1Y67fvcQvfKDNdGOck+dHmVsOWVz1WVqVLK1lrLRS1tqGZg+Wu4IbxiN2zMQ8+7Lm4eeWdaaiO37zDz7LlZdujLxUh7//R58zxmTxhz7wnm81ZC76+CvJ4L/+m5/hjx/YoH7x+0/+89lzi//0a48eUavxHB96a5Prd2kOnc342lMR//h7EyTjnF8cY2GlytKqz+Kqx3ITltcyVpspy82UxSacXhHoSo9XX7XMd98Rs3O6xmq7wfxyhYVln8U1wfKakwgrLUOza2hGlk4vZaKRsG2DAQSBZzkz7yFkwPZpxc5Nlk3THeZWIvYernPjZZZqZYV9R8ap12Li2GNizNDtwRXbenz8/lH2bE2JIsvkiCTJutTDgJdP9Kh4Na7fnfLisZi5JZ/NEwE7N8K2mRilEs4sgu9ZhLBs35AyVpe0ugHtjkez47HcVCyvwtKaYXktY3EtY3YNlnoZ2za3+e7XL/LqyzWh1+D8YoPFldDZnE332VebCcvNjKWmYa4pObEq8Lxl/tn3nePuxzew/3SDay9r8qE3tcjiTdFc89Lmxs0zv/Hd7936L4+9PJ/tuvp7vtXQueDxVwrgS3P7CMOwsrp0Ztt///zB97109NQvnTt3kl6nwsEFRRK3eetty3gq5fSc4ec/2OLGy0Lml8dZXGmw3AxZXvNYbnqsrMFKy7DaSlltpSw3LXNrgnNtC6LNu29f4+2vMlyyMSSOq6yshay2fdZaipW2oNUR9CJLnFqyDJS0BB5UAstowzI9nqC9HkfPx7x0JMCkNd56S4z2Vnl2/wg7NsJXnkq5/eqA+bUuoVakWcL4GKSJh/ZSlpaqvPaGJl95vM7OjfDM4QiPKm95lSEVXV46mnH8TIiWPhvGNGM1QSUQ+L5ACUgNxImlF0OrY1ltG1odw2rHsNS2dLOM7Vs6vP3WNd79mhhMnaXVEeaXKyyteSw3NStrsNrKWG0lrLYMK23DYltytilZXIt59RXn+Wc/uMDJ2QAlNW+/1dJuT3DiXI3l1ipTk5di1aX/bCm5+lO7L918qtfrdW+76YpvNZT6j78yAD906DiV2oy/uvjyh86dOfAbDz/2onjmlZY8u5yipSROBUs9yUILkjgjziJuuXKRD//YCjdeFrK4Msbiao2VZshKy2elqVltCVZblmY7YzVfelfalvmW4PyaYWy0w5tuanHb5SnbNygaFY9mKyTwJOAkjzECY6HTA4RhrN7j8FmLsTH3PFMj6lS4dLPPq6/pkJhVHnpulOsv8zg822ZtpcGt13S479mADeOW/Sct//e7muw/EbBhXHLvc4pXX6FY7jQ5dnqc63fHPPRSlzSqctuVPru29uimbb7+rIJMcPSMplHVaAGdrsRYQWYsSQpIg/YNa21LrZ6wdWPEa67o8KYbUyZqIXPLIyytVlhp+qy0NCtNwVobVlspzXbKWjtjtW1Z6khmm5LFVsJtV8zxr35sgVftkcRJQDcKWW5WWWtVSFKJUoZT52scPD1iNm27yl59xWU/8aob9nz01Nn5eOcll32rIQX8FQH4wkoq2932O+9/8LOX7pjQH3708ee9ZhtWm4blVkq7a+hElnYkaEWC1ViwGglWWzGvuXKBX/nRRW641GO1NcriSo3VVoXVls9qW7PWUqx1oNW2NDspzXZGu2tY61gW2oKFNiRZxLWXdZkZz2h3LG+7NWLHjCHNJFpa4gQe3Btyaj5k41jKvqMhmCqXb1HcsMcQhB2ePdxhYbHGVTtqNEZXePxFj5svC1nqrLKy0mBmxvLUfsX33dnm6f2aLdMei+01VpbHueGKDo/vyxivjHLVpW3m19Z46pVRKrrGTXssu7f1QLbZe1wwPZ4wt5Dw0F6PXqKQEjJj2bEx5k23xrTaik1jhhsugziusrxWZXktYLXt0ewo1tqSZhuanYxmO6PZyXLWh6WO4GxTsNaNeM2eef6fH13hVXs8ltbqdHohnW5Ap+fR7nl0uppmR7O0pphfdnLwymtuSnZf0vvHd931niNa174kRGi+1dj6lgeZq2s9siz6gX17n/93Dzy2f/ztN86za/MoZxY8pJRICb7OCDyDrw2BtlS0oKYFofJ58tAMP/s7Hu96zTLfc+cyOzbFzC6lhH6FSuBTDT1qbU2rIql3PUZqmk4vo93N2BAZupGl1QtYXgg5c9oSp4azsylBYAGBryxaCjpdhcAj7Wiu2yHYtcmybXOHKGvx1acVB46M8eYbA264YoXf/6rFF1V2bO7w4uOKzaOKyUaHUFWIE4/5FtRCzZYNghcOxNywu8Id1y/ysbu7+F6dN95i8YIO33gq5itP1njleIVLNlXZsTFjaixm52TC1TsylDJoZQFLNQiYGg2IE49Wx2ffYY92T9PpKto9SbsL7Z6l3XGfvdXNaHctza5htStYaCtmVw21xho/9fYF3vXqHtddUuX8Yp12J6QT+bS7Hp2ept3VtLqKZluw0oTVluHsguHkQ494uzZW/93+fXuXd1/+qr+fxN2PeX7lf1+A26wJIv2R4wcf+ZVD+x4bX5lfxRKzYSKm3VNkmQI0Ugk8neJpF2T5nsWPLKG2VLRi75Epnj9c5fC5ed71mjavubLHWL3O0lqNWjOkUfVpd9xFafck3Z6mE2l6kaUXG+LEkiSWNHNHnPpYQ/53BaEvGK0LxuowM2nYsqHD5NgaX3sWHn7eQ5oR3nyjx3WXt3j0lYS41+DV1wnWul3ml2rcttswOdqhogN6qWKhmaCM4Lrdmmo94rmDIa+7YYRbr23x3EEFdoQbr/T54Xcsc98LMfc+XWP/qZBtU4qZ8Qpj9SojdagE4GmLkmAs7D8uyDJBkgriFKIE9xmjjG5k6EWGTs/QiQztLjQjWGwr5loQmS53Xb/EO1/T5PveaEizBrNLNVqdgHbXp9vzaPcUna6i1ZO0OpJmx7LWSllrpSw2LY1xwezZFo8+fd/4lTdk//odb3mtXl5r/874SO1/P4DPza+w0pQ//NX7HvyVMfmZ6et2WaZHakyPhmAN9UpGkgosEiEEWgq0ytA6w9MWX1sCbQl0RtWTLHWqfOL+LXzj+Ra3X73KB+5a4+qdHSZGqyytVml1AzpdLwe2ckcsiBJJkgrS1C311rr3p6RFawh9qFYM4/WEzdMdUtocPpvwyYdCjp2uMRpUuPlKzW3XNHnq0Br3PNHglstCtm3s8PH7BUoENOoJq+0IY0EJmGp0aLZ8TFrhnbfP84mvVNk1F/L2WzrEyRIPvTRBkoW86spp3n5zk8u2rvGN5zq8eLrK3uM+W8Yl4w1BNRD4nrsJpQAhLMaCMZYkzW/WxBIl7kbuxdCNodUTrESC5RYI3eP6Pat84E2r3H5VxkQ9ZCXX2e1eLkm6ik5P0+lJOj1JuytodS3tbkqzk9LuWrCG1WWPux8LODG3yIHzn5++9ar4V3ZceqeNequ/G4Sj/3sA/Nf+3cf4xz8NZ459/oNn5u2HH3vs8OSBsxH/8Ltb3Hh5Qrvr0+5ZKmFGkrpACgRSKpQSKC3wVIavDL7GAd3LqHqClZ5maXWMTz1Q48l9bV597SofeOMq1+9aYyKrkKYBnV5Iu+vRjTRxokhSSZpJMiMw1mVCpbAEvqEapgR+jO9FnF2KuPsZyZEzPsfPjKFMwK6NPlfsVNx4eRMVLPDS0TqbR6tcdQnMTK2w3Gxw9WZJaixfezog6khGaylveVWPLz2UcGq2zp5LPc6v9nj5mMfWDWNcu3OBR19s8fjLgij2uXznOJdvDbh8S4uj55c5chaePlDl8LEaVS0ItKQWWEIPpHRBlbXuZk0ziFOIM0E7EjR7gmYCsUkxtsdNlzX5wJua3H51xsZxn17UYGmtQquTk0FPuyNSdHvCATzCrQJdJ3XaXUM3tmRW0OpZTh+xbNzQ4bvuaPHoI49Nf+6+lQ/HMkx/5Bc+9/t/99taXPfq7/+bC/AH7vkkb3jLs4Te1d+7/+SJ/zheOzq62vZ46sAI9+9d5ie+YwkpR7C2Spo60DlCVUghUEqhtMDXAl8bfM8dQWwJPUvVzxgNBa3IY6U5xp883OD+vT02jHV43+vXuHxrj163zVU7LVtnFFHikWWKzEhsAW5p8HTGyTnL8VnBatfwhUernF0cw8YeY6Fi04Rm+4zmks1w1a4mRi7ykS/VWF4e4ZbLNVftWuMbewUi9Zgek9SqKZ3ER1oJVqK0z1pPMLcsuNJWef2NLR57rsKmSZ9brhrnh96xyEe/0uLpgzXaPY+l1To7N1XYs7HDq3a3+M7XtTi3vMwXHg1Y6gScPO9x9qyPpwRSSgQCYy2ZgcRYstQwNpFwzZUdoijh8q0R73l9xPSIYrwekCQh5xdCOl2fTuRu/m5P0Ykk3UjRjQTdnqAbQTfK3NEztLsZnZ6lE1k6kWCpK1mOEr73pkVee5XH5x8+w+Lyqck333rJf3zrNXuSa287+0e//4d/zAe///8/v/z/F4DnnTYKkulnHo7ueGHf7G8vnZutPj0fMteEyCj+8N5Rvueuc4zXPNJU9Vl1IBkkWkk8JekqgVYGz8vwPUHgGULPUkks1dgyEmaMVQSdWNKKaxw/U+PX/mgcTIpIU268psPOmZg0BWMN1rokjhQCqQTa8zl4ymf/kZBaqKn7ksmqYGpCMj2u2TSl2L4xY8/2VTKxxH/6XIOTp0a5ZbfH5TsyummLJ14KGK14TIxYRusx1YqTQsZI1nqK5bZlaS1jrV3htVet8sz+DgdOKUYbIa+6cpQffecS/+VP4bkjNdpdy2pLM7fcYGayyvRYj+0TPf7hezs0qmu8eBwOnpZ4nkUpixAGsO7/LaQp7JjJePXVKVnikaQB1lbpxR6ziz7dHNS9WPXlWzcW9CJBL5ZO2uRa3h1Ox/fBHQuasWCpB9Njq3z/GzsoNcKbX9VmbrnGkRPLo8vR2d9+4IWN6RG77dP/6j993P7cT33f3xyAHz+9jOdVN62tnX5ubvF4Y7x6Prj2sir1SsLp+Yxji3Bmuc7Hvubzzz7QJop90kzl8gSkACVVroslnhb4niKKJVFsCOKMKLFUEkOUGOLYUk8hTgxRCnEq6CWSKAtIspADR2rsPQCZtThoO23sSfCVq/moB3DVRmhUYKQmGasrJkY10+OwbSZi49QqiV3mP31uhKPHRrjhEsUlWyS7tqzwwMspc0sj3LhTMtYwhH6XQAZYJUgzibCWNItZaYfMLXnccHmF63a3ePS5kA1jgmpY54bdhp989xL/8U8NL5+ts9o2rLYUCyuaydEaY40KY40RGtWEqVrC9htiAi/F0ylKZUjhmMHibqokUcwvaJJUkaSKOFFESf4cS6JEEsWSXiyJYuEC1FgQxZYoNkSxoRdn9GJLL3KypGzdrsSSpBfxo29fYsOYz7n5UU7OjnDyfMDR04bnDx2tXndt9/ffeVti3vHOyz733js+me254bv/+gP87KHfYdPY59WTz6Wv/ex9y41T5w8F778LrtzpI6WPpxNWuilnll107vldwiDKAS6Boq7EopTKA0yJ7wkiTxD5ijhxQE8SS5xmzhVJS0cGaWbJMkNmcHrb0Ae3EKAkaAmeB4EWhIGgGkhqVcVIVTI2IpgeT9k+06FeW+Vzj8U89NI4q4sNrtmm2L7R47KtPTKxyteerlLzNFNjinq1x0tHcR33Wy2dSHHtZQnX7LLMns9YWPHp9qq89eYWj7zY5fBZRa0iCfwGV19i+JcfXOLBl7t86cFJlpqW7dMZK2ua0YZipOZRr3rUKpYwMAS+IdAZWjmpJd3pw1pcwsoIUiNJM0GaCpLUJdCSRBIlznmJE0GcWOIYoiRzJBE74ohiF7B2I0svcbKkHQvWYkkzAZP1GAlThAhZbfkcPR1w7KzhyOkUEUTsmNofZj3vD3/9N8MfPLRQ/8w/+fVPZr/yD/7Xgvx/OcAfeMnI2qHo/ZeOn/9vGysrwbGozr5jS7z9VU0sDTZNGcYnVzgyK7AmQ+gU34uoBAprnTMghUUpjacMvtb4niXwBJEviRPhLk6iSFKIE+kchHRg+6WZIcucu5DZ3CnJpY8QAilBSYHO9X3gS8JAUqsIGlXLaN2wYTxiaqxFalf59COSj35lgukw5Jptgm0bPXZsMmzfuMLnnrAsL4dcPqMYa0C9mjB3QjK/EuDvhCgRTI1IRkfh8HHLStMwuxhy2Y6QO29scffDIRN1CHwfJUe5epfgx94+jyfn+eKjY7xyNmRDM2F6NGWkpqhXFNWKpBJoAh8CD7S2DuTCrX59kONu7MxAlgnSjBzokGSWOIUkyRwpJIY4tcSJyQ+cG5PgWDwWtBMnTVYSQZTG6CxBK0OSdfn6sz2OHK/SamccnhW85TUdxqs1Pn/PmXDJiN/+rjfX9eSo+ONfcTzz1xPgX/zi3aRZ9sH7Hnvm1+21Bxq33xhy67UwUo+phy0uFSm+l/GW288RVGHjRILWKbVqF2sl5I6GkgatDZ7SeNrge4rYl/kSK9yROv83SSVpirt4mXMSjHEBlzEWW4h6HHMLIVBKoJXA0w4gYQDV0FCvpIzWU6ZGu0yOrfLYgZg/vKfCweOj7Bjx2DUDW2Z8tmyAPduadNImT+1vUFEeU2OK0TqM1iPGRlJ8XyOEu7m6kc9yM2G1Y1lrp8yv+GybqXPr5fPc83SHg2cbVIMET/kIMcKuzYrvf+MiN+2Z5w/vqfPUvlGW2prpRspoNaUaSiqhIvAEgSfxPIFWEqXI7UOHcgtYa93qlQM9zUy+ujlSSFJDmjlwJwkkqSVKnd0Yp9BLBL1E0E0ErcSBu5Ok2F4Pk6Y8d0hxesHyW5+HWsVQ0YK5tuBPHx3noeckcZoyObKvMe5v+U8V73b//vu+8tE73/j2v34An51fRUr5I1+++4u/sv+VhYlDJ6rcsLvJHdd0yMiYnlhj47QEmdHqRsSRzwNPhjRCy+tvjNk4bmm1shzcGZ7O8LUm8p291z9SSZLKPriT1DFTlklSQ87cEmMZgNslKXPmBq1cwsT3LKFvqIQp9TBlrBGxcbLJ3FqH3/iCx9eeGWd5pcalU4Jt04LN0z5bpgU7N/XQ/iqfeEhz7HSN3RskY3XJSC1DyoizC5ZAS6QAawVxotk+3eRpMpodxUrTMrdcYfeWkO98/Rqf+YbPibkATycI4WFsjSSV3Lhzhe3f0+Rrz3X4+NfGefZEjc1jgslaRi3MCH1B4Al8z8UpWuECZyn6NRkWd5MVfnlmHOD7IM+cpHPybsDscSKIUuilgk4qaCaCdgpRnGDbXbZMtbjjpjXuvLXH0ZMeaRJzYqWLkJJaLWVyNKIeZLzmmoQbdnokrdWJyG9/+K1ve6cySfN3pNf46wPwLF5Det4PPf7oY79y/NjB6Y1jiv2n63z8WMgnv9Gj7nW48eo2G0ZTQHBiNuRLD1VptSQP7q1ywxVdvudNXd5xa5vxkZhOFNLtBQSeR5R4xEkpWEp1ztqCJJPOXswEmREDrZ3bjTYHt8iXbqWc6+Cp3G70MypBSr0SMTnappt0+cZLlk8+MMJT+0YZ8z2u3mzZOC7ZMOGzaUqyZUPMJZtXePFEly88MsWI0kyNCBo1QaOasNbJ+MoTIXXfIoQDVjfSvPPVEV9+0tXErLUN8yuaLdN13vWaNk8daLH/sE8tSFFSOJCbKr3Yaf3vv3ON3Rvn+cSDTR5/ZZRTKxVmGoKR0FL1DaE2+B5oJVDS3ciOyaEoPzK5VDNmsMKlZrDqpRkkmVsZ4wyiVNBNBe1U0MmgF2eYOKJWafOut67yPW9ucuPlCZunDM1myrbpWU7PLmERTI5aXnVVSqACtGiwsDLGy0crdGf3T+tg8lduuPl1Znah9XszU/W/2gBfW23yyCvLvHhC/IAf3f1vZOcbE7s3C5QNiOKE6Izm9OoIJ+M6L51LUTYFXGtXZgVULWfWMs49UePJF3t85roO77mrw1tevcb4qE8UBUSJ71rUUp2DW/VtxTSTZNkA4MbmzG0GNWVC2DyodHUcWht8LyPwEypBTL3SJaPLfc9J/uj+UfYdH0EkATvGLBtHLZOjiqlxn5lJyaaphG0zTU4vtPjNL9VIowpbtghG65pGDRrVBOHFNLs1RusWIZztmaSS8UCRmpRW4tPqZKw0FWcXKlx5SZ0f//ZVPvzHAScXamiV5DeGJk1DerFkZiLgxkubXHNJm5dPnuWTD1S459lRzq1VqAWKug81z2V7PQVaunS+EMPVdQawxt10mRFkFtJMOP88y4GdCbqZoJdBN7WkaYJJYibCDm994yrvu6vF7dcmjFckmQloNxVKCL7zdZbMZFgrMFZjbZ1Or8Ls4gjHz1U5choOnJznS09+dfrHfqD9b777nbel1u77g3ZrO/XGXx6b/6UCPEs7vPXGse/40r1P/5c/+OxDjemxOd7+KsXVezzOLXt45yvM1A3VWNBJfeIsILUWCWRAZiHzDDarMB9V+eKTNR7a1+VV97T5qe9qceW2FlOjikZNE8c+ceqAnqSKNFM5uCWZkRgrsdZJAtsPKEEKg1IWrQxapwR+iqdimt2EhWbCf/hcyPH5MZ7bP4o1PhMVwfSkZXJEMNFQTIx6bJiQzEykbJ7qMDG6wteeNzz7yijXbBGM1SX1qqRRNdQqMcKLCAKNVu7vW+vkk0umJKRG0OoaWm3LctNjdqnBbXva3HrlKp+4N6SyrNAycYC0mjTziRPX4zk5GnLTrjY3Xdrm6TvOcXJB8of3jDK/WuXMUoCvJDVP4BcyTLrAs0/khVTBMXlqBYmB1AiiDHopxMZClkKaIFXE5rEuV+9o81Pf2eLmKzJGqgqTVWl1NEmmMUa6+MmKvkWZZooo1nQjZ/8urLXZe8qQkvKmm0/TiJoTB/bV/8v4zC0rWdL5wl8mJv/SAP7iviO0JjaoM8989NLVc8caSTPhgcPTfOXJGCEsdc8nFFDxLFpa6pkgte5kZob+69RKYquIjCbNQhajGvc8O8Jjr3SpBRE/+LYmWycTtm/scttVLbRQ1KsahAO4MSrX3ML1RuYPgUVIixLOM7ekIFNePi555oDm7qfqvHyqTpxWqWvFVMUyXrOMVa3zwRua8RHNxKhgZjxl01SXjVMrPLQv4iN3T7NxVDPVgEZN0agJ6tWUShDx2CFFL9Z4NQcqawVxKgm14vrdXZ58adQVPnUzVpsei6sBc4tj/Pjb5zizuMSTL0zhSUAkGHArV+IRxZJ2VzNWDxlt1Lh1d4c7runwPW9Y4MBpw5efCnnqQIVDx2qkQhNFik6iUMLV9gwHnnlOwBpSY7HG4ImMET8mJOHWG9rs3Nhjy2TCB94SUfUltYomTiq02kViTpEW575YPY0gM4500syttGB53bU93nLrKkII4niEfYcVD77wSGNi5uyl/+gnPqDmzh7NNmze9VcH4M+99BJ+PfRnn33mQydPyF/ff2SJqRFNnBqWWwFJBr4iL+2EINd7zpN2dQzGuJOc5gySGIiMIPI8osyjYyq0Win/5hPj2DRhw1SPK7f1mBhJec+dXbZNxySJyPV2ziCFYSIKL90gpOBPHqzw4tEaQmtOnqtydq5KWFGMBILRmqURGhoh1CuCkaqiUVeM1TUTozA5mrJhosfm6SaZXeVPHmnQbde4bIulUVXUq5J6xVAPUzwv5mtPhkQdiTcNMgdTkkpqFcVbX9Xl4ecN7UjS7mY0O5rVlmZ2qcoVO+u85/Ymz71c5eRyHSUNkOR62SPJFFHiEjPtnmat7VOvVKlVIq7Y0uOWPT1Oz69x4vwq2svYe0zzmQeqCKUcuIUcvojWAAZrDGli2L4h5X13dpkcydizzbJhArLUI47rpJlmtalJMkWW6TzrXBBMXtdjRP7afZ1m7muATFcwxidJFctrAWsdH59Vtk6IX3/hhac61107+dGTJ5+Lt2+/8a8GwPcfPAVyfjfxyd9YPfeYzEwdzzNMjlgqHsSpdRYd5JrYgTnLQe7AnS+TJdCnxjotaCA2ktj4xMYnNbDQrvPAiwaL4fNPuZENWJMfAysw9wIRQiGERCpFmmik0XhaUg9g55Sl5hmqgaEaQDUQ1CqSekXRqGpG6pKxBkyMpEyNRWyaapGxwn/4bMijL02zawLGqjl7VyX1Skq1ElOrdqlUqgRKomSuwXGfM0k8el1BN8poRYp2z9DqGtcyV/M5MzfCa6+M+Mn3zvHvPqM5tRoghMHaBJNZktQjTiS9yFX71buaWuhTrYRUgyphkFCvxNx4WYzvJdx8WcoH7uqgVZongQxC2GFRnks6YyRCSAJPAT69SLO8ol3yLVOkpoh1yq8HYC6Ye8Dgov/9YsUwRhAnklbXmQXCGr5wz2OyVk9+Y2pkyyPNVm/fXwY2/6cB/twTf8zWjVnl/scPvvvJ5w6KbdMxIzWIY4UQTusmiSXN7ais/1x6bQffc1+7Vqzid5yMsX3WT6wgMYrUqrygKHA3SBnYto9tlAAthMtUKggrrpY8VBmBB4GG0LdUAkHFl1QrkmqoHcBrgtG6YbyRMjEaMT3eZtP0Eh+52/DxezawdVQxWTc0aop6VVGrQrWSUa8knF8yHD0fEPqu/BaKSj9BL9bsnDHMTPZo9ny6PZuzuGS1palXQurVUT5w1zzHzs/y21/YjJYaiyEzmbv5U00UK7qxohtJOqGk2tNUAo9KkLHWcjGG7zmb1fMytHSNElK6dL7ID2edijxmcWBc6wNW9o8C0MaIIVBn2eB3i8rMspuV5cGryb9OU4hT6Qq5Ild+Ww0zjh56SSwsZe9O9K6jv/kHn+v+7R9497cW4KfnQ//E2aWfba+d+dlGIOXs4hRaCyoVUEo7gKfucBm03Hc1Nv+w68Ht2L5/E9jyjcDg3xQBkhX9QMnaovowT8FDvtUIaGnQ0skkT4GnBJ52GVFfC8JAEvqSSqCohIp6RVKvWkZqGaP1lPFGxORYh20blnjqUMQnHtzEWBiwoW5oVIUDd0VSCw21MKVejXjqIOw9UOXSKZvr3gF7dSPFzXssl23r8vS+UTqRpdvLaHd1DnKPalihEo7y3a9bZu+heZ7cPwNWYUzmbvjUkia2X0/SjTTVnqUSKkLfEPgegZ8R6CKXYNDKoJRx50W6RBrCIsjZPJd2faAXhxkcmZWYPnjLrJ0/Z84VMxkXADzLBEkm8qyzq3mJYoOvBZvHG5w7l8qV3vl/fv3VDX98tPHLQPwtA3iadGSv1/3FT3/q43//0NFlf2K0SqPmEi1JClqpfHCkJCkyZqlLLmRZkWQYgLzM3rYkW4qkxNBzXiln84Kp/mPIMcmPPKGjZJ6xVOBpkRdtuexf4CvCQFEJBNWKoF6xNKoZI7WU0XrExEiXTVMrPHmwyy9+bAOnzoxyyaRhtAqNiqJWUdRCqIUZlTDB93qs9SxKKjxlkXKgBZwmlSSpT6OS0EkNnchV7HV6Ga2OZK2iqLYCwqDOjpmEf/mhNX7h9yVP7N+ARWGsIcsMaZYSp4Y4UfRiRTeQVCJF6EsC3xL4ikAbPM/5/VpZB3DlAK5ymSKEvaBB15TAbuwgp1AAPhsCfQ5oK3Lw0/95mhWfOQd4CknmJgK4w/RLK6S0iNVZ//zZ0X/8ute+2Ws2u/+s0aj8hdP5f2GAW7sItv3LtP/0714y/UromwBjUjIj8so0gRcLYi2JNS7TmKeDHYuvA7oFk9ncky1APQC3LZi6D+zBUcJ1v3iKIpnTB7hAKWeX6bwVzdOSwJf4niIM3EiGSmCphYZ6NaNRTRipx4w3umyaWuXJAx1+4aOTHDw1zvZx57DUK5JaVTr2rrhlthomJFnMf7+3jlQKT1qUGNiExorct/f4/jev8PVnY1px4EpPexntrqLVVqwFmtAPCLwGe7am/NIPL/HzHxU8vm8Dxkoy49LqSepkYBQbotCVuwaBIPQEge8ym762/YytVgapnDcuRQ6qsn1YOqE2Vy/WiKEV0xYypAB9IT9yCTYAeV73kmeVk9Qlk5I8/Z/EmSvkyoFuDJxfFDx+4Gh4qn3f3/uJ73+TODO3+k+2bPiLdQT9hQH+8FPHsMbe+gefebbypmtPs3t7nSyrs7QW0upqOj2F1pIodoBKUumq+vI7tQB2ZqwD9hBDF4xu+ye1z9a2dNLthe+rAHhRg1Fk8pTK2950UXci8Tzp6jd8QRi4mSfVIKNWceBu1GJGG12mRtd46kCHX/y9cV4+OcmWMcFErSRNQk0tdPUrlTClEsR4XsTZpTE8JVDS5LbcIMjMMkmaKjaOueRJMwnzmmtDt5fR6kkqHUXoe/heiKdHuHxLyi/90AI/97vw5CvTZEY6gGeWJM1yJjdEgSGMJT1f9SWY54GnnURzdSoWLcllCoj8uYzxAucW0ffM+5WJfWanv/qa3PItgJ9l9J+LLGmW2vz9GuLYvd9ebPPmb8NSS9IlZcfGeW7efndFxttu/Z/ZceIvBPC543czvSOt/r2f+bq/9yXFPU/OcPs1K/yj9y2wUY8zv1JBCg8pFEpKlHQ12TqFTDsNlqa5rs5sSXfnwM6/tnngaM2gUMiWAD5E2/mjSEkXVYJSir40UdLN2h7IEwg9CHxDJbRUAqefq5WERjVmtNZlcmyNZw/3+PnfGeOlk1NsGlVM1QwjFUE9lFRDRbUiqITu5nCp/pgn9wvaPZ9Qkd9kToMXTQiZESSpphYqbruqxVMvN+gkTqZ0o8w19waKwFf4np/r51Gu2Gr41R+d52d+Cx7fP01iJIkxebP0oAcz8iWBbxx757UpXn5zu4NcpgxknMyzvKw7rcVptkNkU3yOwfeHYqkiQ5rRr3HJ8srOJHWSJMpXHQduy+yapCci/sH3zHH7FZK1Zp1nH7/Hf3nlLdX//Ltf7vzkD3/b/3qAry69wsjYptGDe+/+zat2ZK9rrUiOnA956PlJpkYX+Hvf2aIdeaRZ3gYmQEqJTiBWLhWsU0i1yO9wMVztVwJ4USBVsHeftW1RzF+6EMIVFAmZgzsvMlJ9gDsW9zR5dz74niH08wKrIKOSy4t6JWKk3mWs3uSFIxE//ztj7D0xzcyoZqpqGKlALRTUKopqRVHts3dGGKTUqz0e2uuzuhYyNjZIkxfvuQjEkkwxPaG467o2Dz1jXBdNfsEdyCWhJwk9jad9tK4gpeGKrZZf+dF5fua3LI8fnCYxmqSoAMxsn8mDRParC30t+80iWrreVndu6L+/4iYspIooqtIYXjELcA8YffA6M4P6lvUytFi9k6yo3bdEsaUXu8aJ2Tb89PsWufMqn1Pnpzl4MuTUYvy6me3HfvdHPvSev33n64+vXnPZzv+1AD99ZhFvtvkzjz1z7P0rK0ts3VjB9xIaFYnJRjGmhZauviMzAnKNp6XMpQqkqhR0GJxeKy19xqyTIyXmLk5wAe9i+SqkiZBFBd1AdxcVg1q5JmVPWzzPNRaHviH0MyphSjVMqIUR9WqP8ZE1njsU8bO/NckLxzYwPeoxXc0Yqdoc3Dl7h5JK4Ng/DFKqQUxqIlpxgFASr2DwvgYXeZzhCsOSxKPm91y5QBwyVoC8l9HxHYMHvsTTGk8XG9Bart5h+fDfnuMf/TfD4wc2kBhNlAnizOQsLggTQ+BZfM/1sOo87tDKlQgrKfPzk3flF8+lwqwyo5dXziGAF6usHcjMzDrpWUhQ1wRtcwMilymJJUpcY3Rm8njAjPDy0Qan5kLOL8Bqc54NG0+8/8UXXjyaJMnP/S9lcGv3A9Pbv/qlz15z7lyHwAuYqUKjotm+SbF1Q42FFXffe8pgvAxB0XJm3XYcymW1UmOHrKOhoDIPYgYnUZSAXQJ4wdqli9JfbvMOHZUHU1pbPOWA7Wvbrx4MvSzXzQmVMGKs0WGk1uLJ/Sn/5COTPH9sA1MjmqlKxkhoqefgroTOTizAXQkyQj+lUYvZf8Ly4HM1fCnxlOusKevIIpBOMkVqNK+/MeHSS9ocPVVhqlo0FLgeyE4vZ2Gt0Npz51E67/qq7fCrP7bIz/2W4ZGXp+glFaJMEqeWauoYMvBwINfF6mVygEuUyvornJKiBHDRD9TFRXFQPJdWWVOuULR507PNrcJcnpSqFYty3Di1JMb9nU112PtKncU5jzhN6fZcg8vK3CIPP/zsNa972we3f+3xkyff+urtf/kAP3LsHGfPje84de7xf1+rHv2ON918hma3TqfnRi8IBLWKJU50v0HBUkiUwqKzpKpwEIpkziDatqYcwDCkt4c0d5+zLwJuYZGqsAUdGLTKWVtbfG3wPEPgGQI/JfRTwiCmGkaMj3RYaXV4eB/86h/N8OKRSSZzcI9WLPWKoBaKvlfunBfj2Nt3AK8EEXGW0euGhMrdZFKIoUq+IpHiAk3ttLyOiGJLNxElgBt8P8P3NJ4n0UqhpNcHOAKu3Sn41b+9wr/545THD0xwbq1BryYZzSz11E0bCPLD60s0m9uFlAA+YPD++xXDDL4e5IVspGDuPtDLEmWQ1Ev7rYPkgSZ5O6EjxVDD/JKh3YkQwjkurUiy+NIad9x29jvu6j6WveW2W/9et3X+RKX+59vT888N8BMnT1OvLt1yz0PH3/3EC8e566aIb791DS0rLK+FpJnLXErp/NTMFDIh91ulJMkkWgp3F+cX2N3pTo+75dvmEkX0i/MLUJRObwncxbiHgr1t/++6qkHH3Fob1w3UL4914A78HNzjbRZWuvzKf6/yhSemWGyPMTUimQpzcIdOd1fzwLISSKqBzRncae8wiIGY+1/wWUl8JgKG6rERZf3qdHicaBqB5s4bOjx5MKaVBIzk/Y+92OBH+XgM7QCulUVJDyFdggYLl2+V/LufavLlJ7v88u9t4MziGN1RzagvqKeGagpBkk8FU26gkVcEmlL0g+DiuSxThBg0S5SjzgHp2HWavOSGlbLVad9Nsa7jyhTWMf36IwFEGax2XZnuYkvgeT3edtsqt+6aQ3Q3vfvsqcn/niadE3+pDJ5EbbRfvWz/vkd/urO4n+MnJ/hPx2NOLyzyt169xNXbPVrdSr7Rk8ztK4lKDUoqpJSkSqIySaYkSSbQmewnegp7adjrFkO6ex1995lFCtNfJVx7Ww5w5aoWdZ6987Sbd+J7Gb6XEvoJgZ9Qr3TRusNDezN+9ysN7n50mtg0mG4IJkMnS5wFWPjkKj9Eztxl9k7QOuKxV0bpxJqN1eL9rGfwwlKTJKki9BS3XtElNQ7g3UTQSwYuQy8yLjjUImdxciKxedWrYHJU8P43tKkH5/i9r3R5+JUJZpMKnVDSSC01bR3I82FJnrJ5XGJzkNu+61QkyIQEwfB7H2LxAuAMB559kupnoulLFMfeeUFd/jrJffLECBIj6WUQRSlX7lrhXbe1eNftilZrnAcePcr1t1z902943aufb7U6h+v16v88wKP2Mf7oT+5nYryx6ejRw3ecOLPCpTMeZ5cCPnXvRu59boUP/9h5br+6Q7tTIU58ktTtmZMoRZIalHIFNSqzpMo4cGdmUL9QZMmsyJc4UXJMLvKmhmSJHXTdC5B5GtoB3PSZ21OuFiPwEnw/IfRiqtUevt/hj+7R/NofTHN0YRwvCJmpC8aDjEZgqQVQyzvsK4HLdoZ5QsjVr2T5SuDkyWIzox37+ErhS9sPMAuEuIKzPNDMnFyLU4+K12NmtMtqp043Efm4NRcreF6W23wqtzvVIDnTD1xd5eN33N7m5isX+NU/7PHxr02xnNboBB41T9LQrgYn0K66s2iG0MqWsr22H6QX4+C+GcDLtFOAG1vOQJfrjooeUGcuxJkDdJzmTRVG0MkEcZphox6vv3aRX/qRFlONURaWJzi7UMOXq9juK3ccOZBsintrh/fuP8V1V2z7M/H7P9yE6ud/7qe46aadOypy6ZP7X35yKo6dPRZ6liQS7D9f4cmDgusuWWXnpghP5wU8/VqHPImAHUqduzEQRRA4AKWXs0oRFPaDQz0IEL18AGfgGffs5yMTPBc0BjmjhoFj1TBIqYQx1SCmWulRq3Sphi1OzUf860/W+MiXpjkyO0mtEjBZKYE7xAWVocwbezXViqKWp/JrFdeYXK8m1Ks9pidafPYR+PT9kygRMl4x1PLqxNAvbg5J6FO6OVxqf2qsx9lZy1P7R5y+z+WVLksHKZ1OLun6nGMBgbWu2WBmzHL9pT22bWhx7JxhcVXQzRQ9q/LYJ6/Bz1yTQ5aJfrYxzRhm2iyXFjnr9pM2xe/mejrtM7MbNFQ0fifl9rdM9OfURJmglwraqWQtlTRTSxzH6LTJ665a4MN/p8mOmQbn5ic5cqbBuUVNqy15+XCT2sSVr53ecsMXer1o9Td/49//xRnc2gjwWTr/+Jb2yku7dm9eZGasynJTs7AsWO0m1NcE+0+O8YF/ZfiOW5f5hR9sMzGS0u6GKOmjpEEmngNxatD9EsvhyjOTuyaWQf1DwQwwkCQCW9KHtp9qdjdMfqNIk3fsZHg6dZ07OiUIInwd0cpifuPTPr/35RnOLo1iVIXxEcW4bxnxDdWcuav99L3M61RyaZJ756HvbibH3jFREnP4TEA7DhgLchenSDoV1lvOckWyJ80kSaJp1DQ7t8SooEcrrtP1BZXE+cR+Lq+8XKLowvUQ6psEr4qpkQ4//h0d3v36WX7vy01++08mWOzW6OqQUCuqWlBRliC1js2l7etxXY5nSqMn+vUqgosmgcoZ5sIVK2r9+3X+OXNHGXQy1+MZZyk26jEz1uRffGiBb7slZqRWY2k1YH5Fs/eQYGElYbWdMb+yhGy8vEtqb8vb77z5RKsTU6/6fzGAHzs5T71Wnzp61v/0Jz/zqPeG67pcsXMNrM9qGx44ENBMKljtc35ljD/4iiQz8P/8SJupEbedhhQ+QlhUqlDSkBmDSp0WLwA+qFwrae91i6IYCiztkDSR0pRWgUEnvlYZvpcQ+jG+F7PWi3nsRckf3dPgTx6ZoJfV8X2fCV8w6htqvqUaWKr+ANxhIAkCSZBLE5cYyp2JHOC+5zKfx89bHn62Spx4BDV7QYBZPExfg7ubPE4Unqe56+YWn7ivzcEzNbqhm/cSeRY/BS8xeLFx9p4UuVaWg+E+MOyxG0k10GwY7fKPvrvDFdsiPn5PnWf2j7DQrdFTPp6nCbWgIiFQFk9avMJeFXZIj/cDzz7Ah7WjKRGSKenxIr8x0NiukaWTQieDNEug12XjWJNf+pEFvudNMTar0O56hH5MKhZ5YJ+l1ZakwrBjU4cx/z7vml3XfzrurV2XRWsLf2EGv2T7hDx04PAtn/jsYyNfeKDB157xeNPNa9y4u8NT+zUvHA9QQN0TdGVALxrlD78ukVLwzz/YZGp0UG+spEalhtS4wLMoiLd99haDNDBA2TURZea2/d7KotyzKOB3paAZSmX42jkkWiestRMe3Sf42Fcb3PPcCMtrdWQlpF5RjHqWhm+oepaqb6n45KztmLsSSCcvfEHok1fomRzchsBz+lvpiENn4Oxa6BIrub4dTpwM3AfXB5nXRhtJHGs2NASXbe3y0qmUTuIR5TO+/Rgn01TmEjT9RA3IdZ05xc1T2JBJ5urD33dXl7e8aoVvPN/i97/W4Jn9DZZaVdakT9vX+ErgS0EgcT2cwgXpSgxuUpkzuAP6MAGt1+L9m60oLjMQF+DOBFFmMSaBuMuWySb//AcX+b43JSRJjU4vJE58lLRct6vFe9/c46lXQm7cHfGmm6Ci6pw//tDI8qp3i1/b81X+jOFBfybADx45HXTj6L9tGTlcu3ab5ORijc/eX+fjXzMgBBVPMFpzFWDtTLIqArpd+Njdli0TKf/4BzpUQlw2MzUIoVHGkKksB7gcAHydNFlfZyL7y2MZ1ANwK5mhZIZfuBkyYaGV8tCzmq88WucLD48w36whwhCv7tHQMOK5Tp6KRy47oOKL/JB5yWmhmwVBwd4FwHWK76eEfoy1Cfc/F3DyfIXJcYEnTb7Mi0GjbwkNtlRDnWWKbuSxfYPgrhs6/OkTMe3Eo5sIQs/ip47Fo6Qodc1coNlPyMghmeIOyaBlzPntlSDifW/o8qabl/j8Iy2+/GiVh16sM79WpSt8ur5GewotBJ4UeFLmQAeFRZWklly3xtrSs8lX4H49vxUkNm9BNJAYA1kCcY+q6PCj37HMB78tIu7VaXVqdKOAONEYI/B0yPvvSHn/6y29qM7yapVXzld55dSZ2vvf1/1vo+GxK4DuXwjgDz2xnyRucX5hiUZ1lJ0SNo4aosQZ9sbavLNEUEkMSkgWrE/UrPGZB0d51bUxb74hJvBEHngaTKbIhhqDZb+VqWDtC2qo8lVAAkKYvHnYlJg7lyJhQjfKOHgWTpxTfPLeEb76TIP55Rr4IbrhUVWSumepa0PFcy11oefAHXpuJqErM5WlQ+Q/tznITR/kvufa046eM7x0PADPy5d5W0rRlyicYZ3aD/AyN8756p0RV25pc+BslW4oqKaCILFEitzaMzl7F25KYeMNtErfZ++3jql8+oBHL/aoVCI++NaId9y2yj3PtvnUfVVOnAs5cLZKvBqQBpqe1kglUUK60dVSoABdAvgFN275s5GXztq8odw6D9xaAyaBNELT464bm3zXHT0wIe1uhU43pNULiSIv3/e06MwXRLGi01O0ewolV+isHkClf/buEd8U4OfPnxZx3Pvp+772iUlhNzDWsNSqtl/i2K8nSJ2l1Y7AYuhlkrji8dLhCh/5TI3rL11m01iExSKFIZMaZVKMUSW2KRh8mBMKxhalQwqbj37ICIIUJTOyLOX8Etz7gMeRMxUeeqrC2ZUKR89VIQhQNY9QS2oaatpQ1XmGT7vB8YFHDuLikPmhcoCTa+4c3F5G4Dn29nVCGMYcX4D9J6p4ctgeLGvXoh68v4z3a6qLrnOPK7d3uWy6w75jKZ3Uo54IIg1+6uo2VAngUgqElENMDoNyh0EJa5E9dt3vSeYReT4jlZjvf3OP269Z4+xKk/uf9jl2OuDrz1U5txSSdT2MzD1FqfLMpsw/i+gngQpdXq7NH3jjNk/YFVVYKdgY0phN4z1+7L1NrrnUsLLsE8UBrV7IWiuk3fHoxYo4FaT5kNAoEUSxIE5AmFG+eM+pyQ9+//t/+vz5Ux/euHHbxQzlbw7wP/7cIxibvX/p/PnalZcELK5qOj1XJxEnRTWYe+5FhqBryIxlOSJvrhXMrWi6gNIJOstnkpjMSRNKox36AUoRrpfATWE35lJEZXhBRpJZjp0WvHRMce9TVfYdD3jleIVmFBDFAXg+qqEJlKSqoKotlZIPHOiiTqMom3V14UEuS3xf4fsyvwHsQHt7WT543+n80E+wJmZuWRLZAK0lvrToXLuKdRocBiDPbKnzPPfDBZqp8RiperQTj44WzulIBgVjWpmhDKQUpSi2GHaEwBo5YPLSYCQvU/3xE53IZ2YsZtuGhBsviejGXX7w+Br7Tnjc+2SFl46FHDsdkKQaGyislHkGSJWi53XdErYsWPIuc5uVnt2clYpImRnL+vZmkmpa7YDF1YBmS9OJ5WD2ZOJ2u3OFaIbF1ZTLLzlVW5t//P0drT/8/4nBe4ufYm6hp75072kxXtXUQoOncRP/e26piBJykEOUGKqdlHaU0ekZ6MYIk3LolOL5l30uuaOL1gkmM1iZ+7XI0lCeIo89YGytLUg3zD2JLZ2eA8mJM5I/viegkyheeCXkyOmAxbZPlPpu9rHyUA2NLwUVBVVpCTUE2hCovPBIOdb2PeGSHmVwexI/lyWBD0HuWQf5bhJu+GeaZ0QTKmHM/ErGvY/XWWsFjI0IdD8+GIB8/cPaUu1NLiWiSDE5oXjLbT2+/kyXU2s1up50MkWDl1q8HOgqH48sZebsQsqzTmT/bxirS39DYHImz7Qi9RRJpkkSz1mpXkLNT7j96oRbr4h51x0Rh09L9u736MSKj99b5fisB0LS6WqyrizKN7FKuLkYxXXsC81iykEBdHdomXHdVTGXbcsQGmrVHkkScbQnObvg02qLvNIwn3SbFDPKXWY3TiwLSz5ff/CUMPUr1K995Kvpz/zY2/58AI9Twdho+Buvv+7MtSsrPYzVxKns79nS7Ul6iSRJnK9pMoVFMj7eojY+h1Y9tMw4cR6On9GsWUlVW6xMB+6IZdgpyVlASMtaW7D3Rc1S0yVXntrv8aVHQnqJopcozs/6GKFJrMYIH7RGBBotJb4ShNISKksoHVP7yvZT1L4inyLrmNsv+jL74FZ5j6YYsLdn8P2iQCvrs7fvJygV88Dzij99oo7yNYG0uafMupqOCxm88MKdDpckmaLX83jnq7t84bEmH79/hHYaUst1uFfo8KRc42P60qEoAXR/Spa0vhiyJdNMkmrH5J5WpFqj08wBXWVolaK9lPFKym17Um7dk2BFxHve0KGXOHx88dGAp/f7VALBYlOxd59Hs+MSUf3rWZKbA5C7Cb81Zdi5JeXQSY+T50RectFm/5GE+aWsX5WYZg7gRWbXbZfiSmxPLFieOdm89j1/q/obAvvjfy4Gt3YNaDT+4FOf2tNgSW2bXAUbsLHm0e5UWWm5TZx6sasizPJSx0qQ8bqpmG0be9Qby6h6zOMv+Pz7j9V5+hUP37tYXck6asubFFbbkmde8mmuKaRSRFYSGYUVyi2NSoPUkNe5eFLiS1ziQhp86YDgK3Jw5+DQ9MtGA881HhfD9NeDOyi2LPRNKWualY6UQCdYG3N20SeOQoIRiZ+X56q8Kk/2LTXRH5c28KxFCeRueE6ceIzVFVsnY3zRo5sGdFNBRbu0dlFDolTh/w+q/pw+HrTGuaVfYIwpDcE3ebnyQBqlaZbnDVR/pJ1KM+LYWa5aZkiVsmUqy8dNZFyxvUtsu0htWGsKnnlJs9p23VuOxC/SGlSSL74HlYrln/7nBk89HyJrIaoyyiUTmq1jEYHvPokxLlPai6Educ1qVyJLoxEjTJfdM231xmsX92y5/Psa73tHp7l1Zrg+5QKAz80uoNXKhxfOnXjDb3ytznynzli9zQ+9bY3XXd1l20ydxdUq3Z5Hkiq3NZ6yhEHCSC1CSYW2HjUZoywcOORx+JyH0uunKZVprfiZ+54VAlO0miDpdwsLiZAKISVKCDwBobL4wuLLnJ2VS1Z4asB4Bbg97Trq3dZ79MHt2roUfg5uXxd+t80bBmxe0Wfw8+yo5yUEQcLpRcMffr0G2seTYhBg9uWJuIDBByCnPyTUgc3tDRonHh94S5fPP9Tllbk67cyjmrpNaV0VoO134sh8T57+38qJopAKTgrJUoFXcZh+LYzWCi/L+ts06kw521XlCTTlLFgpTR4LuddaGmSSMVW1fNtrDEK6YaruTRhX7Vi8nf64A/esPDhyXmOAVqbBhASZz2oXPGGoeKa//2eSQTuWnG8KKvUub71thR9+W5uxasDCcp0DRxbeMDJ97sPGpP/X/5DBP/uFbyCF9M+cmWe6qvFRzK6F/MuPNvj2183zD9+zytSoZc0LSVPnhippCPyEaqWHUilKGUws+OKDIafWPAg1WRGcFGAW5QCl+Hr978h8KpVzCrQQaOHSyn5+eCJnNen22NE5w/Vfa0pzUArWHnTVDwAu+7Il8G0uX0w/oHSDc9J84yvnnkgZc3JWsNAMEVoTSIbkST89X2rmLTsMBYMP/HCnj+PUY6IRsX2my4HZiG6m6WUQZAIvs3hprsNT+gF4v5RBqCHiKOSwm7Rr+0VtA2lk0JkhUwKtZQ5ug9KmPyRI5ZliZ8tm/cyxkCbPT9g8FsjdLgrXy5ScMFP6WYZNDVsbKd/+hh4PvFgD45KAK5FG2MEMS3DbIC51JV6lw9//rlne/WrJ0uoGFpeqLK1p1nrzHNp3j2/MhfmeCwA+6p1GCMHGcRCmwlrbsKVtOLMcsPfgGPtOnueN1/f6KVhw1pWvEwI/JvR7KC/hq0/73P1IlSjxXI2mUDl4VQm8JTDn7D2wn0R/7IMnyJ0Jp2+1cOlkLe3Qs8obDHQOeJ3PP9Eqn41Yajh24Jbu2S+AXgSf5MDOu3+06UsUt+Oy098pCV9+rMLcQgVvROEX0iQPMPv6e70YK2nw8lCdIunTi9wE27e/ps1jL/ZopiEdramkhjhfoYqBRkNZRmEYdA4VgeagM8pZhypnb9cAnhmBZ4QDeGbROnNNIpkhVTmTS5tXaZo+iw8APwCzLAO5X05hEQy+526KDGNdQdw7X9vlnifafP1pjyyJWJVualk1dQQmcAVhix3Bm69sc/0lIQdObODsQshaS7K8ZljrxBw4dbokfb8JwH/34/fRldXXZs0v33z5zmXGGyPMrfh0e4btGy0bpzVXbguIU0voR/nsEYuSGVonVCoRftjl608ofva/jrH/VAV83+llUYC8DHByILs0hWttc8kEl1TIa7qF6Ke9tRho3GKp1qX2tALYOu/HdKMSimE/5a76EsCLgNNjAOq+NMly92SgvX0vwfdiZtcMzx2pgPbRuTzRpQKlIhEi1iHcef6DOuoBq8q+J54kHjdcGjEx2mVtpUonVVQVeKn7LCqz7kjKAGfAmgDFCOlSltgam7O5cMOD8htLK+n0dyb646Ude8u8xqcMcJu/tv0ZhwW4pSxAXtTqF2DPf69YBYyzB6/YmvCrP7GK+K+Srz8uSDNDMwjpZgpPiv48R6HhpWOj/PHXFJvGQ6JI0IkMc8sJC+2YN7+ucfNPf+DO1/6jH/vqozM73nZxgM+Mp3i6+21PHa9cn7QE0+OGMMjIjLPZNk1JKn6AsV0CP0HKfGsRL8HzEhabGZ+/z+e/fnqEvYdqzmNTHkgvB/hgdK/K2VmRL+vkX5cArIobqP89O+i1LPo8S8ztmouLTpX8dR/gA2AXzbeOvXPNrenr7cISdIw9ALfXr05MECTc/UjAY/vqyMDZkl7RbLGujW5Q8bc+m7l+NFo+pdUouj2P267q8o7bW/z23XXiLKCdScLMEqWlm1qUZIqUfXAN/tQ3Y3K3tUum8uliysmUTElU/toVdpk+wAvXxm0KVgJsf3iQ7dcIlRlc5tln2c8+q5zFnf99w2URv/Tjy2yZTPmTR0ZYXktItE+ivX7s5UtJ0vN54YBhbiLC124aQ5RYpuuGDXV1/YuH429LU/voRRn82VfO4gf1txzYd8/3bZ9aoOaF1GsJnu4hpdsuu16N0NptbV0NI/wwods1LK4Z7n3O43P313l0b43Zdug2ee+D2wWGnnDs7KQGJZDbPns7QA8YsAB1oWvLwO6DXQ4YW+XsXUyw0rk00VrgqWFwu3EK65g779n08/Y2TxcNB2npSIhJ+NT9DTIboPrZy3KAWeprZGDf9TV4weKmkCn5vL+sCDY1Ao/33dnhv385YtUkdLOQbibwUvosLqVFpsKBSZrcLlyvRWXJmhz0vBojyHTRIJwHnsai8nhAKYNW0mnuTOasLR3QM/f3VBncJbDLIUkyDPLiv+NmiCuslVx3Scz/8xOrfNsdXT53f5V7n62y3A7orfkQ+iS+T1tpZluCKDUE2uHCV5CkHg88Mc+2HfPfd+ddb37QJse/LrydwwDfOJqgvejS3mRzl/VPMz4i3JKjXN2Hq/eICfweXtjj2Dl4/pDm/ucqPLU35Myyz9xqgBUeeL6z8oR2Np5wQV+Q6+c+U5dBLErzOcSgim0A9gF4VAnw5b5CVZImxWiEoWE3ObC1EgMnpQC35xopXGOyzZl7EGDqEnsHXsxzRySHz4VY5aGkxJcm/2xliTIQ4OtdFIY0+PqZfw7kSeqxa1PClZe0eeJQhUT5dFNBKMHLLDoV+XnMS1vTHEhIp3uH/qQosXhhT5bqtnUedGqbB50WlQkyZZFS9uWKzBndNXfLIUAXABfF1xcFv8HkLJ4ZZ0FmRpFmmvFqwrtek3L7VaucWVnjib0+Dz4X8tzBKkfOVOmFIadjn9m2xCs1S0sgONfh2hviXTfckF3abPH1Cxj8yIk5qpUqX3l8iQeeiFCe5vve3ObG3RHWuA/13CHNJ+8L0X7IqXmf4yd81iJNlGkHaF87lBXAluALS5Dr6mJGXxnUUl7868FcwcH3+/5yaZhmAXZXQkq/A0apwZg2paSz1wrmLg3/cYCmD+x+trLP3Bm+dokdTzv3xJLwmfurLC1VEIF2vrsoBX7ra1CKkzzkgxfzX4bruPvetFEkiWZyXPLeu1o8d6RBlIV0lE8lc1pc50SgJMjUlmpDTO6JF4W5uVRZr8etLbULgsltuUxKlHHxRGZcp5Uyot883gd4VujwAsxy8LrfiFJIGdln8kwVMkdipEKZzM0azzRaZYxUUsbrGVduSXnPG5scOdHmzIJEe4o/urfOs4cCpJAY4MbLEr73zRFpnLDrkl2YdB5fdS6UKHd/+av4WnLwxApnz29iKZK8cMx5m0lmMNaSxNDpOJo1CIxwyBXewNJTUvRdDz9n7iIw1GX5IUusvA4U6x2C/u9IXMmmGoBdSfd1X6LIYt9L8sDJAdzJFImv8wFABbi9Abi9fire5K+zoUMr17nzykn49D11Iun35YlXHoF2kRqUi1XdQYnFh0YUD0AeZJr3vrnHx77a4cVjFRLl0ZESPzO5eySQWdH8kQeb0lVvOnDLPsjtun2LjBXo8gYE+UAmrSzKWDJp0cbJETess2iitn2ADpUuD8kTBpIm/x1XBSqRxv1+lsncnXHWpMwMSRGECkeqoTRct8ty/aXujL32yi7dqOcqJDMNeGjZYGUt4OzpBQ4f/SKyJNE0wPzcHFPT09X7v/qfd1a9RWyiWWoaVtuSVhzQtYJeJlzysJ737CHK3FCy9Gyute3AEVlXON/X1QWgyxdnvTTpA0cMSRRZDNZUItfhhQYvRrXl4Nb5ay1KCZ8BuMus7SnjZob0W8RMLk/S/EhQXszhs5pW7GSYkycl/S3W2YPiIi5KSQ/b9V54v4ZbkaWaLNPUPMGezT1ePByTmYCu8QkzV7Otcw2uhJvY6oJ4uy6cxYE8r/vpZziH3ocLNrVyLK6MO5cmZ3BphgGupBsJIftNynagx3OQZ1KUmNwBPSvdEEoapDFkfcmTDW4GijmJlmJDq8EK57aPjGNNt+ex2g6YXfR45YxPZWxq5y/8gx+p3vmmH+rMbNrkAJ50T7M0t/jman3Dz1T9I+za4hHMpVT9jE5k8t1tcR0mqSA2gqQY+WDdxXMgH5YgfUB+U11Nflf3a3b6oJdlEMv1bO7ALPsSRQxqpFUxe0/2tXd/JmFhG5ZkiQOxLb02pR7I/FB5X6cfs9wy/OfP1lnqhojAw5e5R1/ceOVBPxeplx5i8UKuGJGPPitrcAfyNNU0qpqf+M4W33iuwVLkE0tNV0p8Wdzcg7kwDtyiP9BeYPoZZIvJi9zMULFbYVPq/p6ZuRNlIJOg+/JkMJaj/LXor7i2L19EDnhRYvY++xsnZTIx8NKltMhM9mfrDE5SsVuEq9WJE02cuJ0toljR7mmW1zQnZ2F+vs1rdo/+zNMvHHi02+1+vs/gBw69iO8FHD15lMNza2TxKGEgAZeujvNCl26M26s8scT5+DVjB2vwUOd8SUP3mfoizaxlzT24SGJIllwI9hKwpUCqwfix/tw9Jdw8xFyS9DOaOs9urge2N5idotWF7O2pBN+P+eT9Hi8frYD0kFL2A+f+VK3S5y8o/JtWE7Iu4VNqNyu2C0kyTZp6XL2rw3fc3uRjXw0xOqArfQIp+kkfJQVJ8fdZx+TCgC3KJEx/J4zyLg42lyjKCnROXsVMR2PctcukGAzOl4JMlECbr8BZ6QbIhgLQC792rD6s4wt7sXgU+YEkUUSJphdptwVjJIliRS+WdHqC0XobWGBl5TD7DynSpDeQKE8fCqlWAp59MeDhJwWXb03ZOuk6vauhA3g3yvC7FtVzJ0+m+T7w1vZpSlIeoTZ8FHe+KIFfDIFbXBTs/cZXuR7gpYlMJYC7mXuDEcH9Q+d1KV4OblWMozAlx2TA3EXTsqdccBkGMStrhi8+UGdxLYAwd0/EgMm+mUQpZiiuVw3lALPfiFxK+JiscFM0Yw3Ft7+hwxce67HUDoiVppsV8kjkQboYzDGR9NPk7o8Verz4+6afCCp6KHXB5ip/LXNwq8HqpIwjlqyQKVIMpokNAViUXlNyWAYDmoaCzxLzlxuabb5ZQJwoOj2PZsej1dF0IkkcuzkrUsKOTYKtU5LaeEZtLCHLUgfwh57cx4bp8R1fvu+Jn5w9d4ZbLq0yPuJTqyo8XezMa+l0M5RMSLKMOHX6SjA81kEwuMD9D3YxphYDn3gwundgrQ3PrB7M+S5mHA6CTTEkT2SuvVUZ2GqwF32fuZVdJ0/MuiNzg4IK7a1c5vL4CcGhkyGGACGde1K0pql1N/SFHS+ijy1bOm+DTGM5yKTfCNEPpqzm8u0xuzb2WDpQwWa+Y/HMyRSdr4yD5FKuHUW5A96BfLB6mH7/Zn8lkcUODpDlwXvhsEjpfl6wdP/GysGcFYSTA3kgUYrrZ/oreFYGf8HcJRYfcEHe0pdKerFitaVZXJW0e5AmrlvI04LsbI3l1YArLp1n647dPzm26c4X0u4LJ/REQxGqbGbXjP+WHZMRM5M1Ql/ke527i2OsoNvTGGuZW8kwOWkrOXAI+gAvdZJfDNhCiouwd6m0tABvv5a+BGwxzNhSuEBI9kcBi0FNyhB75wOFhsBdArky+f41DtgFe/cPnaBUwpefqHN4sQL+QJ54JXCLdey9flzExWSKuSDgLM2LKWnxONZcMhnz9ts6PP1KFYxHmjkt7mX5LJNsEO8MJhCIdQGnIZ9RcJFxHQIj89cSpHXKpmD1AsTF6mkkZKIY+zZg7CK47LN7IUv7QWc+FaEvV4tBUQOwF/KqgLrMR/Gttixn5tzkWWNtX84ur0kWAsnsYkIwXnvLZQEz3Y5/Qm+fSfECw42Xp6hmRDvy+0Dtz/mTrhxW+Clf3xtQz+1uVWZrMSxPxNCFX8/Kw4HkEKtfRJr0GbuYB9Jn8vIIhVKyp38M5u/1Jcq6gLI4dOnZafCkr70r1ZgnDio+/0CNbs+HqkZLgVf40OtWoLJz0pcpF6D7Ivp7nWVY9sWTRDPS0Lzr9T2++liHpw762JpHNwv6iTT3XsQA3H0OFKVh9nbIW3HeuBncYMqxeSadHrfSMbmyg9XTSAdeNyrP9getSjH4HRdMDhwWIQopU5gKou+Xu0CV/tfloFXkP68EGaP1Fb70ZMjeQwFV3wX2QpQIUQjOLxsmL1FUJxWraxJ9craD9hUri6s0GnNcui2h01O57HA1B9UgoRt3ePm0x2xzBq8hqORvql9cdDFGLoNZDPzhYQDTn/zUdyBKLF70HA5kihgCt5Tl5E6polDbQWWhHh6hPARolb9WpXponRf6qxTfj0nijK8+XuWVU1XwPIRUOajKvjD9VediVYTrh2/20/XYIQbvZzTzsQ+uVlyRGWeLXbEt5a2vabP3RIUo9cmkR9co/BJ796WesIisJFdKIC/KaK3K34sqbjaDUcKB24KVAlXo8ZJMkRKMAGnok6CUTl6JPC7ov4eSfheikDii/16zov2ukCk2ly/WERUYfJ0yNdbiiktXufvZGeJeSCMHuRTuM7RjCMIekxMrzIyv4KsW+qnH/xjf05yeXWas3ubqy7pEPY21eeGONOw7Dp+4L+CP7hulUVF5aWSpMKpsBw6BdJiphwfUiyGwXwj8wTYkQ+DOtbcsLZUFqGWpXFb1xywMAK7zHcb6I5XVYDCnHgosc2tQuRLgfScFX3+sSqfrQ81DCuHck3LZQF7aOXRcQN/r3Om8ba/YwaI/MGddwqfc7VNvxLz1NT2+8FCPvccC0D6RkXQzMSiDkCCy0oi7AuRCuIxOCeR9oBdgtzaXKI7Ni1VF5gBXQ0AHaQXSFHIkPxcGspIlXLB1X7KYQroUkkWtc1fyoB1Xmaiku9nixOMDb2wBp/n4fWMcPFbNu7wEWEsWZ7zr+mVmTz/AH3zyZQQxenXNUA0zzi0q/vTRMR7bnxF4+Z2I21L7K081WFiuUQl9xoJ8xrS0AylQcjfKCZwLmXrA7MXrvs4eclLE4GcloKsS2AuJVLB2AbQC3LoAdwnkRSLHKyVyCgZ3wDd5UJlbg15CajPufrTCw/sqbkK7VK5ysCxPLnKIdceFjzJ7lxyV0kYAhaPiargdyKOuxx1XdXj7azu8fDIkTT2sUHSFxjOgjdPiLga4MOkjSkxu87oBqwazva3KLUPp2FwpgTXu/LsAc3CuC6ArKRDGsXhWlinGYvKfDTtj9CWLkmJIyhTgNiofNWGdyxKninY3QMoRvv+Nbd560xxfe0rnFTcuSVbxMi7dmrLvmOHY2YTQz9B/9JBAKkun43F+bpp9R/3+VnfWOAYKA9gw4maKVDw3esHPfeXhIeoXypMhCdK/m9e9Lhi8v6wNGFsUrD3kpAxWDd0Htx1IlDKwpUXl4NZ5llKpErCLgLLvmGQonaJUgu8lvHBC8un764AP0kMI5VriCpYpxR9DQ+PFgLGLesKBRCi073B3jzEOgoZcpmSudc8lOlS/XsNazfvu7HLv4z2eOeqqNlOjXKVh+UbLiiDTDsklm/O3tYDiQldHgSyY3DpgSytRbtBBXl7rJIcsM3quxY2xJRCvW8lzhi/OWbZ+9c9dGm1sf0UpP4wRdHsBYZDy/rtSBMbJuMzJ6nYvZXqsyRtu7AEWvbEWIoQgUYopabEY4tR1LSeZWz6LHRS0zFPcpQ1VC9fiAi/7AlkiLmRtOQDDeq3tasZdncnASckDGUUJ6HYA8qJXUZlSkJnLkkJ7F46JLrsmBYMXzkmK56UkJuXBpyq8dKTiRlJIF1z6YlAVOeT7SzEM9CFRMixPbOlFuQGiX1lYri7MJEYVckUTxR5X7epxxy2OxbuZY/FI+CWpYpEUDF7UpjDwxUvjHfoJp5Kzo+RAlxc+tlUilxc50KVAmhzg4uIEJ6TFlIwGUbguBfmZHNQlu1FJgZEWZcvb3LjzECcKTxuaHXfy3E7KijhRxIkky0B7CqkV1lr0G67xUUrQbAvOzqZ0Y0u7m9GN8gE/ZnB3F8VNji1FSRoMB4kDRh62/8pjhMtsLcSArS/uoJROXgnY/cCyYG9Z7D1TMDcDzX0BuMv7tg+AXRy+Tjh8XvD7X627truq60hyhWRFsVfB3vYikqSE8G/moqzXwKVAc7gIS5akiqsyrAaSH3hrh7sfrnHwrLv5MqPoCoVncNV/wiKyHORZLk2yUqSrinXFDiY7qNweLK0u0to86MxjIiv62ltK9x6lcE6LyFld2hzgRvRvAGGKbGf5Opd98iLopC9dlLT98XZJKvPCLAvCYo0gySRRouj0JO2uotmBThSQWY3Aoj72O7++oV5T/7q1cvryRk3je6r/h5XMu9C1INCi3yDgeXmHjCpvLDoocHKsfmHa3N0cxe/IftbRPcvcDZGUp6dqRUl6FJrf2X7qAitwveYeZCsLQBe+t9YXbmvi6SRvaIjJZMzHvlTlv399FIIAVIhSmqpyM1eCYhRF6Rh0Ew3OySARVfpcpQ6ksvtTLmQafE1/1wpZ7oO0hq0zMWcXJc++5JPm06aMUEBu4ZEDq8/Z6/bbKcmovtVTIncB/QC4v+Cs24z3AvYvd/OvOwzlcRnrbuLyLh9DO36IfjyS9nfEUMSxohtr2j1Fs61ZWFWcX7Ccnc9YWjPsvvz6mWtvfPV9+sSZfaOLq/NvSznDDZf7LK6O8PxBnyRxtbtJ6mqCy5NMhmy99Tp6yPcedLWUNbcos3dJuhTBZ3mudlmaDDaYGlz8/vYbBWvLAciVsusCyMGIZU+XbEFV2IIZSiV4OuHQOcknvlHFlVB6IJ329uVgQPwFHnjJPSk7KaL8RV+WDNeiFMVW1q4vnXUj2DIjyKx0w0tVrsUzzXff1eFPH6yy/4wHMsYKSSQ811spXB23YJDNHASZAyYvtup2utzJJZlLFCVFrsdLyRpLn70vkJYmtw9labUu8iKlrLUQIE1x7e3Qip3m/0ZlJYylg5WyWIAy48a6dSPB8ppl79GE5XaXnZvaRObM284tpqP6G08ZTp61PPMC3H5dQi2IaHdcmh5Ev2TS2AHAGXIKhsE8pLX74B7o7mEdXtbgF3rpqg94OyRPZN+eLAJLU/o6B7csg7sIOAdAV/kOEEoNPG+Vy5NMpXzp0Rr7Dw+0txB5Z1LRI1p8/vX1J+uPCxT4hb3f6wuv+lvxFZV0RqDNwBc3uVyJE80Vl0a887Vtjn4iIM5cU3cmFD0h8XKQFxtJ0QfIOpAXwC4Abxn44HlcY/MAU1pQ1mLFoBLReddOjwsxuAmGCK9kHZZdtT659c/lAOxZX9baPpaKd97fISN19SiNquWGyxPq9S6v2t1m89Y2Kmihr95RZ2MjQnfHOHNeYTLL5Igh8BWelqi8KbW8VJWH2VwI5gFDl2+A8r+RZVCvSwQNZUGLjFif1QeZVTmkw20f7DpvkHUMbgZBphpsa1IwtlIZnszBLR3AfS/h2HnFf/1cg5504EYMMpe6vIKIclqcoYtQWve52GOwzIuhpX+wAVc50HQjpk2+S13RmJxmHkGW8nfe3eazD1Y5ek6DSsBoEuHRFQKVDbKag4zmMMgtoAvr0Dotba1LtBTJHqlyEOezVZR02ryvwU2ReXS/I4wYWs37191wAbOXM9tDcVoe3wxlhylvIT7oRqpWBNs3BRjj8fjeEbauTDE2Po7evrnD5sk1RvQCj+2dZLVVoVZ1S4/zY02+xV8Z4MNA77+BIWAPLvbQG18H6qHnoWjcDr0etKpdWI9csLYckihmHcALOVJyTKRB6SwfVuTS883Y8NtfaHB2PshHxHmuYTq3BgtpUn6WXJy9Bzbhn/EoS5ZyG9mQLnWTaIem0RYgTzVbpiJ+9Dta/Orv+6wlrujdGkkktCvCyoodoQdpe1ECeRFc0rcG8xi05NPLwlmx5Oxtc+/bXQsjXOAphAtIhXDfE8LmUkT02X0IM2Z4BbwQI+KCkofBXEe3QZaxbs9N8Gl1e3zjxTbX2oRtqUU/9bLP4mKFfS+PMjkSsmVao3W+1VtqSVMXzdr+3iKU/mB5R1wx/CaFGAKvuBioS5KkWJ4KoK/vx7yAvYWhGF022DawtBGVGsgTVbICB46J874LcGuVoIOEP7k74COfaRAZz8kToZBi0DitSzXfF0vLu9fD5+N/iO91Gc31yR/bZ/Hhw4HcI9QpP/6eNodO+vzel5wWB0UmJF0hB+dVFI0QZYlSYvIC1AxWFiXdTwesLvppdCncxr0q76lwEsVp8MH1HNSilHV3GTNlvAxhpjif8psDPEndnvdpZmi2BeMjiu98bcile2B0NEPv3uKxseEzrgLGRw0Vv0s3Vpxd8Flec3ezFIPouGCm/psp/nBpabnYUfzesPaiX1gzLFPshUyuCqlS9AOuq8PONXaxLaHWxVy9AWOr/rObtaek6+rW0mUtl1fgs9+oshIV4HaZSy1c83SRBh/unB9O7qw3Ji4qU0qauwxyUwCrcA/KwWZpQqzKwa0yg5Eu4BzxM979xg5/+kiVpZZyIDeyL1WcozKcyRxIlFJWtXh/JTaX1ubVhSKvE2EI6FYIhB2cEyMswpakhikCxBLYsQxLXTEgB1kmigvjmQLkJi/lXm2nnFtMiRLcpgWeRyR9pqc1WnsRQaVLY2wZrwJCGTQ+STpBlvluiVDC1QUU7F1+Y+uXZ74JuHOLoTgJFFuSlAPLvJSyH2yUn/s9f8PyRErL+r02tboIuKUZ0t6D1y5r6VVT7n4g5KmXKhiRa2+pkUL2N2VaXxY7YMY/O8jsuygDRTIE8v6OzkMB5sBS69tlthxkDvbgSTONNim3Xh3zjls6/OHdnrN68jF5idD0EMjMgdVdxGGQu4szCDwVA5CrQqbIAXOvB7qww5nrYcAzkEhSMCjjtTkWSo0aDIMeLiSQwXi6fDyIhq6IiUVCYgRrPUM7jRgzCfrACcHZOcGDz3hIpVHCMhYIxioZtYrB9+RQduqiQC695oKfDXeYXBQgcvB1mdUHpZV2EGT226QG/vDQsU6iqFJw6YBdDJUcBJeBl3D0lOT3764x2/LzWYousaNFqefyYszN4Ma9aAZzHXkP/ayoB2FYg5ebkYfayoxL32dSojJFJjNUphyLpx4bahkffEeLR18KODqnwE/ASIyQRLgBphJyN+XCEtri/RQ3npKFLndAVtaBVUk7pMVNfm+Yvt5258nIwWuRA0OaUjtd//t2CLzlGObC7xcVii5PEniCS7cobrwK6pUUIQVRbJjZaKnVQSuhCVXAhN8gNZo0NaSADWUffEUqvFzuOrjL7BBLDXQopbtv4GEWiQe3DA2+Vwb7YOxAUdNQAvg6iTJ4PQC2WsfgxddammFbULohmlFm+M1PNXj4uarrbcvZe2ANFtMBhlcWcQHYB4xzUaVSYvCheuwhb1wMOyqFW2DLZbQmlyyKzGZIk9eppJo7boz5sfc1+cXf9IjS3LQXkkx49IzM0/eFXBm+0cy6v18UXSkc85u8Jtz22dr27UBhXXLJlPW+KREYA31OLk+KlbyvDPqlBQVLlx2qYYtZWZm/b5BIQlFHZRWSSNBrp6TjFWwYoHdsNkyNpExVIqJIc2beJ05cr5zOh8XrUrXees08dEH7z8M74gpxEaAz+LpvB5XqF/qgL5hTDh+qxOYFwGUZ1H0WH8gSpdymVUqlA2kSJNz/jMefPlQlijyoFOzthrkPOnbWsXcp0l//Ofvnogz6iwC+HLevB1YxoKef9Str8dxRUTnIndPlAF6pprz7ji73PNzl3qf1oOxPSFKEkyoFk/dvueId5il7ObAuc3MllyN5oCkYJHz6Otv2Ezzl1Vnk1uCAyQcrXlb6WhRnoc/cdkCQlF04x9xWWqx1K9OSgdW2q0U5t5Cw2op4DREzGxL0N/bC8koK7VVuv1oSpaNEMSRprsX6FYPlnXvthRez9FxwwkUBjr0A8MMAt/0TVG5hciN8y9KlGEYzmLFRsHbB5v0MpRzo8DJ7e17KagvufqTCwfMBBIpi54iCvf1SYmdIojD4bINdzhhKh5dXsYtSeYnBhyVKntksbZBbPhzgXQWdlMaNYTAKaTRJpNkzk/CO2zs8tT9gLRZ9FgdBgqYrCjiL/psY+vvFKiMcsxeuVr82RTDQ4GLQ/CDy7w87I4XOXu8y2W+Cm/yk9MEvSjgZ1JUrBTqfpUgMaWqJEsNKJ+Xmq5Z5861Nxseq6D0zgiU/4MTRaZZXPTZORKx1NGutfPeGUt23UsMgHLpuYt0bHLozLwR4uUjJLWGFVh+w96BlCcrtS2UG7w+RUYUEcV8P3BIzxNxapUjpLEJjU/7gy1U+8rk6VmjKY56lEPhieA7iNw0o+wztlt7iogydgIs9+gwuSmWhxX/JrgtCSzrcOJli5YX2YZpplMr48Xd1OHLO4yN/qkiyAuBu86+4v9WJ7d+OFoYDTwtWut8YuCj5giAGxVRFFrM4N6YcWJZwIqUYsHVJHg2B+5ucq/5/o1RxqPMyXmVdvmatk9LqWCZGFHFvI0fPTDLeHkXv3pHSmYzZOtqiUU95+ZhkdmGcRlXlY83ccMqitlqqAet+M1ayF3lzXMDepcBCFo5KWZpcvOtaDUkVU5IpZpjFy86JHPjfUg7Y+8is4k8frNFuuT7LQnsXVYPFsP1yvUk5GC5LlMJduuDi/BnA7pN4uRa7XJxUrk0pQF5uabOm3/lTDLaXRpMkGfVaxLve0OGrj1Q4cl65DKeVzm83HrFT4/mtlAe7orix3HPhniiRZzjz4FIK958aAD1vS4NBvRHrSMAMr9yFeCufMnuRc9Svocn/Xb/ZwjhsCgGeVuzakjK71uLFYxWOzBqoxWzckKAfOqA4PwtPPJPQqAY0VxSbxuCqSyyVgP68bE8PajxEOThADC2x5QtWviv7mooSuIe0muWicqUEdDeGwKxzUwaVdsN7ygz2llEqcxnLHNxapUSJ4Z4na3zj+RDCYjC/095SFEmdQpbYC0B9IXuX+FcMltb/4aNsF1J+LSAP7JxkKW2aW2pps8UY4nwUsTEZmVSkkeaN18e88dYOp7+iiTJBSVhhhEdkBcIKMDmTy7zwKge5EXnip6+/xSAmyuvEraDkotC3B8t2X0GGZakyJEPWAbx8w5eJomx6uAJAV6EZ+JLLtvq8blrwhptb+KrDzkua1BpVtPCmVzGdr47qqb+VdSzbJyUbJ5Xbutq3VIPM7VmjTd+5EKJoWhX9C2KsE2muKEsMvbmh0mhhS7aaLTG5HUgVOZAow53WdthJKe0yoPolpSWtLcvBZYos9HeQ8tDTAb/20REykw8rzLU3QrpJuOVBoX2dbQfBZZ9VxDcF/Z/nsd5NuaDwqrAKyUsnZCkBtD7DKVwCSOZumB9k/OyHmhw84/HQUwoTpE6q5PRr0PRsgcABc/e1uMz/dr6yGvKMZt/JuIiTVL62Qyw+YOyLyZMLbvB+smmQloJBebGnXBmJFBDFGSfOB8TpBiYaMdJmbJppfHXjJeOr+tiL982B+OVLtoZ/y7MJ1VAxUhOM1i31WpYD3NVNF1Jg0IVSzrQV9bsMxrmVdi4eLDPDr2UB7lx/D3T58CivIXCv19+Fg1Lau15K43zy/g5hLmMpVcqpBclvfb7GibOBc01kwd5Oe/dtwSHmLo1FW7f8MsRMF77+puAuS5Pyhb7AD7cXSJb+uZelYiwp3e7GRpFJRRJrdm5K+PG/1ebYcY+TK+veMGCkJspp2BaiQOQMnrO3RfQDS1sk5gqgl87NBan2Ihgvrfhlc2Lo5NjcprT062+K2eXl8yPznISn3O5rmTFYm2IsdHuKM37I1IRh5b4Tv5xlJ+d0FAkyA7VAsmFCMdaAWphRraRUg4wwcDuLeTlDFgA1eX2ya6MatBQZMWCBIatgiPXs8Ot1nTHrh6gPsXd5ClIBamH6myQN7MKBJHFp+RSpEjLf8PtfGOHz99ewoRxIE6kH7N1P7FxsYtXF5ckFQC//zgUR+eDUlFc6W6x+pbT5UJePHM5wDr4/8MczKRFGIjOFERrTNbz7DV1eOebx4d/1iIs3b3NKRpCh6EknfcBJDUv+t2Q+D0tYlHBEdsHUMsTQyjZUYclFzplYdxJKzG1MXkRlBVmWTzIuOpzyf6ulazbxY7eFSZRYurGh2ZbUq4rJcUXoK5LUol91RYoxgoqfMFHv5R07bk/2wEvzThe31Mt8bpzJgZ3kc/OSVJGmLjFUtFvZkkwZfKiLBJk52IcmGq1j8QuAXewD099CIyvp8SwHe9pnbqXSnL0N33gm4KNfrtHL8nVunXNSJHbUuou4np0uBHvxfxd/rNeadt3P++DOkV227IwtALcO1DmDZ0Ygc4lS6PLMKERmkEIRehkf+rY2j+/1ufe5GlbkelwOgG5QRCKXnNJtVqVzsjJFYVW/TshlNYfiEls+J6LE3nYY6CUyEKXPXg6sU+PYOckEUQa9zE007k9Uy0ko1JYwyrdq71h8lSFkRi8LmBiVpCnoxVaLTqS4YluTm69Yot2tYKzIW7nc4EmtUoTIgHyDI6uJUo9uL6Ab+Qg8hNUI3Cgvp8fXdwGVlyk7DHIG4B0EnsOvhzc7MutkikGJAXNLOSimciBPUV5KOxL88u+McOysj/VKromzhvrzzcsbYJXlyRBrl52Ab8Liw2D/5tAvLMJy8RVcTKqIfmPC8PdyR6VUpyKExFjlehNjwyWbUv7ZD6/x+D/2aXUF6GTwFiQO5FIRGTf3PRCue8kY0c8BGDsYyGRyRi8D+aJkMJRuL1mEZYDn/+MSWJBmbkx3JxWsJYJmZDFZiiTfixOBwW0K7CvlNhBTbhBsp5sys6nD1KSg1QV9/RUB9YrkuQNV/sNnl/iJ75xlekywtCo4t2ARMuPUvOK3Pl+hG0v2bEv57jt7XLKxS6NSAer98WIyP/liqLK2bOhfDOBleTL4fpnRhzY1EsPAlqUZ0wNAZ31ZUrgmSQb/5TM1nj8QYGXZNSm2NRT9/Tf7CR0uUpZQ0pBDcrb4HgO/90JMXwjyciazqM0uB5v9evFSQH+x5I9j7gHIpczBnrk+TWsybrg84Sfe0+Lff2KEOMs/iCksDgdyKxQJAiMEGRDkEwSscNq8cExUwej9vMaFrN1f7coyBTF0/sogL0uUJIO1WLAaJ0zWVrl8c5v33dlhz7aMXiz4b5+vcXLexwrNufmA+SXNxHjE/9vem8fJdZV33t9zzt1q7b2177JkW/Im2+AF24ABmwAJiwkhywQGEhhIJjOTSUImmXknCxnDvJkEkjfLzBAIBAiLwx4DxsYLXvC+yIska7csyWr1Xttdznn/OPfeulXdkmVjMGTmfD6l7q7uKlXd+t3n/s7z/J7f8/43z1OrruSpqSE8FeFs2vzLVCoVOmY7B/Z/mo99TeEHkkf2l7nt3gqtxEVjmzsRgu/vMnz+uwlnrJnhg++e5PSVIY1W0P2YejZYiwA6O9sLG8qs6tlPUzJK1LXVJaclIgd3gZqkY6az1KDMondJc+PdPh+/rspsKzV0ESqN3BbgWfTut4PooSPFD6r/5/wE7gNxT66wmA/o5d8LGnUzMBc5ed/msj+yW2B3QW6jeLrpTBT1Usy73tzg/kc9vvN9CSVRoCkpEgGjFXFKV3RO22zEdtL3m6cKSVsWCwU8WcyYFJIIix3H4mnfJxqgFWu2rZ/gw+86zumrFQKFoxRCGM7f2EbKeTpJwnfvddlxUOD7BhMOcf7WV7HhtLNoteZxhocErudwxroW94/M8udfHOX47ABOyaXk2W56RxoG/VSLYk90dh0K+NPP+/zBvwpRwiFOVJ496Y/GC6PyIinCHMQL6Ukv6LvTuqyFnO6J5paDdws60tXs2Ofw11+osnvStWKqvqG0QghcejeUii496VbSegHdQ0V6cC0K3y0C+sKHWSzVFx/fkybrs3fLW8lysPdpVoSdn5RHcaHQ0iGJDOuHE/7NW+fZf9ThyacLlkBpBLcgN4B109LCNgFHBaDbbqbUJRibXVEniOD25+x3xfpHX7q1AHpHga9h9XDCb74lYd34KBNTns3DZ1fwTECnEn7qJRFvfWWT442QP/5Yi11HBGs3ejQ6Ls70nEe14rLrqTI33D/KTFxjyYjHoK/xUwOd4qCoTJMipGDQHWbPUwkjA2mrWGZpIAt8OqcXxYm4BfDmZfqibW4/hekFePf+pAfwssC5pYhx/YQjs5IPfqzGV24uYzIPir7onRV28s1l3wYybxboA3S/hqI/e7IoT+nfXfb9Kovc3dPDLMK5u+lC2fezNhJhTDqXXiJF18BTYOUMb7yixWxb8jt/Nsgz0wL8Ari1vfLam8IISSwESQHoWQo1G94rETnNzPUp0AP4PNuSAVsW9PX0XjU9aaj4hqG6ojG7nO17rAbFtiV2J0JkaWvPSajMVxiozXLFOQ5LVkiqgURqidMKFQN1/+j+Y84NjWTZq1fVGiyrJ3aOa7HVP91cOErgOYJSoBgbcpmcAVeFVEoxws3Sd0Xttu5N+fXQk64P9AKA90Xz7u+7M9F7Inla4LETumz/ZQfDN+4IuOmektWaqDRyS0kP96ZvAlx+65NrFrNAxVJzgVR26dkJMiqiF+PFBohU4UQPF09Jb0+1MxNjZYWYnqyKnWKWRXEtLFWRwkbyJNZ4yvCqC9q87uIWn/6mJIwBNwM3aeNDdrONEwZBbCzQI6y2JJ9OTarbRxT6VIvqywLgsyuAEbZCmmv+U26vrC1g2RcMVSV7D/k0WoJykE7gUL34spjUBH6J+abizA0O9fH2DeWSd9SRBmfL6Rv5w498cb/veX959rqVrz4kdjA64JDNSclYo43G1szG96QtCFXtfPNEd3OoFNR/+WzzYmqvLyIvDmoKkdxAAeQS3QV6llFJAZ6BW6mESBi+dkuJD/9djUPHXZsSENmtN3ovmjWRxQi0SLprkaxKf3ZgYXjvRfViQF9QtoeF2RT6Dexl9/c6TfMVIroscHIpJFEoWTmc8Dv/eo7ZluSr3ysRJXRr6toUorjE6l2toZARkkRgpy7kx8MCDgkyYgAARr5JREFUODMbynzKJf1zUdO/S3Usmb0c0nYE5WnltFqZJDAzrwFFpazwXTvjVMmu7COrJSoJJQ+2nLmGWpD85dyx6/ev3PRLdkbPhvE2UmkGRMiaqiIxPp3IEMek3nD2CbsAF5R8QbVkR/AplYIzt3Io6EF6QN5LMRbSEpOfWNl9LBblMenY6kI0T8EtZYLyNAePOXz8yxV27vGgUgR1F9xgo1DPlIYuK11kE9kL6uwoL9gwFcD+rGuxpHjf/TnI+7MsC8r6hc2mMCnodQ5uYRSJ0QhjSELD5vUR73jTPPc+6rL/mABP0HtqWXCBtJeMVJFoUSVSOa19swkQ95XjVQH4jsgG19oceraZd9IWOpGeDPn4lATCyNBsxwgBUSzxPOumJtMTUWuItSGO7QjFuYagaWBLoml37JBLB2B8xQaEKjFQ7bC8todGO2JqzqHdEXQiSRSlm5tU6OK7EPiGcqAJ/O5M966xTpI3+eYgL2Q+RJGX9wG3mHkhu49iBLX3S6FTXq/z721RRzM1J/noZ6rc+oAPQZGOFL5iC1OOyD/C7iW10PjcX6TI04HF6F0I1M939ZTq+6N5oSC8GBfPNpsyrUEIs/CrMNK6IwiFFhphFKJluOLcDr/+C/P88cdqTDfTg5G/otR9M7vyGZEHBrJqaOFsNinos9/HhRx4tjHNCmnWYyaVeKQ8QQg7PjyShjDVd8s2YGLiROJFEkfZFkqdArsTaTqhZmouYa6dcOWrx7ngJRuYmS1MWavUl7Bx67rvfPOzN3zo8NPJ7ywdbLFyLKDRFsw0HJotkVvj2gGqhsDXlHxty/le0d8vzqclKCfNaqSFGJFTFU1xY0lfFM8AlCXJyL/PIrvuPkZopEjyDWhLwN9+qcLHvlhhPnFseBZ99ATLP5Toak7s5bJfSNX9Po/WdLMCoojuDOH9G89FUJ/fVZTN9gE5FYF0synZESgUhfK+TQrfF0BPPmAqjeTpplRrm2oTiaTqJPzKWxo8MyX5i3+o0co2mVmqJhNnZdXP/jfdXwzI37T9W4PECGsJnQhJlG0khcAz9qLh5wej25CspEGGNpwbY4i1IYo1rrImrTqBVidhrqlptqFWDXnJJsHM7OSHvODC74wFOyG9/vCxv/kIFc+LJqfNRmGc168aa7N8fB7lRrRannX1VOB7WGAHmrKvKfkJpVSv4rsxnmdL+55rGwqy8dfZBIW8m132WqZ179M2vacShCjktQs8W2QnSArsriGlxjiC7U96/MnHaxw85qVTtLKMidPzVUhrEuqnbWmO7BpiFnUoRR/EfC68KM6kSTdcAqSUhZ8LM4VEcVpF0dex9yakWPT+rC81bzDIVI2LWG6IfJ9TyELJ4ubY5MHD0kFD4BlGBw13bHd5ZkJhMnvZPCNdoCxGg0nsrf9nExe+Twq/0ynd0d1yvBFEJp2YndvGFYpkmfS6cBXTPbTM0OwYDk0nHJsDV0pOWzXAWF19+oH7b73z3G1v7kZwgPe/6ypct8TunTewY9fjfOMeh+89MsTZK2D5qKBS6kZt37NRu+Ql+F6M71nLM88tjN7Liy2FTaAoUJQUpNnmUmWbmvxSnTlppVmCjLYULurZcwEIV7B9t8f7rh1g+5M+xs0up+mtJ4qL/M3nkTu7OvSlCIv0o6eCmX8Vvbx7QZju5ej9zQ4LuYpZ/K5M/pBH565vSfacNkcuFo3meVoxm3ScbjxBQpRw1saQv/rADL/ywQG2P+mlyMhSDJKuMrTwxnTh9Zq+S1l21iF6j3sacExqTNTWikgJQiOJpCE2EBtbdrcVWpPuA1MNeHo1KQeKrRsVP3vVJHc8HnL/TpeOt4X1W19Js9UCfr8X4FoO4AUV7n+yzF98ahBfVVk5nPEsg+vaiF0O0qidAtv30ujtplPJnKw83i2ZC6FxXSuCksLqH5N0py4kzDTg0LHu/EbfNawc15R8e9lyPLvLTpJiji2jNwKhBPNa8DdfKfPQ4x6JLFxOs4NbBDqimzmhr8JGYaPZd9Xt33z2XKH7QH0qy5zg+/6qZvb7vKpZ+Pv+jEpXtLUwX07K1YWQiHyst8RojUwM554R8t43NvnAnznMJ6SNmIJuK1v6H+f9uvazLPn28wq8rqz30DHFzLxMfVC6YxERqnuZFAojFLFxSISioyRtLSnrlJIkdthwnKTJDmPPKts3oACHTnuMn35pk9dum0IOKFYsGyIOvfxQ5gBvtqtIp7Lbd5buueyM8fVKdPA8h4GqolwyVAJNtZRQLkWU/Rjfiwi8KI3cUUpNotTA0gJdSg1CY6Rmcgammpa77t7r8OgeB6kEjiN4dI/D1+/wiGO76Rgd1Lzx8g5LhxJcV3PB2RFLRxKWDie2yzvMPmCJdKERCz7+pQpf/E5Apx/U+dcuaRZ5anChz0mvbqIv+vYBujdmLXLnqQK9wAJ6wbsIRy9qU3q68LuRfsEmVNvNnzZpk1rxdyIFuUkItOGaK9s8sd/h418q04glOCbfDxBZA6glIzFLRzTnnx3iupplw5o3XtZhdFCjtW1Y/8YdPo/udXCUQDrw6B6X3XtcBJKppmJqxsEUUrbGUcSOy7x0aDuKZiKpJIZKYignmigRJIl9vwKD5yRMzkq09tj3tMPQwCjbli7fMzZY2t1u64UAX7dmGXfd/q0bzlxf/YwbD/7+g489Tdn3GarDQDWhXomolSPKpZCSH+J7ISU/olru4LohRkcYYyWpTxwU7DgokbbkiZbwvXt9ntzrYqRk1wGH3Qfc7iUs5wj2wzs6BY8+WYZE4/iaC04PWbci4urLO6wej7n87AihDCIWzHUEH/9aiT/53xWOTWWbStED6HzTg8wBWPwvixF7QaQupg0LlGRBGjBPMcrnnU0pZHd7SvnFnHlPJO/ZYKYROtsfUlAdpqAGUTgBMqpiQY7WaGFYMhzze++eBwOf+FqJ+VBCYvcgl20LWT2ecPVlbdatiLlgc4TrGUgEJulePQDe96ZWetAMKHjygGLXAYWRgp17He64z0enwUhKwRNPuew44INwiToe802PhnIplyRVT1FN0oiu7YY5q8tIoZCyQcOsZe1c9TPfufn7N7zuta9eCHCAZaOSatW//p4H4jccm5XnbFyuGRnQDNVDBiodquUOlXKbStChWmmhdciupwyhTrjnMZfHdlfAETyy2+WRJ11kGg4FgumGRLfTnZkroJY5c8iFUS8r1aGJteauRxy+/0jCP98esGos5jd/ucGVF4WsWp7w1a8G/Lf/XeXopLJb8pxj94E7i+xpWXkBPclknBleiw8vRu0+OtKfSOnhGqeaB4cFgD5RRM+4eNZVlZl2Fk+QnkxK+pgeGkMvR8ek6T1t0BEsHUr4vXfPMzkn+cxXS6xcnvDKl3b4j+9osGo0ZqCSAIKkbSct2EKTPWmKq5v2Nawd1WxcloA0vObciF96TTsPEkrCw7tdHn5SIVzJI0963P9YQDvxefRglda8z2zZoepLhmJDlOiUj8dUS4bT1ioiFT801fCvj+Ok5zX0AHzN5lfzxx/8kzsMzn2bV5bOWb2kzfKxDkuGmwxUWgRBCyHaTDcirr9Z8uh+jzsfKNHouBw47nN8yi3k2fJrqX1yBdQKm45iyqnIAfJdU7ZTj6EUYzTMNGFur+R3/lzy+ks7XHN1m899M+DIMwoC+lYxgveirehpUsRvcaNZfMRivLvI0Xs2mH1pwlPEd8/PPYBGFA5jwbMk32jSjdCFtGH3cPZF8sWvTT2vVsewdFzztqtbHJ8RvPXqNq+/pMPYQGJnYnbsMCyt7VwgbVR6Rejtxc1TvUITJQbRsa9ASUO9VBhGi+CiMwSXnGlAxkxMxxw63qQRCb53v8fj+wK+9WCdibkysw2fI45ipALLQk1iNJ5XZsMa7ps6dNMd73n/758Y4ACvuWwJBkmJgwyWD1MKIh7eY9j5dExiEm68P+DuJwY5cDRgquETxi4GB+WCO2APkk53wXbOoe4CPY+mvVG2P1dssgiuI3p28I4VET1zTPHA4y7nnxUxNdu3CeoHeQbdAtgFi4uqEH1gLmZRToBWsdj/LMQpgftkaF9sA9rt4eyjMRQLRIs3R2RPVKx65rn2E7yWwZph3YqEbWdELBlL0A3SzaJDoh2SxLVftbJ6dC1yamSPYX/l2X4fCSDKdDRdQ9HsBHEdw8ZltjvnrFUJs8153nN0nrt3eNx4X5lQu8y1fR7fVWLXYc3xlsvI0mUkiV7wNhYAfM2ml6OUE379+v08smuClg64+T6H2SkruZxpu3Rihe9ISr5goGxpr0zP1sQIogTaWtLSilgXrrUZh01LuLnniLDiHLA2zbEWREaSSGlHbiUGq4dIIIbVKxP+/TsbvOnKNmNDmmNTkh0HXSsYOuHqglsWgYvpjdSFC8qiP3OSyFzMBT4niKfRuB/sGR3Jwd1LR7oZFJO/k94ezy5N6aEs+bsBs8jrlA48sc/hLz5d5pu3+cw3BH/8/nnWjEa271ZLEu0QJw5x7BJrh6QA8Py4iix/X5RnWP5ssy1ds6I4Lj4HuSTWc+wY7zNWx2xckfCmS5tIlXB0SvHde8s025IVK1dx9WuuDJMk5gO/+SwAd/wRhgcHfrtWP/uMvfvnr3j8QJvZtk3hSQNj5W7XiyNNPqs++2wTnbUbSZxI0BSCKI0UQtj/sGgmr2SqVRPd7VWsBaGGppZ0jIsxiY3mCawej7n2387ylitbeMCbXtFGKfjNP6uz77Bc+I56OjDojdL0RfAFH/8iP/fQFHGCx5wkKb7IWiwSd0HcV+FMN5i9KZZChiUDfs+TFsGc0ZPFI7dUsPcph9/9SI2v3xoQA5//VpkkEVz7azOsGtGY2EbxKPYIYzcHZxaFoSuJ7mr1e3VI9ioiiWKHMHLphC5hZDXoWWpSpX7v2XM46dwlozXDFcGrtnk8MzPEwNKzb1m1cvVvJ/HMgvezAOAjQ4N897vfnBuql3eeucZ7mdBtteuQxk8tp9NEB1lXR3EimsGKZJoh0NZEibTgpru3dIXJwZ3Puyko9cDSmygROAnMGElHK9CCpcMRf/T+Wd7yyhZObG0GlDS86bI2X7vV51PfcEhyUdBiq7eHMuPiGQQXtKT1P3ohne/53WKnxCnFcfMsPxex3IfMfiqTc/PiRrLwdz3alv5XLCE2gu/e5/OVWwNMqmMNDVx3YxlHGj70a7MMV7FN57FDGHqEkUOSNrzk9CSXSHcNmYqNKUJgrwSJohO6zDd9mm2XWFvqlClQVcFsKrtOZRrwx/cFzLZqybnLyjvvvOPbc5dcetWzAzxb842593kV58KOSs51HcWSOjiOrSxFaT5Spfpwa8ZisxOJNszMw0xL0NaCOD2YrgBfmnQUn51fmfVA5lMcMqporErMia01RRwJRBLzrtfP8dYrm6hIdLuHtEb5mve8scEd9/rsPOoV9MyLQbyfoiwerUW6Ue7VnCwE7YI8ef779KM+CcIXBVp+DETvH/SkCzOuawppP9NbTSyk7PLsy6LvuHspEBJ2P+Pwt18p24yITJMBEkKj+MINdTatS/itX2wh2oIw8mi1fTqRQ5yk0TuL3IWuG6Uz198EZYQdNpvKnh1lMzLT8z7Tcx5JOrNHpTNOlWNZgtakuXCJ52rGhhq43hwVVXuk1Zp5X6k0sOgxXhTgr3jF1Vz7l59JRHCaOXJkhnXjhvEhm7SfmY+Za9pUjOsIXMc2QLiuxHXs4NMV4zHab3Fgh6RtXBxH5V0zvjR4Kh2iKk2PNbOU3YuoNoIgNoSJYc5EvOIlc7zt5R1U6BNmsx9lKrQKY87aEPHKS9rs/4pDx2Spxz6g920iF3DrhWzmpKsL7EUR/pyWOcF9/Q5hJ3tQ/2a0+4vFH9hD1aQhNIIb7/Btqd7tkxYLQUfCP94kOG/zcV52pqYTusw2AjqRshXS9HmK3TaZwtSYxNJUhzya+15MgubhvR6P73FBO9a1ygEvFfX5rq2iA8zMK6bn7LDdZluwcRUMLt1khGgmG8/62VMHOMDP/8zLabXan2seP7CprKYqS0agUupw16MJz0xJBquCki/xfUnJU/arL6iWYN2KiNe+bJK//krE9Q+MEusqUlla4iqDrwyuk00Izsb/FYFuY5Q2AscxnLOpxe//QsT65RUaLYEQqT2ETlDpOOqSH/OLr23y1dtKPH3coTiOoweUfT+IE2BzQVal7+8XzaosCuxTR3tOQfrvL/DsXl5esForlPGzpylmUHqyKQtenr1STUwqPn19mVZbWR8GYYdwIe28IuNIHjtY5Xf+Z5n/8vPzLK1XmJ4vd/1KeqbeWWAnjkabJH8PUlpTT6U0UrW56UHJX1znURMJ65ZAuaQo+ZLAl5Q8QykwlDQM12MOPhNy92OKii85PCSR7rrGFVuv/JzrBZxonRDgq1ctN/d//0sffdNVa943dXhvZclIzL5jLXYfrRPrAN8TVEqKcsmhHEjKAdTKmqF6zEg9ZMuGBKHmeHhPlX0zVaRvAe0pOyHEc0jHbPeOwXaUwHGyq4Ni02rBpeeWGayMcGzKjtt2nBhHWzsIm5UxyEhz3qaI1UtjDk94mBMRzSLkTC/3hnR/0x/GBT38WzyPCH3qK9vl9IE8e3HG0OOjUrxAZaX67EX3UJYTveiuZHn/YYcHdnoYr+D4pTyQHlIqfAXlEsxOO3zmn6tcsjWgXnHwXJObs3a/JvYz1DJviLYNMRqTzl+dmNX89T8N8ODjFbasSgichIGqolpSlAKHMJDEGoSQKKVZt2KWb98v2H6gxkBdsHbLacdvvPOxj/7CW37qhB/2CQEOUB89k7A9w8yxuzg6d4iPXT/AxHGf9UsE1bJDreJQLUuqJUO1rKlXYoZqIQO1NlKGHJ8VdBKFktZI3k3piZddglIge06X7rgKPE/ie4pKSbFkSCBFhWcmJfVKi1Kg8HUEbtcYXWiFFFbJ+AuvafPA4wGdE8FHFLQnfVA6JXZxokO5GN0+hTPBLEIzTnxuZr9Y5CQoVj37NpILu/Z79yBgCDV8+tuB9RLPZcWuBbdyqCioO5q6bxgMDCZxOHBEMDYkqJYkgW96nIgTLUi0Rusk/7+zTIqbWCsLV8FQPaaNYbKpCJyERCdEsW14iGI7C1QIwcS0y7rlAe947Qwf/ZJhpL6ci7ZtYHS4ftLje1KAO+7qzr5Dj7/3zt0rv/Dg9kZleqLChiWS0SGHwapLrQLVsqZW0lQrMQOViIFqi8Fag1anzT/dWubp2RIDJUGgDL7TBbfvgOemHN4FzxF4KY8PPEngK6plie9roljQDhWe6xbSRk4uvzXaDmJyZMLm1REq35EVnBv79lV55F7kg3+2fLfpe8CJ/vb5B3qBwZzSX2YnRJdVL8bFF3uXNmpnjSMawY6DjlX8qTSCSwchFb6EiqMpu4aSa/XjjtJ0woS5hnXQirUgSCBJFJ5rSPIBwulVMQe4IXISOh2H4brDW65o8O0Hmxxr1PGV1cckiSaODXGsSRKD1g5GOxhTZ+W44t+8fp6ly4LG2iXxe4fGV3ZOdnxOCvAomdBnnr72nkrp6tnD+ycqy+uGWllSq0iqJaiUDOVSQrVkhVj1SoeBaoOR4Vn+6Ta4/ZEBlPSpOPbAWHrSBbfvCrz05jq2mdlzbfQu+4KyD76TWvem7llxLImVnWKgjELpJK+ioSGJjQX4SShKT9Q+QR68fyO2GHhPmjb8AeC9ELwFHp2G6qxH80SUJn+Ok5wned1RGGKseKm/MVtKgS8NvrR921kziDEQxpp2mNhkCzKd42nrclrLboNCdi4JZTl46OKohHIU8LKtc7z+vOP8480BruNhjHWMzeSyUdqW1mwr5luSY1M1SkGFM896w+zAyOp7GnNHNCdZJwX42pXLcBw1MX3swDWvefm5Nz/x2APu2BCUgzht77ca8Wo5olpuM1BrMjwwx+5DHT594zBHGnWGSoKqq61Rors4uO33Ftyepyj5gsAH3zO4rkm7qA3Fue0m88Q2Ep2O5kBLztkUc/lLQ/75dh+jinDupvh6GycKyoyTZ/V6myCeNcXyA+O7gNJisacQ3ftz4kW57AlewGL3CwW33Onz0C43V/hlmRMlLLDzQWBpPlqbdC5OqFEyk1vIrlRA20JOnq7MA0k6qFe5zDcD6tWIn3vVPNv3TvDY02Mk2iXJmokTC263aadVl31JJTBc9NILomPH1TUrVo1OeKXhkx66kwLcdR327NlPfWjVobVrW3tM65HNZX+CRAsc6eG5UPIj6tU2A9UmrjfH9oMh135yiG/ds4SBisuQb6h4hsC1zcq+J+xXV+B5As+R+J7AdRW+Z78PPAvuzAcjm8fT/UxTh9W8o6Ur7K8OalaOJwhdiMF5YrtfJnsCYJ442fDcq/AvxFqQu1wYtRfTp2QP6FUOFnQo2ZLw1DFFc1oW5JWp8hJ6elXBgjtJDFEsiGJNJ+peAbuiq6zAJOkhUKL7X8jUM+eV22b5g3cd50Of1Dz89AhPxSU6iVUNliMbSKWreWZWs3rJEJs2nbbnzM1rDj1z5CmWLFt10kN3UoADCCkJ4hv3b14z+Cthc9mtH/mHvTRaNd5yGZy5JqJWaTJYm6MdNfnsNyV/8/Ul7Jscpl72GPENVU9T8qDkGQtcF3zXWgD4rkyjuLIbS1cQuFhO7tro7aS78m6DMt2okH2A+adsr516wae8SNTiFOjHjwjI5tTo9qIvtJv+6wc89Kv7en5PIZpn71V2j6n9InqueDllMta3O04MYZyNV9eF49W1lug9qjLf5FuNip9fPS8/q8Hpv3+cv/5Gm+tuGuPQfJVQS0YSw5lrQt74ihmOTofMmm08uCf+lVsevH3/u9583rMeomcF+Lq1q5ien6dUqRzePVW+bWL68GXnrA4ZH4wYHphneGCaux6L+PQNZb569zDNdpXBimLQ19Q8Q7kA7sBNebZjwZ1xbs+14PbTyO17NsHvOwbXyYZKdQ2DclOaE31yz46LBT+Lk0XuU3vaH9nKX9NihR5zskc8v2VMNgTLBo+k4ACr4tS9LDt+ec6+QFcMZPSFnv2E6DYhJ4rlIw6/93MNztt4iE98a5A7t48Qxx4jkwFP7A54xUtgy7bTbhtaeunhOG7gutVnfe3PCnCAwWqVO++658nTVgx99NffvuWymWO3UKk2+c6DTY7MOFx36zDbdw1QqTosHYCaa3fcQUpNbOS24LbURKbROwN5SlsyYGfpJlfjOPamlMlBLnO/lEU+zcUEJOlaaIecxv++imb/8z0bN/9RrzyVuKCcXzgqPWX9LkUxfbnxBQrGnIt17yoa8NsGYEGcWOoYxdlUNUM6MqJwsAqRPNtHGEtZutZ0kGhJHCs6kUOl5HPN5Q1OXzHFF29rc2SqwhN7atz1GKzdeBlrO+MfPfrYPU+eseUlp3SsTgngAFs2r0G5w/dsWnnsy1/45+Vv/NMv7OPhvWMcmvTwlcuKUQvswDF5piTj2tmG0s9oSRHgaeT2+sDtpTfX0XlVrDuy5CSZDyEKV9q+pF9fZfJETlU9n1Hf/T+Oqzdyi26xpw/Q3fRhV7edKw2zlEfxkpV1tkMeuS01gZ6hwD2vRvfpzguRPP8blUd2604liFKAtzs+jWbAmrEOH3hbh8OTbe7dYZiPTicYXP/l0dHT7tFy+pSPzSkDvD40jom376dy5m9o87hykvYbKqLJypqi7GkqKaXIJiM70hZwipmSnJJ4qgB6CNy0SOB1we27mRa4C/JsRqbot3/LLnjKsGuP4pYHPYybftgF+NoNk+kKqfouAAvOi/71YwLyxXi1KfKD/D77b5GL9wI7BXokuOK8iI3rYx7ak1VKbTTW2LSfvaUTGLRBJqKvjtCtrprU/6QrHZDdzI4RGHTa5pZeFRJJGGmUdHCUxvc8mm2fwI/otBUjlSFGgiVf23zu+b/x2P6nD5y/Zf0pH6tTBjiAcLby+KP3HHj5JRdvX16fe8P/++lHiI/XGKlIaoGtRmZvUgqrPsyBnG4kM1piKQm5oKYIbs/ReJ6VRLqpDZxTGO6ayS77Z/ogDEePSQ4ccDCygFJRiN7FiN1HPxbbFv0o1nPazPZlcYrRu38yRLfZ2L6bLIvSHf+YAi6RrF0Vs2QsQTxZMKZIOXdsbJSNhUElqcF9YgqvOxOypn6IuR6963OujTXvxGDTupnfuYbYEUgl89fqOZpa2WF8OObw5Ax37z6bN7/uku1TT20/cMnFFz6nY/ucAA4wMrqUsfGVH3ps5+PrHf/42wZKc4wPCAaqClcJWh1Ns203HV6Bb/v94HbB9zS+a1J6kn7vJHjp2ELX6X7NQN4zWS33J+z6j/fqW7vpLoHoGrJTsIegW75fdPf547bEKfwyj5YFb/HC/V3KUKQqdMUtuWhco40iMoLIGBwDUltwd8GbATgbWpvZWdiO/XwMoAFjVL5htfuHTLevEYmg0ZY02xLHMQzVFK4TsWJJlZcNLv3cpk3nfGhi4qnnfLieM8DHl6ziH7749Zn1q9b8a9d7csWq8c7LVo4pxocVpSDh0T0JjRlDvZxWJ12rDPNcVciBFzaUGbi9NHK7iR1bmII7i9xO35jA4kzNYkSWizZaijz/2j9K4zlj6FTXc0i7vBAZmv5C0KKehfnPaR68SBu0jaZ95iuAyW3WHC3S1kILYq0E2tg2RWu4b00x7dzUFPBa5ydBxsl1oQAkhMVJvZwwNR/zxH6rTh0fUihZZeuI+73TVq7514f3f6W5eesbn/Nxec4AB/jFa17Pvfc/3PzD33hDeNvNX8dlmnXL24R6hq/f69FpBgxVbXUy8CWB1wtuz9O2qukZPC8hcK0dnDXw1NbA0+nOmc+idmb5VjTTtxVIazCUxPDIHpfEFMFdsIqgt8jT38EDL1zQNv1c4iTruQq8TkRpFoiqcurSBbl1ueoFujG2YnnW+oib77PRuNgsnhhBpAVO+p6S9D5HQyTB0xCnStHMblsXjIk0utBhlNk6282nlILAE9QrIcudGb5+dwnTKTE3LzBqlAte9oZQStE8beulz+tzeF4AB9hy+nqM0XeL8JyLj+y/ubR62TG++v2YJ/ZVOHeVrViWAkU5UASeFVT56WbScw2Bpwk8C2zfS+xcTi/Bc2Ic1xp2KtXt58vSef0by8yeQmDohIK/vz6gkwuGula/1qfa9BjdL8ioPBvaitKPPr67OOCeHeQn49/563mOZ90CX0IWG3ki8/sMEk/CL/9Ui7/5ap0oKkZw+/YSIDQCow0RApGk+ywp8BKrM/KVIdIiBbjpTitOfRTt5GJTuFmloOdKZuZdztqo2bx2hm/cLgm8Ei9fu7U1MrbubinlczsAhfW8AV4qV4k6zd8786yLzdzMI//+C7fsD27fPsxp44rhuqRecalXHMpBWpV0utbLvts18Ay81J3WS/BTGzg3d6ZNFlxmi592j4Ykox/SDpUyBT9wgej6gIsu/+43/enfcPaDJqe4FDCdU4EXhmrkV5YF7/EEef/Cvd3qZN9sn3TESdHWLZv+YIGuwEiSxBQoSuGdpu+tmEkx6UGRxmr4fSUoK0M5MXkhKANy18NFY1JBVpSa1tvZQQLPcdl7aJhXnzuNwyROcGH7yisv+3PHdX6/Vq087+P5vAEO4Ppl/fD9n/qv052x6PH9Z30g0BPekiWSkUEvBbmlIVlTsVIZwBMCP6HkxwR+TMmL8P0I37W2cLVyB0REkmgcx5rMNDu2e7voDZLxx+zDyAsbfd6EKh0w5QibJlSyS0/kopF7YYkwa3o9KYjNie5cPAQvvqc98f/Q9UxP/3ixam6O0W6vZu4/IgxSp7N7ZLoJNIWGBNMvRLMnS1E7H6dpQjoxwoSgNJ22ooFLI3Aoe4J6Yqi6Jj0RspMk5e0aVJIghEC1Na1OYpuWtSLRZcaHFG9/TTU8MDf24W/ecvMH3/mz15xULfhs6wcCOMDjuyrhQH3Zta+8QIRP7m79oatiOT4sGR1IGKxFlHxDo6Voduw8HM/R1nrZj+0tCCn7HQK/w0C1iabDzkOaR/a5fOvuEpee1eHKczsMVyUGNxXAGzuYqWBDJhz459t9jh5zMqPsHkVcNmQqoyiZdVuPinCx9Jsh955cgNsTrR8klC+WsywUX+zrLOSf+zbLuRjNmMKEBxDabui0sFPYMvtko20UT7Ri6XjEay/qcN13S2lHvX0RjrCTj6UwkAgwMSvHp3jNtmkuOivkO9/3eXRfwK6nakx1yoRl11IVo/PLW2ZsL4SthLY6hkYHSn7CQEUTRg6dSBHGde3WTvvDNSvW/o/5+dnwB8XnDwzwt73tzdx003daZ5+1+cvLl9b+YM+Ou1k+FrJ2WYORgRnu3gHz80sIXGXlr05GT1JwBx1qlSbVSoMHd8V8/uYyt9xf59h8mUPHXb59V8SB1x3j/W/SJIlHlAjrJe6A0kk3I6AMD+5ymZlNGzyxPtRSCDyRGdybnpGIi44oeRbc5jlm0aUlWe4XFtGHnAzsJ+XfZiHW82/6riV9CC+aBGXcVxiB0JJEGKQUJNk05Gz8txEM1A3nbYy47jvdJ5ZC4EsoK9vd7gKJSnjn62Z492s7DJUkV2ztMNNocPODM/zjdwe474lh4lIJnc4ltMpBe+zdtHtrbDgiiOa464ka4xXBmk5EJ4zZetb5ZnTJyi/PzrVbr3jl639QeP7gAAdYs3oVQ8Nju546UHnfUDX+62juZjnZnODvbwrYtbfC1tWK01ZJAs9mR3w3puRHVAKrIW+0G9y23fCHnxpj14FBIsrUfcGaUYMOSxyfNjx9LMZzXJQ0eG5ku1Ckwpg4v1QrZb2oLTWx/NvN2uVEZlNhctG+TM3vF3LvlDNmIC5S0xNkKnp02QVacqr7wx4wi4Xf038yLpLqtN0zNmIb0QU32gpfbXufJElII6lE6e58e3TKw7M3I+wUjEAayo4hcAzKNzieYLg0Qrth2D9tqJY7rBnv8M7XNrns7Ak++KkO33timMnmAAaZDui1/ZoGQaUkOW11wNbT5nnJ1uN89Y4Sxxo1rrziJXr9+o3vW7Nm3a5jx555IaD5wgB8w8bN7NmzOxw557yPjT15d/kbt1X/7K++ECOSMmtGFZ7rIADHSdOCfkwpsJSkE83zh3/v87XbRjgeD1ILHJYFhgFfUwsMtRJ4YojH9khWjHWoVWyHkpKWn+eVOmEQeUeK0xO98xElKnXSEgUvFrrRsVjszjeOBe5drNJlKa8ixOxvxQLKcMro7r+vf+IEha/0zxntcvRsc6kBoYvPrxBAIgwiUUhhSGSC0gqjFULbLInIbOTSoVG+suCuetY0c9moR9Ss8OjumFolpNoKU8dhjw3LGvzVb83y1e+1+cD/Fkw3B3CEwJUC37WG9gZohy5z86O87IxZzl03w02PjrNvUvzm+y44/2N79uxOtmw548cH4ADr129geupAUlv7lt0r9j40t3XVjbWoPceyMY8lQ5JaJabsp7dSyFCtSaPT4I8+GfDZG8eIVJ2ximLI1wwEhmoJaiUYqinqZZdmG+abLq6TFYSsF4fNpcLstGDPQYc47SVEqNxsyEtvOU0p0BMpFlzhe/RG2chI009LiicCBepCug1cXKZ3AnybPEL34Dv7fsGw3N4sEP0ZFmM9Hu2mUdhonqdVs+ckjd6KRCckWuEbybpVMdWhhNm2rf+qdIaRrwwlz1AtCUqeYKYheXrCYziShJEkjBRRoogiRb2mePsr5tHmaf7LJwwTjUE8KfEcje8Y5psJz0zGuMpjvjnAyNAS3v76K+dGV5y/++Dhw8mGDRtfKFi+cAAHEKrK7Iz+2ite9tL3S8Sf33HHLcOD5XmWjmgGq/ZsL5c61CtN5toNPvxZj8/cOE7i1BkvS4YDTc031EqGaklSKwtqZYeSb0c5205tkTqcdjMormPYvs/hjvsCImOjt5KSQJrUTasL7mzYlFgE2CbFir2q26pdHsnNQrpSTBX2PpHBnDI56TuG9Iq9FoxRLI5Az0ea96Y7i1oUi2mR5qK7ohUhDLGUNpJLhySJMThcui3ktOUR9+0EfNMd7FrwrNEGWh3DTMM+NpO86vRz0UYyUJH8witniZMj/NGnFROtOp4SONJGjCSJ6IQJfmmIsy+4YnLF6vP/XWO++bXBofILCckXFuADddsfNzU9+6mLL77EGRsyH5o8dOPYYPko5SAiShT1ShtEg//vOpdPfHMJuDXGKym4A0M1MFQDSbVsrSkqJUXgCxxHp6aNhe2XIK1iJkw3JCFO2gnu4EkoZT4sCjxVcNHKmEwBvF3NM2SSFhsmjTW2Fdlkvew1FMBexHl/JuYUAN3zsGyMIn1cOwVwPok575E0uVFSnsrUvYUeIUBog5Z2xIjj9D6nkppEOehE4SEYrMZAkuaue1+rMRAnmk5H02jZuZVCOF35a5Zj14IhBO94zSyNzhGu/YzLVKuEFDDRSCg5cMa6Opu2vOzYtm0X/04njD41Mrz0BQX3Cw7wbA0N1jFm8uPnXXCBfDA59N8eenjv2PIRzVCtiqMi7nwCvnTnKELVGa/CUBq5qyVDJZBUA0Gl5FiXo0Da7IvKRvj1TkXOZnB+7fYKx+Y9cFyklJRSBy0v9bhzlf1gncKYbrD6C1th6wqDsry3Fpa1CmkLGtpYzt4zHKoY1XOB06lH7y6cT/CoYnTOQC6zGe8pyGV3vqjWApA5yOwktexxIldZFumPkhqVKKLYZbgS8oZLW9x4X4wxmmwAYBYEtCYfwNpqaxxpq5FWOOX2al+MYETBz1w0z50PTvK9R5fiOpKx4ZgVYyHnn33JsQsvuOh3j06GH1++5OT+Jj9WALcHbph77/rqx8J4ILlv9+l/eujIxPCl58QcOKb56JeGmWoMsmYIKp6m7BmqgaAaSCql1DErLfOXfHJ/uq6a0OTuo56TcHhScO/OgDDxEJ5LoAQlqfEzkBds4hyVRvCUTyfCtl5h0uqb6cp98yl4RiC0BZgFeVFjXazfi1PbVC5Y3Uf1SAdSGiWLkTvV4yipkcqkWp1uU3YiZH7CRpEiyUYwYgttViBVqAYLg5LWhiOKXUq+w7bTIsZHQp6Z18TGEKdWEEna7BDFEIaatkqQUiCkRKTKQFOAlNaCMHIYqru8541N9h5rURUVzl/n8rpXjE1OhcFv33LLDZ/42Wve9MOC4Q8P4AAXXPTT/K+Pf+GT55y+KSyJ8t+0Ok/UbnvMY9/BQc4Ys9oQDJR8KAeCSmDBXSk5FuA+BGmPpueYtH3N5ENklUrwSxG33e1w4OkSKB9HSsrSEBRt4lI/Ftex2olMpmKM7Q7PNBNRYnXPkA157cZXOya7b6pZ4faCrmLaMp/83K28ZlE7M7ZUSnf/ThuSRJAktnASp8OhMsfWxFkM4BqlHGKVEMYua5bHvHxrk89/d4DYT/UliUgBbohjO0feBpwkDRapdYcAKRVKOggEzbbP9HyZjUuneM35De5+0GV8yYY56a/49ZUD+h8vvvyaHyYEf7gABxioxrrZqXxudGg0jqOVn3zwib3+Oat8zlgNrajF4/skjrRGP9Wyynl3KYCSb1LNeNbVY/IPVCk7OrzTSbh/V4nJ+QAcz0ZvR+NlTloqFXk54CphQZ5aPiMgji2wm5Fgui1JSE1CU6MbVJH7WtpiZG9efNH8+PNeXTVX/2Da3DNbmvxY2MG7qTBNmLRyGTA9HzDfUkSxTEEMjtJ4SSqwylPdKcDTKB5GHoPlkHNO6/ClO9rEcUDHdYjS6B0n9niFsUGGdsq8Hdaq0NrqNZWEsq9pRxGP7pO0mhXOWOezdfUzOM6y9vLlS949NlS77ujx1g9Uhj+V9UMH+M++9e0cn5pIKuXgjn0HjsxteeRLlHna37KxxY0PNphtV1kxKCgHkmrFoV6R1EoG37eFgexm7SNSO15ppbQlP2THU3DH/RVacYBXkVQc07WJU10PRGvxDH7mgeiI1NNcIFTCM+028/PQiDw8R1FxoJKBW1v+X3RqKojtgKKq8PllT/KVVyoLdxXShDn/Tseju25SmFUa0ok0k7NVJmeqHJt2U2DbY+g5Am10/loF9kqWUR8VJ4ShS+C7XHZ+yBk3NXn4QJXQc4i0sGY8aRSP4nSfonXqJajTIpHCdSS1smR4sEOkm9z6sOTIhMMrLjm3ffH48C9e/0Dpy9OtyeQ3fvWXf9jw++EDHKBUG8FXHK6PrD/r8pcsu2xpbf4TB4/sL2/fP4DEpV6R1KsOQzXJUF1TLye4biacJ3X5TyN3qhP3nBhEyBdvCbhjZw3he5SVLSkHDtZByzG576FfdNHybH9o4CmqZcVLz2rzgc2T3PzQPH/6mUGebg4S+z65jlyCo00vyAvvL+O4XTHUiYeb9K8FvzG99+WcPBsVk1oU23EeFty+16FSajHTbnPtPw7y3fuGOH+1YMWoplK2WajAMySeyV+//X9M+rxOWkq33L7V9rlgQ8ibXz7Hw5+s00l8O8xA2wkeie5uNsPIqgc9V9AJrXrQUQ6lQLE08dm0qsGX75jlaOfM5mRr+Tve9baX/9Pq8bvMtkt++OAGmxT4oa+yIxBCJI2nPnPkvf/jT75wpFF+99fu3jgzN11izRgMVBWDVcXYoGbFWId1K+ZYMT5L4NuhRyZN09kP1kauchDy0B745t1VNGUCV1FNy8lefks5uFtofvYkJV9RCRzqFcXogGF4wOCrMr/8asF//PkJhoMZwiimmdhZQcUPtctIui5SJ4Kv4NnjuVnkGcwiT5RH8HzuTZJG8ZiS36HVafPfP1vjE99cRtQJmJrVHJ+JmG0kNFrQagtaHUEnLcx0YlucsTdJFCvCdF5OO/QBn6tf0uHCjfNEnZhOkk5YyOhNeuK3Izg4Zdhz1HBkUjM5EzM9r5mclex9usxorcYfvXd45lWXl979prf+5Reu/citZtslP1zeXVw/kgierdPO/kU++4Vrue/x8z+7ed20e+6mzv/Yv3fnSNieZ2jAsHpZkyUj00w2Gzz8ZInmXJl6WTE8YKmaTKcG+F5ErEO+e5/Lo/tqKM+n5mDpidu1rMipSTqFIvdm8Wz60ZqHWnu4TujQDkv86k83uW/XDJ+7uUQnVnSUIMhE+3S7VE60RL8PxUkQvqhxT/6gjCRnm8xiYSczmU9S7XyHr9zh8LdfHsWr+JRd6+vX6mi8VmJpmLA6eVsUkt1MjTTWFFMUN5wezXbAGWtCXn7+PA8fGKQVuUReutHG7mPqFcWyZYbxcJZH9hh2T5RpReC5EWXfYb4yiCldcHz9Mu8/XHBG7bM33XINv/vvfv5HCbkfLcAB3v7WDwDQbs1+0nUd52vfvOPaRx64bWzp8HGGBye5a0ebv/vmAEmrxtZVLls3krZU2YPvqoTAi9h5UPPlWwdphRXqA4JaZu3rdDeVuT2zI3BdO2bFNj53XbQ8V6fZEkEUO5jE5V+9psHX7uwwl5QJtbMge7Lo6imzixP9YtG1+GCoFOQFW7becn1mYhnT6sR86tsDJNLHVwKJtS4OI0MYajpukha5JEqK1M9EIKRApmC3LYBOnqFptBJGSx3eeHmLG++d56GDZTqJJE7SYpgA35ecsUpx5npFJ5ng777d5sEnBgiOuWxeX+eyyy46tmz1JR/QOvrk4NjQjxpqwIsA8GwFpTpT042/u+KyS8TKUfHfHn/iq2Mfv15z6yOjzM2WOHcNjA4qmx5MubfrJLhujKNCHt2v+P6TAwQVjwEXKq6h5KZpRbcL7oU3mYI+bZ9Lc+s2G2CbK9YsaaNkhIkTYuNYO+BF3kNvT7OgK3jKfhY9OvM8P9JXKKJwfy/HX+gTnv0/Mo/mmkhr9h7xQDpWKYwdFma9AzVeJAgdiRNBZFXE6Zx3WTBJcuyz51eIhNnZMhds6HDGugb374toJ346CMqkG03DsSnB4Yk6Z2+M+fU3zHPDimkOTizn7POuOLb17Et+12D+TqoXB9zwIgIcYGiwgjGNj5217YL4wFTyZ9HDdw5tWXWYw0cTlg77jA5KBqsJlVKM79oWNs+NaYQxdz5WAVmm7gnqabGo5Gcutpmxvv1qx6MIHCVxlJ0ikY1OUSrrOEorgQiiCFJvgwXRtavo6x1J2DMWvI+i9MheC2tBNZTeE6A3Y9ML9a6a0DZju67MTyhDtzCTpEBPEk2cSKunjwWxhDBNo/S7z2bOr45KqEYlLjmjzbfubNGO7QCwTixotg2z8zHHfcmRisNgrcTB45Jtpy3nmjdePDUydsFvHZvSfz8++vzbzV6I9aICHECICoePx5+64JyLJ0X7+Ianji//8O23PuSuXiZYszRi6UiLajkCTOpPGHPn44Kv3DVAJfAY8g1V31DxDSU/zZI41nQoA7ZStntbKYFS2Fs2MCmb2JHJU+2rKrxAekC68CbyyeQnkrYutooROy//azBS5CaXxU74rraklyr1nzh5o2/aF2k3yIYkMenXrGDTHaFutEy74bHTFOhu6htBhZ966TTf+P48N22vE2lBK4JWKGiGhiiJ0EZTKTmsP/2caGp24LfXr3/Z7iAIviGE/2LD68UHOMCyEUd/8Ts7vxYOXeWtruxurn5z9a/C2fvE0qFp2U4a3PGYyxmrypT8mCTR3P5QwPRUhaXDhoFAUwugElj7Ad8VOI5AifRSnvJNu9Gy/NPO9SQve1sToYJFc1FWSsEkSBS6gWRfV1AG9hz0KUURYgEIF3QF5RHU5IKlXPuR+Y2YboGmK8nNnKtET5Qvglxr0EmhCdgU9TcQxYI4Eai4+731Xrd833ViVow3uPScJrc/liBxGK4aNq2bY/t+j/3HA0olT9fGLjSbNq/5tRUrl3wCdodCbHuxYQX8mAAc4JpXbeLA/p2h6y79VKcR3XzLnc23hmLnH9+xvcm+pwYZrSpGBiIMhlbs4rkeoyVNvWSolSTlDOCeHXplsGV4G+kKmzQKZW9pCrcCyNORHEIIFF39eFcTInKQC9E9gezPoudEIAd+oTGir1iURfEcfLIAzkyCqrOonHbJ60Jk16ROUqluRBdAnPP6VC5rTB72DTaSJ4ndYzhSEcS2LK/TE0dKzUingi87KGHNVUfrinPXV/C8eRrRMl570bL/EtTWfCGKVx189LFWuHXLjwe44ccI4ACr12wCaP3Nx7+689jx112rAuGFpva+bZuO1AIv9MNI8tg+h+vvrrJkQDBcNQxVUnD7ipKvCHy7iQwjw9x8TBxrUHbepsEUAJhVBSnITu1gWYtOhRAKV5JTmeIsT6uNFumVoAv2btQWhbRc4U2mOeRMlouxXTdadPUuWoMWlkoonengZWrDIEm0zDXx2RgXTIIxCZEpRvC0s72Y2kxfk5MKz8LIMN+ETmxwHUEpkunkBkEU2xf8TFDlqgsbXHdHSHvaodlOeHRviVdfti4JKvUPvuaqi6597P4nknXrnp85zw9z/UgKPc91vfedP83YkpuTZlz74ON7glVnn736lun2EHEimW0KZubKLB8wjA9IRgddBmou1bKiVlGMDghWL9VsXtNBOR2m5jVhZMvIuf6CbkTucvGUqsiEb9/t0Q4dpJCFTqAutbEcXqT32enOxSjeS12KQBc5hejJmPRTimyYU5JG2FTsFKejrJMk68Sxt8CTXP3SNtLE1v3ViNROrfvc2RLCuv/6rmG4HmPo8OShNoeeCZmciZmd18w1BJOzimcmXY4cDzg6WWGw4lPxI3xPcfrGemvj5jN3XnL5uz581dXv/X+23/9gsuX8n3uxYbPo+rGK4MX13l/6OYDwwKFZgPtWrN7ly7lPy8m2vnikLJxlg7BmmcfYMExMGWJtO4BGh2JWL20Sm+N8/ftlZuZqNnWYmFzvnXHzbHx4VqJWKkE4Md99oEYYujhlsUg3UDaw1jY527xyesvoikxzzDLTu9isS1YBxdCtCNLdkGoBMjWZz3LpXe4vkFJaXYmWxCnQE63wXcUrz+3w19fFJNoQaQrmO90TCVILDWUVmsP1GOVM8JW7PHSnwuox673ue4IwNuw/kjA2qJAyoFKqMjo0Esdm7PtXXf3K7Xv37Xm/65XNxPE5RkdqLzZcTrh+LCN4ca1eUWf1ivp/In7k5fXxc183NHrxF197yUa9dnmF09d0WDo2yeR8iySBSkkzNhgyNjjDTQ/FfO/RMgidOiilLkt0K3g9uupU33JsBmZaLig3H52XNUzYPHq3OpqlIG2WhnRjSQ707ATIsjcy06AnWVbDbgD7N3461X3EiSCMs5skym5ROk4xUfYWO1QDzdhQSJIkhHlrH+msyoye2RPbUdafRoiEi7aEXLptjiPzhokZQ7OtcRWMDLQ5PD3HI7tbTEyXaZvz9E9dfuEX3/DqLa/defDQe9/zjl9IBgdK+scZ3PBjHMH718Yz38GOXXvmVq0Pfv1tP3P4yacPPLTVdQ6/8Ys3PE67WWH5Okm1FDNUbzMx1+Cf764zVFYoofM0mdbdsrcS3ZnqroqtOjGI+c4disd3B2ip8CRpR1Dm55FqWhxbFXWdAscWoiebkl0hXCe1SQTCGHRsiCJbNlIpsZc63ZBmlCJtOUu0QSUidX3NThqJG9sG3yS9xYnizI2aS85ucN1tg3R8hzCVtiap26vRadNDqi6U0m5Yp+eqvP4lx7jh3iaTjSqj7YTZhmb5mOHSs+eZaq9lcGz5l1efdu7280aXfqTTac+NLVn7YsPhlNdPDMABNp+2HmDCRHv+Mxe9fs1N39vBWWeufOOA3E6zMY+jHEYG5vmH70pmpmtsHrfDr6LYeuHp9FotRTZP3c4Bch0rWlJuyHxHEIceKp3N7qZ0xE2bJ3xX4Pu25G/7EbsefPlKI7ijuqajSkGzBTPzCc12Yk0rXXtCJFLiqO7DbQbIAlAIcBKBMRohpPWFcbIIbqN4lDh4nqTmR5g4suq/WBAmgii2hR6dpiWlyjwiNa2Ow6Fnaqxf0eYV587x+W+XWR0Kjk61aJsqv/Qz5zIwuuHLhxvn/7tnGjP712184Xsmf9jrJwrg2RLuevbsm9y/fs25vzVcHfjUkqHVv3HnPXsvr8jt3Lq9wedvHmDtiMPWDZL9EyEHDhsCL+W26SbLjknpGn6W/JCZ2YTr76oyl7g4rkg3mLavM1MiBqkaMfAVrmM3cu12QpzoPEpm1UAlLbirJcPwQMRcK+ShPYJGQzBcsxxbKaxxYhb1lW2HCxPbua6NPbFsb6W2ETwy+LEiim30ThJFSSquuqjNP93RYi4sMe8oKrHl0mFsIznG7iUC37BsdI79hzU79w/hOkO87Yr97DwwgU7W8orLz6Q2uuHW2kjtIxs2rX14gw73C7Xyxf7Yn9f6iQQ4wPq1wwBPGmOeBLaP7FfLztyw5m+fvOHxjUOVx9TKYThnU8ScbvHArhJL6oa4btN9vqcpBQmVIKIchAR+h1LQZmo+Ztc+j1grfGHNOjN6kqkRA1/atrqynborhOHwMcPkTIJybFnIpiQt33UduzdYNtIiaM1weK5Cc6ZEybVNCH4qcpHpiRd44Diauabh2FSCxFAqqdSTUeKkYrIojeBZqlAJyea1bXzVYabZYS4uEYTS9qW6diJxou2VpFKKGaqFfH9HzH27IsYGHYJSnff87IXJbPLSJzeO6/dsu+DSw8BO0V+l+glbP7EAz1b6Aew05tDOKNZXbT2jtuKj51z2xR2P3FpXPFE5PqnYuh7abU0YQeAbBqoxA9U29WqLWqVBrdyg0e5w7w6HRkuC0DaVmGZOMl2L70mCwKFSlgzWNGODMYO1WSZmWzw1McSSQZsqdB2dRlyBktZNt1qOaCUtWpHHXLtEJ0oH1gqbT3dS6lAONEuGOxycmOGJp8oMlR1G6jb6KumkUzNsvjoDeNb8XClpLjyjwe3bXabbMGECBBIlNYEHQx2N74KULR7aHTBSDRkYgNg7vbHq9HfOIhrXNNWmQ0Ko/T/pwM7WTzzAsyXECowx+6946cqDE8c7Wzaunr9ornHO/3Irh+Ih/5Hhz317qqYjyehASK0yw8hAi0p5DiMaaCL+/J+qXPddny0b20w+0qFtKrnls6u6WvKSJ6gEhsFqwvLRpp1qcU8JNxEMV7MR1wY30SRappHcNmpImaDTaqM22aZPdC0t0n1BvRpy9cXTfOsBl/aUg6sS3GzeUSjTYoxMG4oFSmnm2wmPPOlx7Xvn+fxNhv/+j1BWbaY7FbRxcd2I0rQAHJ6aEnx/58q5n79q4+Q7zl7nNNrOr4wv2XyXVy7NhB10KfiXAW74CUgTPpeVFlX06MjeqaGRsW+VyvVNN13/5Q1bL3jHBzduvuzRjevGHxwake1vP+hydDLhutscPvC/1nHvjmF2HRzltRcO8Kfvg22bG8RRgja2mON73UYJ3xOUfEOtHFMrtzh0vMNsK0gFXjZV2Ak1zVZiaUEiuq2ambgp4+jKPm+lbCj7lntHiSCKJNVAsXy8yXTL0GgZ2h1trRpCQ6sjaIe26CME+F7E93e4/NpfrOcbt61m47IK52xQ/MG/innLJZMMDUS8+TUJTqXcdoPRB6946UWPfuD9b/vg9V/++oZ6rb5pdGz8W4/vOzqlhPgXBW74FxTBi0uIM8DKK5pPHdqLdJwPS6k+fPZ5a1W5cuZfbQ71ptl498tufPCgWjcouf8JwcyUZtPoMK2mwHfmEDoi0lZeW/IllZJDyZfpHFBDyU9wnDbfud9lds7j9FEYrDkMDwgePxCjWgmBr7rWDVrkGi7b52nz6JUSjA9GCBnz2F6fkbpksOqyfqXDlec3ePCJQZqhdYRNEmh3YF4JSr4iTiRKxTgqoh17VJwa8zMDlJYd46JNLjoa5hdfPcfGVZuSqy5b9b3zzvV3Nhut9yknTCrlgP/wn//IrF65vvlif14/zPUvEuDFtXLFOuiqS2MTTf/q5Zf4Q08fmfiT9Y9+x1tbOZBMdUa2rVutzt+waoqH93SYnQ947UtD9hwWCOExUHVYNiZotBPmGpKhKriOplLuUK241AJJrQzjQw5nb2py+66QcN5jqJYQRsqm9FKjeSFErmvxXEm1DCvGmzQ6Uzywa5xz1geMDjrMN0s05kMaHU2USKQSVCuCMIo4MiHwHIflozAxG3Pvjhr1SsSm5cc5OrOS0ZEzuPjc6L6Dh9X9a1avVVsu/OkwEcv+07BpT61YNvBifyQ/0vUvHuD9S7iDAFPAvwH47JduZsxw+batyWtOWz53zaP7N22+6mUJ5695jP/5rRg9JxipxZy2cp6bHhZMTJRZPqqoBDHTjYQ9RyrUUtOiWkUwMhBx1toZ7nxohFbHEMeGOBG2tK5tB43l3DaCl3yN53a478mQyTnNXEPTaCvmmj7rlmiqtZhGx8VVgrXLYw5NzHLXoy4Cj9VLBC1T40u3j/C771zFe9/ucvj40h2jyypf3HKW/HaiuXX5ulcC//bFPuwv2vo/DuD96+1vejnAre3m5K3AbWOr4w1nnzml9+94Sp+zeXTdppXLPlBRT7FpbZsv3/sUR443KbmCKJ4i6RgqnsaVGs9RNv3oa179kg4P7LDaFyEEcaxodxzixMGVkpJnm3aNtkrFVsfwzXtKtDrQ6iS02oIwkjTaEiUTGmGH4zMJtVKHzesFe45vZmTcML5qDbD/2uHBxt7RFa+S688clIn2dwPfWjL+4rWJ/Tit/+MBnq2gPAzwreznyckJLnq5P3j82JE7J58RjI5F0SUXbv73V17iv3rbpgSt59mx424cM0O1HFCtKkaHBFHsEUaKdhSDSRiottCmzVNHHZySrUiO1AzNuMORyYS1yx3iJCKMJRXfIcZDOQrlBNQrNa7eNsq28y7BET5nn55Qq8zfsOt48GfLhrS7bNVZLF9+1a1bz+1Mj4+PvNiH8Mdy/V+An2AND48CTANfBXhs10EuuYAnAk8sGRtM9PRcyLF79jIx3aYUuHiewlHtaGTZpf81KR15/WUXOtGqYZ/VKxN2PNVm6VCZ+uA8l17oMFYuc+b6aXbsK7Nyuc/Q2ByvvNRzfTny9QcfvP+/Ksd3hXRZvcTl3A1lrrxkK+0oYMmQkfVqfPT33sde6a1/sQ/RT8T6vwA/xXXmaasA9qa3Bet64Kk9tyOE+NVGbAZWLMWMDXiUqwltHVKqBpQrZZaNK0YrAVs2GmZbVWr1gKAUsHxJIJYNr5zZsnnN0Tdc3d848Acv9tv/iV3/P3txkwKZ6l53AAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE4OjU4OjI2KzAwOjAwx5nJcwAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxODo1ODoyNiswMDowMLbEcc8AAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 46792405
    {'hecke_orbit_code': 27021597864886506, 'n': 1, 'trace_an': 1}
  • id: 46792406
    {'hecke_orbit_code': 27021597864886506, 'n': 2, 'trace_an': 4}
  • id: 46792407
    {'hecke_orbit_code': 27021597864886506, 'n': 3, 'trace_an': 0}
  • id: 46792408
    {'hecke_orbit_code': 27021597864886506, 'n': 4, 'trace_an': 16}
  • id: 46792409
    {'hecke_orbit_code': 27021597864886506, 'n': 5, 'trace_an': 14}
  • id: 46792410
    {'hecke_orbit_code': 27021597864886506, 'n': 6, 'trace_an': 0}
  • id: 46792411
    {'hecke_orbit_code': 27021597864886506, 'n': 7, 'trace_an': -170}
  • id: 46792412
    {'hecke_orbit_code': 27021597864886506, 'n': 8, 'trace_an': 64}
  • id: 46792413
    {'hecke_orbit_code': 27021597864886506, 'n': 9, 'trace_an': 0}
  • id: 46792414
    {'hecke_orbit_code': 27021597864886506, 'n': 10, 'trace_an': 56}
  • id: 46792415
    {'hecke_orbit_code': 27021597864886506, 'n': 11, 'trace_an': 250}
  • id: 46792416
    {'hecke_orbit_code': 27021597864886506, 'n': 12, 'trace_an': 0}
  • id: 46792417
    {'hecke_orbit_code': 27021597864886506, 'n': 13, 'trace_an': -169}
  • id: 46792418
    {'hecke_orbit_code': 27021597864886506, 'n': 14, 'trace_an': -680}
  • id: 46792419
    {'hecke_orbit_code': 27021597864886506, 'n': 15, 'trace_an': 0}
  • id: 46792420
    {'hecke_orbit_code': 27021597864886506, 'n': 16, 'trace_an': 256}
  • id: 46792421
    {'hecke_orbit_code': 27021597864886506, 'n': 17, 'trace_an': -1062}
  • id: 46792422
    {'hecke_orbit_code': 27021597864886506, 'n': 18, 'trace_an': 0}
  • id: 46792423
    {'hecke_orbit_code': 27021597864886506, 'n': 19, 'trace_an': -78}
  • id: 46792424
    {'hecke_orbit_code': 27021597864886506, 'n': 20, 'trace_an': 224}
  • id: 46792425
    {'hecke_orbit_code': 27021597864886506, 'n': 21, 'trace_an': 0}
  • id: 46792426
    {'hecke_orbit_code': 27021597864886506, 'n': 22, 'trace_an': 1000}
  • id: 46792427
    {'hecke_orbit_code': 27021597864886506, 'n': 23, 'trace_an': -1576}
  • id: 46792428
    {'hecke_orbit_code': 27021597864886506, 'n': 24, 'trace_an': 0}
  • id: 46792429
    {'hecke_orbit_code': 27021597864886506, 'n': 25, 'trace_an': -2929}
  • id: 46792430
    {'hecke_orbit_code': 27021597864886506, 'n': 26, 'trace_an': -676}
  • id: 46792431
    {'hecke_orbit_code': 27021597864886506, 'n': 27, 'trace_an': 0}
  • id: 46792432
    {'hecke_orbit_code': 27021597864886506, 'n': 28, 'trace_an': -2720}
  • id: 46792433
    {'hecke_orbit_code': 27021597864886506, 'n': 29, 'trace_an': -2578}
  • id: 46792434
    {'hecke_orbit_code': 27021597864886506, 'n': 30, 'trace_an': 0}
  • id: 46792435
    {'hecke_orbit_code': 27021597864886506, 'n': 31, 'trace_an': -8654}
  • id: 46792436
    {'hecke_orbit_code': 27021597864886506, 'n': 32, 'trace_an': 1024}
  • id: 46792437
    {'hecke_orbit_code': 27021597864886506, 'n': 33, 'trace_an': 0}
  • id: 46792438
    {'hecke_orbit_code': 27021597864886506, 'n': 34, 'trace_an': -4248}
  • id: 46792439
    {'hecke_orbit_code': 27021597864886506, 'n': 35, 'trace_an': -2380}
  • id: 46792440
    {'hecke_orbit_code': 27021597864886506, 'n': 36, 'trace_an': 0}
  • id: 46792441
    {'hecke_orbit_code': 27021597864886506, 'n': 37, 'trace_an': 10986}
  • id: 46792442
    {'hecke_orbit_code': 27021597864886506, 'n': 38, 'trace_an': -312}
  • id: 46792443
    {'hecke_orbit_code': 27021597864886506, 'n': 39, 'trace_an': 0}
  • id: 46792444
    {'hecke_orbit_code': 27021597864886506, 'n': 40, 'trace_an': 896}
  • id: 46792445
    {'hecke_orbit_code': 27021597864886506, 'n': 41, 'trace_an': -1050}
  • id: 46792446
    {'hecke_orbit_code': 27021597864886506, 'n': 42, 'trace_an': 0}
  • id: 46792447
    {'hecke_orbit_code': 27021597864886506, 'n': 43, 'trace_an': -5900}
  • id: 46792448
    {'hecke_orbit_code': 27021597864886506, 'n': 44, 'trace_an': 4000}
  • id: 46792449
    {'hecke_orbit_code': 27021597864886506, 'n': 45, 'trace_an': 0}
  • id: 46792450
    {'hecke_orbit_code': 27021597864886506, 'n': 46, 'trace_an': -6304}
  • id: 46792451
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  • id: 46792452
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  • id: 46792453
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  • id: 46792454
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  • id: 46792455
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  • id: 46792456
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  • id: 46792457
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  • id: 46792458
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  • id: 46792459
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  • id: 46792460
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  • id: 46792461
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  • id: 46792462
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  • id: 46792463
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  • id: 46792464
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  • id: 46792465
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  • id: 46792466
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  • id: 46792467
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  • id: 46792468
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  • id: 46792469
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  • id: 46792470
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  • id: 46792471
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  • id: 46792472
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  • id: 46792473
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  • id: 46792474
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  • id: 46792475
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  • id: 46792476
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  • id: 46792477
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  • id: 46792478
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  • id: 46792479
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  • id: 46792480
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  • id: 46792481
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  • id: 46792482
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  • id: 46792483
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  • id: 46792484
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  • id: 46792485
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  • id: 46792486
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  • id: 46792487
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  • id: 46792488
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  • id: 46792489
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  • id: 46792490
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  • id: 46792491
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  • id: 46792492
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  • id: 46792493
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  • id: 46792494
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  • id: 46792495
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  • id: 46792496
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  • id: 46792497
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  • id: 46792498
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  • id: 46792499
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  • id: 46792500
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  • id: 46792501
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  • id: 46792502
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  • id: 46792503
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  • id: 46792504
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  • id: 46792505
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  • id: 46792506
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  • id: 46792507
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  • id: 46792508
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  • id: 46792509
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  • id: 46792510
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  • id: 46792511
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  • id: 46792512
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  • id: 46792513
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  • id: 46792514
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  • id: 46792515
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  • id: 46792516
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  • id: 46792517
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  • id: 46792518
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  • id: 46792519
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  • id: 46792520
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  • id: 46792521
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  • id: 46792522
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  • id: 46792523
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  • id: 46792524
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  • id: 46792525
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  • id: 46792526
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  • id: 46792527
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  • id: 46792528
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  • id: 46792529
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  • id: 46792530
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  • id: 46792531
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  • id: 46792532
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  • id: 46792533
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  • id: 46792534
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  • id: 46792535
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  • id: 46792536
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  • id: 46792537
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  • id: 46792538
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  • id: 46792539
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  • id: 46792540
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  • id: 46792541
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  • id: 46792542
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  • id: 46792543
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  • id: 46792544
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  • id: 46792545
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  • id: 46792546
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  • id: 46792547
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  • id: 46792548
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  • id: 46792549
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  • id: 46792550
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  • id: 46792551
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  • id: 46792552
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  • id: 46792553
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  • id: 46792554
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  • id: 46792555
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  • id: 46792556
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  • id: 46792557
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  • id: 46792558
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  • id: 46792559
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  • id: 46792560
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  • id: 46792561
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  • id: 46792562
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  • id: 46792563
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  • id: 46792564
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  • id: 46792565
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  • id: 46792566
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  • id: 46792567
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  • id: 46792568
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  • id: 46792569
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  • id: 46792570
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  • id: 46792571
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  • id: 46792572
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  • id: 46792573
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  • id: 46792574
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  • id: 46792575
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  • id: 46792576
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  • id: 46792577
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  • id: 46792578
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  • id: 46792579
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  • id: 46792580
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  • id: 46792581
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  • id: 46792582
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  • id: 46792583
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  • id: 46792584
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  • id: 46792585
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  • id: 46792586
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  • id: 46792587
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  • id: 46792588
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  • id: 46792589
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  • id: 46792590
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  • id: 46792591
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  • id: 46792592
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  • id: 46792593
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  • id: 46792594
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  • id: 46792595
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  • id: 46792596
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  • id: 46792597
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  • id: 46792598
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  • id: 46792599
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  • id: 46792600
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  • id: 46792602
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  • id: 46792607
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  • id: 46792610
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  • id: 46792611
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  • id: 46792612
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  • id: 46792613
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  • id: 46792619
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  • id: 46792621
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  • id: 46792622
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  • id: 46792625
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  • id: 46792627
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  • id: 46792629
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  • id: 46792630
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  • id: 46792631
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  • id: 46792632
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  • id: 46792633
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  • id: 46792635
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  • id: 46792636
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  • id: 46792637
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  • id: 46792638
    {'hecke_orbit_code': 27021597864886506, 'n': 839, 'trace_an': 34382546}
  • id: 46792639
    {'hecke_orbit_code': 27021597864886506, 'n': 841, 'trace_an': -13865065}
  • id: 46792640
    {'hecke_orbit_code': 27021597864886506, 'n': 853, 'trace_an': 23100682}
  • id: 46792641
    {'hecke_orbit_code': 27021597864886506, 'n': 857, 'trace_an': 7023046}
  • id: 46792642
    {'hecke_orbit_code': 27021597864886506, 'n': 859, 'trace_an': 8821352}
  • id: 46792643
    {'hecke_orbit_code': 27021597864886506, 'n': 863, 'trace_an': -23956010}
  • id: 46792644
    {'hecke_orbit_code': 27021597864886506, 'n': 877, 'trace_an': -5798046}
  • id: 46792645
    {'hecke_orbit_code': 27021597864886506, 'n': 881, 'trace_an': 13052718}
  • id: 46792646
    {'hecke_orbit_code': 27021597864886506, 'n': 883, 'trace_an': 4730092}
  • id: 46792647
    {'hecke_orbit_code': 27021597864886506, 'n': 887, 'trace_an': -28073684}
  • id: 46792648
    {'hecke_orbit_code': 27021597864886506, 'n': 907, 'trace_an': 22855188}
  • id: 46792649
    {'hecke_orbit_code': 27021597864886506, 'n': 911, 'trace_an': 32733492}
  • id: 46792650
    {'hecke_orbit_code': 27021597864886506, 'n': 919, 'trace_an': -12771708}
  • id: 46792651
    {'hecke_orbit_code': 27021597864886506, 'n': 929, 'trace_an': -34829706}
  • id: 46792652
    {'hecke_orbit_code': 27021597864886506, 'n': 937, 'trace_an': 30017226}
  • id: 46792653
    {'hecke_orbit_code': 27021597864886506, 'n': 941, 'trace_an': 45064870}
  • id: 46792654
    {'hecke_orbit_code': 27021597864886506, 'n': 947, 'trace_an': -29927646}
  • id: 46792655
    {'hecke_orbit_code': 27021597864886506, 'n': 953, 'trace_an': 42514694}
  • id: 46792656
    {'hecke_orbit_code': 27021597864886506, 'n': 961, 'trace_an': 46262565}
  • id: 46792657
    {'hecke_orbit_code': 27021597864886506, 'n': 967, 'trace_an': -30025126}
  • id: 46792658
    {'hecke_orbit_code': 27021597864886506, 'n': 971, 'trace_an': 40086384}
  • id: 46792659
    {'hecke_orbit_code': 27021597864886506, 'n': 977, 'trace_an': -51215058}
  • id: 46792660
    {'hecke_orbit_code': 27021597864886506, 'n': 983, 'trace_an': -18238246}
  • id: 46792661
    {'hecke_orbit_code': 27021597864886506, 'n': 991, 'trace_an': -32410308}
  • id: 46792662
    {'hecke_orbit_code': 27021597864886506, 'n': 997, 'trace_an': -20786698}