Embedded newform data - 75.18.b.b.49.1

Formats: - HTML - YAML - JSON - 2025-02-10T07:45:56.464408

• 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': 24300, 'analytic_conductor': 137.41656550841975, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [75, 2, [26, 52], [2, 1]], 'cm_discs': [], 'conrey_index': 49, 'dim': 4, 'field_disc': 11532816, 'field_disc_factorization': [[2, 4], [3, 2], [283, 2]], 'field_poly': [44944, 0, 425, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [59239665664, 0, 613520, 0, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503668648837195, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 1296, 'hecke_ring_index_factorization': [[2, 4], [3, 4]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 2, 1, 2, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '75.18.b.b', 'level': 75, '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': [3, 5], 'level_radical': 15, 'minimal_twist': '15.18.a.a', 'nf_label': '4.0.11532816.2', 'prim_orbit_index': 2, 'qexp_display': 'q+(-178\\beta _{1}+\\beta _{2})q^{2}-3^{8}\\beta _{1}q^{3}+(-175688+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '17.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '75.18.b', 'trace_display': [0, 0, 0, 0], 'trace_hash': 2136181278053078787, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.031', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.829', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.330', 'prec': 17}, {'__RealLiteral__': 0, 'data': '77.903', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2198.268', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 17}, 'traces': [4, 0, 0, -702752, 0, -4671432, 0, 0, -172186884, 0, -2263259824, 0, 0, 8770444032, 0, 102082634240, 0, 0, 388752254432, 0, -272341231344, 0, 0, 2778418267776, 0, -6214885009072, 0, 0, 9474125251784, 0, 4512814149744, 0, 0, 12640450603856, 0, 30251169276192, 0, 0, 5861236859928, 0, -26103091718456, 0, 0, 711694545463424, 0, -45232853381376, 0, 0, 262458605334940, 0, 271127040034392, 0, 0, 201089829974472, 0, 2649594618961920, 0, 0, -1926784846232912, 0, -5717586429945320, 0, 0, -23202311714971648, 0, 8431349467781664, 0, 0, -3697976988787248, 0, 4413073310120608, 0, 0, 30034887627397232, 0, -87248335332469888, 0, 0, -9995782195868880, 0, 7412080755407364, 0, 0, 10104100651911168, 0, -73832062872187744, 0, 0, 121714515304433592, 0, 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• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
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-0.3174364541284551, -0.2984013371249101, -0.3172902777747624, -0.17087283106689782, 0.009970123678415306, -0.31185213765908454, -0.4926870209497046, -0.4350948967142183, -0.36341573920442893, -0.34194381512393957, 0.03909046800161342, 0.08304418873818523, -0.31554642946029743, 0.17697886462141224], 'char_orbit_index': 2, 'conrey_index': 49, 'dual_conrey_index': 49, 'dual_embedding_index': 4, 'dual_embedding_m': 4, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': -15.068802284333465, 'embedding_root_real': 0.0, 'hecke_orbit': 2, 'hecke_orbit_code': 4503668648837195, 'label': '75.18.b.b.49.1', 'level': 75, 'weight': 18}
• 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

  
  {'Nk2': 24300, 'analytic_conductor': 137.41656550841975, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [75, 2, [26, 52], [2, 1]], 'conrey_index': 49, 'cusp_dim': 164, 'dim': 52, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 69021466699, 'hecke_orbit_dims': [2, 4, 4, 6, 6, 8, 10, 12], 'label': '75.18.b', 'level': 75, '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': [3, 5], 'level_radical': 15, 'mf_dim': 176, 'mf_new_dim': 52, 'num_forms': 8, 'prim_orbit_index': 2, 'relative_dim': 52, 'sturm_bound': 180, 'trace_bound': 4, 'trace_display': [0, 0, 0, 0], 'traces': [52, 0, 0, -3648556, 0, 1600884, 0, 0, -2238429492, 0, -1334042212, 0, 0, -52886269524, 0, 185795789620, 0, 0, 63473515666, 0, 216718608618, 0, 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• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 34641134
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 49, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503668648837195, 'source_is_minimal': False, 'source_label': '75.18.b.b.49.1', 'source_level': 75, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503668648837195, 'target_is_minimal': False, 'target_label': '75.18.b.b.49.1', 'target_level': 75, 'twist_class_label': '15.18.a.a.1.1', 'twist_class_level': 15, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 18}
  • id: 34641135
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 49, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503668648837195, 'source_is_minimal': False, 'source_label': '75.18.b.b.49.1', 'source_level': 75, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007199556730955, 'target_is_minimal': False, 'target_label': '75.18.a.c.1.2', 'target_level': 75, 'twist_class_label': '15.18.a.a.1.1', 'twist_class_level': 15, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 18}
  • id: 34641136
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 49, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503668648837195, 'source_is_minimal': False, 'source_label': '75.18.b.b.49.1', 'source_level': 75, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 301989903, 'target_is_minimal': True, 'target_label': '15.18.a.a.1.1', 'target_level': 15, 'twist_class_label': '15.18.a.a.1.1', 'twist_class_level': 15, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 18}
  • id: 34641137
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 49, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503668648837195, 'source_is_minimal': False, 'source_label': '75.18.b.b.49.1', 'source_level': 75, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 4503668648837195, 'target_is_minimal': False, 'target_label': '75.18.b.b.49.4', 'target_level': 75, 'twist_class_label': '15.18.a.a.1.1', 'twist_class_level': 15, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 18}
  • id: 34641138
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 49, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503668648837195, 'source_is_minimal': False, 'source_label': '75.18.b.b.49.1', 'source_level': 75, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503599929360429, 'target_is_minimal': False, 'target_label': '45.18.a.b.1.2', 'target_level': 45, 'twist_class_label': '15.18.a.a.1.1', 'twist_class_level': 15, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 18}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 238025
    {'charpoly_factorization': [[[59239665664, 0, 613520, 0, 1], 1]], 'hecke_orbit_code': 4503668648837195, 'p': 2}
  • id: 238026
    {'charpoly_factorization': [[[43046721, 0, 1], 2]], 'hecke_orbit_code': 4503668648837195, 'p': 3}
  • id: 238027
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 4503668648837195, 'p': 5}
  • id: 238028
    {'charpoly_factorization': [[[2338675257111424449439334400, 0, 334031725306944, 0, 1], 1]], 'hecke_orbit_code': 4503668648837195, 'p': 7}
  • id: 238029
    {'charpoly_factorization': [[[143310107609914192, 1131629912, 1], 2]], 'hecke_orbit_code': 4503668648837195, 'p': 11}
  • id: 238030
    {'charpoly_factorization': [[[84288733131372993840256841714978602384, 0, 18561295465706793320, 0, 1], 1]], 'hecke_orbit_code': 4503668648837195, 'p': 13}
  • id: 238031
    {'charpoly_factorization': [[[10076962753466258561963022205940283404176, 0, 226150960902677391848, 0, 1], 1]], 'hecke_orbit_code': 4503668648837195, 'p': 17}
  • id: 238032
    {'charpoly_factorization': [[[8801779818354668290480, -194376127216, 1], 2]], 'hecke_orbit_code': 4503668648837195, 'p': 19}
  • id: 238033
    {'charpoly_factorization': [[[367308173135251252015678737632104867174809600, 0, 41089146974147488435776, 0, 1], 1]], 'hecke_orbit_code': 4503668648837195, 'p': 23}
  • id: 238034
    {'charpoly_factorization': [[[-799780991077147718685500, -4737062625892, 1], 2]], 'hecke_orbit_code': 4503668648837195, 'p': 29}
  • id: 238035
    {'charpoly_factorization': [[[-41183601367841829879379200, -2256407074872, 1], 2]], 'hecke_orbit_code': 4503668648837195, 'p': 31}
  • id: 238036
    {'charpoly_factorization': [[[13836341159350166113906849569586425023441945205600400, 0, 1370010297992137128881250344, 0, 1], 1]], 'hecke_orbit_code': 4503668648837195, 'p': 37}
  • id: 238037
    {'charpoly_factorization': [[[41596866387634941952200580, 13051545859228, 1], 2]], 'hecke_orbit_code': 4503668648837195, 'p': 41}
  • id: 238038
    {'charpoly_factorization': [[[1936050890232646580830941768074295932850769393559593216, 0, 3881758764643704769323164192, 0, 1], 1]], 'hecke_orbit_code': 4503668648837195, 'p': 43}
  • id: 238039
    {'charpoly_factorization': [[[68835488480335391268855895757945946798566417280341917696, 0, 23699851208025810571015416128, 0, 1], 1]], 'hecke_orbit_code': 4503668648837195, 'p': 47}
  • id: 238040
    {'charpoly_factorization': [[[267929569765059210426767990818289701355165051377216389072400, 0, 1059523347587254320256181132936, 0, 1], 1]], 'hecke_orbit_code': 4503668648837195, 'p': 53}
  • id: 238041
    {'charpoly_factorization': [[[-1007193273667271416381715120, 963392423116456, 1], 2]], 'hecke_orbit_code': 4503668648837195, 'p': 59}
  • id: 238042
    {'charpoly_factorization': [[[2025887713409115968867253231076, 2858793214972660, 1], 2]], 'hecke_orbit_code': 4503668648837195, 'p': 61}
  • id: 238043
    {'charpoly_factorization': [[[38260935044242456205311017178884076237496354045258690670264576, 0, 23964001665850300827914870204448, 0, 1], 1]], 'hecke_orbit_code': 4503668648837195, 'p': 67}
  • id: 238044
    {'charpoly_factorization': [[[-65950146681192403673370008655296, -2206536655060304, 1], 2]], 'hecke_orbit_code': 4503668648837195, 'p': 71}
  • id: 238045
    {'charpoly_factorization': [[[6518098755441810426381156761837860433464981118478379879060944400, 0, 185458469222052213896152694049416, 0, 1], 1]], 'hecke_orbit_code': 4503668648837195, 'p': 73}
  • id: 238046
    {'charpoly_factorization': [[[-86794602535907215846897446403200, 4997891097934440, 1], 2]], 'hecke_orbit_code': 4503668648837195, 'p': 79}
  • id: 238047
    {'charpoly_factorization': [[[85914905168719337388987370007660795473772888401352852756591771904, 0, 1131519939210186977142525795294240, 0, 1], 1]], 'hecke_orbit_code': 4503668648837195, 'p': 83}
  • id: 238048
    {'charpoly_factorization': [[[574336849874657341062768116239620, -60857257652216796, 1], 2]], 'hecke_orbit_code': 4503668648837195, 'p': 89}
  • id: 238049
    {'charpoly_factorization': [[[110255963358882848868009111214635700659918954987277118394108929840656, 0, 22838393055730194825570951911064968, 0, 1], 1]], 'hecke_orbit_code': 4503668648837195, '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': 2, 'hecke_orbit': 2, 'label': '75.18.b.b', 'level': 75, 'portrait': 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VhbK/G5F3rcsM/jxl0jKHtnctuN2z+xZSL/k54XtQ7f/r2vNyT+u44/1QC/uNBiWzGmFYifa9XO3/OfP/aHMonje+KwqSPP4uxSj7fd22H3aIkvP5tjsd3lgRskM7M5Ts/0aHbh3KpkYrzBz/7oOrfvzzO7PMLCSoGFNc3yumFpLWJuNWalHVEZ6XHv4Q53HgJb5nCUw3LNZXFNs1QTdH2IogTXTii4MdVyRALMLEW0OrBz0qKQ8zFGgLDpeAk7pnzWGxpMSkUaHfAjMBhqzYCtExZtTyGUQSQ+Jddix5Yeja5gZkETJ5rRkqToChwLokjQ9SVLNcniumG5HuE4PbAi7rq2wz3XCcZLOdbrJWaXHRbWYHktYrkWMV+DC+uGW69d45//aJ2pSpmZxQrNjsWJCy4Xlzq84eaAtbUKX3o+Ztt0k3feoTg/U6TZ7rBjeyUqlaxn9l3zQ8lN1+95JvT1PyhUeggx+npD5dsef2o5+D/7dx/j/W+7gw//1N/+Vw8/9sT/8dSzX9s3llvadWWpKyfGAu65TrGwXOCZ16BS7nHdDota3eHKqmJLVWMSEAm42rCw7nLknOLw3hqHtvfIu2BpiW0pbFtTyEnylqTbsThz2eXRozYzKz6tKOTMrM/kaI133Vvn8L42tx5qcnktYq0ryDs9Li4Ymq0C1++RNHoxpy4rinnNiRnYP23oBTG92EbrkGoRTs86KB1jyQhtgedLbj/UxetKDu+LaXkxMwtFdk8pCvmAhm+YqHSpd1p84jF45VLM8Us9dk6vc8PBFtWRgHfc1eb77jfsnSoShxUuzZe5MGcxu5QwtxIytxJzYUVwpRFy44FV/vmPtpmqVJhdqrJWz7OwlmOlJji0I6LTyfPMiYQd25q8527J7EKVrzwPo2MdbCuSr5yKd3Wbp3bnne4d23ZO5ZSa/Fpt9j/zb/7dF15vyHzL409lBP+F//Lb7Ns5qo6eWPynfqf+j0ZzF1Up12WqavGZx/OseW1++K0+Oh7hkSOaE3NNfuLdPq4a5dKiTRBKmp2YejOk1o5Ya8JsXaBzPe6+rsb33x+we6JAo1NipZZjtWaz1hTUmgnrzYR6O6HlJbR8Q7cXMVoK2TGZAALHMsytWAjpsHNCsXvaMD3RZbnuc+xckVv2G/K5Oq+dH6FYCAgCi9FqgteDa3b0+N3HKhzcHuH7hrGyJIw9iq7Dics9claBmw5EHL8YsLxus3XUYfcW2DEVoFTI3BrYlkEIw87JiGpR0vYcOl2LVtei1lLUGrDeTKg1Y9aaMUtNWO/F7Nja4fsfWOPuQxrXKrG4VmKt7rLW0Kw3Jc1OQhjFzCyFOPkWP/HugBPnJ3nkBUFiNfnwmwMa9RE++SSMVwO2jine9cB0vHtn+V8VK9P/otNai3dd81OvN3S+6fhTBfDnXzqJsnK5xJvZ8fCTRz9Ur9X/ZRIssXtrm2t2dcjbIzxzrMo3XokIRJsPvzXEMhWeeEXx3geuUMyNcGm+TK2pqbeh2U5otCPq7Yhay7DcFCx0DIgO77uvyTtuT9izxSUI8tSbLo2OTbOtqHcE7a6g5xuCyBDHoKTBsSDnGColw8RIiLZ6XFgMePW8QxIVeNsdAdpq8NKpMru2wJefj7jveoeVpoerFVEcMlKFKLTQVsT6ep57b27x5WeL7N4CL57zscjz1tsTIuHx6oWYS3MuWtpMVjXVgiDnCGxboARECQShoRdAu2todBLa3YRGN2G9Y/DimJ3burzjzibvuyeApMh6o8xKLcd606LW0tSb0GjHNDsR9XbM5eWYQsnnvXcV+cYrEmO3+JG3+phwhMdf0jxzKsAteBzYKtk+orjpmjG2bav8Y5W//w9uuX76SrvreSMT177eUBocf2oA/vlvvEKhUrVX5uZ+3Kud/eXl+RfEiUuhTBIbPwhpBG1+7G0B4/kRnnutyFOvhmC1+NG3B2wbyVHMBRgU64089ZZNva1ptAXNtqHZiWm0I5qdhHrHsNIWLDYTqpUub761zV2HInZOKko5i1bbxbEkoAgiSZIIEgPdHiASqsUe5+YNiQn46osF/G6OfVtt7j7cJUwaPHG0wk37Lc4tdWjWS9x5uMvXXnKYHDGcmjH8lfe2OHXZYXJE8uhRxd3XKGrdFhdnR7jpQMATr3pEfp67rrXZu72HF3V45CUFseDCnKaU12gBXU+SGEGcGMIIkAnaTmh2DIViyPYtPvdc0+XNt0SMFlyWa2XWG7nBtam3BM0ONNsRzU6UXqOOYbUtSICiK5ic7PKjb/PRpsrTrzg8dyqgOtrkx97epdUaI/Ahij3maqPJQ/fcbO64fcdPV8YmPgLtQIh7Xm9IAX9KAL7WCGS7233XRz7x+X1EvZ9fnHnR2r2lh+tYNNtFltckL58PwG7zk+/psbVa5vlXizz8YoRbrPPXPrjOzXsEnp+j1szTaLs02jaNjqbZVjS70O4YWt2IViem4yU0u4bVjmC1A2Hsc8N+j6mRmE7X8PY7fXZNJUSxREtDEMLjx1yurLhsqUa8dsGFJM+hbYqbDyY4bpeXznVZXStw3a4CpUqdZ49b3LbfZb3boF4vMTVleP6U4ocf6vDCKc22CYu1TpN6bYSbr+ny7GsxI7kK1+3rsNJs8vzJCjld4NaDhgM7eiA7HLskmBgJWV4NeeKYRS9USAlxYti1JeDNdwa0O4rpasLN+yEI8tSaeWpNh0bHotVVNDuSVgda3ZhWJ6bdjWl1ExpdWO8KljuSbhBwy/4mf/39MUVrnEeey3HkdI+JyRY/+Z4elhnllTN5ltZ7NHohwoJdYzHveduNobbsv7v32g+e11bhC0LkktcbW687wJdWu0RR9OeeOvLiL5499bWR1dU1/EixVo8YH+3yjttt1usljp8TvHw+BLvLh9/WYaKY48R5l9/6qqQ61uSdd67xgw+FVPJ5ltZL1Fs5Wh2bZsei1dW0u5KWB52uoduL6Xgxnp/g+YZ2D2odQadnCKKEsWqE4xhAYCuDloKupxBYjJU1u6YEe6cNO7Z28eM2X3lBcfp8kbfc4nDnjXV+6ysJtqjy3ge6fP7ZiK2VEtumuzz2Uo533x3w6Cuwe9xly2SNLz6V5733WVjOGh/9Yol7rs3zpjtaHJvp8fXnNYFfYNekzZ5pwc4tMePVAClDOr0YpRK0MoAh7xjGKxCEFu2uTb1t0elpup6i05N0POj0DJ1uQseLaXsxHc/Q8gwND1a7iuV6Qr7c5sNvWuOdtxlGi2P8zlcqvHrRZ2S0y4+8JUFT5eXTOY5fiFnteLzj7ibj5QIr64oghlJlhHe95YHarv13/U0p9UeFeH3156+r2GpuuUtsxF985Innfu6xxx4fmSgvs3tacvy8jUw0T7+SYGjzwftDLGsUS9u8elHwW1+SXLe7y0gxwrXKHDszwotnHM4vrvDeuzvcc22PSrFErZmn0HIpeTadrqad3Wyvp+n6mp5v6AUJQWgIQ0MUp2cQ2ZgEpBJYWuDagkpRUC3C1FjCtskuY9UmD78ET75sIZMyb7nF4sZDbZ4+GRL0Stx9o6DpeaysF7jrQMJYpUtOO/QixWorRCWCGw9o8kWfo2dc3nBzmTtvaHP0jAJT5pZrbf7CO2t87ZWAR18ocOqKy45xxdRIjmoxT7kIOQcsbVASEgOnLgniWBBGgiACPyT9jn76MPf8hG4voesndDxo+bDakay0wU883nhTjXfe0+KH3pgQhlUuLUCpWON77gu4ZoeD1x3jpfM2r56PmGv2+L43rfOG62xOX8zj6piTVxImu8u8dOTLI0oG//fO/W/SxrR+/fUE+esG8EuzDZLY/IXXjj/5cydeeXjipj3rzC7n2T7RYCTvcOKihR+4PHkUpGrzQw8t41hjuLbNaxcFr562MCJBGNgxkrDu5fj4Y9v4+tEW913f4MNvbHD97g6jlTzrjTxtz6HrWRmwVXoGAj+UhJEgitKlPlXcpkml1uDakM8ljBRDtk50iehwbj7kE0+4XJwtUHFy3Hat5q7DLZ4/2+Srz5W4Y7/Lji1dfvcxgRIOpWJIo+OTGFACxktdWm2bJMrxrvtW+PiX8+xddnnHHV2CcJ0nXh0ljF1uv3aCd9zWYv/2Jl8/2uX4bJ5jl2y2jUhGSoK8I7Ct9CGUAoQwJAaSxBBG2cMaGvwwfZB7AXgBtHuCui+otUHoHjcdbPDhNze499qYsWKORqtAs+MCigdvAmPyLK7mee2C5NULAfPNHh96S4OHDttcmB3n4oLm1GVDMwzYt8Xly891WGw8MXHHeu7n7rzzbmNM7TeEeH1mRP+XA/y3fu93eMvtmpWFr/xYr1f7+ZOvnh2bKrYQGC6terzZXWP/Nk0Uj6GEjRDw9FGJ6zT4wQcXUGoKIVwKc7DWjMkpQ95OyFmCek9Ra1b55OMFjrzW4e4bGnz4TQ1u2ttkNM4RRQ7dnkvHs/B8TRAqwkgSxZI4ESRGIDBIYXDshLwb4dgBtuUzv+7zxRcl5+dsLs1VUYnD3i021+xW3HKohXJWefVCka2VPNftganxOrVWieu3SqLE8PALDn5XUilEvPX2Hl94IuTKUpGD+ywWGz1OXLTYPlnlht2rPH28zbMnBH5gc2j3CIe2Oxza1ubCYo3z8/DC6TznLhbIa4GjJQXH4FogZco5jUkf1iiGIIIgFnR8QasnaIUQJBGJ6XHr/hYffnOL+66P2TLi4PXKrDdd2l2Hbs+i52t6gWalrrkwl3DsQsCV9S4felObBw+7nJ8Z4eQlzfnZgJcuJGzf2mbntGF2tczx0x615qMTzx+b/flcrhr9+1/73G/tm1zh3d/7F/7sAvyPPvMJfv/Jc/jhnh8qqtO/JPzzlWYzT60tgDzHL8AvfbbKP/2RdW48ILD0CJZlk3clL78qOXGuy1tv61Atu4y2LZQ06ZIbgGsZ8nZMxRW0fYt6q8qnnizx2LEek9UuH3qgyaHtPXpeh+t2G7ZPKfzQIo4VcSIxfXDLBEvHzCwbLi0JGl7C557OM79WxQQWVVcxParZOaXZsxWu29sikWv86hcK1Gpl7jikuW5vk68fE4jIYqIqKeQjuqGNNBKMRGmbZk+wXBNca/I8cEubZ47mmB6zueO6Ef78O9f4yJfbvHCmQKdnsd4osns6x8EtXW4/0Ob9b2izUKvxuacd1rsOM4sW8/M2lhJIKREIEmOIEwgTQxwlVEdDDl/bxfdDDm33+cADPhNlxUjRIQxdFlddOp6N56ernNdTdHuKtqeotwT1VsSO7R4/8f4urqpy4nyRc1fg0nzAa7MxuUKbn/7eJvunS8ytgCFmtdHlxVNHxm6+ZvqX3nDrztD43/i9z3zm07zvfe//X4a5/2VJ5q/+1qewJx4QycqXPzgzN/eRkxcu52/YY8hrm5OXJLOrMe1uwmLTcPhQg7/6vhYFPcKVxSrn52yuLMUsrEVYFuzb5hBH4PkxPT+m5yf0AkMvNPQCgx9CNxB0A0E7ELRDSIggiRBRxC2Hu+yeCogiSIzIaIlACoFUAm1JzlyxOXXepeBqirZkLC8YL0smRjTT44qdW2IO7mwQi3X+w2dKzFypcMcBizuvN4yNLfEfP2VjJxXedJvi0L41fvVLkrBV5YfeElMLanz0i3kOb8vz5jsTpLXIf/hUkalCiTuv09x+bZsLS+v8p8/mEWGBg1s12yc10+OSqbGYiWqPaqlHzu1Sync5fgnOzEosy6CUQYgEMOn/DUQR7JqKufv6iDi0CCMHY2x6gYXXS0Ht+ZpeoAb0zQskni/weoJuL10R9u/o4WjJ/KrmymLCxYWIS+sRdq7FX31fm5v3FliplWh1JbNLNicugeO0uW5nSHnkUHdkdNuPv/WhfZ989sglc89DP/xnB+BPf+P3OLy3qL72Yu19z7yy8LHT5866+7bkaPQS3niLhzQlzly2WVyLWFqPubyW0BM9PnB/g/ffp6nVRzg/V2B5XeCHoKRAIAgigx8k+GFMEBj8MMEPE4LAZEmWwY8giAS9EPxYEMaCXvbnsTEk2UVQAiwJtko1H0UHyi6UclAuSKpFxWhFMzECO6Z8tow3CE2N//CZMhcuVrl5j+b6fZq7rq/zjRNNPvW1UW7ZneP+mw27ts/zK59z6LUneP8DCe1olV/7vMXusTL332Rx86FVPv6Ex9NHx7nnkM11exU3H2hyen6dX/psHhMU2VZRbJ9QjFc1YxVBtZRQLcWU8iGlfEg+F+BYEZaOUCpGijSZMAiSRBKGCj/UhJEijBRBqPDD7DWQ+KHEDyS9QOIHgl4o8APwg5TPAygJQZCwUo+4sJiw0g1474PrfN99MXE4yuxSkYU1i8XVhNNXImLL5003GbyuYPtkncrIoV4z3Psji529n6k4S/Ff+tEP/E/H3v90irJy8ZeolNfUlbnVD0Re86P1tYtuGGhWWx12TNoUcjX2TvfIOxNcmHcoFxWlfMTFpRyfeVxjWWu84boVDuyIqBSKNNoaP4QwgiAUOLYiCCS+nRCGhiCK06pINHTG6eRPHCfECSnfThiAW4j05mkJlgWOFriOIO9ICnlFOS+plgUTIxE7p7oUCw0+80zAE6+O0FgrcXiHYucWi/3be8SiwcMv5ClYmvGqopjv8eoF0on77Yaur7hhf8jhvYalxZjVuo3Xy/O229o8ddzj3LyikJM4donr9yT8ix9b5/ETHl94fIz1lmHnREy9qamUFOWCRTFvUcgZXCfBsRMcHaNVSrWkTO+BMaQNq0QQJZIoFkSRIIwkQSQIQ4kfppWXIBRpYhoYgjAhCBPCKCGK0mS1la2ykfJ4570tPnCvptWe4OJcjvkVydJaxKXFiHMrIbu29VipOezd2qSYz3Hy3GW3neQ+Funkzy0r5w//wf/92/HP/Z0f/e4G+MNHdkiM/wMiPPlfus0LbjmfZ/eWPJcWFcrqcOSs4vyix0M3LFMqjFIt5SjlbcrFiCvLkk8/Osmjzzf5uz9YZ8cUOHaOjqfxA0kQCvxIZDdFZaCXaQUh2ij7RXFCHKfVhdhklZKsWiKEQMp0VdBaYGuBY0tcR1LICUp5Q6WYMDniM15tE5kGn3xK8pEvjzLhuhzeIdixxWLXdMLOLXU+85yhVnM5NKWolqCYD1m+LFmpO9i7wQ9TqlOpwLlLhnorYWnNZf8ul4duafPFJ11Gi+DYNkpWuH6v4CfesYIlV/j801VOzrtMtkImKhHlgqKYU+RzkpyjcWxwLNDapCAXIMUQyEkf7DiBOBZEMRnQIYzTVS8M4zQohAnB4DXBD6DrG5aakKv0+Mc/VGPErXJprsrMkmZpLWFh1efSsqHmB7zxrnVGCwlTowkjxSIXZy3CyOP0hXPuDddEv3bT/u3ata3f/7k0znx3AvyTn/oshuTH/NaZXzhzfrVUyNlUSjFbx2OqhRzPn7Z47MUSPh71Tp0ffGiBaqnCeKXC5UWb0bJiakRz4oqm2Vlm+7hPNVRY2tALJEGoUnBnIA+zqBRFEMYQx2klIUnShCtJTH/yPgN3CnClBFoJLJ0CxHUg7yYUcxGVYsR4xWOs2uCZ0wEf+2qOM5cq7Cpb7J2CbVM22ybh4I4W3ajF86dK5JTFeFVRKUKl6FMtR9i2Roj04fJ8m1orpNE1NDsRK3WbHVNF7jy0wldf6HJmvkTeCbGUjRBl9m5V/Mib1rj14Aof+2qR51+rsN7RTJQiKvmIvCvJuQrHEjiWxLIEWkmUIisfpig3pM4DScIA6FGcZKtbVlqMEqI4BXcUQhClehw/NHR8QbsHW6YVthnnxZMV5ldhtRZyZSXhynpMJ+rx/W9u8Je+JyTyq5ybTWdGVxoexTxMj1k012ZLR0+Z//DW+66zn3/msx+54573fvcBfH29gZLyL378M5/+udW52dGpsRBLWTx1wubmAz1u2C+II4vJsuHiUo5PP6Y5O9/ioRsb3LjLY+tEiZnFAmsNzY37FVPVApiUayqVpNQkVIShJIjSZTeMspp2TFb6I4vcksSwAe60SZlFbtAqbZjYlsG1E3JuRNGNqJZ8toy1WG52+eXPWTz84gi1eoF944IdE4KtEzbbJgS7p3tou8HHn9BcnC1wYFJSLUrKhRgpfeZXDY6WSAHGCIJQs3OixQvEtLqKesuwXMtxYJvL+x9o8odft7m87GDpECEsElMgjCS37K6z8wdbPHy0y+8+PMJLlwtsrQrGCjEFN8a1BY4lsC2JpQVakSbOUgySLUP6kCWGtNISp4DvgzyKU0qXgh2CLLL38xiBoL5q84mvKvwgZL2VcGkFlNvj5utbPHiDzy17XeYWxrm4UODKouT4hYCJsYi9WzXPvCZQOiY086NhsPXn73jDD6nA7/y67RS+ewBea7SwbevPf/YrT/7c8ROnJwLfoesp9m1v8r33JISxYqwUsnPaRmkb1w6ZWxUcOzHCq2dz7Nra5Z13rHPfdU32bc8RRBpbh9hWhNYxjhUTZIlSFCnCWBJFkjAWRJEkjgVxIja4diIYsBKTRm4pQKm06mCpBNtKcOyYnBNRzPmMVTp4ocfXXzV84htlnn+tQtW2uH6rYcuIZHLUZnpcsm0yYM/WOscve3zuqXHKSjNeFpQKglI+pNmN+fJzLkXbIEQKLM/XvOtuny8dSTUxzU7CSl2zbaLIe+/p8PzpNqfO2RScKE2ohUWS5OkFKdf/kYeaHNiywscfb/HsyQpX6jmmSoKym/YEXJ1gW6CVQMn0QU4jOfTrCklG1ZJkY4WLMqCnAQLCLCkPojRBDyJBDKy04JlTCX4M6IB7b2rwjju67Juy0KLClaUys8sOi6swvxqw3owwwuLzzxiq5YBd4y6jRZ+Zi69NbJl89Od27n9T0u00fjNf+M4PNn9HAW5MndUln6LLjz73/NP/9pWXvj7aaNfYPaFwdY4jJwSH9y/ztjsU9VaJ7ZMarW1yjk0hFzNSiphfy3HuksPPXwg4vLfJ996zxjtujyjmFFEsiWJFGGmiaKMiEMX9v5PE8QbAE5NF7mSjWCSEyZLKVMehdYJtxTh2SM4JKOY8Yjy+dlTye49VeO1SGRE67KoatlQMYxXF+IjN1Jhkejxkx1SL2dU2//ULBSI/x7ZtgkpRUypAKR8irICWV6BSNAiRliTDSDLiKKIkoh3atLsx9ZZifjXHtXuK/OS7G/z87zvMrBbQKsweDE0UufQCydSowy37Whze0+HEzDyf+EaOr75UYaGZo+AoijYULIOtDZYCLdN2vhCby2YJYJL0oYsTQWwgikVaP48FQZw2ibxY0IvBjyFKEkScMJoPeNOdTd57T5fDuzRRUGF5vcTsSo7ldcVqLWa5nk4S1TqCs6sJ33NXnRt2lJhblKxGGinXePjRxyduXLP/7bXX3x0tLcz9di8ps2vbd661/x0FeBh0GZ/Kv+fZI8/+p9/79COltVqL0/MC22rz/jfEFMtw5GzI7dc32Tbm49ohOadI3nEp5hSlvKJSiBivRczXXI6ddXjxrMennqrzM++tcc2OmImKRClFGNoEkTUAehSrDNySOJEkRmJMSgnMIKEEKRKUMmiVoHWEY0dYKqDlhay2Qv79Z1wurVQ5eqqCSWxGc4KJMcNYWTBaUoxWLCZHJVOjEVvHu4xW6jz8csJLJysc3iaoFiXFvKSUTyjkAoTl4zgardLfbwzEscTzNV4vJEoEbS+h3THUWhZL6yXuOtjhzmsbfPxRl1xNoWWYAtJoojgd6PB8i7GKy617O9y6r8ML9y8wsyr52FcrrDTyzK072EpSsAR2n4bJNPEcBPI+VSGN5JERRAmEicCPoRdBkBiII0QUInXAZLXH9Ts9fvp7u1y/2yaJyyysVphfzbO0pllrwFo9YK0Zs1I3zNYEy17M9sl17rimwZETDufm4UMPNLl1P5y8uMbMuc+OCpX8p+kd99fDsPO57yQmv2MAv3TxPJY9rZ5/8nf2fe2ZV0s5e44HbqowPWJzeVHxf/1OzHonYb1d4IVzHu+9p8Z77l5l9/Yu1XKZsVqBkbLNSMOiWlJUiiFFJ+b8aoEnjuV4+lSZotXhz72tyfbRkJ3THndd10aLdERMiJSupF1JmTVwhiI3BiENSsT4ocEQgYw4cUny4mnNF58vcuJKkSDKU9SK8ZxhpGCo5k1aBy9pRsqa0YpgaiRietxjy3idJ17z+dUvTrClohkvQamgKBUExXxEzvF55qyiF2isQgoqYwRBJHG14qYDHkderaTCJy+m0bJYazgsr1X5yXcsM7e2zpFXxrEkIEISIIo0QWjhB5KOp6kWXSqlAnce6HL/4S4/+OAqp2cTvvS8y/Onc5y9WCASGt9XdEOFEhIhxFWJZ9YTMAlRYjBJgiViynaAS8idN3fYvaXHtrGIH36Lj6NttMqzUqsys1Dl8qLL4hqs1iLWWzEr9YTllmG1mzA+0uavvK3Oe++JGCs53Lqvw3oT6s1RnjiqOTMbMj25Tr33jdLLJ1v7fuYvfVCdP3ch3rd/758egC/Nn2JyetR+5ZUXfvzCvPmFVq1Du5sH1eSem3Ls3FLk9CXN3EpE3TasdUr8+hcKfO7ZNh96oMFDN66wa1ubqbECtWaOpZrLwrImSgzr7Rg/lqwFZZbbeX7h41WSKGByvMe1O3qMliM+8JDHjomAMBQZ35YwFLnJ+KeUCUIKPvV4juMXCgitmVnIM7+cx80pyo6gUjCU3ISSC8WcoJxXlIqKalEzWoGxSsTkaI+tEy1i0+BTT5XwOgX2bzOU8opiXlLMJRTdCMsKePiIi9+VWBMgMzCFkaSQU7ztdo8nX07o+JJOZiPXaGuW1vNcs7vIB+5rcfREnplaESUTIMz4skUYK/wwbcx0eppmx6aYy1PI+VyzrccdB3vMrjS5vNhAWzHHLmr+8Bt5hFIpuIXcfBNNAiRgDGEQs3My4kMPeYyVYg7uNEyOQhTa+H4JP3Cod3O0uy5zKxavXTDMr0Ws1mPWOoZ2GDM26vED9zb50P0+U5U8jfYYMwsu9ZbNlSWLUzMRc2s9xkcCRkol1lZaHD7s/cLRoy90I7X3I0deOBncefv/+8mg7wjAz12YYX5h+cDFS7O//Mg3npI7thiuGc3xxEsFCoU202M9dk+XcSxJrRUx3klodAULzTL/6VNFPv9Mi7ff2eatt60itMOBnRaTYxZPn8nT9DUFC5QweFrTczRhkmO1U+IbxxMMMX/0fIgQcXqTTHqTICuWpLVAhFAIIZFKEYUamWgsLSk6sHvcULAS8k5C3oG8IyjkZEabNOWipFqC0XLEeNVnerxNTJ1//2mXp1+dYO8oVPNZ9M5LirmIfC6gkPfI5fI4SqJkxsFJ6UAYWvQ8gefHtH1Fp5fQ9pJ0ZK5gM7dc5t5rfX7mg8v84h9qrjQchEgwJiSJDWFkEYSSnm/R8RRFT1NwbfI5l7yTx3VCirmAW/YH2FbIbfsjPvzGLlpFWRMoQQizmZRnlC5JJEJIHEsBaSt/vZ6tkHFKCYNIU8iFOLkaL120aXqGQj7GLoT8wO0dvuf2gN2TLvX2FOdm8zTaFo1WOv+5sBoxUm5xzT5B2c7x3EmLcrHL7MXHJahfHhnznopC77XvBDb/XwP8P//mF3jlfDWnwpffJ/wXxM4pWG0obtjTYPtEiRdOVWm2DGNbYMu4ppBTtLox1U7MaDGm0RUsNat89AslHn3JwyQhd1zbw3VjXjifxzKCgjbYEvLGpJl+IggdSZhI4kQTJg5xVvYaPgZdSgFaiLRTqcDNGVxtcFWMY4GjwbUNOUeQsyX5nCTv6hTgBUGlmDBSihit+EyMdJieWOdXv5jwu1+dZHtFMVZMKBUUxbyikId8LvUpXFxPuLDo4Nqp/Bb6Sj9BL9DsnkqYGuvR6tl4PZNFcUmjrSnmXIr5Ch9+4woXF5f4tc9tRUuNISFOYqLEEEYaP1B4gcLzJV1Xku9pco5FzolpttMcw7ZiLB1jWTFapoMSUqbtfJGdqXRFACIDuaCZZCrLJKV+cdx/n/4zrh1xy8EOb74dXDfhzmsTTKTZNWnT7Ixw6lKOetui2dE0O4Jmx9DqxPhBwvR4jsa6xSNnIJQ+b9oumV2Fc0tHxFvv67zvvlsPXDh+5FPeDXd+3+sL8C3jPbvnnf77y435v9+oBXK9JdFacmahx9tub7F76yjLtQIdL6EXqHSypqtpdxWtbsJIN2K8nNDsSlaaRVo9wxeeTC91UQoKbjIAR9JvOWdKubSWKwaJ0jDnBrJOXppYaZmgJWiVVhYsJbC0SevGWuA6EteW5BxFzlUUc5Ji3lAuxFSKESMln7Fqlx2T6zx/1ufjj09TdR0miwmlvEjBnZMU3ISCG1HM+zx/Bo6dzrNv3GS8d6Nt7vmK2w4a9u/weOG1Cl3f4PViOp7OQG6Rd3Pk3Arf/4Yax86ucOTUFBhFksSpHDYyRKEZ6Ek8X5PvGXKuwrUTHNvCsWMcnaB1jKUTtEpQKr2mUqbSYIRBsMHnNpJzkV1fMWj195WXBoMfaHKO4kMPRAghiGNNx3M4eSmdpGq2Ja2uoNU1tLsR7W5Mtxfjh3B2TrPYiIlkm7fe4RNHLpNjMSs15NlL8/9UOwW7WCz9KyB43QDe63kyCrs/e+TJ//Q3Xzl2wa7my3ieZqEW8OLZIiev9HjzrevctLtGwc2xvJ6n2XHSMbKOotVVtLuKdjZGNVGN6fYMnp92IgcRObugJovSScZC+s2boc77phW336ruN3SUzDqWCiydDgrYWffPsRWuo8g5gnxOUMwZSvmYciGiUvQZLXtMj9c5csbjZz86yZW5CnvGEip5KOUUhZyi4ELBjcm5IbbVo9kzKKmwlEHKjU8WJ4IoloSRTSkX0o0Sun66P0+3F9PuSpo5Rb7t4DpFdk2F/Isfb/LPfkvy3KlJDIrEJMRxQhRHBFFCECp6gcJzJDlf4doSxzap261OsKy03q+VSQGuUoCrjKYIYTYr77LWvsmCiEn6QN+swKy1XIyBIJJ0e4qOp2h3Be0utLyETgbsthfT9qDmSRYbhny+w437OrzplpB90xbNlmRxNU8cJaysnrcX2+W/+7f/f++wut3uP87n83/idv6fGODG1DGJ969eefHxv37s1SV3rS4p5OrcfbjAWq3Ay2ddTp/Nc+ycz/4dLd51d4M331QnjgvUWwXqLZdGO/XzaHUl7a5Fq6NpewldL6YXpNWOtBPZj9Z9UG8+uQrgGe3OEsuUoigpUCotl+lsFM3SEsdODYBcJ7VkyDmGgptQzKdKvXIxYKTkMT3e4MjpLv/sI2OcuTLCzpG0wlLMSQp5mUbvnCHvxuTdkDAO+J1Hi0ilsKRBiY0yYWJEVre3+JG31HnkpYB24ND1+/OiinZH0XQ0ru3gWCUObo/4l39hnX/yEcGzr02SGEmcpG31MEqFZn6Q4Lup3NVxBK4lcOy0s2lrM+jYapUgVVobl8KkgxJ9gG+0PIHsepP2EvqfvQ/yJElFW34o8HxJ20vtK9rdKJv7TGh7hmbXsNYRrHUNIR5vuqXBu+/yObDVJQ5HOXclzytnJautLtu3NNk2aXNhds599OtP/Y0HH3xQzC+3/sHWyT9ZbfxPDPCnj1zCGHPnSy88k2t2E6r5Ck8eDdky1eXdd/uUixUKrubUDBw7ZXH0bIlPfKPFrvEeP/KWNru3OoRhnrVGbhDVm21Nva2otyWtjsTz48GsZN++wZh0LIv+hb/qc/UB3tdg9Dt5/eitdV93IrEsmeo3bIHrpJ4neSemkMtkqIWASsljvNLk+dNdfvY3RzgxM8a2qmC0MERNXE3BTfUrOTci56SWyfPrVSwlUDLJynIbSWYcS6JIsaVqiKKQVuji+Yaen+D1Yto9Sa6rcG0L23KxdJlD2yL+5Z9f5R/+Bhw5OUGcyBTgsSGM4iySJ/hOghtIerYaUDDLAkunFC3VqRi0JKMpILLXb4HxjJJsNIU2wA1+lGrGW52Eejui2U6n9JueoeEJllvgJQnbJ9v8ne9rsHMs5tB2C0GZlfUyJy7meeF0xFqnyTvv6bJ9tMCxc3kEXc6efy73wF1b7xRXV3z+B44/kXXbs089wkixlH/15T/48bW17s7zS4ZbDyaMFXNcmrN56Wy69NlKo4TBVWAizZWlHEfPF/nGcYvZ9YAw6rBva5uJEZ9qKaSQM1iWII4VUaLApAMISrIBTEuk/NlK6cXVp2ungE0VgQLHkSn1cBWuo8m5inx2FnKCYk5QzCWUCgmlfEylEFEuBlSKPiOlLhMjDV4+7/GPf63K8csTbClrpkqGkYKgUpCUC6l0tVI0jBRT/crESIfnz/h89pkRXGEzmjdpdSW/we0LWSLqOB7HLwsuLpYoOwZXk7XZ01xGqfThlEIAkt1bIm450ODEZTgxl8cgszE1Q5yYrIyY6krigZoylRenYrQNUVoQpTX5INPzpMK1VBseZKcfyoGYbfBzmEbtXigH4F5rhMyuRMysJlxeh4VWQiQ97rqhxoceXONn3tvh7oMW1XyZdqfKwkqJxTWXlYaiUvF46+0Bjqzy3PEcM0sRN+wPWF5NePn0wty2qes+/r4PfCj8nY999H9+BH/26BzS3VpZX/69/7pSC98QmC7X7ZQUCwH3TMeUCiUuLWg8D2xLMFIR2DqmmEsY70KzJ6l7ZT719RKffTJky6jHrQc7vOeedZKwy9hIjm5vnHrbwbEVUgpiLTLenfLwVFNiNvNukQqKhMwksJnISGWnVqAyxaCVgci2Elw7E1g5MbmMXhRzPuWiR7XY4pXzPv/k16scuzzBVEUznk8o56DgCgo5RT6nyA+id4zrRBTzPZ44ZtNoulSrG23yflRMkmz6PVZMjCreeGOHJ15M8AJBL0itLDw/putJXEviWhpL22idQ8qEa7Ybfu4vrfD3fsXw7JkJwkQTZgrAVPaaRnInlAN1oa3TB8bSAi0FSvevDYPPJ6XYaOeL/nqzuSHUP5NMuxJGqX6l3k5Y7fiUxwIKIz7fe2+bW/cbpqoaSxaot3NcnHNodW2aHT3waBEGinaec5dyXFpIePVywOSox+kZjbZ6OLL7hpMXTv/Gj/zA+3/K+DMN4fyPWTf/DwPc7ywivNrfW1k8+QNT5Su0W6O8eFFy4orHjfua3HwgYmqszGrdotsTdHuKgqso9mK6XsxIzzDhJ2ztQdu3abYcvvpshS89E2MJn3ff5TNdjfGD1LbBlpIkkZvBnQE8xbUYgLzfv5BDGu80Ava5N6k+QxssKx0sdu0E147JuRF5N6Tg+hTzPUbKTY6e9fn7vzLGKxcnmahYTORjynmTgVtmK4Ek5xhyToLrROSdgCjxaQcOQkms7PfLAQcXmfYjE4iFFgW7l8oFApdqH+S9mK6tsi1RJJbWWLq/Aa3h+l2Gn/+pZf7Of0l49vQkYaJTQVScZJP0AjdMcCyTrm46QWd5h1apRFjJ4RUCRP91SJg1eDCHcp1hkBsDtqXYMa256yaPd97TRmARxxX8wGZ51abds+h4Gx4tbU+kPi1eMviua42E+VbMTYea3LLXkNMFTs/YHHl1kUSd/oHZS8cv+H7wD/+nRvDZuQW2bNmy82O/8+uH15aaXJwrExNyzS7N/FKJj3wh4gNvavCuO0KqxQrrTZtWV9LxJN2epNvTeL0EL0g9OtJxs9TaIIolhjyXrxQJPMVY1WDrjZYyWQlwo9RtNqL2cFKZJZYym9BRWTKltcFSKbBtbQbqQdeKM94cknN9qqUu5UKbI6ci/sGvjvHyxUnGy5rxXEzZNRQzcOfclPb0wZ1zYlw7olQIOHXZ8PjRAraUWCrJkriNGkUKcAhjRZRoHrglZN+eDheu5BjPk86XBqmfSbeXRWGt0DodtE6bRobrdsK//ok1/uGvJDx1YpxemMOPJUFkyGc6bsciBbnur15JmosoiVTxYIVTUgwBXAyBnIFuJXvZdB+ESKnhzinN9olxzl4ewQBRRn16oaTnZ/OdPmmVrBenw+KZAdN6GxbbhrffW+MHH5A8/9oIJ+cipse7jJY1i/V1nj7y3OHv//6f3LmyNDczMbXtOw/wleUlCsXSrpOvvvj/XJirvWdhscmt+xwWVx2anZh9W+HKSonnz/h84ME1duUMrlOk3bVodzXdnqLrp6Y7/RvoZ6Y7UZRO2ggBts7E+7bA1sMyTzbVAPsK528CtzBI1S8LpmDQKova2mDrBMtKcKwEx45w7QjXCci7PiPlLvV2lydfg3/9e1McPz/GWAbuSs5QzAkKrhjUytPKS5JGbzsFeM7xCeKYnufiqvQhk0JsUvL1GylpoqkpupK89vEDgxeKIYAn2HaMbWksS6KVQklrAHAE3LBb8K9/qs6//f2IZ0+PstAs0StIKrGhGBlcy+BkpzWgaCYrFzIE8I0IPvi82YcWsEmgNXwvlBRgJGt1iddzMvfbVIcfRqlthZ/d63Q4PB4EuY5naPUEsw2J0W3uPBCxsLSFc7OaiZGI5bUis+sx1+1ZRjP6nmeffTG+4cYb/8bC4url6S3j31mAv3b6Ivlc7o7nXnztfSsLJ1has3iiF3HTvh67ttkUHcH1++sE1KmWGowWUglqvZWj07Xp+FYG7rTr5gciG3olM91Jo4KUZBEGlOoDd6hWMsj0zeAmpHYP/ehtMnpiMtVgGrm1TrB0gj2Qx6bgduwM3CMdVuseP/c7eT733DhrnSrjZcm4m4HbTXl33k2pSc6R5B2TRfCUe7tOAAQ89opNPbQZddikx0YMLe8m5eFBqCk5modu7nLkTEA7dCiHCX6QmvXYfqpVt3UKcK0MSloImTZoMHBou+QX/2qLLx3x+Fe/OcncWhWvoqnYgmKUkI/ACVPrZVulhkZW/xrLfqVp43WDplzNydl0HwTpP+urhF4gaHflIBj1G1H9fCAYNh/yoRNAs6dY68BqI2K80uGjX9HEfkLR7bFQg6mxJvffbCi7DqfPnGFibPp9jTX3d3y/e/k7GsFX1nqMjzr7P/XFp//ay68d49ptNhPlHMcuCJ5+xSNRMdfuaHNgd8TcOjz+aplD20Luu26V7VMOQZDD8x0abTezJ0hbzMPZehSLQSmw3zQeRA+xuRjYv4h98AvRB7jJOnRkZbAU2Fql4LZ0jG3F2FaEa4c4dkgx56F1lyeOxfzGl0t88ekJgqTEREkw5qa0JC0B9uvkKjtFFrmHo3eI1j7PnKzQDTRb8v3Pc3UEZ9AVDCOFaynuvMYjSlKAe2E2+R9uRD5L90ucKgNi2n0U2dUaqwh+4MEORWeB3/yyx5MnR1kKc3RdSSkyFLRJQa6zPESZLC8xGcj711BsaMclaY1GbOQ4V2E80/lsfLe+s1Y6MJHSz76NnBcKOoFgrSNoh4YgDtg20eE99zU4uK3HatNhbgWu22nYt81BChtih+NnbdaaLRbmXyKnzuIH//19n/8mwBvrV3jxpc8zMVaavjJz+f62t87YSMTO6Zgb9jucny1wYQEuXXF5+njExTVBswe28jmwvcOWao8feUuT6VHJoR0Sk9h0fZd216bna/xQZ7OV2QhaLAYDC8Na7s0X1VxFTfpduVQxqCSZMWUyiNyWSrUYjhVi2yGuFZDP97DtLr/3Vc2/+e0JLqyOYDkuU0XBiBNTcgwFBwrZhH3OSbudbtYQSvUrcbYSpPRkrRXTCWxspbClGSSYfQQYNuQF6eCvJIgsclaPqYpHo1vEC0Vmt5bmCpYVZ40plU3pqBTgmxLXVPn4nvs63HbtKv/6Yz1+9+FxalGBrmNRsCQlnWpwHA22YjAMoftNn2zlkwOqstEAysr4Q1E8fbT6iX9/PDCKDUEsCMJ0qxYvEnRCQdMDP0hIRMCBHR1uHu/x4be0ma4kHNgOCpuW53BlyWVprcDqquLCvOT8fEwiu+TzCeu1Nezc5D9rJdee+pXf/I+vvunB97J/7x+/Ye1/E+BxnHDnXW/etb58/Fe3FU9waEuZrx1JMKrLdfua3H9rjcPNEudmbT79uKaswM0JvNDi1OUCxy5EPH86oJwLeOd9TbSIqeZbvP2OkC0TmiiywVh4vkPbcwZ2YWGUDi8kycaoWf+69iNGvzkxALg0KJkgN0XuOAN5hK1TSuLYPo7lcXk54te+VOCzT41ycblKKW8x4kLViSk6Jmu998EtM3DLQVPIzbi3Y6cPTqng85lnNOdmcrhKpB3DfgVlg8lu2DiYlIeHkebQTnjnbW1+4yujdPKaUpgaGTlBljeoJKuL9ytDfZBbGzfLpKvCjjHJP/jhLod3z/ErXxzh4lKZWpSja2kKSpDPgG5Lkz44WZVpsPpl+h3ZLx8OAL5RVcFsSCfShBl6oaAbSOqZRRwiwiQBU6M+H36wzUg+RAt4970+BceinLcJQpswsGgFFlGswVg8dQzOzMWsdzs8cGOPw3s0JAXOzuR4/kz78Pd/39ZP3nbjm99eb7T+m1TljwW4SUIQmqMvv7Lt4vnTe+vNRfbtLLJnm8OF2TIvvRry+Ms+q80egd8jjoqMFgRSJMSJIIzBjxVemKfTyfOxL1fwwgRLRXzs6z0EIe+4q8t917XQdLlhj6YXFGl13AzkKtV3XyWiEtkNSF8z0VAG7rRq0o/eMZaO0skdHeE4Prb2accBv/xJm9/80hTz6xUSlWOkrBixDWU7IZ9F7vygfZ81i/rUJKudD8Btp91LPww4N+fQCRyqTlbFEf26fAaSfhfWDGlSQk2poNm9LUA5PdpBEc8W5DJ/EjujV1ZGUXS/6iHUt0leFePlLj/5ni7ve2CJ3/xSi1/71ChrXgFPu7hakdeCnDI4kUmjuUypipYb8gYpzVAkz+riQ7eiXyoMY4EXwronacURN+5rYkmf+6/3ePsdAcJYTI+BlBa+bxPHZQLf4kpLZy4IqUJRShirtPmL752nG0hWahV6XpmTF20uzEeERAhWWV86uXdtJb/t0LU3X+72YvLut+9X/rEAX1xcoVgsjkspPvn1p49athplsSaYmuhy+4EOti5z9HSeAqkkNF+EnJ0mKmbYliBrCATZ4GoQ2/Q6Nl4k+NiXDb/5+Qgte/z9D6/wofvrGDOCECk/3Azw/rJsMu49HL0zlZyKU4DrGK1ibCvEtQNsK6DZC3jmuOT3vlriU0+N0ouL2LbNqC2o2AkFO/XZztsb4HYdieNInIyapI2hrDKRAdy2Qkr5gEuLhidfyhOEFk7BfFOC2T+SAQdPtddBqLAszRtva/Pxr3U4M1fAc9NuoW8Z7AisMMEKEpSSad1aCqSQG+Y+XFVjTyR5RzNZ8fg739/lmh0+v/vVIi+eKrPqFegpG8vSuFqQk+DIrIzaL69Kk/YTBFeBvP9dzOD3BRE0fEkzCPiBNy7xD37IQxiXIMwTxxWCULO8pjPXA7XJ9DSKBVGc3mMlE9pdTd4pECWSsOfy8hnBhaUWt1wTMF1xWVq3WV0+Ymnrjk82m50be73W6p84gs93q7I1c/aOc689Wi7lalyzyyE3M8b8isNXnvYp5yQ7pzRbxhRRbBh8dzZUf6nLqclsCdLuV9+vJE6SbGpb0/JLfOSLFtfuXObQtpggSPXKiRGDSXghzNBrMpB7przboFWcAlzFAzqidUizE/L0a4KPfqXEV4+WqTWLyFw6B1qxDCU7IW8Z8rYhZ5NF7TRy5xyJaytcW+DaZAq9JAN3gmOl/Ftpn7NzMN9008ZKxm83N0429DPpHGQK8iiRBIFmsiTYv93j1SsR3dDCz5IzOyAFn4ozitJv1IC8SqcxkBRnZcgwTvXhH3qjx1tvr/P1l9v81sMlXjxVYr2dpyltOrbGVgJbChxJOsMpDVr085qNEuyg7zCYzk9XIi8UXLfb58ffYrO8Mka7ZxGFKgPwBpCjWA7yrCgzH4rjTKKLyaw1ckTZNP+WsYiDu2yiMM/l+ZhT8z77d/Z44qmvld/yFv+O7dv2fIU/xjzojwX4+uqCEwfRfyG6UCjlKyysG67Z0+X2Qxa1pk3X16nvXaQIIrIPy8BkJ84A3tdFxHGmk8j+Pp1430hULLuA15mk3Q1AgNbxUJJjNgn0U1qSZJw7QckYJWPsfjVDhqy2I554SfPlp4t87skyK60CwnWxihYlDWUrneTJWWS0A3K2yE6ZSU4z3m0LnH707gNcR9h2hGsHGBPy2FGHmcUcYyMCSyYZjxUbg76DtT1V5/UBHscKz7fYOSl4481dPvtcQCe08EKBaxnsKI3ifmiGVik1qFcj5Caakp5pBzjOzijS5ByfDz3o8ebb1vmjp9p86ek8TxwvstLM4wkbz9ZoS6GFwJICS0osYTKqZVCIDfUhGxFdChhxYyo6z4snqjiW3lhR+iZDRgywEcf9hDT7eYCXLAjGycDfPEkEXuBQa8XkciHbJqDTKvLiiSuFd74t/i8mWL4G8P5EAD958iSh3+HymTAVPekQI0MO7wkZs22uLYPEZa3p0upqen7mdReJgTVYOgliBnZhSSYKGpa6SpFqQ0bKoGSObs+QdwO0jlIAC5MllJnnnkgGY1d9OmLrENcN6fkxZ+bh8oLiE4+W+cqLJVbqBbBcdMkiryRFy1DUCTnLkLNS62XXBtdKPQlTmakcOkX29yYDeTIAuW2l42kXFhJeveSAZWXLvBlq0YtNNbZ+u7tfSUmvVWrnfP1un2u3dTg9n8dzBflI4IQGX5GV9pIseverKf0y3QZXGdTZs1JkkqjMfcCiF1jkcj4/9jafd93V4JGXOvzB1/JcXnA5PZ8naDhEjqanNVLJtJ0PaCmzySiz+VWCowxFG0Qoefk0VEsG25JDCenQim4MSTwkCBsKgsOG/S0PVtsgZMBINUaIgH1bYKxiYQmJMV1W5s/Ta+b/OAh/e4CfOb8oer731z77R78+tnd7wMxSmfOX87x0yuPFEz4t33DTfo8Hb2mzb5um2SnR7jr0Ap3aqGU+JVHU98PLSn9D2m5IM3SlwbESSvmIUj7MEqooNfrJKMcGJYmRMkHLGMdJnVSjOGZpHR79hubCXI7Hn88xX89xYaEAjoPKa1ytKGhDQSdpFcEyODo1jncsMhD3T5mdKgM4GefOwG3FOFYavdMHK+DSKpy6nMeSm8uDw9y1rwcfDGv0KylJ6vcSRRbX7vTYP9HltYsR3ciiGAp8DXaU2kKrIYBLKRBSborkA5oyMPURg2Q29Y9RhLGFb9mUcgE/8haf+w63mK+3eOwFm4uzDo8czbOw7hJ7FonUhLZCyHROU0iFzABvCXBVeiPtGFo9w9J6SLsbY1up+nNYy9JftZNkg77GmdlQ302rFwoanqDuh+ye7vLGmwNu2CfxPJvxkkW9WeT0bMKVNZ/njp4e+8D7/9xf81pzP58rbTP/QwBfvPwkxkQ/cHDLYqHesim6FvcdlqzUiyyu5fGimOdeKfDiGY9bDtb4Pz6wTLtbouM5mxyn4v7uCf2kyojBTe6X+rQy2Dp1lcq7IXnXx3ECbB2idJRyT5kBW0dYTkQYGy7OCl69qHj0+TyvXbI5eSlHy3fwAwcsG1WycJQgryCvE3JDdWBH93UaAttiMBzgZLTEthW2LbMHwGxwbytOO4tWyvNdO8QkAcs1iW8ctJbY0qCHymxXBfDB94+zAd90lUvr4QLN+EiAVD06oUVXi7TSEW4IxrRKNnUgpRjKYvtmRwhMIjci+ZAxkhWrgf1E17eZqgbsmAy5ZY+PF3j8uUtNXrts8+gRl1cvuVy84hJGCuMoUJoYRagUvlT0EomfCKJEEJtUW5SzE2xtBt6IwytLbIZGDhORuWmlBYheJGj6gq4f8De+f5lb9uRwVJWuZ+N1LJ6fkazUDPlcgt9zePjpWkG5R35Aa/Xz/0MR/Mq5L1JvtNWzz58Vi8uGWjfhe+5aIklckshhpWaz1rBYb2ouLdlcWmxixDLlos/kiE0QWoSZIU8vSKNGklUMBuNOmRKz7zKVDsVGWdXDJ+8GWDpE6ogwTDdPktJwZl7y+486dAPFKyddzs86rHVs/NgGbYOyUCWFLQU5BXmV6tFdnWCrTHik0qhtWyJtegyD25LYGS1xbHBssqpJ2jK3dIJtRVlHNCTnBqzUYx59tkiz7VAtC3RWi++Lvq7uAA5AnrBp1tH3FWOjirfe1eORFz2uNAt4lkxpigYrMlhhv2ad1dhlnJYLGfY6kRtR0+ih35EC3Y4VsVZEliKMNWFopaVUK6Rgh9x3fcSd1/i89/4eZ2clx05ZeIHidx/NcWnJAanoepo4sAiVJlY2PUfRjCQF35DLmkgqa771j42pLJkNj6cbFfSy/ZHiKEI7ATndZN8Wn6WV7cwsWKw3YbWZsNKI6P/vXXf4NLsuS4uXxcjUdeo3P/5o9Od/4M3/fQAPY0GhUPzlsVL9BiLB7IrLL3wcqlWPh25qsn1Mcv1+G69nYVs9/ujZLm/72+PcsD/mgw96hIFPGCpGSnDrtREFWxBHfbcpudmQJ6uIKBmjVIS0Ylo9w1PHJbW2IZeDF067fP4pFz+S9AKLxWWLBEVoLBJhgdYIR6OlxFYCVxrcDNiOMjjKpBpwndV89UbktvtzmQNwq2xGUwyit20l2HZfoBUPordthygV8I2XFZ99roiydVpu28S/v30E79fCUx4uCWNFr2fxrrs9PvdMi999rEwncilkPNzq8/Cw35Qxg2khIfpPUr++IYe4/hDAk4w66jSSW1oRaY2O4hToKr0Plo6ouhF3HYy482AIwuf7HuhmGwpIPv+0w4snbdycZK1tcexEjnbLJlKKltQIqb5Jv2KGvnySJOTtiMPXeoyWQqIwIY4SPvhgh5sP+Pzh42U+9ViCLUN6QcLWSY/p7QFvvMljtJjnynyJkxdjVpqdGx7aU/hlAT/53xXB12o1RqvV0m9/4nMHP/tooKSO6Xkalxyzsw6/eDJiy6TPtsmQMAgQ0vDEa5MsN3JcWIWHjySYJMFEMaVywO2HPfJOTBL1k8qrZs2GWsAii0qNjuKFVy3aTYlUAj8R+IlKI5PQIBVIhZAaKSWWFCmYpcGRCbZMgWArsNWGR18KcrEx8KDTQYD+4PEwuNMIn8lqrX4Ej4fOCEeHGBMwv2YT+C5OWWJnbW+VqfI2dTHF0Nc3G3StH1njRBGEFtWiYvtYgC16eJGDFwlyOi2b9TUk/YaWksPyVjn4XenvkFklIxkywU8yKcQGNYqiOOsbqLRBpiLCKEaFfZuJ9Nw2nlJFMBza0SNIekhtqDclLxy3aXbS+9XveG6MS/Rvt4CknwBD3oE7r48YLRmiUBPHCiVdtLb58Jtjdm+5AlLiB4pdE4LtoxartTHWm3kmR9o8dFud6YlQbdtVO3jj7R8s/VC43lLW6B8P8NnFGgsrzZ/32icevHVfgB8UwRhcy6LVgYU1zdyqzYlTCZ3AEMeCkhaMjG0siVFW+gniAt94cYQwSyz7PfcB0K/aQWUjATNE0mCsbGon6xULUgWQlAIlUs89R6YtZ1uabAsSk/mfbES8PrgtnU7Up1vvMQC3baWDx3YGblszkJimETyL4jrBzhJgywpxnJDZtYSPPVIAbWNJsZFgDuiJ+KYIvgFyBiahKdgUcZyC/MNv9fijJzxOLhfpxBb5KN2UNlUBmo1JHNXvCfSVlWwIR/orRSKHBF79MxloYbRWWHHql2JlQE8bZ2neo1SMEn2zoGRQpsVAHApKFrzp1g3LvIF2P7upg3l9k8rD0in9tBkVRpKVNUUS90ua6cOppeHeQzFxLOn2bFbqOZ47bjO/mm5B7tgFwOWVcwE3t88+eM11F34+iuK//N+M4EdeeBiEtL3mCkuNmLuuWafVyxGFgr3bNVtW81SLivVGRKeXEIQZfxo0dvoXktSMJ7lqGp7h6ZANM5zEZIY+saCXCHqxIIgFkdmo4ktAi/TL2yKlAloy9Nofqh0SEmmGfFBSkNt6Y6p+A+ByQFsc2wxG2mw7GTLOibCy6G3rECkDZpYEqy0XoTWOZBM9GbTnh4Z5+8/5wI5hGHhZpSOILEZLPjunPE4v+XixpheDEwus2GBFGQ+P+u30ZEhhqTYJ6PuxJHXaNUP3p0+NEnScECuJ0v3ty1UmVouRKi3FqqyKJfqOWBmIkz7lyRyv+v6QaUDbsK0W/feDAWYxSICTQTlzQ2iXmNTjPQgkbU+x2hBcmo9ZqncYH/FZbms6QcKtew0XLrf48qOP2Enyzf2ebwK48C+l1ycOCbsFPvX1PAsNgxJdHrrRY6LiMj3uUMgpur0kG1rYKMxvNHL64N6oeQ+D+1tG7TjbIS0UeEFq2xv2JbRmQx+hROZWlQG7/6rUZpD3LSK0SjeX0nrDDyUFt0xf7T7Q+8lnBu7+9I9OBhTF0ik/te2QiJAvPZNjeTWHVVbYwxqO4QrK1WvV8GzjJlOdtOnT81MH23fc0+GZ4z1akUtXa3JRQpC105XcEEQNuowiYWNyqJ9oikEASUt0maeKgVilv1MngkgJdCzTYedMiRllQJdZ0qwycPf1+f0SZxBY9AKN51v4gRrsO7rJ0qOfdw3hwBiRVZKylSzrnYSxJAzT/YK8IJ0CarYTIOLwgZAHb/ZJYsFKzWV51WKl7vPcsflvclj4JoC3lj5Lseje+9ufOnJbubjC3TdYYGyabc1KfYRWV1DOw8RITKWYzlt2eoqebwiC/u66SQbyvkHP8KDwt7B5EBs10jACz09odLM6QAhW3wBIpF00lUXGvl6iv3lUfzxNy83AHvigKNJ5xG8F8H7C2efduk9LTMa3N2vJbSvEtgKWmglHz+dA2+iMnughgVK/gymuQrhBbBgWDVa5DV4cxYowtLh5n89oxaNZz9ONFHkFVpR+FxWb9AyHAU4K8sEvyiykh92qEpNG80SQqFQUZyWCWElilRArQZSBfFi8pgaVoWyaKNOi9LuwzY5Ns23T6am00ZcBXHxTlrl5FTPZap9GbEGUbRoWBAYvs9Do9lLvl7GKoKhKPHakykpD0OhEJIQoyzAxNXpbYfot9/7CRx56+m/9+Ju+NcBfOaOxLPE9jUZ4U7PeYb7mcvPBNsaxueXadCwtXUokzY7DWsOh0da0PZntmZMW6/sdqiTd+WjzsDAMLaf91/SGR7Gh3Y2JkoiOn7kuyRQcMoscqYnP0Eia6JfN+sPFYvCzpQRqML2yAez+8G0avTPOrRnw7X5JMI3YG+C2BurEEEHIF59yeOa1ItLR2FKk/tsDBeGwP0sf31d3M6+2RksTzThReD2Lu67zeOd9bX7ti0WC2KETS9w43QJx8FCLIZoiZRbFh3/Vt4vkkGiZBSIxAHesJEolaUSXMrN5k5lRUDIYehaZ5Vv/s3c8i4VVi2Y3jcKb5c39ys6GGtEM+iFm8HmiON3NLQhTZtDtJTS7CWstWO8KEpNgkpD923pMjRmEY7jrYMy5OU2lEN50zbbW90RR+PS3jOBx7xLSKbz1xee+/sO1eg3fq7C8YvPZhZBaJ2b3VMjObYb1jiGvPN5zT50DO0rMrZSpt6x0DC2UhFHWfk76WfwQLblq/EluWmbTqZLEJDRCw+KsIG8xBOiN6sTg/dCp+xP0Kn2/KYpn0zCW2gzu1E7hqsidzWza2XibpfsDB9HQGRIQ8gePlYiNgxp0L4cTzI25xn5lYxMHz3YjNgOXKEmSlQvTZFMjsPjQQ11+50s+jSTEi128WGBFDKK4lAYZiYGMIS0XXs1F5VBpUgyBXBDrzEtFZSDXBpWkdCVWCSqRKbDjbPJHmaFonkb2sWqX0zOG4+fT/6YaSrAH0/qD+y76+e+GpjxhIOGIonS8zfNTR6yZdahUO/zQ93TQUtPqSA5si9kxoVhv5gl8h7X1hPW1FeZXWj98771vffyVMwuP3HRwejPA1xuCXI59M3Px3qjXYte0ZteU4vSMy2o9ot3J8fKrhpZnaHoJq80WP/Euj/GKhRCGnJ+OoKXdso2pFYwYeprNUGTLAJF15ixtKOQiSvkOpxd7LDdH2Tqiyet44Ao7oCSKqwCe+XsoMeDifWsEKzMMSl2t5MA2YVBJGZQD04n7dDDZZJF7I8HUQ9HbsQKOnpecW3AxykJJiS0TtBgaFsjKhIMK4dVLdXYOrNASMVSvTkEeRhZ7p0Ou3dPhubM5QpVKjF0JVmzQkUhFUCKbwokyHo5EkFxVgxZDUVwMAYtNUoo4SfUusTKouA/oPmWRqCTJdqVLsIRBqYjJ0TorXY8j52yqjqDgDs98Xj3nObySbaZpfU1KEKXOAqttQaEY8ONv73HbgTzNtkOra+H5iotXFMvrktOzMageo8WIkg725pS/T1rRI98UwU9fXsW2czQ7TZIkNSo/uDNirAqNtqLR1rQ60PYMHc8QJC7Lax12TaY2Z44Vb2rNDyL3VdFbZPOE/ekbS6U813FCqkUPrev4sYMxEjAZ1WBohvAqUPfPbNJlEMnlhk1bmjhtAHzY/CedtmcA7EG3chC5Y2ydNnbSqaAQQ8gfPpZnfT2HcHRadxdDid/VGhQ2rsFwktX3FRnWcQ9q04kiDDVjI5IPvrHN0fMl/Nilq2xyccrF9RBlS8HdXyuSrCbeF+ZmVOUqPp5qQ4YUf4NTopI0n1BJeq/iJF1hdSLQWdBKTfnTw7W7LDZ8lskzWjDksxWxT6X6ZVPZ97G5qoWfZFQlyiTVQZR+zumyRehN8MRRJ/VSyTbtanUTGp2IKIH9O22U0JikQ14tIqT/zRTlK49+ljDW7J1Y5M13NbEtSSnvoVRCp5ej6zkkiUW3l85SSgGjZYlSIQXtk3M2NCeD7UP67fjhQYUsUUnryWlUdOwQ2+7RjXr89ldtfvcbE5QLElclOAOzHgYJ5LChz3D03ojifaNNidKbAW7rzADI6m8dmHU4tcEatOKT7H286dQqndw5OQOf/GoRX9ooqbLu5WZPlqs7mFd364f9Ra62KE6yCB7FGifWfPAtPT76lS7HL+YIlUVXSuw4yapHAhmbgdFoqrwUg0QwPZLsd23et2g4kscJ6EEJ0aATQyxBJ1kFJQP8xv1Ng5UOE2rNPB+8v8GlxQU+8fAY59eK2DrduMBV2fyn3pyAb5pEGuLk/fJynKVf9YbkkSMgRIAXGLwgIcDQ8SMCP0QpwXLbQkoIxcsk/ml6gdkM8G5rkVxxKv9ff+1Xdl+aW+foGZt6S2IriziBdU/haJ/vva9O3rEZKQt2TqZA2SjpbwB784hZ+sUsq19qikHERHGCFCFCRpyZhcWG4L9+foyXL1RxpMNYLp2wSZstWV1bDQM7c2TqAzsD+rBrk9b9TV4z7q2uAne/fW/1B5NTqqQHI2L9mc4oO0OUFXBuXtMObFA6oyfmKnnsZgXhN1VRhviwuboWnjVANho/moIlOLi1x/FzAXHi4CU2bpxqtnXGwZVIq1hpY6nfWkkGSeZGJBcbHc5MD6ONyJK99M9UptlWKjUJVSoFeCz7ZeD0QcT0LTtySAE/8942b7ppgV/5Yp75Wo7zs3k6kZXaPUcSLeSgu6szt9tND/1QftBvA655BqsRsmMqpFiM2Zbzefc9IUo6dLqKJJFo1WW9ERFGo6B27/6RH//L+Xse+lvd/Xu2pAA/d2kJx2m+Zc+Okb8Xtn3KukjFsghDSS8AExpW6jH/6Q8qrLRC9m7r8L1vaPLB+7uMltJSUd8UfRCtMlN1KQ2trmBmOY3k2kpY78BTLzusNjSRcPjMU2XWWnlsYVPNCUaKKbjdPrizTU31EJClGrJny3ie7stIh2jJ8C7GliKrhafgTgG8YQpkDdOT4eitsrlOO6DWTviPny6y7rkIx0rpyVDS21+GxVVR6lsdg95AJiM2w9WUrHUfRZpSXvPT72/z9aMl1n2bQGo8KbGzGcoNy4f+1I0YzE8KkQxktIYkA3eCQV5VWRFZBDcbK2QCsRQpTYnT7xhlmvTBXqSmb38hKeY1tx7o8Wt/y6PeafP5ZywSAcsNzTNHczTaFtJKJRfnllIpxuYIsKmWCnHCWKXHO+9r8/57I/ZusVmplWi2R1let2m3JV4AURRTayXUOhH7D43+vcuXTj3td70/GkTwV187ies4nDg3S63WZaIiuPU6gWNpGm2LTjdVj12cV6zUNDNrLv/uEy7n5+Z4731tltct1hpy8+R19l5pyfl5i6887RIbhdQKL9QsLDlEgY22FMW8YFsJilZCzkrSAQSLDISbuXU/YUn10H3DmiGjzSFQaynRGSXRA4D3OXcySCotnQzAbWWznBsT+Sm4LRVi2wGfeMzixIUcSAspJU5fGjsoZW5wcIavx7cD93DDZ2jcLOm3smNNFFlcv7fLe+5r8dGvuCTawZM2jhSDpo+SglD0LZC/OZKL4Ug+3FUc0sQkCpQRAyoS963vkv71Ncg4vc6hMlhRCuzU20bhBxbtrovrFMg5AT/21lT23AsC5h4ICOLU4cAAn3/a4cJ8aoNBZoHRB46UsNYQrNcM777P4513FFhY2coLJ/Isr0suzCd4gU/LM6x1oOj47N0WMDkaIoLzXDiviSN/g6K0fUMsEloefOPlPCY23LK/h7YT1ts+JTviDYcLKFViasxwx3UhTb/Hb3zJ4ctPu6x1bOptCyMkiP4G6RIhVDozKAQ6kdk0eBpZx0qGvE6Vfo5OcPqUweq30xlUP4Yj46D8NPh52GizbygpBnSmT0tSgJvUJzujIpbaqJZYQ+ZAG5w7jd6WTl2r6s2Ez3+jyFrTATernvSrQX8MRUGIzZHcDIH86rJdv2SYyFSfkW18Wy0p3v1gl88902O94xAojRfLrDwpsuqN2BjGlsP0MQV2mrinf5QMonlfRiFQJuPhQ9c8BXdm4D9wohUbFbAwTdx7vsK2dNpDsCMs7bLeSK+jY0eMFFOJsZYRUsX8le9NMg1NnO0XlGldZOpt02gbGp0Yy5b8yme20m7kcbWg1Y2p9yIevLWGY0tWWy55O+GWfVBvSnJlGB+JiaI4BXjQeRUrP7rr3Mmnf8arXaJyr0Rhs1wrsd4GgpheHLG0ptk+FbNzS8SWMY/J0RpPndY8+vw40nVwCxmAM2ckPWinp610K7MmsLLKyeDP9PCWIhu7L/STyT6A+4OuG2VGMbD8HUTxQXOCgfVbH+Apt84itxqK3N8Uwft2ExuWE1qlnctLlwVnZ1wSHITUg+HcDfXgcAVFDFU1NsoGw128jUguhuiJGFQyBuNmsQajObQzYO+WHuunc5jYTqN4nNIUPVTFGQxmMyz0ygh3X0YL6c9GMNyvMDJ74DKAx/1AMvhObCoYKNEvwaosgCTYWg9d2429gbTud0djrGyvoMFcbaZ1Udlwi2OH7Jrs8fBLgt98xGK6ELO9GpNzYNuUwlEj6ERQlopaTfLJRyFOeihnmVtuP/wzN9345leeeOHMZb24qsjnk6mVmvvWZq2Fsmy6gc/b7/PIWQ6Ndo4oUjhOwETVY6TcwbZbfPSriuMzYxTLecqOwB1YDiQZL8wGVYfa6UoON2JERh+y5E+nxvYb0Tfz+BYChNls/sNGE2ETwOWGp6HedGZbWqthcA+BPNuv3lJZ1M6it8p+1jpEqZAvPVfk3FoO7A16Yg26iZsrJ/1h3D+OhG9Ez+GEs9/R3MzFg0CzZyzgHXd1eeFkHpLUKMeTEivOSnHxZqqUau3FkM93v2zYt6MWG8lm/73M6NKm0t63UkOKAeCV6F9zk3WKzdAKaTKA9+dJk4GtnlIbEoCBYZPqPwAx3Z7PNds6/OBDq3z0K7DQcJkoKNZaCWcua4IE1rsJRbfJvddHtP08jXqX0YJ+60jen7ISc1n3y3lJLFiu2SzUXFabIYvLCc1AsnfrOg/cFCAxrHZDPv6kxQtnR7m4kEfHDjvLhlwGkkETRmwU+DfVq9VGpaMPbt2vV+vNSaGSG9x1Y76wv33Jxq5lQopNe/CofjI6uOBDCsOrga03DIIGFm86yUAepfREheTyAc+dUfzRNwp4PRvyGi1F2ugYVg9elWB+O0+/YaayiX9fVTIcrouHkaZc1Lz3gR5feabL82dsTMHCix1sweBBU4Pfv1Ga3QD3BsiHt5wyJFl1RWCUzOzl+vRk46HdGNJI78XwFunDFazhXKfv7KtV39E2e5+Zo6YSgA0ZwGCbdRXT6TmU8g5/4e0eb7p5iZfOKr76UoFOYuMlhjfd2GPnlIvva7aPu6zWLS7OJuhMjJ7OjuIDFkoG5J2Ea3YoHEvR9R3suuFrLzj83tciIEHJVK+sEYzagvxoMnAr1X1ACzL7YjFUWRhyMh2K0P3WuVJiEMH7Ebiv5+h7aac6F5FN5KdfoG92P3iA9EYjaEM2a7KSVHahdf8Cbga6NYjW6alUmmDadkAYxHzl2Twnr+TBshBSZaDqi7+G6rvfRkW4qaIyHLX7/n5DncwU5HLAxfvlwiDQXLMj4m33dDh2OYcf2cTSwksUdsxVn6VfC+eqCJ6+mqs+CxktMSbJTHgERoI0YjBXmboApJqhMEyIskGKPmUcJPfZfdWDlbl/H8j8a7LktQ/0jM8PGoADkCc02jlcu8ieiYA9kwHvvSdEaw9jJCvrZY6eKrNSl5y+KMjZCWEMHT+m40V0exH645/5GgYbzTJ7drRxnR5Nz8IJFcZK6BwTjFg58k6/brxRtksTDzm0XV8f4BuVjuHKxjC4h7m2zjqLw2DsL4tJAn4g6fqCbg+IUg0HZsPyd3gXh77ZfZ+a9M9+5E4jthlEaj143XhvZcmlViGOHfDajOCRZ/J0PRsKFlL0lYMMPcTfoou5SWgEw2mfGbQ1xYbi8ir57IaviRpM+xSLAW+72+dzT/Q4dtEBbdNLJHbGxVUCKh62twMRk8kkRNpBGTb6VhvMb7gsbUz6c6q2yGoxJt0ipdeL0g0MwoQ46UfwfnNtQxaxSSKRbSEzbI09GNxQWaAYDHIMOZdlJdB+YaA/UZV3IyqlFgsNwXpL0Y0UjZokJ2O2nXmWXv0UfhChnz62hkGipE/ZHicKJTNrUO/ECAHTVcFoSZB3FLbV3wkge+L75j0bFbFNieGmsl0/eut+0seAo2md+lanZbtkEGFl1gwNQsXCmk23l3XQEIOMfpiWDOyA++DuR241FLn74M5Oq+9Cmy2LWkXpqUMsKyQyMV98OseTr+XATcfl7D49EZuTy+Fq7iaZ7LejKEO68EHZLtkYRu7XmIeB7vcs7r++yzvu7XJixiWKLIxQeEJjxQw+k4g3orjY9Gh9cyQfSJkNmAzlalj+OUS9wNDtGZbrMWGUqgH7+5D2m3Gp1XM8UHFugD3tLFvD3Wi1mcZKZTZWO7OxgmNM2jmVqXaokEsYrTi87z4PISIabcn8qsILLKbHa5RyLSLXoLeMGhJjsFVMOe8zWbG4PXZYqVkEoUGp/kBuujOwlOmNCCPoBal7f9/IZ3hvHDngZP1qxkY07Tdb+pl22iaPB/oPW288pZYOWa4rLs6P0Oo6G0vh4CEaAnc/cssNcPeB3t8EtQ9oawjU/cpJWjFJX5UKsa2QVy5LPvlYEbBBWgihsAbNHTMQV22Sxg7A0BfJiqsA1k/UruLhyRAHN+kAQKIy64dsnC2KNcZoPvSQx6PP9njxQuokECaKbiwG1SspyFr4YrBebHyioc/Sf7rU5lHZAa3q051MfuxYkq6fsHAlYLluYStJwQbXSrKhbjMo8w6qYioZ0gWldPTqnkWfasq+l0pGh1Lj/JgwSjHW33EvHQrPoVUOP4TlekwifEYqCUppwlASxga9b0uQEsck3QgokWvcesCi3hzF8xWu3fcBSXlq3y+w2bGYW3GptVKJLKQXddBKH0omdD/Z6IMta4enIqa+9jqtk7pOSKXg4zo96p2Q588oHn2xRH0toJKTlAoKR6T8SIqNKN4HtzWcyFwN7uGoPfSq+/xb9fl3hGVFhHHE48/nePV8DiwLZJpc2gM7sw1gf6tNnDYH783QMkNvBgMQQxqRTerCWJKorKISa/zA4rq9Pe6/I43iXpxGcV/Y9BLQcb8enulU2ODjiKGHjM0bew3p4jb2G80IuJLptFOpAPt2ROzbV+PRlwQvnCkwu5IjrzWVvKFgG3LaDPoaVjbwPZxj6W9BV/t0Vqr0gTJAFCU02jELazFNry/4Sv/99L8tydmptLbmedx0qIelilxZdllpKpLEoPP5HiBRoocSEbHvokTIzQdXCKOIM7MKgyGWCci0w6dlQsHkUHILWrpoZyN56CcQV/NfvUnnkQ3v9u0XrAjXCSnlfYToMbsacWFJ8onHy7x0ukLQybF/EvJWQhzLQXSRcnh12MzhN85kA+SbQL3hQKv0EMAzimLrkHOLgt/6ShE/tCBvZfSEwWiaGt4leLhy0o/efxxFMXwzPWCjXb9ZhHU1F9cUHMmPvq3LF58scGY+ffjiRNGNVaoyjLPmTwZuEWflwpghatIfKzNs/OmGmWefAyuTPhRKpQ5kExXJnddavPnGBi+ca/Lpx13OLRa4slyEtk0pJylYWSOvr9IcYKFfPct0+nIY8BuURcp01YuNoR15BMJHWBIh06GMQEsCA8cvpL4uOyctXClZbRi0FWCURRwbdFz585MFXv1H+fAxktCilJe8dinkydMhcQJfeTa1ve2br9sairZhoiAZK0uqJdIEtC+PHERKkxXz+8V+k9kZZxJUKzWkL+QCCrkeQvi8djnhM085fOPoCMutEku1PJN5yc7RmEoelJT098BUQ6XAPuXp17m1AtUvXQ7REq02jPH77fj+A7uJf6uIwER85rECr5zLpeM+QqNE2rnUmQZ7eLh4mKYwFMX/2GMTBx8SGmVVFJMkKbA3gVySJJqgZ3Hzfo/3P9Thl37PxkssSDSRkPSSNEeQSR/cG42yzSTEDE3A96tTycA4KAV4QqLEoF4fJ4JGRzO/UmZqTPGuO1rcdcij1mny2MsOf/hEieOXSqwbF8dRlNzMfKkP9uHeRF9Oq4aiuwZLpcMorqPYNW1x52GL0UqA64SDDQ20TgjjmC8/ZxMlknYnx+xqmWIuodlU/NV33viP3vjGXT+hQ+9yZbXXfbu3Imj3LNY6CVeW86w1S9hKEoWpH3UiQShBotPJZ18rpNS4drq3u+skg1Ev3VfiZVHStjYaKLaOse2AnBNQyPe4vBhzZsHwmacLPPpimQsLReLYYTQn2TeaUM1FlPOCvJtOv2udSWD7lZchPj+gQcM0ZShp3ZxMbj7VAOAhlg44uyD5+NfzIDXINHoPJvf7CVGf7/aBzmZq8k1qwr5ZyFX8OxVcsanx0h+CMJnFQjqpLkliRawyLh5rvv+NXT77eJ5TczZIRSIUfqLRGT0Z1OXjYQIyNBypNqiRUanFg8maQYNVMjJEyhBEgl4g6HqamnJIjKDjaUbKLltGuhza1uPtt6/x9aN1Pvt0gYW1PFcWCqichWNLClqm9GXgWZNp/XXmkJB1tG0rJhenysMk1mhKWCKHI2NsFWPJBC1iik7C992TYFkR662Yy0se9abNat0n9utvP/+arOg9E13qtYBTM5oodlCJZLps2Frpb5y6WdikZWpUWchLygVDuZBQzEXknHjg+tTfD2eg67BCbJ1qqYUIiZOAl8/D1152ePpEmYtXiqx6OTA2FUdQdRNKTkzBSfelLOYEeTe1MXZsmdqt6Q0dt50lq8OUpL99oLoK3KrfMlZJSk10NAC3VBFKRcQq4gtPFzh1boN7SyHT2vdgguZbzF0OdTA3fhYDWA1z8I33mweQN9XEhxypdCJSbYrcaOEHoeaafT7vurfDhY87BHFqjBQmip7ISraxGZgPiUGyKQZPWfp7zVBHM4vkJAgjs++TpCVZpQbVECnSUYL+TnGtrkMx57Nzosefe3uPDz7U4NxsnedOWjxytMgL54rUApd1LCxL4SpSE1SV7uFp90GfeUaGUTq8nhiD19MUVjWObW1MCWUPn2Ol91sKgwnBkglFp8fsoqITaPTe6YA1O2RtIcJxYioFQS+QxGa4C7chqxRk1md2TD7b+jrvROmmqnaYOq5m9MPSIZYOETLAjyOeOSE5Pav4rUdGWK7nabRyxNLBVYpRl3T7kMyMPtffQsSVFAZb96nMpzvzC8w8Aze3gzNQZw2D/mZU/R0gdH8HiIyapO9TYPd3hLi4qPjPnynRk1YWwfXQ1PyGDKG/beGm4YZvN+FwNTsZarCYrBbeH2HbaNkPc3CxSZ8SJ5ootnDiiL/8vg6ffjzPhQUNKoRYEwgLhUCTJcNkfHwT/87KvGpjoib9ndn7TLtCNsicln8zN1sksdGEkSCIVGob0bNodx3ybo6cG3Drfp87r+nxo29bY7mxxu98NcfJmRxHTxbwei7///b+O0yS6zzvhn+n6lTs3D1xdzYH7C5yTiQIJpBgEmmKVJYl2ZQlJ72yrSzLNq38XZYt2VaiJCaRYiYYABAEiJyxi7RYbM55cufuSuf941R19yxARVKU9H6lq6+ZJVY7Mz13PfWc57nDIjaWaeCZBq4JntQHVNdSeJaiGyjaPUWzHWPbmuuULf+GzyMx2Jf0goRyIUEJEPMWhdBGnjhnc27WZt9JhzXTCRtn6oyVYzLBEyJ1AU1NXYLITONFhkGqOS/EtfWj3TT1/LjTi1hoxoSJ4s/v8Th8Psd9OwtEoUtoOlimqYNVByb0+odyLQY2xoPYvkGqsMDLAqDsZABwKZOR1iSzOhiJNhmAe1jFMzsyc6TvtmRAM0j4k68UODPn6NVoOhrMDIZG596Dz0dakZVMwpURe9+kDV/hE6JWAC0bHWbGPcZKFyzDJI4kq8b6/Mt3tvjNj9k0Qv3cT2KDvjCRg8VPxhEfHRumm1T0rDlbsmRfV4cTpGt9BRABMrWjMAbmQWFk0A8M+qFJL7Do9i3cnoNruzi2h2MHbJoK+O8/0ieIOtz/7DJHz5l89OsFgthmqemy2HbAtLAMA9808C1FPo2TcdLzmwD6kSBMU0OUUoP3UAgYLynWr1ZMlEImpmNyBYXcsbEFqsm5Zo/FIM+5ep+ZiTaeKweHpTASSBQ37YjYWJNEsZlulkKkDFluxQRJSKcfs/ugyeySwXNHPO5+Jk8vtmk1XVRiIV0TPyfISfBkgisTHMlA2OBYYmBj7Nr6kOHaJq5rpOFPo+lmSWrxkG0gNbgHoVSjyWsjFdw0Rnpw4wKQOyFfuMvhQ58v0E8s3Z4IqTeXgleKil9lLT9kPY7C+tUh/kpG4XBsN5ioqJVMwwGVNp2qRInElRE//t42B0/YfPhOS1dxYRIlBn2hhQxGPJyoDIA9Mn83hEqZg9qvW5oQmWLgb5MkyUiVN1PlkSCMTZ27FGpXBR33YuL0YxzbwrHsgROvHgUHvPXaAAj5vjcsE8Yx9+60eP6IzZlFm70HPcLEIVAWhxcsfeBM+S1RDNNjXa6/pIcpII7SZ5EA3wtYO2YylvMxaHN+uUtvMUAeOFGm04147XaJKfs8e9jia09MIk0b29Jz3VhBGPU5en6W//T+WZabNofPmJhSOx197kGfuWWfSEl2H3GZnXOQjoVpGVimQSEHnqkGB4zsNJ31W9rGOHN5FakBZhrbZ4/G9mnv6UHCQupdommYWfpDRhVlRSqEaaQtSQb2lLY5cFO1QpaW4YsP+Cz3M3BbYBja81ColJK6kpY61GGm9N0LDpoX4nu01x6AfLCm54L2BO3xnWg31mySkvXiZmKSJJIolhTtmHe/ocOXHvdZbJmaly8kgZC6VTHAUAqRsKIPFwribDkVZ9tohRnrhVkmAh5I1RRpQoOZGnfqVxgqglDQtxP6tvZ6dGyZ+qnH2JY9mJ61OtGAJ+5aIT/wxpAfe3ufs/M99hxtkSjFbN3kCw/kiIVEmIIjZywWG4ofenObt13j0Q9yRLGOUnTtCGklPLbH4pn9eZLA5/JLPdaPmchWJ2GpoThyWtKLbIzI442XGng2g+2TJcF1oW9I/tfnPHYdLPLsYR8z1SR22hISUzu9OjA1rqcNtqGwzSQ9LQ/NMO1UXZNZF4++nNQI07UNHEdocNu6auuPsY7vs2JsOzvIJphpzMmwv82MKIeCBGME2EZWvY0IaURYfshdD7k885JPMtJ7m9nhcmRrOXypC1qS0fEJK0bhr17ER4hP6oK+eIU4eMQkKBHEysAcmYtHsYVMIq7bEfC2azv8+V12WsUliTDoCwMr0UxDLaBJHxPJcJU/uvAR6RjWMiCIFU4aGpYFh2n3KZUmRqhU1aNT4ZxQ0A8NbXdnq9TUdLjUk+nnK3hA6bnItmKuu0j/OVExb7gswJRdLBmy+4jg+cMJi61xPv61KXzL0jP1lPqhU6cDLt+gqDdjqsWYgh8jS/kEESfs2BBRLSUYhgHKwhAGnqOj8gp+gClbfOGxhI/fs5pekKPgp0liQjFZy1hsCUY6RchAJUd4IsON1gUmmCsMMM2B+bxOEtb9tpeGrg4Abkc4lt44SlOrQ2DUVyT1Ic8OgsYw12fgmJp6ktt2xJGTBh+7K8f5VurhZlggDKTQN+qFnBPj1VqTkZ771ar3N+u/L6zsK8TII6t7lYzyxU3MJCGOTQxDe6hM5GN++PY2j+92OTJnggjTBZAgSAliZpKu3lXah6dfJ0ogTARRKmczxdBb3ZWKIMqs+SDKfChjpat3pGMBdauiX7YU2KFKHXwTbGlqUYk5SlNWgwHAqC2c1vKmSRamwjIjrtjYZ8f6Fh+6O+KOx3o4IiHvagqJ5+jfcYKBMA0KtiJXNRBSIBfqkoUFyaFTJvacyeR4j3fccpZuR/D8ARvRg0YU8cx+k0/eV6Ps2tTGtG4yO9Xq078a7A0yAAxpshnARUq2SUXAmTegFFiWqd1d7SwUSrckWb/tOVEKbh0borPms+G/BnkUG/QDm27PoZ9Wu+woNQyM1U6p0tDV27Yigjjmjz6T59HnfJBp9Rbae9xOK9mADLQihJZXXc2v3Gi+eie+YoM5uskc6cVHgT261RxtV4zExIhNIiGJDIvXXhHwgfc3+K9/aNGPTDAkShgEyiRINFdlYIiafs+xgl4sWAoMgjAmidVAuO3bgoJU5FKAZ1k6YQxhmoamXwZhaBDYBv0wfSIHIjVVEinnyHjVca45APewbRtYUwi927DtiFoxzw+8voVI5nl6n4vnmtimYvcBi24H3nKTYHXNQcURU1UolQzkxZuatCaWGfcWSZTHcjfgo/dKDp+02XPQxjBMfMdEJCYbqibVnMJztP1ZxvaLYt3wx5kgYVDtRrxKRngI2oAntVCzjLRVybJw9EfX1sujLAvedSI8V0f2eY7efkrZo90L6PcTnthjcfnmmJxtY5omKrCI00ewMQIwIRRG5nttxNh2yL3PSr70aI5+YINnDRY7Vlq9s8PloIpfqL3MpGkjpXvYpXyTSYq6AOQDP281rOLJyC87EYzGnRhK26pp7aYkMRLCKMb3I959c5f7HunyjV0WSN2qxMIgMsQKvknWZiVKW1ZLq8VEsckVm/o88bJNP3FpdXzawqbgGhQjRS7WJqlhGhyVtSthlBDaBk5kEKRPYzt7OksxspDLAG4MeeEDcKuUWJZlaKY2FkJvyueWPKoFnzde3ufWywN8t4s0A148ZHDktOLoXJnHD0h6vYCWGTE1HiJPnMuxvFTg8LEiCIu9x10OndFx0RO+TjrwbEHONch5afLvIEFLEMWKXj+h148JUpAzUsE1wI0RumzmDSjSrVW6tLGGc20949btiOdEeHaE5wa4ToDv9sh5Hc4uBHzyGxZ3PlWl3vNp9SxKvuLm7W1+7v0m7a6djjM1QQwzq7qZ/i/CskPqHcVdj3scOO9qNtGg9xZDx6pBIOo3ETaMvIaJZ39FfzJayVnJCV9ZzYfK92RkqqLSNkzPpQ2M2EyjsmO2TAa87eY2z+x3aAQSjBClJJESmg6uhg69lqnHcO044Vd+cInXbOtR8GK6QYt2EHHnUx4fvbfKqfkiLdumFKWp0DEjAGdQyQMrSVtNzRfRT2kxeA3VXCPCh/RGA+0RH4SCbh+6fc0oRIiUySg549rkvRx5P21XrZgNkxFbVkUcPmPy8tGEbs9i85RFtWohJyp9fKvL4ZN9nttfwCVm22pB3tOTjMzDbxDrYQscKxMlKMJIsNSUzC9p6+Mk0d/QQPAwInbIfAFHV+y2tdLV1bES3HQr6tkRrhviOX18t0/O6yJElxePJvzWJ0p8Y2cN5Xj4lqTk6MDUVj3Hrn2CSkHguxGuo99E0hFZNhu3ZYxSER+72+VDXyqihAWmBcJGCGNwSB46uI723uqCseDKdmRgt/nN+Chq2HMPFDWs7L+TCwF/Ach1tnvapoisVUkIhYVpJvz4d3U4cs7mj79kEcYSjJg4FRcjMv623j34DqybklSsKVTcJYwCSn6fqUqX//Q9Ha7aeobf+kSbF49WmO3k6MUmpVhRSKu5l1X1COwInCgmDBMN7nDkaZ3xwuWQSq2ZhGpArkoUdHqCuaWYejMiinVfLk2BlYYUaCxaWJalnYFtRcFX2DLiik0tHnupy+nFhMg0kdLUmTrttr6LtqyxmSgrfDcTEyTpyj7LqEnSA56eYDR7goMnfM4v2Lqqp6SsTI855P+OcEcy+waZWRVnWTg6Htu1Q92SOGHKWeni2B0We30+epfH//zcOP24iJ+XVF0ouTElV1HJG4zlbU7PWhhEGEIhZazF5GQJybr3tuyQY7Pw5YdztDsO+JrvjWliGgJX6OotRWaqc+EE5dUWO6P9919dvUcPmisr9wUz8BWVO21VjMyR1iQWCiNRiBQMQZCQy8W867UdvvaYz+HzNsiYOJGaTJh+r5ahA3CLvsGqmsn8ksMRy6Fc6FPK9cl5Lvm+y2t3tLn5V5f4vc93+PO7qpxqF+mELr3YoBgrgljhRboftyMIw9T+I8y81Y30YLlS/LAS5BpvGYNxvhFw8ExIu6urty0FrhWnNA39NBi2v+A5BuMVi23rTXxPEitBN1DI840CjVYbKQQXzfS5enuTyVpfD/4TA1RqPG9qzrZjh5yaV5w6L8jlYp476LD3gCQnDQo5mZrKjxhfytEJSqa0JvUAVAOuuQa3vnFcJ8RzQlynT97vYMouj+6G3/1cxeOG/gAAbGhJREFUjUf3V1FJjqonqDoJRVeRdxVFX1DOa764YaQ9XAoGlfbB2tFWZ22GUcR9O10eeDGnWxOhAW4KA8/QWT9DIe9KzxExApJRYK/48+hh81VaFfWKyr2yqjNa3Ucq+WiLkghFYmi+uMBMPSD1q99NuPXSPm+4ts2pe3TMojK0MEKpbE8wdDiIE0WjDfN1qb0KY4Mg3VwHkSTv2fy797S5+dJz/K/PdXjkhRpzia7mxUhQiCGIFG6sCKUOhnWkrup6lJsyBlOgmwPdpv48Gzw4NlTyirfc0GX6eJ1nD0o83+TcgsXhWYlrC53WMRBGKJSKkSJhrGxjWiZKSWbGDSYnDOSR5U31xdnonl5cetd0qcfZ+R4nZiNm64L5lo53I31ESwm2bfDsAYc9R1zyrkXJMZkqQmFcP0I0ISodBVqjqurh55k9sW3FWFai70w7xrFCHDvEdQJybo9Kqc2RsxGfe8Dlz+6rcfxMGT9nMZZTlAZkLMh7gmJO32Cea2BLLW8agk//0jNSleWEPPq85Lc+WiFWLlgumNpI0zP1UsoWDASxRsrleLWeexj8tBLco4fNCycq6gKgD9qWFWPCbJLyauPDrLLrmPTBF4pG2iSR4JoJP//DLQ6ctnnkOYfEtAkTzTPKYmEUaXxMpOj2FI2WJlLp9b1I7bC1020hJ3ntpS3WTjT48/t7fPYbZQ6drtDNO3Rjg6Kl8KN0AhZpoA+cfKVKXcqyYUOm8jFS0OuWWAhdmMo5j/feHPHP39wmn2uw+6hg1wEL29aF0jD1zxwGBvW6w+KyTS9KWGxZrB2TvPZyec+2i2t1+eUv/cVsGBm/Nl4y3lX0DBabYxhE7D/b44EXHMIwO/UKLEP3UXlXsG1CqzeKvqBUMCjmJDnPwHd1j5712FnVznjio0r2TEDqWFHKawlxnD7lQod+3OWupwQfuafM158cIxA+lZJB1VYUnISco8i5kHOzA7BMCVkC284IVilvOyNZmZoAdmYh4UNfLXH8nA85F0wHaeqIENdQ2tBHvLocjVEw80qwr6jsjLYq6f+iLgT3EMxDUpsaTlYGHMAU2IP2BUSi8zEHfvdqxQdQsHayw4+/o8nREx4nmjaRadFPHWRjpTeUUQxBlNDrJ7S7GoRCmMN06kE4lEEQSqaqbX7u+9pctWmOj97T5ZHnq8zX83TzkoIUFOKEwAJ3UMxSsbqphstDU6VgT7ElE+LIQCUmQhigXBptSTGXJ+dGTBZD3v+aQAeBpZYe0tTJyg8+Z3IwyYGAVj9g09qIztJTv/b4/U/NSs82MYRJye9iyi7HTgumx9ooARtqLnnXwBsYYA6VM5YU2LaJ52imn+8Z+Ok63baG1mhD4W+ywnvEzkQP6cuxA/JeD9ftcmIu5FMPufzpV2qcXijh+TYTjqBsJykBR5FzBb6jeeI5z9Tfg6slTI41fEpo8aumxVoyxHD7fOwzLnc8UkL5HsJ0sVNwe6YWM2Q2v9lYcAVEM7+/C6gmoy5SFzILLxwTjrYkWYVOUqAPsfnKyUq2Wh/1+daccQMjEShTf56MhO0aLcV3vbbD3uPL/PZHNdGtE9vk0zFcmB4Q+4GiZ8XInqbFGiLzE5cjmfeZbM4g51m8/fo2V29t8JE7+3zywRJHz5fpWy5dx6AQK3IZNcMaAnyozRUDgXgmTg4svVAKQpNeYNDsSDxXaw60ZHLI87ctPULOez2EWcd2AiYrLi8eN6m3Dfp9PYmRW1ZLEmXgShdHRFyxQfDwXptjpyw2jxuMlzWILTnqB6g3krYcjbvOVrMZuJMRf4tMspaMqHqiQU9vWwGlfI8o7vL0AcGvfbTCzn0VWnGecsGkbCuKdoxv6xO/74iUSivIuSa+KzW4HTXCNEwlcdYwItyx+zz8nMlHv16ml+QQtocrTQqmGjhzmYZaWZlHsKwGMH+VvzNoY4ZhrCt8sEX2L4hXBforlj4jPfqKSwy+BZTQwBNC6H48MYiNdD4+8GhX+DLhh2/r8uTuOt94yaYvJZ1Y6IjwKANVQi8QqSZVYAhDV1LEiinOKG03jE3KuS7/7v0dbr5ill//WI8nDpSpN/N0PQtfGhQshR8rnIGTwogA3RguAeUIcDu9mFbXGITyarcsY4QHrvt1302YrFpsmwmQZsBjz+cgESwsWuyJTKJIIX07RCkDR0YoFXBuOSHuu1yyxmHTKpOxkoHn6jstu5MHY6ZBEkIqOkgVNCssuUw1IDkNAa6rqWPrXHrH7fLoC4ovPuJz3zNlDi+UsCyHsZygZGs6rZ9SJz1bA9tztAjCc3Xf7bkCL1UW6VW+bn00iy3Es/sEUcCvf7TC0fNFhOvhS1P3jVINRoIitYnLNmmKEZftUUCO4G3Yf496J746R3wF2WrFCFCt7LdfDdejo8jB1m/Ul11//6aRIGO9BFJKf08z4wm/+M+XefIXfdqBTdt0yEUCNxT0MxeqQB8AtRnmsCdTmIO+f5hrKTQXJTLJ50xu3NHlj36uzn3PtPniIyUeer5M3fbpxhJfCnJmmmEvtZJnNPlhaO83rOiDg6kcipIZeeIZhi5y5xcknW6NQqHF5ESbuXmXTs/GshRxDFJaVQzDJOg3OX6+TS/wuGqjzfpVitXjXWqlLp4bEscG9ZZHp2cB2Z2XCngHLD1NeMr4BBkzLeN+ZCkJdnqYdJwe9XbAVx+2+NUP1zg+VyQ0fHKepGQrirb2CfdSAYQ34IinPHFHtyW+K4bV2xmC3LX1E8Jz+iC6/OGXPJ4/VELJHL6UlG1FXia4VqrGT6tjHKebuqzXVRrkiRiZcrwK+IbAFmnKwogBp1j5JEjSX5bI5GnGqNhAvBLoI1ZsGZ9GoFubONZ8/Tg2BuQyGcXEyZCPY5oJV2xq85PvXuR3v+DQDS2apoErBdbgnKW9JfXEKEYIU58hFCucaHWhy2i7w6zMiWKXH3lLhzddM88HP9Ljvl0lFpp5lmyHlqmB7kWkT8uhaanIJlQMN8XSyIyBNEnPSCtMpy9Y7sYkicK1Tap5k+PnTNZPF5iZ6pOTMcVinkopryPKf+T734plF1g8/ywnDuwnJkfOazBf7/HwyxLPTSh7ATnH5NKNMWNliZGqYDItoznITtQVJUpjmSFj3OlkB9vSAarSDGh2Au55xuSPv1rh2f0lmlEOaTtUbEHJUuQsTY3VVTsVQTgCzzFwbWMohHCEru6OJmR5ToxnZ2NGXbkLhTYPvQAfuaNCIyjg+5JKegP5lkpnqyp9EyGIIO4LokgQJQwoCUYqNB548rGyWmf0hIFp5YjF8+hcXMvS9A1jJJquaiSgjOzJMTx0ZqLgDNymORRvGCiiRHtz9/qSIDI1UcrQ5KY4MVEpH8dAUcgn/Ni7ujy3d4n7nnVomj6eHCZFWOnTdjSGBWGmB11g1G55RXhtFrli4LuSVdUu//un2jx3sM0f31ng/l0lljs+y4FDyzKxTYFtGFoYnb4tYaJfpOFZAv09WAY4AycDgesrrtjeo+gFOK4g5yS8cEDy8rN58q6g3Q74iR++mkuuvZzlRgvZCyyUabHUlDx/yOTFk4J2xyEJbc4u2uRdSS1vsnE1bFtbp1xc4Nj5kDMLIGWSxkjrX0gcC0q+4pKNCY5lEQZmWj202FiIkECFPLVf8D8+WeDx3QUaQV63C75JUaJ7thTc3kDdQ6rwGXLEhwofhecqfDfBd/Vq33W1DYXr9PG9LkdOR/zBHWWONEo4rkPFhpKd4NtKiygyQlA6eur2Yb4FCx2BMgRO+ng1BUg14gb1igouUn/roTOuYQzX+ohh+q+egqRc7HS+HSuFTF7Zgw9vpDS4Kw3FkmY8MGKaXczR6UpIgerYaQUfSRQ0DMWqQsy/eneT43Muh+ckddPGTlPUpDFKJItHzhjm4OygskjCLIr7QqPQRPuZu7bNjZd0uHLbMo/vbvE7nyzx3P4czb5HB5uOJQeeKypK8O0el21sU8pFxFH6s6fvoTQNziw4HD+bY1Nesm2yxKbVUCmGFHI9rtyY0As7tLoRz+yxmaxalPMSE4kEiSE0p/j8okvVcyjb2mti+4xgrKyYHouZHOvQ6Db5xAPw2Ycq7D/hIw1jcHfHiaIXJEyX2vz8D83y/W9qUCzI9BcTc2JO8dRLFg8+m+PZwzl27ishPBcrZ5OXgqJMtZiW0rxvC1xLg9uxtaLHtU0cRx96dQ+u8F2VVm7NOPTTDahrBxTzXVr9Hr/+sTxfenQM6flUHChYuvXxHaXbnvTlOPpgEyYJy0GD2Iw5NOvj2A7K0VXOTla2KZnDbWZXNzQDHVIU9Bp6WMETBSpe+W8YsW774kHI08iNlB5gjVRLassI3+3he11OzMJSO+b4uQpRZGkGpp3gRQZxnErPMoCnu4B33tygHSzws7/vMN+p4BgG1iAKRg0qeKbFXNmHk05qsg1rZq82tLXQ1dwkjEw8p89br+0yXlri+cNNvrHL45mXcpyYc0mELoA5q8cP3tLgZ3+gRy1v0w0sknTJSPr033+yyWcfabH7SJGv78wxddhmuuoxVvYp5xVhEhCriMlKH8tMKbcCpGmaFHznfLNn3Wt5U29eU5hlsQPVvMXF67s4TpflTp8Hdic8/pLH6dkxXFNy+aqUHBMP03ODWHBq0eXj9yTcePkxLl3b4dS85IFdNl98yOex3XkWlnxwXcyCjSsNChIKVoyXSte0JpOBdM3LuAeZfC0Ft+eqtO9O8DNSlpNxV/R6X1odvvaYyQPPl1GWT8ERFEfA7acaT98x8F2DnCsp5EzGKzHvel2CEnP89qddnjo0Qdv0cE2Bqy7wYxxpU4xRO7IRO+gV7qyJGlTVRA3ZfQY6DycxR5PM0vYkpfuaqX+2bYe4TodnD0f8xienMKMca6uKWklRzBvkPTEA94ongKGZlJYVc+vlLd5+7SKfuN+m3s9jmYbmx4+QygapyYOb0xxMVQbnhETq7zceYTvGOi81ig2iRNIPLS5d3+OaHT3+2Wv7PPZSiy886PHQLp9T85LNqzv8wG0Brhzn4IkCUWykh0mDKNLvRTEX8q9ub3NyocFje7o8s8fnxAEHT9psXwvlUshCQ3D55grlPPdieOeF6GH+7u/+HpffcG1dCeqm6H1ft3WWyzbFjNeanG+22XM84I5HbZ54IY9v+GydkmxeZTBVMSn5As9SFF1FrSCYLAlWjRu89uoWb752mVNzBr/xoTK/+akqe46W6CYFRM7DcWwKlkHZUhQsvTDyRw+SmSbT1uxF1zH1K9NmZm2Jk+B7mbo/wvdCcm6fvN/Dc9vc83TMf/9IlWMLVYq+rftuR5EbjBpJFfs6QKmYM6mWYKqasGE64rLNPdZNN3j4eYfltqefKKPjrgENVKRcZ2PAcc8YkzJVnRhGZpyjI6u11lHP+kR6As2s6LLJQubzkiVQOLZOPijmuiw2u/zyhyo89OIEtrLxpD4fCPR4Twkx0IauYDum30etmHDJ5jan5xT7T3oEaC8VU7y6v8sA5Grl4klXd7GC+ThI2hvM5A1d0fsWvmNw8bqIN1/XoTYZsO+Q5OyCS87LEYc1zi8UqLdt2l2b5ZbNmQWXM7MWZ+Zd6s08Jd/l2osi1q0KwegTEnJ6Ieb8sk3ej9i4cT2VUuE/nD598Okrr3qdzugpWX0MUzBV7DPbDdhzTHJ8Fg6fyWMoC8uweO12g2rJoFIQ1IqKsUqXXfsMjp81cG2B70mKOYOZiZAbLzOouBb/5z6bTz9QpksOci7SlLimIG+mSnqplzKu1HQQ19KMRc0W06afrm2m+kwj7cOHldtzR6p3Wrk9p0/B7zDf6vPhO0scOFnFKzmUbSjY2ahRDXp6vajSW9CcL8h7Ma4TEcYQRJKZcaj6fU4vJMTKHKy4L5ycGBnxx0gFHZZI84b0+CtRgi7Q6WlqcaJ0G5NIBehphTQ0XdRKhpF+2UYz45kYIsGxIppdxdk5D8fURKZ+CO1ejGUZ6SZSYGAMiWLGUIStM3BiNs9E/Og76uzc63G8XsMytKrdSEe8A0s6Rhr5FZVcm1EMvRRHQrTUiCtuFk9uScJY0utbeF6P7721x7FjXX7tozXueDTPwpxk1ZigkDfJe+A6CadmI3btixkvmVQLgnLRp1bymRkPeOPlfZQIOHYu4Nis4MRZkzOzBhM17YALaQjVxs0X4zg+Rw6FPL/nCAdOOhjCYfOkoJwTVIpQKSomqyETlS4YLV48mnD0XBGJR6VoUSsZjFdi1k4G1Iohz+63+MpjJVqiiOm6OKaBZyp8UwPbHajp9RTDycA9ALbelDq2OZyg2KNtyRDcvhPiZ7Rar0u73+V/f9blkZeqyLxL0dYJbr6dDGwpsqeE4+i2x3f1NMZLHbpMUzevcWgQxzFKxXoqMdKbiEHFTdmTafisTN1VXTtzC0iQEuotODsX0WjFg0VZojRpRhipqU5MShJTA2er4WE2A12CKRXCEoM2sR8p+n1F147TubE5EsxlXhApo/cU9XrMTTsa/Lv3LfCrn7Bo9MtIYY5k8mTpZ+mJeDAGGunJGfbl2eHzFW65I17nVmrmH8UmBd/gHTeFfPnJHqfPFzlyVtNsa2WLakmyahw2zjQ5vtDh+cM5zMRlqiSYrBgcPimpFC3KeUW5kHDZugRbKDavX83mLTvodrtDgK+bmcLJTd13eO9dv7Vmyvq5ahFWjwe4tk7NrRYCfK/NbCPgpdMxX38mx5mzHhMFmw3TFpNVg8maDqdaN7XMkbNtfu3Py7x4fBzPd8lJdGpxytJzZAbqoV3EAOB2xvlNwe1krUoKbjtJFzrDvttz9cQk53WxnTYf+rzFn3x5nK6Rp+wYlKwsd5MhsO1UuW8b6ehRC1cdW7cDWuc5cppUowc+RhT0I9RgIxN0pEKR9HvOeTHj5T7zzS73PmfTWJaMl3Tvn9Ln02g+E2lCEmcreFZU8YwVqQGX9vFoclIYKfqhot/Pcj51MJTMkucMhWGamHI4ajSNhJIZ82PvajBbn+d/f8aibuSRhpFOx/R4cZC7eWElV6Y+CKpRkF/Qo19A+dWZmiaW1MZFF61p8+v/coH/8lGHQ7MlICGIAqJEYUnJ5hmfH3lLyPG5Ze7dZXJy1uX4IRfftqjl9eHFtkymqwaGLTl2euG3vud92+47eOTsEOBufpqPfOiDHaXMY9WiSRg3OHbO5IZLAsqlDnc9ZXBs1uLZfXnCvkvFM5ipSNZMSFaPG6waD1k13mHN5BKzjQa/8ck8D744RjlnU7D0UF+k3A7LHM6dR8GdHSod28C2jVdU7hUAd2I9LXEzcGdKnzZ7T8Z8+qEabVXAd6Weqaehsq49+pTIbiIjvbHUkL4rM7+UhCzIKRNxZHyUTNUzahthpDKsTKGkfRtjirmQyWqb2FhmvlNhsW7hWomGp2DAy5BSpTTfNAdnREm/Uhwh0k1RQpCKhYNY6JV7unbvB2LgKSKzWHPTTCVicrCck12PshXxvls63Pv0Ei8ek9QNX3sbpgAnTWzjApCrtF3J+u/h92euyACCkY1totmK/UBhGA79wObmHS3+8w+e41c+rNh/vkg/gjgJ03/PoRfUWFXz+fff1aYfNXnmQIvj5wV3PVWilPe4cUNAu9lH9KqIqH7sV3/j1zv/+Rd/aQhwgBtf8y5c1+WJJx/iyMldbFxt8uKxgM88XGBxyScnJeMFQXXcoFo0GSubTFYVU2N9ZiZa5Pwlntjf55MPVHhib5X1NUHR1afyzFtDMMyrHLYlo2Y/Q3A7gzZiCG53IGOLNbidAN/t47tdCrk2B06F/JvfqbLnWAXHcyinrlmD6UzW39tC+3YMFCJZZHiSWsFpgpZpxAgzhpSXMSBfjRwIhzEtaVitTAW26b/nOTE5LyTn9XHaPcI4otEXtPsjOsUoQUYCOzKIrYzvoTeqrzDFH2T3KEgiwiShHwuCSC+oglAD3JKCvkyQoYk5GmlumgNz0oFHTCtm+9qY//vTC/z4/zDZc8JgUbhpBTfSaYp+1OjnSDIAbTZCzFiPQ/avscJZYEChSR8+UaL9VAzDo9H2uHZLk1/6/kU+8UCPZw9UafUtuv2QTi+h3pKcW8hTK/nUSmVu2NrjdZe2uf36RT71QImg47N2zGT7ji1cedVr6fd7vALgkxMlfD+H79ssdSLOLiXsOZbDS1yuWmekYgKDQk5QzivGKiFT1S7VUoNmv8VnHjH43S+spiAdtk0oyjk9hlMKFpuKRlf/YLqKD8NeB4fKCyt32pa4zkrrCL3MCQdqH8/pk891iM0OH7q7wAuHquB6FC19qPTsIbCH/it63m2n9hTafCg1+ZfDxAfTjMBQkPalZko9MC+YSpjGaADtSFy4pbBHODGmESOShCCCXigIIv25HSoiqfR0JdIjtzhmwPtYmYAsUo6JASoiSRL6sUxV7lpgEET6prHCBCvInKEEfdNI199mGvdopT4xDmYv5tLNMf/qbUv8wu/btHsGy8JGZgusQbv2yko+HHQaw2mL0BMdRmSCpikwlUAJRbtrMb/sAOC7MY2Wy+UbWtywY5nf/WLI13eW2T/rs9CGqUbCwrJBMW9S8G2KOZtyIc9kNeD2q7q8fDyg6LWQtsT2xlFGe/BdDQDe7Fpg2ocbvcKR8XJho4r7bJnMMTMBxYIeV3lOSMGPqJV7WFaH+UaPu55J+MzDJWbnC6wtmEyWtHSsmDMp5EyKuYRz9QZf2+lSsDTfWmbusNbQxcq5oC0ZVG47A3e6pcz6bifAczW4hdHhI3e6fO6RGqGdo2wbFNPRY1a9h+2QMfBg0WAfVtsM4FJq81ClIvYflczWHUxLL3qGdskjy52Rxc6osGM0916LnxMgJkygH+uKG0XaKi1KEl3VEoYtyggfe3QyEYQmtaJg04Y+u8+G9CJJGIsBuINQt4BBxhXKZvKpAFyPIOWwimeWdkbMu17TZv/JBT58t0m7V8IQMh09JiM1WoNcMUJEHxxXNMizM4phGDrlw9T+KKaZ4Np9HtltMjvnUfS1lqBcsKi3HSYqHj9+e4N33jDHZx/x2LW/wMtnXZzzJmPFhIKni580DUp5hzUTLknURRgTbFiVPzJVk4d7PfOVAF8zM8MXvvr1e/PF2idnVk38ctw9RK0cc3rZwFEB125r4dgJjXbC4bOKl08YPPiCx0uHClQ8iw0VxXgRSkWLct6kUjQZKyVsXtNnrr3Epx+bwDUlhlArjH9sSwwrtyPS7WVWtdXAOsIbaDS1wt5LRciJ6vCxr1n8+sfGmWuXKPgmJUvhp63JaJ9vW1p1ZFlmenNlN1oqn5NDkNtWRKIidr7sMDvrkK+lpvIjfbeZLXcGYbRpPtCKhLehu60Qeg06MNmJReoWpduROFaD6UmSihJG40wyqmovkExNCK7f0efeJwN6sUcvbVEy8W8QgRUpwjAmGM3HSdOgdZtiYhpykFFpGAmVQswv/lAHJeb56NcNmv0iJmZKA04YIvmbVXIN8kFQr2lo855IE7OkkZDzm9z3okF7wWHzKoNqUVJvmzTbBs22ZKJiM1nz+MXvrfPc4TkefNFh73GXo6dtDs2aeJbipotjHMfgxaMOeTdmamoSxy18cu+eh++9+rp3vhLgAEJYSOnfjVDvPHjGu3yxFXDkvPYsfO6YiWuZnF8yeHa/S6vt4JqSbZNoYOdNygWdqV4tQq0UMVntsWXNPPt3BgO3pAG4s4mJrduFgaNsZviTuVllPXcKbj9tS3ynRznf4i/uF/z6x2qcb5XxPIuyTepWm7YmI22J9urIKjeD6m0PVEYjnuYypBvEzDUtsMzU+F6NLGIuAPmIcNYc6XEzsyFhpAdWpYiV0glq6WZzFNz6z2qwss9alTjWnoSZq1UcWIzlIxynT7Mf04sNglgRpNpIO9QV3JKCIMwEvwIZZjKxDODDGblhJDQNbUH8Sz/UYrFp8hf3SRpGTvPDMVJAvxLkw358OEfNxo3S0BYSYaQdaQ0BE6U2d+8pYYiIdjem1ZG0OpJmV9Ls5Fhs2oyVfDZPttn+tjbNXpOd+03OL5l4dozv5LCEQ96PGCsBpnyhkC/e3e50V9xqKwD+nre/nt/7vV9+XAixq5SXl09VAkr5Nk/vt3j8xQKepQ8/rqGYqEC1AKWcQamgwV0pCCqFhGopYKzcZc3kMs8dafHhr9VwTYlvj7jIpiM6J12/u+mGUlfv1M3K1TZtnhOmh8qs7+5RLLQ5NhfxiftqnF8q4xRsSjbkZQbu7GvpVkg/LUZbk2H1tqxMH5oKMVL1z8HTcM+uHKZrDt2txEg2vSF0JmiW+JYFcA04zmlE9QhrTpvbpFU7e6nhGl+Dm1T4O2xThi+9NOn0LN50dZc1U11mj8R0Y3Nw2AxXuFDpA2wYGgSDOMe0VUn78YwCYGbWdiJhvBzzg29q8eRum6NzBnXhp6B9JcgVKT1yMFnRVFsjpQtn1AXH0vbKQejxL95S58zCPM8fGKMbQLsX0u5poDfbkmbbptGWLDUdqsUcBS/k6k36/XDsgJ2HBM/tU9Q7Nr4rMEV/16e+dM/jP/+f/ts3BzjA5ZdMIk3BnQ+GzNf7dPsmZuLy1itNynnF8XMhc0tQKRiU0opdKQoqBUW1EFIt9Rgvt1k1vsyjLwd88GNjHD1TZqYMeVcN5tqObawgTnkXHCazyu3a4WBiovvuLsV8m1PzAb/yp2UefGEMmfMoWppn4qcjwYFrbfrSrYmROi2lIlhrtE8eqeBWCIQ8d0gyu+zi+CaOoQYV3BTDliTrxUddr0bN8bPKqBcl+tefQMrCuyCmPNHOVsmgBx85aCZZJReaIhtJxksGV23usfton25sa+/sOLNV0541WlObEJgxZqQreJZPKU1jGMRqyuH3KxRLzYSbLm3xwX+5xK/8qcHReUEdL01AG4JcpdIiTQ5LLqDKm6mRp1bO29Kk1bVwWjk2rwr5bz+8yH/7aMxju2tMdyXT3YRqJ6TVjWl2JM2OSatj0+qY1Eohs8tw9LRe7lRKIWPFEFsq8jmHvrXqVdulVwD8umvfipQyeOnQp7nvkQbTVZertki2rutwcqHD0wdsir7DRFVSK0tqJUWtFFEr9hmvtKmWG8zWu/zfu2w+9cA0c/N5VpehmktSHaXmcrvOysqdbSizA6WbtiWuvbJy5/0O55f7/Nc/LfK5B8eILJ+SbYxwu0f67rRqWyNWYvZghZ723K/ankS0o4gvPFwGYev1+yuSjRlhEI5+ngajmsNHf6bqH1U8DFl4GcAzkOvYjqyFySYoo1KxODaII22P8N5bunzpwT4LcY5ubJCLRNqHp05TEmSkkAOgG5hhehhOF0B6ESRf0a7kjYT33NIiYYH//McGJ5YNlnH0ITIFecZ5VCsOnmqEzmCmLVxm1Wal+oESq2sGH/yRDp99uM9Xny6y51yRibxgqhNT6yR0uvpJ1QtMLKkYryzz0EsGz+zz2braYu0UrJ9cInTX8Lrr3x4kSfRXA9zNTYHI/+xlF23afvjY/OuKVp9aucfeU8s8/EIeE5uZCYtVYyYT1ZjJap/xaptKsUG92+HP7rX5wiOTnF/IkZcGG8pQ8JI0a8cg55p4A5FwSnl1khTgcWqTrKclrqNNNnXl7pH32szVe/zCH+X5wsM1QjtP3jE1t9tKVjIR0ymNrtjGoILbIyO8jMSkD5ZptKEMsWXAoZOCI+ccDFNqPeGg5RjpwUVGjxUr+vJM1ZSJPQZC5ZEudYXgWA1TFQYgz6Yocdajp8r2WJv9RIlJEFmsmwxYs7rD/NECndjR05n0ZaUmPGEWxpVWcGkIgtRRSrcq2dNGrgB4ZnP33lvbSHOOX/gjwYmlMkvCTVsTQ1dtld2YpMkQoFQ80rKYqbLJAORAO9DvS0p5n598Z5v3vGaJLz7W5EtPlNg7m2O8ZTLViej0EoLQAky2ez7vuKHBYy91mZ8vYi+aGHaFVZPbH7ps26qfPTfX/6sBLowCzzz51aZpegc8x3xN0e+b97+YcPJMiYtmXMbLkvGKYKoWsHq8w1ilTrPX5jOPmnzliUmOnsxR8wWbKirlfqTLHEeD209BnvMyPndCzs3skXVOkJdGozgpr9t1evhul6VWn//8xzm+8JAGt2dr2VnOUsO+W2o/Fis7XI4afKYbxmF4lRqM8SwrTtPhIqQV8tBzFidP+Rh585XJaisquFgRADtU4w9Nggbr9RFHn4xyq1aAfFjZ1eg05QJhQZRodl6vL1m7Gl5/ZZvdhwL6sUMvNvAz11epBrNxGY7Mok2BGerZve69tQ2cmYF8hYejbq/e/boWkZrj5/7A4FzTYAk7jT40SFQyCLAaAF1pkKuRSp7qdFBKjzW7fUm97eC7Pjmvz0++o81tVy3z5aea3P9ciYNzPs2uohcGBKGk3XWZqFq8/fo6x841eXpPjlVGOS4Vcgfu+cb9zdvf9Ma/GuCkb3qv2/zXW2fktSdOh1dUvDzX36rIexHSNKgWQtavrlPvNvjyU4pPP1BjcTlPxRFctgoKPrh2FlakwWDbBr6jq3fOE+Q9nTc+UOKkVduxs5cGt2NrF1HHb/ORz7t87oEagVPAtW3KFuRHgosGS6OR1kTbM+ve20rZfbaltFd19pIxthmlSv+QVifimX1FYsvGMgxcQw0PmSm/eyhNG5WoqeFHkdm9rdzvZR8GwGYE1Eq3J1kFj1f06Jpzop1XjUGsN4HFddsCXL9HK9Ii334EjtT8lNCEcGRsGYZJ2pKkvXiYgXs0EnEkBmbk9d5bW+w/Ns9vf8wkFAWWcfTNlxhpAkQ2088Oyum5IjP5H7AQtZd4K5UImobCtT2KuTzj1R7/5u0tvueWBT71cJNHXijxwnGfTd2IxUbMwdOC3YfzbFkTUyoENDq53a1W618XCoVXg/KrA/y6G9/Bn3zkM7FSl6iCX2ey1mG+oWh2fK7b3qVaXubYXJtP3u9z/zNlJguSHZNQLegFTz6nCUxKJSzVE8JE4VhaZpZPwZ33E/JeyuN29fLGsXRKm2NH2DLAtgN8p4fndvj6TpNPP1ihb+exLYeSpRmCnqVWzLuzBVJWve0LDpajFdwaPVxaaXtiBRw/rfjGzhyJtHQ6RWbmn1Vxc9RCIwM8g4Pl0E1r5OMFlhEJQyX8Cv+TgWXyaG8uBqKCaIWgQIsJ3nB1k7XjXfacDIfTlFhhx6QJDGkSQjSyojfBTDNQM8qBYRgpsNPxYQp0kb5yRsL33Npn175Fvr4TQqWoK0dnASXaozCQ2r5NAx1ilQwS5PT7oduVRGkKx2Jd//yuIynmJHPLNrWix2Qtx3/6Z8tctn6JT97f5+R8nl7ocs12RaQ6PH/IoJL3eNebtypLRvGNr3vjXx/gAO99z21EUcDX7tzPkSNnaPckpgWL3Tq7joV88t4xwq7P5TMwVjKoFCWVgkmlCGOlmIlqhwOnYk7NWjhS4thmatKjKPgxhVxM3gvJeZrqqiMIQ2yZGtrLENfp4Tk97n7a4mf/YIx9p8qYnt6IFqxksKl0LF2xhuA2hn139r9LBodLa8SAyDKHB0tLRphWyD07HXqJgyElbmoxLI3hkscUDJY7A8vkgVA37blHIr5H2X/DPvzCbExGWpShhUScjRTjCyIFR6q4IyVvu67F3qMlgsSmExt4sUj78HThFIkV0Yq6VVGDn0ODeyTUNjscj1RyIRK2rkn4H/+myc/+Adz1lCJWMU3LoZeYtGOBFwlykSKf+obr+T6o1PZTk8u0x2DOC9l/ssfBkyZTZYNq0aBcMJkvOszVbSYqPtdvbXLZ+gZ/fn/IsTM5Cr6JlKYWreTz7em1137adb1vBuNvDnDLLihE7/9Mrdr2O/sPnS2FccJyEPLpB02OnxqjallMTwqqRUm1pJUwtWLMZK3PeLnB0bkuD7xYoNswWT+lq6vvKgpeQjEXUcyHFPyAnNenmOtSyvewrQDDjPRILYmRVsBXn7D5xT+qsvdkCcPzyFuC4kjk4HDWPQLudCw4utTRI8HscDkyHrSGdhaWDIniiPufKxBEDtI20vEgg0f44CA5IFyNTFJWpD6MHjBX0m5Xhk6NvtSwj81CnzJuuBqOCbNpSpQCPG9KXn9Fn//9+R69yKcrdRV3shYlTicpg5FgMiSJieyArGfc+mcwMAxzmFQ3YlXR6iRsXp3wmz/RQAi48/EEFYUEiUWAScMwsKUk5xvUIkWQBrrqXlzbhziW5pKvGgspFJc5viR54WSOyYLJVDmi0jBZakiWGi4LyxbTYzm+/9YGh863WFx26fdclIJtF+1Y2H/ohd97x+3vUX9jgOc9k3NnXv6LDWvX/5eXyrmSIZosLwjqS0W2r3KYrumQ1nJeUCvHTFZ7zEw0wGzy5/eZfP2ZAgQeGyZ0u5LzBAU/ppiPKBe0k1W50GGs3GSh2ecbz5POURNKfsR120IeftbmF/+wyp7jRfA9PMukILPK/Uo+ebbIseTIQiebmsjM/isZLHcsK04nJxFSRnhen4dfMDh83ENJCycLfxUj/ffI4XJYwS+IFBx1tGJ42Bw9aI6uSgafr2hTUvPNlE04BPewD9cvkyC02LQu4ObLWty3K0/fsuhGAtcU2Kk5vTQVMtax3LolSYbtVVq9Rfa5GD1TDJPqRqcr29bG/MZP1lFK8ciLPtdtiyj5CYkyiIRk58E8JxYKVAqSySQhUZqqYJpgWxGdvkW7a7Fptcsv/9ASX9vZ5i++XubkgsfaWsRkOWa5KVlYNjl53mPVmM3EWJNOO2R2McGwKqxbt41CocRfdsm/7D/24g39uaX9P+HnZz679/DenEg83nGDolrq0+46OFIxXumzZqqBlA1eOhnyqQeL7DmUx8Vi0yRMVCTFvCZdlfIR5UKfSqlLtdjEMBt89hHB5x8r8/KhAokyScKAqlfn+itbvHTIZc8xHzwXW0oKMiVQSf1yJIP4wVf03dLAGlT2tIKbo36FGbEqTm0YQqQZsveEw3zdA0OOLHfUCtuwlYAegnwIbj1AG7QoKad6xfUqNm2jh83RP4/24nGWlZmu7uNYEkaS8aLB9jV97tvZJ4xd7SgVC+wo5f5EEBraAMiMjRToCaEhUhAPbS50BQdDmEMy2SBgV0e/yK7LjrVtfvlHG+w+3OWGKyJKlkMY2ECPF4+0uOOxOl96eoxTTZ84MVLxtH7/Hdvg3IJEmiU2rjZ4380NLlq9wKcfcNl7vMC5ZYf14wG1oi5ULx1NqBR8rtgSMlkJGZ9Y056uyZ+YWbeq/5dh+C8FuGAp2bRp/TO+9+ZGu34m57kNWv0ee09YSOFw06Vd1k/P89SBHnfv9HnhwDiWkqwpCsZLglpxuAyqFiOqpT5j5Q7TtWWOnG/zG39e4JGXq4BHSerUtnpis2ZNk/e/vs/8ggOJhTAtPBN8mWhwj7ADV7Ymw3n3sHVRKyq4FjQMOd/Dfj9gdinhCw/kacS2JoCZI+PBFf3piO/JKHV2dDw4dD571ZSHwVxlYA+nhodOGCx8hvNxsWLpE41YNISRhedYvPf1PT79YJfZlk8/bVPctBeXscKMFWYkhhSC0XxPwxwenFMrDCGMtAc3MdJFkGnESGkRRjoB+tyS4DMP5BivBFy9qULQ95Ey5tqtPa7b3uJdrznJr318nMOnq1qAjI6P0e+pDVj0giITFYeL13T44D9v89zhOb620+PZl0tsjAxuvERh2j0WmxFP7HMp+wXe8Y5bG5NT655ZWlxO/jIM/6UAn5yYwLHN+X2Hjn63Vd7+4BPPPG5FUYkNUxaXXdTH8+b56s6ID391Akc4rC2iqbK+NqIvFUyqRcVYOaJW1pvOqdoyJ+bbfPDPqzz0/BjjeZOJPFT8hIJnMDku+e43OVy60WJqPAZbIIWhrY2lfg3VQGi67QqeiTEAvk5yy1Q6auUBM517y9R51nVCPnSnw4tHPDBtbENgG8kgJc4Uo2O0CwC/oudmxdZSiFdvDwctyYpqrlbmZGbr+tS7cNTKeHQmrg+bFpdu6PO9b2jxe58rEDg23djEi4VmFZogoxGezODMMMyhF8IYWM8ZmcBjkBadqYAklpTEtiQIDM7MWuzcO8H/+LjFe2/xWFWTFHIh5XyfWsnldRc3MH9ong9+OOHg+SqJMlPacKQ1r7FFL5A02iZzyw6VQp5L1na4clODD929yM79RXYf8blyS55rNofUu222b7sstGTvuy2nOF+Uub99i+I6kkNHjrNj8/rT/V73yKGD+y/aMtVjvNpk/9kW//MOl14nx+aaZKKsCeneILtQUMglVAoRY+UeU7U2lrXE5x8J+cwjEzy/v8aGCowXEip5QTkvGa9YbJxR+FYBw2jy+ut63PUMzDVEKlRWg77blmnfbWu6rZ0GyA6ZgiuXOtlh0rqQdyIjbBkSqIiXTuRp9h2EI3EGh8pMib7Sjk2MvoxX9t6ZQDgD+YoqPkqf5oL+ewXQlRbxDjgprCBdRamVsVbHmPieycVr+0ijTxS7dGODXgxWLLCilMobK6JIEBoKI8qoBMmKn4cB4MVAyaTfC4mUCYGUCExOzlo88LRPP/Jody1eOmjQaksmqpJ2V9LtW3R6Ntdvq/PrP77Epx7t87VnJomXLBKVoFREGCu6fclS08C1tB1fOe8wWcvzz9/Y4L23LHL3Ux1eOFrkxHnJjZcV2bDh0iPVsYtOz82eYmJyzd8e4ADSNLnjaw8fLxRKH9i8afPDZ08+weHzknt3FSk7DtdtlkyPm4yVYawUYZohrY6FUoJCLqJa7DNVa+I6y/zZPYr/+flJXKPI+opirKDFEZWCpFKSTFYNqsUAx4ppdeCRXS6nFm1qOfDl0F4i01TatjE4XGrqrRiZqIxW7mRkazn0DNcm6iG+H/DcQcHOPR4xmntiG6lBpIAV7MFsJLiCfzLag4/aLYxW8NFKnrLwRi3aXrHZXDk6zLzAX6FUT1f3YSwBydUX97lqS5unD/gE0qIbC5wY7FghY4GZgtqIxEChryt3nGpOzRGvczHsxw1Nr5WmxJIW7Z7NZMXgpqsDvrE3oR/BUkP7QiaJTRjaOuY7NohiwWUbTK7ZvsR0NeZP75oiWXJQKiFOYsJQP7VaPf01akWDWsli9XiVSzbZfP8blrn3mYCFep8Nm64l5/Q+cP7EvcfLkzf9VfD9qwG+ft0MzWabfN4/e8/94pEjR/a9tpxvcM1mydpxyeVb+kxWuzhOyLnlGJEY9IIalimpFnusGm/iOov8ydcMfueLk+SdHOtKCdW8ZiRWCiblokWtJBgvR1SKAcVcj3o75MCJAqayKWSiYUulgggx4p2i1fd21nfbDPWVI323PlAOK7dMlTuWFWGYIXtPSc4vuCAsHFNgGck36b9HHGTFq09OLmxTXtmcjOoZXwnurIqPjhEHB83Byn5lJc9GhlPVPhet6fP0vj5R7NA1JV4Mdgpu0wAzYqRFSR2sMIbWECLjjqSWP4aR2r5p0bIlY7p9C4XNtjVdqvke9ZbDclvhWBHCEMSJRZzIQd5lHJtM1gz+w7sXEeoMH7prmnjRRaHFFpZU9JMekVIcOSRxpWC87DC7lGPtFCwsRWxZl2fTpm2PTK2/9WwUtrHs/N8d4ACFQo59Lz9x6OKNxd+rX3PJa5979jGu26aolpc5tRDTCTqcbUR845kyq4oul2yQbF0bMVVr4bkL/OFdFn/wlUmqjsfqUsJYHsp5QwskipJqUVArxVRLAdVil2K+xTceFzx5uEgpZ+qNpa1Sn8JM9WMOZG7a/mEE3PbKgKsBmcpaudSRMsa1A+YXE77+uMe5potwTWwxNMM3XqVaC2NY4UbbE2OlFdRI+Mirw3zIwBv24wo1stlcyU8ZVu6V+sw4nar0A0mtYHLbTV2+9myPuaZH35T0DIET6zm4jMVgS6nbkex7TKmuauVaPXMTMMSQWmuZFrYVU2/6XLmxx0076nzu4TyzLRNLJhhmlD6VJEliEieO1pkmgomKyb9+xxKGOMcffnWS08seeVcxM2nxhs0JE2NLfOPZgPmlPMVczMsnBWcXXWqliOrkFcy3Jn/vzFO7Dt18wzV/Hej+9QAOIP21GH7hmTVr+nc0ls+/+/CJAxw+J1Fxgd6Y5O5dCtUtUJiwqZYS1k418fwF/uhrNh+6c4qy5bA6rdzlgkEpb2mRRFEviGplLZKolZo8f6THn9xdIQjyTJZTa7eB4kebZLq2MaTc2pl4eRhL6FwAbssa9t5aRqbbE9cOufsZyUPP+YCFaeiMTDkQNgxHhCvHgkPd4WAVP8IcHMYJDuH8qiBXF0xURl+j/1uycmw4pM9mH7XhpUokr7+yy2t3dPjCozlix6abSNxYO2eZ0cpllP4G1ch03tBbR4X2c8ZIfVGMwbTFFAopbay2y1Q1x7+4vcWhs0scODGGbQpMkYDS1NVEyVRLag+eNpNVgw+8tY5Ss3zoznGOzfvUSopmM8emaYPbr53la0/ZrK64rBsPaHYbzExv5eKLtt2x45I1z/Q6zb8ubP/6AN+8fjXd5unjq66//qfuf+xZs92pvLOcC7h4wzJP7peUpM/WbRYXb0zYsXGZF4/V+crTRZ7ZW2bctZkqJpRzWtpWyktKBUmlANViTK0UUCt3Ga80cdw6dzzusXNfjZmKoOIk5FwGkSXuBXxyzyGt3imopSZSDfWV6eeDrJ54UL0tGRElES8f9zjbcEFKrLT/XsEcFCsnJiureOYwm3HlGAYADGDMK+r4qx0wWQFsNbLZHDrODqcqw9ycJB6ODINQ23tsW99DPBGg4oieYdIzxAWsyGHE1UCwoCBJkuFIckCSSoXEhpH27SaGKTFNlwUz5potIe97zSK/+jGXU408plAk6EOkHnVa2rptIIw2GC9b/MDrG2xePcedTxV56WgJlUA/dNmydoKJaoen9/XZNmOydqrMFTvyX8nVbvipA4dOnrhoy9pvPcABvMJqDu5/+MQPvPvKl/a9NPvOz37tGIdO+Uhhc9kGm4s3hWzfsMjLp1r87h1F5ufzTJcEtVxC3hcUfJNCTlLKm1QKUCnqtmSs1GGy1qSQX+Rj37D53MNTTBUtxv2YgqfIuyK1VhuC23MN7e3t6Ahw104PkQNQq0HPLQdVOwW5GWEaEY4bcOic4OGdHiq2IG1PpLhguZMduEa4J8ZIFR90Jq/oR7IpyqvAOzO5T418BtyU7D9zwYEza1FG5+Ijavs4TVwII4nvm9x6TZ8vPthl7xmP2LToJiZOks7DBwQxlXoIqdSUJ9WEpgBXA05v6nMiBJrbvXI8KqXi3Tctc/jULB//OhxTef00ULH+uRJIYkmSGESxRT8y6fYsqkWHm7c12TTV4nc+l7DraIleCL2+w/pVJmte02O50eTk8gxX5a9/6cTRx07ccvNr/iaQ/ZsBHGDz1nFg6rdOnji2cWqi9z2Hjrd483UJ29YvEiYd/uBOeP5ADTd2uWq9IO+KgT2E75kU8wblPOniJ6BW6jJRbbDcrvPpRx3+1+dWYyYu08WYsqe0SMITaVSJmSY7GPguK1RAjqVHgVlcYaYzlCOTE2lljlVpFRchZ+cFJ+YcEFZqccDQHmJQrbMD2ahbq3jl4ZKVYF8BeJFuM1+lW1EX/GHluHDlljMZOESJC3py3aYkiYGKJWvH+0yO99l7OkAlNv0kHRkaAhmrwU0LGTVXYcUQxgI7VsRJMrBgThKFQqYJDyI1+mHFDTlWgZ9+Xx1LzvKVXTHHl0uolEk4WsmjxKQfGjTbBvPLFmfmPSYqXX76n9XZdXiOz3yjzLFnHLatkbz5GoXrTrFj9aZPx+6lv9Xrn/mbwvVvDnAhtvPwg1+vz6za8mOROrb6jdcsvsYwezS7bT73qM2TL1bZtspi3aRJqaB96zo9/ZvOeYJSQVErRtRKfcbKXaZqdfadavEzf1zgyJlxiq7FdDGm5CsKnoHv6crtZuB2NLhzqVgi02/qA2RmfzDkT2TBV9KMtdlNGr1iWSG9KOHBp3McOO5A3sQSAmuU+pqyAg2xknfyyvV8xupXI333q3Xd4pu+rxdGeWd/uHBsqAbTFC4YGQ5B3u1LNq/t8fprezy9J6AThUSmRS9Ot7MJmHH68ylBbCiMBMJ07p9ZT2RMwEGromSq4hGoxBxMcrKbrVYS/Nz31XnfG0/zH/4o4sCxWkq0UisUPlFsgjLo9mMUBuV8nvWrXG69ZAlp1PnsIxViEfPIbslbbio9Ojmz6cc65x7u3Pbmt377AQ5wy6238egzL3be+fbbg7vv+RQey9z1lM3xMxav3e6wYyNM1nrkvYBmx+LlIz5JIsn5inJeV+6Jaoep2hJ7T3b4mQ+V2XuqxuqCZCKXUMlB3jfIuZpD7o74pvguAxVQLvUG91KhhCX1Vi6OGaSLrTC3yYBu6iDR8w3YdzrNqDeM1L0qWSEgXskxWTk1eUUgLBnvewhn8U168OyX/Wp7zlGg61BYMRwVjmbWq6HiZ7Six7GBSEy2zURUiwGd5RCVRPSFTT8GS4AUOhdI35eCJNK0XCGENki1tBooSjSBihSgiZJpDpMgjE2iUGcZhZGeyYeRydapZX7nA7P8hz9S7DtWJU70k8IwtPOtbRkkScK+Uz2avYS8Y3DsnMX80hhXb1+klm/z3P4im2bs8MprXrfHEP3Opov+5uD+WwMcYNvGjSiVPF16+6U33v/QI17Rd7n+IsllWyMSo8muQwl5B+Y7MfOzJusmDHwHKoWIqVqb6bEFXjrR5Rc+XOPAqRrrSoKJvAa3TinQuk3bzrjdpA6wunLn/Zi8H5L3QnxXz86lGRNGBr3Aoduz9DplxDpMmlHaougx4YETJl990tcJR8LQ0wHxKofKC3pxIcSrtiivfo0ojf9aVzosHElaG87DhZayjY4MRz9m3oXKoN83edv1Xf5gbZ9TCyHEIZEh6SYGTgJ2xjsHSKAdCJqhptbahknZUxRSqqu2hDBApFVYaY+TIBD0+ga9QNAPdRpDFkC2ebrOb/7YPL/4ZzF7jo6RKG025DkJY4Zi3UxArthkseVS8DocOy3YtT9PFFdw7A4xkp55+f4Hnjr9b9588/q/LUz/9gAfq+VRavGXivnXqWPHTv303MJRd910zKmFkMdetCh6PjddknBqNqBdh02roJSPdIoyS3z6oZhPPDjJoRNlNpZhLJ/o2XjeoJiXFHwT39NOTAPZm6UFyjk3Ie+FFHMBlUKHsUqLVq/HE3tNFpYcrr3IJow0n1maSRr/EacVPETKkG4cs2u/S6T1XCn3ImPWrazcr/o5IwfLDJh/CalqxR/Eig8r//4FY0MN9gv7cMErueQi9ebWkrA4MZCW4JqL+jz1Ykg3DlGmRZDYBAq89NuV6Q0cuYrrr6mzuBzy9Ms5jiz4TBYMJpQm8wqRaCotSTrtSFIzVYOOa9ALTMJIDBY7UWSwZZXJr/1Ik794OOThF8Y4teSQcxOiWDFWipFWxOycy/ZNkuu2Nnl4d4cXj3pMV6E6vqH37ne97Su+56rpsb+cEvttATiAENXk2L4//6+Vai108p2fb/eO2e2Oz7VbJeunBI2gSbctmap4jJUVaybbWPYiv/9Vg7/4xipy0mVjRVHNJRRzBuXUHatSNCkXFEU/xrYSlluSbl9bDDt2gu9G5P2QarGDNOs8/nLAF58o8MTuAr4hSUKbjatM8n6IbWlPQGkmw0hvK+SFYwYfuTNHFJlga6gNRmcrVu2jkxOxoh+/kC34lywuh0b2F/ylb1b5B8zxgZhXjFRuNZiqqDTKe2hGLwY2xZYU/MjbOtz/lM+zxyyIJZEw6Rkmeal/RlvqKdVlqwU/+tYEW7Z54uUmdzyR54VjVc63LIRIBod32xKYiaLXUzTaCY6EnG/Q7VuEsUEc26kjl/Zu2Thl88EfrvOJ+8/zR1+a5MSCQ7UUcW7BYawmScQS9zw5xrpVFnm3T9PrsnXjVNB1Jn778/c99Ws/+6Pv+kvZgt9WgAN89QkzENb0b1ZrvWBpbvmD/bBnrJ+JON/o8o1dgpLjsXWNZOuaDr63wIfutrjr8QrrKhbjOW314HsGpZxJtWRRLRmMlxPGywFrppost/vsP1HDED6eo2fcvhtR9HtMVOp87pGIX/2LCZrNEmtKBhsnDGYXbWpF7YoFugeXMsS2++TyXfoi4u5H8xw8YQ3AnYEtC7DNnhqj48CVogZxQQVfuX5XI6B+ZSR3FhA71Gu++s2hXrHwSTLN5gjgR+foo1cUGGxZG3D7a9vsPeTQDQ1UzqRvuARpfqaUUMwJJko2x05NsnnG5903LfH6q5b4tU9FfOaBKRxp4sgYz9ZfJ++bFAsh+871aDRt1o8l9IOEJLFQiQShg6mCyKDZtqkUfd55XZ04XuQjd1U4dMaj4BvUSgXe89o57n1mgTPzeTatCpiu5ZLJyeoHb7ja+J1zs7PBz/4d8fl3Bvi//dHvY/dzX+nmc1vvePlA/r89+MiTnGsk7NonmS67XL7J4urtHSbHZvnQ3Rb3P13mogmL6Yr+JfeCOGUempQLBmOlhKlan42rl+mzzBfvLXL2NFy0Vj8SHZnguyG1couzy10++9gY80sVtk8oZqoJkxWJ7w7zKHWEeEQh1yNJunzoyxZHz/v8xd0+UWjok5ap19TxSOpZVsVX9uFiyAUfPWyOAPfClGIN8m9Sp0eK+oUc8uFNooZbzMHHlcb4auQfGxKoEkyZYFqKD7yzTd5SHD3v8PFvJPR6Jh1pE6XRzUJAuyc4tyCxZJ44gY2r4b03tnjixTpzjQoFx6AQaZKYaxts2yCoVNv8yd199p0tsDlOQIQ611KaWKZJogSzizYnz7tMj3ncdsUyKqnz4TshPiBA2Vy2dZwbLm7y9Mt92j2DrTuuVm2x7o57n+52v/c93/d3heffHeAAldpqTHf64FWX2f8653b/4L6HXzSu2ChZPwXbNyyx2Fnij7/m8OTzFbZPSzZMa1pslHR4/AWBEDZ536RSUIxXAtZPL9NPFvndOwq8sKfMtlXaFcmS2hyolO9xZrHHb3+6yHN7q2yqKSaLikpBWzb7bpbYoN2xfLfL4dMBH703z1/cXaLeMVBJyOXb+zTbMUfOWygz1tOIgaEkK6Klh/YQr2xRMpgOEopH08a4sLBmQHwlqPWtkP0fg4VPxgUfWiqrEYMdPYrNwJ2dN2w75Ng5Rasr2bY+4d9/T5/lbsDmmZAPfz3m8OwYzcCkFAmCUNHtxdRbJr5rYVs+UiZcuzXigz8yz3//lM1iK0/ZU4RRktrCSW691CHnLfN7XzQ4Mp9PiVgRnmNQLUKiAnbuT4gCmw2rXTauHueWi5dB1fnGc30e3VtgsWUyM5nHMBWTa69KqhNb/vWNV285eOTE+W8FNDG+Ff/IzNqrmBo/GUyted2fWrb/H6vVKnHSJRFdvv5sxM/9SYknnq2yfZXNZVtsLt+acNnWJebbDeYa2lIi7wkqRX0I7UUNfufzPg88XWUyL6gWDG375sbk/ADfbfP4HsVXnqhRciTjeUUpL/ThNGeQ95I0mCqgWurw7KE+/+o3K/zBl2ZYjMYJjRKvuSbk87+6wG/95CIbptoQhMTJsJ3IwJ0lF5sjRpuZ1cIA4K+yhBlOQUZi9QYYFxjpRHnUMOjVpjJDJqEa2ixn8+eRw+YA4EaM64Scmk342T+o8J5fnuKBnTmisIitKvzLdwj+5OdnuemiBRaa0AwEnT60uzHNTky9JVhuWizWPZqdIm+/AW65ZJl6ENPsCbp9RbeXsFg3mV8u8OYrXX76fYuYbpczS1BvxrS6Mf1QMF7uU6os8+yxPi8eCnn+gMG+YxVed2mB3/jAMq+/tkViRsSqR6VcwhDOf7z5DTf86f07zwfXXHbxtwTg35IKrt/c65ibPRtfduV3HU6Mnc29L95ZOHiiTaXgMJE3WVuWXL3NZMNMhy0zS9SDFs8friKwKOUNyoWEqWqPSrHOR+6Fux6tsW3aYLyi3WuLOUUxF1EtdphvdvnYN8r4jsdkMaGch2JOaz9LeSjmYgq5gHKxQ5w0uWunxwvnJijlHMb8BEtK3nC5z0SpxDtu6HLs3DK//GGfKHaJL6iwQ7fYob925iKbZfbouJwRCutIG5EB/ZXv1wUZ9xd4rgxaFaXX51EMZiSIzBGQp6PBlICLEJrKGiUh//uLBb74+BSW4fCNnS61nINtGZTyXbZM1HnrNcs8c9Bnrp0n7yj8jk6KdgcMTRvX9in4JX7ojcs88WKL+VaJsp/QbEcsN03OLdrkvDLfdUOP0wsLfOTOafLLBoVczHLTRCUOV2yqc9fTTZ4+WqTejWl2LIQosWoiJOy5rJtQNIMaN93wpuYlF199uDt7Pv7uN31rwA1g/t3/ieH1S7/0nykWzx9Yu3b9qU6Qe12/ddLLOwuYSZ6ta21mpps8dUAnEO85LnjsuSqbpizWTknWTIasnlzmwNkWH72nhidc1o3DRMViomoyUY2YGuswUV3iq0/DV56YZFXBYLII1YJJpagPqLVSTK3cZ7LawXOX+eO7JH9y1zRFy2VdOWFVBS5ZK7lmaw5DSFxHUcr3eH6/yYm5HDnXICdV6nGoPcxtyxj5xZtaDpeCHIY9dAZSS2p+RiaNs62InBcwVw+587EcZ5bz5FyT/Gh2UCbikAIrTWQQxrDFEeg/i9SL3DK1mDjTmjqOtrsrFzq8dCzm/9wxxnKnwqZxiRnnsGQRISySRCJNgys3dxGiy86DPirWoViWkcUgGmmej7aEnq71OTHfZ+fBPJ408GyVBt2aSFP7u8+MtXn5VMLZeY+cpTTb07XYMhPSbLVxHME1O3rsPyXod216ocPhs12K+RJvefNti+Nrr/33e040P7tpOsev/8Zvfssw+S2r4ADlchmA+cXGx6+4/HXy9Hz8WwdfenS8kO+xflWb+14ImF8oMlm0eeCFPmXPZPWYZLoWs266yenFBr/y4QrNRoGLpxW1oqRaklSLCbVSn1qpyZHzPe54fBxfWEwUEko5g0JeUsoblHIJ5XxItdhjotrg4Zdj/vCr09jKY005YbwI42WTWtmm1U1YbnoUc33WTnTYsabPU4cjkkS/JZlO0TQYmMdr5ZDmnVtGtnaGJNJANAyFJSGKhrrJlcm/wx4kO7wOFEN6HI9lapCb0tDVO3WJSpKUpW0YhFIQxmJg7TY4UBsJSsTsOSk5fD5PxTUY82PyrsHskoFtOYMnysxEwk+8fZE9hxd58IVJ8o6hTZTsaCQIzMJ1PIq5Iu++cYln99c5O1+l6Cl8J8J3DTzHwnVyXLQ25Fd/dJ6f+5Dk6FyJvBdRLjjMTOR4/VVtHtwp2TYtKefaPPSMQTEnuGbbBO946w1z67fc/HNJHHx8x7qZbyUcgW9RD37hNVYt4lrJh9/39jf8wsZNl8w5Vp9Gp8HCvM/brlPUyl0kDhunbdZOw7b1Tcrlee54wmVhocTm8YSxskG1ZFErKcZKIeOVDrlcnf/1hQJ7DpVZU9H0W50DpFuTciGmXOxTKbQ4dLbDh79eIo7zrC4rajktsijlLHxPi2vDSM9vbUty01UBk6WIOAZWtA0iTaTItKaQ9xIKuVivs0NFu6fo9qEf6tFYlEnJRtsUxIh1hPZZHXqIp+DOvo6TbnEtkyBUtDsxnW5Mrx/TD3QGj872GfbiSun0usVlePRZjyCw8B1tlREnik4vYblpsNiwWKy7nFsoIFSJH3xzi01rljnfESy1odHRLUijpag3TZabNmcXcly6weffvmeRVtDjbEOw2IxZbETMLyvmFm2Ony0yVSry7psazHZ7vHxKceJcyJFTLnFUYq4Zc/cTLtNFj1y+T5AoLrpox1x1+i2/UG+oD9tu+dsBxW9tizJ6/fdf/XW2XnLTc0JYcxunF2554vnIu+YiC89v8Y1dDmUvz5VbDbatb9FP5vnikxb3PjHGmrJgqmronJYxg+laxOqJNlNj89zxpOLTD04xlTN1a1Iczs5rpZixcp+psRa2vcQvfjjH/bsmWF8WTJUSKsWUh56XFHNQ8NUgsa1W7tHo9LnvmSLdnkvJSyO/nWHct+dJ8l4qpM5HjFcCEF2e3W8QRVo4YBjDaY+dKoscS6es5f0+8/WIOx/XLUrRM8jbiab82iL9Wia+p7e45YJgshbz8omIhXrKyhZD4/osBsYdhHRFFPw+rV6Pz97vcuJ8kbGCQdFVeI5+KmhTH93gax2mwRVb+qweb/K1Z3yC0MIzU+WPKVJrZd0uGUKwYSpgodll56EcEgNHxqkFnMQwNBX2opkY225zagkWly3iEAqezcY1EftOR5yb9di6RtFUqxevv3Tdz7SWj31445ZLvl0w/PZU8Oz6we95O+umznwsV1z97269YU2zWpvn7qcdSl6emy8PuHbHIifml/jVT/h89cExJnyTqbK2g6uVTcbLMRPVLrXSMp99JOG3Pz2Fp2wmi4pyQa/0i3mDUl5RLoRUCl1ybp2v7YKHXxpjTcnU48P8ENw5T+diZiaZ2dYvirQ1w2DJk7YOchC/oWMN815MpRgwM1nHcmfZfSxksR7S7sT0+ll1HbpQJVn1HkxRRAqwlS2KNNOEZNsg7wvGyzGXbmrSo87RBVhuKdq9hF4QE4QJYaTboyzmRCV6yGgYYMp0Vp+yAJMEgjCh3YtZbsFSw2ShbjO37HNuocJrdpjcfs08S0HMQlvQ6CQ02hH1dsxyU7DY0H83jkr8zPtCvvv15znXSZitw2I9ZGE5Zm7Z5Ny8y8JyjffcmOeXf7DO9Ko6Tx6MeXR3Qqvp89brFMcXm7SSDc2tm1f9u+eOLn/siuve8e2E4Le2B3+1a8c6O8l5+U/PL0fRM7tnPjrmd9xNa7rsOgTFQsjjL1u0lktcud4i5yS0e1AuSMbKCROVHhtXL7PrcJvfv2Mc1csxM55QLQgqeUk5LynnoVyIqBT6TFRbHJvt8T8/NU3FdlhVSqgWBZWSpFqUFPM6TcKWeqT2yjFetrJPQZdOTqyR7PmcG1PM93GdJn/+DYvFNjS7Cb6X4LuKMDK0A2w2p16xjBlAfAWXxUyVNlZ6I/munhiVC32+/80L/Kc/9FnuSvw0CSNLb4gyt9lkOE1JZ0Ajogz9tcNI0enGKffbRCkTQ9hYModlhvyn75ln94kljp8ew7fBseKhv7o0sKSNNPOsXxXzU9+1yKnzi7ywdywVeEd4ribIzS/beG6Nizda3LyjSbsZcOVFCQdPm6wLbK69dLzXVRP/8vi5ic8ncfvvtIb/61zf1goOUF3/Y+w9di7uJXx+zfS6H7z52qneS0cVniX58mMWB47kuXG7w1tvDFg/UydRBuWCYLwSsHa6Ti9Z5rOPFgl6edbXEsaKgkpBS96ykWApF1IudAnjJh/6Wp6FVp7pQnojpO5akzVYNR5RLUbaujdlvmX9a2oeeIEVMml/rL3FnTReJecG2FaX47MWiUp9uNMFSDyifn/1Bfwr1z4ilcCZ2c1k6fwgQyjWT8REcUizb9ALVFq9E50enSY/JMlwBp/dqIKhC6409L+/1Ew4Nx8ytxgwv6yYr0sW6g7z9TwFr8AHbq9jOF3m2gaNDjTbMfVWxFITFpYl88sOp2eLOGaJ976mjek2ODInmK/H1JtaNXVktsndT0U8ubvExWtyvPvmBr2+ZPNMSGSv6VXKa3/w+svMz6+fOB///37xfd9u+H37AQ5wxfX/HkkxvuqmmS9Ie+aHr96xvlPvBswvuVyyNse12yNmWy3uf95jsmqwejxkw6o6yljktz5V5Innq6ypwFRZMFaWVEsWlaKgXEgo5yOK+T7jlSaffEDwtcfHmC4IanmoFExqJYvJKqyb6rNh9QInFjqcmYN2zyRKJx2kkBBpmvHoxjKbfa9ILrZDDDPEMPURZpizowZckSGCR/3Bs4m1ekVFH8ahpNvIVPUexwYyCelG0I+yFDXNyBukIY8QrBJljCx+9OHVcw2mxyymJwMOz0WcnI2ZTUG+UJcs1l3mlwq84wbBD79pjrlGQr0LjY6i0Y5YbkbM1+H8osXZOZezc2Vec3GOn/2eOpHZ4tAsnFuMOLcAt1yuKFeb7NwX8dKhMtW8j+e0KJYv5sqLN33gZ/7tzBf2H3bin/zRH/37gN63v0XJrnXbf4TPfuZT6k8f2vvZd161XW5ck/zBROFMSRoxU+PLPPQATBU8dmyI2b5+CUMu83++lOeRXWPMFEUKbovxqkW1CKVcQiGXsQq7nJzt8eUnS9iWzVhOpcsjSa2k41a2rl3kK0/3+OLDHleujykXtGeHBoJCT/FE2herVPyQph8MRnhawOw5EV993OL4OZtx5wITn1Ed5sBOOUEYGZ1W/8UsYGrFKj8t55n9RBQL1k0pbru5xZ2PlnQycjyaq2kMbZVTAbJSIg1sTTTH3dBpG9M1wWVb+/RFn3ser2LLGNsK8Rwb37XIex7FfIG3X7/EV59qMVsvkbO1SgoVpllBErAQhv5m33CZSRDW+b9fMXjplIdtwVg5z7VbFvjM/V3OLrosND3Wzaydv+22ty5NTG87ttwMVLng/H3B7u+ngmfX+97/vdx++TZ+8K3uX7zzDev//faLr1+YmnS56ylB0C1x42UR880lZpe7PLNf8uTzNS6dkUxVoFQwmahJ1kwkbFzdY6Lax3f1Wtpzu3xtl8GxswXGfSjnhRY2F03GyjEzEy1mm00e2u1ho3niWXaMJRP6YcwLBx2W2hJLDm3aMlP7zA9Ex4DEWFbE0bOSfttCmq/CJRHDGJBMTWSYMZhq4GgfJAx69VH3qvQW0Ob3iaDoCTZOB/TTLPoM3FlkyKhcLYwMir7gki0ByooJ0vm8EGmfHrvcemlApdrixIJ2olpqxCw1TZabDsuNHBsmLd56bZ1GmNAJoNtXzNYTjp0NOT0bcH4xYakhObvgsufIGDdvL3Dd1h61WsjYWJ0nXkpwjDK3XBWC5XPj9dcsxO6O/7hhwxVbpcVj0rL/PiH39wtwgJ/68R+ltPp72bL9HR/7nve992dnNt061+muYvNqQT5X54WDFnuPVZlb9Llig81rrohwnATflcxMJGxd26AXLXN2ISQIDUwjwbF7PLbHA2VT8RWFQf65YqLSx3cb/MFXHF7cn6eS06O/zBjIc0Ka3Ygnd7u0WxaONbKZFEMGoTmSjiCNCMsCTOOVHJLBTaEGFs2OFWAYIb0wwbEjUAG9UNFPxQHDHnrU9EekuTwGUahQiUpviJEUtkynmd4cQWhQ8E1uvrRPIRfQDrS2MooU3b5guelw1RaLn3jXMo0wYrauqLciGi2otyX1lgvK4+YdffphSJjoQ+b0WILldzl4NuTMbES7q+gFAQ+/oHjxYJnpksVlqw0u32zQDNrsPSrYvmaC97/rNXPX3vDdP/vu29/8MejjmELlXfF3hdA/bIBnl2kXabTEn918462/8APvfePczCqLLz4MG6d9xms99h0rcPOlMabdIkoEq8cF29c3OLW0zB/fafDw8w7Njq64C42YIHEou4K8p/WcxbxBuRCzaqzNvtN9njvkU/FMynkD3zP0RMKNqBS7HDilePlsDtc1kSNiB1YAnYHtsGnGaW6NWJmoNth86lW9ZjMG5LwODzwDd9zr8u7bmtx2/TxRv0+zL9LKrEjiYXTgwBpCacszPY1JM28uvBkg7Xr0/1+3Z7N5Ci5d06TeTmj3odOPaXcTlpsW9WaeKzcqtq5rcmoJGq1Yv9oGzY5Fs+0hDZOxcp8gFuQ8g9debvIv3tlhYrLF3lMhZ+e1GX6oGjy+G7bNuJyrxxw8VuT26ztEhsPMxtvmrr7q1l8YK6s/WzX1t1fk/KMFOECp4BFH8Z9ectk1P3P1dW9amhpbT6EQ8uiLFpunJGPVJvuOSSbLHldua3Jkrsmf3Jkn7hZYXZNYMqGYC3jsJZNDp1zyNuQ9g7wnKeYUE+WAMGnzpScsGg2PySIUfFN7tOQiKoUus/Uun3iwyMn5IiVHzz2Skf54AHIj03YqpIyx7SH/ZMgwFIN2xpYJrh3i2B0efBF+5g9X8cCz07zuMpvf/PEWb7xink4c0QlEOtNWK1qPUceqMAQVxSsOs2q4FE2fGvos0Oo6TFc8vufWNpVKh4W2oNVVtLoJ9bbB3JJHNe/yzptbGFbIXAOanYhWB5odk07PZstquPmSNvWOrv6nzrs4RoUPvC1gZnWTZw8HzC7YXLzO4Hyzx9EzHjdcktDs9RmrbOT2t9y2dN111/4MGH8q/xr+gd/O6zsKcIBKOUex4H5846Yb/vm1V2z9aZG/Moz6DmO1Pl9+UhIFRd58XYuFdp0/vycPfZ9tayTT44JV4zoCpdWDODTxbci5BgVfUMrHjFc6dMMux855FG2TakELK0o5RbUUUC42uftpyTeeHmdL1cCRiqWeoBuKVJl/4WFRmwktNmDvCTvNuFEr2IDS1Otx24rx3YBmr8evfmKMU4tjzIxXOH58A5OFMX7+B5pUci2agSCIhO6vX9FXa5BvXRtTKEaafzJKkVUMdKeuHZLz+gShxcnz47z5aoe3Xb/MfCfWtNh2TL2tWGxYtDs5Nk4obLfHubqg2U5odhLaXZNu38IyTUpuzHxTcWpRcXY+Yt/RHJao8UNvhnK5yX27IqTIc/uNIacWuhixzfe/Z0eYr2z/6Zuvv/6fm9L9uGl5f2d8/KMHOICUTnL34ye+0szd8vtXXXLxv/2e77o63n3CSZYXc9xyRUA3qvPwrgJrKnkuXm9RKZrMTPQ5W2/z2F6XIHTwpMJ3IOcZFHKCajEkn2vx7BGD2QWfqXLKW8kblAsR5Xybl44FfOHRCpO+xWVrDH7krSFvv2WJdqToR6wYt2XV25YJJ84bPPmshz1CpTXS3Elpgi0THDvGsvp85kGbvSfKbJtQTBUlc4sFjp6psHW1y/tfv0w/jumFulJGcUKSzdKVSCNKDF57VcCq6YBeJF5xIDUEmk1o9/ny4wEfvctnz+EyC8tjvPfmhIs3NljsKOqtmGYrod4yOb/oM122uWJTh3o/YrGlaHVimh1BtycJIom0JNdsD6mNdTm9ELPYgJcO+5w9X+P1lzu4foeHXxCM+R43X0FSnr4hLk9c/m/f9JaLfz+ff+krlmV925c4f53rHwTAAd7/1sv4yduWg1tfM/nxjZtmdmxad9mvfNetU8y3OtzzZImpqke5lLBxdUCcRDh2h6f3GOzcPUG9mcORipybSd8Sxitdljs97tvloyKLWkEDvJRXjJUChNnmT+72OH0uz+Yp2LDa4uaLBZes7dELY6IYSDWTw3x63YPHSUI3MActiTECdDONzXasENvqs/+Ug2NISp7CkoJ+KGi0LcLI46LVIXEc04/EYO2etSEDvndi4EswRUw0kmsfp/YRoMeXjt1n9wmbx3fbHD5lcOhUgZmxPD/2tiahCFloQqMdU28LFus20shx29V98oUe5+voG6CjFUBhaFL1DG7e4nD99oRupJ0Ijp4NWGoEnJ21eOPVFq7f4OC5GTatv+pXxqZW7zg1v/HjX3vYC4S48TsNp8H1DwbgAMK/FCE2d/cf6B54Zv8P/OZtryt/0C9sjTfP+Bw91yKOY4rFOp4bc+RcwuFTOTavSsjnBOWcpJLXJKWJSp9aqc4LRxOeP1hgPK9776JvpIzDDs/sj3h6X5F1VYOxsslYWeA7SSr0zchNYiBVG+baJJhGknpmj9hJDA6YDA6Y7V5EvWtTsPWq3zAyXohJt+dQ9AS2F9CLSLeg6SudrGQHxwzQoWLwd4aTFH0iNowEYUA3UMzXY+aWJKdni9ywFa7e3mShnVbxdkK9LVmoe1y5yeSyTU1m2zFz9YTlRsxi3WSpkWexLTl81mTrKsn6VSG9QLHU7WCYMWunFzk96/Oaay6Km+bMB29721t+0+h3D9z2mpnu7a+76DsNoxXX39ui529yvfX2d7F08kNxZc1P/pdWY0E+tev+/7jYec7ZPrPIYy/luHhdwsvHYFXZwXGbnF9QTBUtJmuS8XLMZLXJU/v7/PanahA5VHIJOc+kkINKIUAYbb7ylI0jHCZLinJBV/a838eykpTsLzClwEq3mNLUY8IsIJUspnx0nJgGxkpDtyhPv2zy2K4cq2sMJG4KPRps9yRvuCrixh1tdu3OpwnGWdb7MHxqqLlU6QhdpGv6NE040rTfMDIJw5hWL6HRillqSmaXXKbHCrzzhgbP7iux3BY02zGtjsVS02ay5vPz71/kvwUWx45VGCtqO4dCLsfqWsjRk13OzXts31DnyImIay9SPLPP5PXXrefq667sv+7GN/yPD0zU/ovjfoZf/w/v/07D5lWvf5AAB6is+QBhr8VD++JfWrv5LcYPj2+68YknvmBsXJXcGCVn5Nk5n7deG/HEyzEHjha57iIdtVErBxw+3+H3vlBjYdljLJfg2gZ5z6CYV1SLPbphh+cPTrKmJCjmTIo5g1I+RBg9jp03sE0Tz9YbQDc11betJDURGraWmc1EprLPQpuyhZAyFIkwBinJgsyCTa/gVWKASgjT8V88OgZMeAWXJVEa3GGk6IcJvX5CLzDp9k2iyGbjZIvHSGi0DRrthOWmZHYxz1WbGnheh4VWkal2TKsr6fVNeoHBWNHl/3l3wO98rsNCs0CnH/LSEcm1OzziuMWLh6u86TqLl4+0CZPpaNtGnrjmuu9OLrl47ROG0fulxcUW1ep3dlLyl13/oFqUCy/LzfOmK0psXVP8BdE/deutN9zy9jffeunnvOKG5PJNOfKFBgvLFjftkKyebNDuBgijy1cfd1hTyvPum0IMGWNJQd4XqS9ik0f2SHKWw1geijmTvK8reycI+PozORxDUPAFvmuS8yDnxbiO9hRHaICSJJnz8dAYaLD11LNyw0gG/JbMQGjgOTgYA0I/yWivK5c4mVmWYWpeilIQJtALodtTdHoxrS402pIwdHjztTGOG7DU1ofGRkuwUHfpdYu89pIWc+2YRkfR7iR6chNFfPmRHOdmJ3nXjQGxCCn4MacX2zz5kket4DDfaHHsTInrr9iQlCev+NzaDW98+3MvnbvVNMd+QYjV/6DBDf+AK/iF1yVXv4vFub3N1es3/btqbeOh40efv+Tgidy7jeQc2zY0eXqfoFoUHDsfMreQ5503CEw3ZP8xc9Ce1Ep9ziz1+fJjZaqutonLeSY5T1HK93nhSEIYOEzksgOpQakQU8qH5P0AW8YEoWSibHLpRR12HyyBEql3+HClr2P6kmGCwjdZ3mlHquECJ84Oj0mmAALTjNm532Z+ycOXin4kaPREerCMyXkxjZbBUtOlXHK4YkubPft9ut2EVlex2LCpFou864YuT+zpsdDM0ezEtDqSpabLzgMCW7i84zU+a6d7LDZsNq+OeWJ3j/GSye23rKIbTt1x+RXXvDQ2Ofm7/V6/uWPLpu80HP7a1z8agANUx7cDzD/x/Mn/XNu4ZV0jOcj3rnn53XOzT9DtCDZubXPn0wbrxhxWT7Z4cl9ELWezakxSKyaMlTu8cELRbvhcvtZgvCqRUrcg5UKXnQddor6kNq5FF2NlxXg5YKLSZrJWpxdIFup5Vo8HXLU5ZOdevUnMLN2GAE/S6j1CLkmv0Q2p/m96GhINwD38KNCx17sOOjQbHuuqCQvtmLk2BLGJMBIcKyLn2SzUbSZrLldu7vDoswlBZBLFivMLJkL4XLIpz5rxLnsP+Sw1Es7MCWrlAhtWLfHMS11Onstx3Y4FvvJQyA1Fk+kpk9LU9bzzjZvvmJhZ9/8Qd44L+a3XTH67r39UAM+uG69Yw/zc8vHV117yM66hPn7k1LqfGh8/dsvuA89xbjbgnTfF9OMuZ2aL7NhgUizGRCpivgFff8plpmJy6WaB4y5z8mwJW0IY91HKoZY3qJYkE1XBuukO29YvkPMaPLkPdu6ZYKZWRJqKkr+IbUeAHKhopNQjO9PUkxZDaFeq6ILt4yDz3dCsvyRJiBLN746iZODLrRT0AsVyx2aqZHDFRoPVU10eP9Th6ZcLLDQlURzjOBG1smSp4SNFD9vq04vy+G7CyfkGs8s+1WKBt197mtnZCFMm1FuCPYcN1kx5PG8H7D7s8KbrHC69yKQ2fR1vuG39w8udwu9Wx7a/2KqHxwvl1d/pX/vf6vpHCXCAsfEywCGl1KHLqrx0tvjgtHK3/FE+f2Szzy7zuYMmGyYNpNMljE1ePg7dwGPfCcnlMwbrV/d54AUgEExUeuw7LXjpkEPRNZiomKyZ7IOxzJcej7hio82eIyaPveBxw3aLDdMu77w55M5nIkTPGih+rCw2xdLOUoII4pBOaBHG2qHKMDSD0XVCLKuPiYGKEoLY1I5RsUpzbHSbcuiUydcfdZkqwtpJyfWXCtpRTLcdcdmmNntP+JyaE9RKJo22w6UbDTau6TO7nKfgJWxeF/DgLpstcxaXbLbYtkawfjpmqRnRDBIOnXa4ZH2do2cSCrVb4g/cuOHQ03uSf3Xj9becBQ4I8fdLjvpWX/9oAZ5d6S/gwPETiwe2bozfsno8t9qUl3/uZP3homccz718pMNVWzt0OpK8C5Mlm9XjAsdpEwY268chockLRyPaPYs1k5LpMcXU2BL/50sJJ05Pkb89Yapax3ES2l1FPzSot0zMhOG0xRG4ts4Gcu2Il48nPHPA47vfsMhXnrDpBpIk0at1z4kp5Fp8+kGbqy+KODbXor5cJooU/VDp6UjfpNszsR2TYi7BsQR5T9ENBKfnfDZPFvm+17U4Or/I739ujMkFyVLDYlNZcvnmFk/v9jg1l2fdjCSMupyeLTBWLdDomQSRYqkVcOnGhLmmz41XXtH+vu99fSMM+e5169ec3rDRPP6PHdjZ9Y8e4Nm1bm0VpZLjMHbyxNnOxT/4z8IbgvD6D11y9FC0e/++qhLtwuGzS+SkyaqxiN1HBPVmnsntPb70GDx3pAgJlPIwNdZj35k+J85VmCpJPCemrUx6sZanSVPxhYfzzC1YXLnBIJ8z8V1FwQ9TS+KIzz9W5PjpKj/xziZh0uDFfTVUWsFLuT53Pm3wia+v5SfeEfBdN7X4sy/HJErQ6ig6uZhm22ShbnHlNsm7Xhtw/5MZS1ELGbo9wexCnrW1gI1rupxbsqk3JdKAt10Ts6rc4sX92ipv+6YuJ+ditq6z2DTTwjLLXHX5ONPT25dvnlnXipX54zt2bHwSCnWlVCKMf9DDtb/R9U/nJwGEMBBCJGvHZ5fWrJ+8J5cvbj380sc3fdfbf+TX3vPWq/cIa+3zm9eO97yc5K4nYPOqhGavh0p8btzuUfQURR8wunz63hLrxlwiIOdGWDJII/bAMiNcVzJetNgwbVArh1gyYr7R4aUjgnrTJmdZuLgsNypsXwudfkSS6I1ozuuz57hPzbOJwwL9vkPFV+zYqKhVe0SxYrYRcfiMYHYxT6PnEsQqtYyLiOKQbj8BEXDyXJEfeIMiEqFetXcMntxdJYmLuF6XAyckt1/XxPcN2v2x3raNq58vTV733Pd+94/vef2tt//Hvft2r3fyq+55fn9rSQiRGP+EwA3/hCr46CWsDaAtAzsnTxxHGPK3pTR/+8arrzJr5cLvd4OlrRdffPI1W9adNU/M9Sl4NoVCHUN45Dxo9zqsrdbYvinkiT0W9U5MP1asqsYgFL0wJuhGrBkzmByPePlEn63TLk8eiGnUBVdscUiSPkmi6PZMur0040Zo7aQwEkoOLDpG6kMoyfsWr728T73T5oX9Putn6uw/6nJq1qHktvCdCIXJ7JJB3lPYKiKIInbul1y8oUgu16bdc+mFFifnY1ZXJZM1RbOdY3z8ivjNb9j6qOdUDsRR41/Xz4SxtCwsx1Hv/Wc/SMH7JwkD4J8owEevNWvXwXBQF504W/9xw3Qqv/CTC7/eOPMlO3+4Hxtm+ar5RvnqnNtBiA6ffchmy4Qi7zTZMF7kzKJJo12jWlCYKM4tKx583uG12wX5XMjJWYfL1icUc5J2S+r8mtgY6C6FMPFd7Vve6QnaHUmSJEOeeeq9EkaShZZHJxCsG4dnXlbMLklef2XIy4cjgtBiqW6zYcyg3kk4ft6m3uuxVLd513V1dr7sIc08F22qsdywdjU7rWdrExvMtRfdFlxxc+0XSfpLwqwB8FP/6jv9m/n7uf7JA/zCa+10CWAJ+EmA+VOfwTS5ZXbevc301XfP1NoXeeNdVPsgzx1TVOyQuYUOE2UblRjYpsORcwn9yMexFNV8n+mSSSkfMl7o024UUIlBLzKJ062+aRqMlSWT1YjZZcXsokM/0lHXhlDYUnPKWx2LxVafeifm/LLDQlvQC0AaLmtX9Wi0PZSpmFtMmKh26Ic5brks5ux8nrUb3ohVqjCzwdrfdgqfqwbJ14Xg4R/+Z2/jl//jd/pd/85d/58D+IXX2Mz7AR4+fX7p4bfdxiO+FW7auGkpeeShc0nTWLvhys2Vn3/s2eNcenHCoSPnccxldh2Mca2YRhdybo+xks3pBcG5Be0HOFeXdIIEI3WgVRj4rqCQDzh8NqHd1SyWjBqbtxSTJUW7C1PFmE61x+ySTacb4DkJC0t9Kp7Bzr09LtpYYtWaSV57SYO+2EJenv3NuXpwdP2WNxkX56pGpWgevuhi7rHc6nf6rf0Hcf1/HuDZtXqyAnBP9mcVnwfDLh8+du6JM8suq2c6Ya50+U9P1oI377jC4ObzgiP7d/Hi0R6W7WBKk3zOIAxiTs1GJEFMyYvodAWNRgRxO82TTAijLgUrxMRhblGhRMJYMUAJE9Ms4/nge4pbLu9RrUwxs+V1GNUcqzcLVo+Z9x490/if4xOh5ZQuQ8nvevi9m3rLGzaMf6ffwn+Q1z+NYeffw3X27HmUYkMh150MQ5HML0fcddcXOX7mCL7tsWlGcH4hDkvj1/7XyWLzHXP1XujbFp6d4Dg96i1wbJe5ZfC8iHozwbUcHNvAdXp0ennrsq3uV++454X/2gxs66KZAN9ZQlo7eOvt76QdeIQRxljRPq8UR2vjk9/pt+QfxfX/B/i38PrCVx8HxWTFO1tabnZVzrUIo5DpsZBuX1Fv+3R6ikZX0e0rVtUMgtDEcwOiJCduuWainiTq/MSa13ynf5R/Mtf/C2mG2SCGIE+DAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE4OjA0OjE1KzAwOjAwE5WYwQAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxODowNDoxNSswMDowMGLIIH0AAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 18}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 20776974
    {'hecke_orbit_code': 4503668648837195, 'n': 1, 'trace_an': 4}
  • id: 20776975
    {'hecke_orbit_code': 4503668648837195, 'n': 2, 'trace_an': 0}
  • id: 20776976
    {'hecke_orbit_code': 4503668648837195, 'n': 3, 'trace_an': 0}
  • id: 20776977
    {'hecke_orbit_code': 4503668648837195, 'n': 4, 'trace_an': -702752}
  • id: 20776978
    {'hecke_orbit_code': 4503668648837195, 'n': 5, 'trace_an': 0}
  • id: 20776979
    {'hecke_orbit_code': 4503668648837195, 'n': 6, 'trace_an': -4671432}
  • id: 20776980
    {'hecke_orbit_code': 4503668648837195, 'n': 7, 'trace_an': 0}
  • id: 20776981
    {'hecke_orbit_code': 4503668648837195, 'n': 8, 'trace_an': 0}
  • id: 20776982
    {'hecke_orbit_code': 4503668648837195, 'n': 9, 'trace_an': -172186884}
  • id: 20776983
    {'hecke_orbit_code': 4503668648837195, 'n': 10, 'trace_an': 0}
  • id: 20776984
    {'hecke_orbit_code': 4503668648837195, 'n': 11, 'trace_an': -2263259824}
  • id: 20776985
    {'hecke_orbit_code': 4503668648837195, 'n': 12, 'trace_an': 0}
  • id: 20776986
    {'hecke_orbit_code': 4503668648837195, 'n': 13, 'trace_an': 0}
  • id: 20776987
    {'hecke_orbit_code': 4503668648837195, 'n': 14, 'trace_an': 8770444032}
  • id: 20776988
    {'hecke_orbit_code': 4503668648837195, 'n': 15, 'trace_an': 0}
  • id: 20776989
    {'hecke_orbit_code': 4503668648837195, 'n': 16, 'trace_an': 102082634240}
  • id: 20776990
    {'hecke_orbit_code': 4503668648837195, 'n': 17, 'trace_an': 0}
  • id: 20776991
    {'hecke_orbit_code': 4503668648837195, 'n': 18, 'trace_an': 0}
  • id: 20776992
    {'hecke_orbit_code': 4503668648837195, 'n': 19, 'trace_an': 388752254432}
  • id: 20776993
    {'hecke_orbit_code': 4503668648837195, 'n': 20, 'trace_an': 0}
  • id: 20776994
    {'hecke_orbit_code': 4503668648837195, 'n': 21, 'trace_an': -272341231344}
  • id: 20776995
    {'hecke_orbit_code': 4503668648837195, 'n': 22, 'trace_an': 0}
  • id: 20776996
    {'hecke_orbit_code': 4503668648837195, 'n': 23, 'trace_an': 0}
  • id: 20776997
    {'hecke_orbit_code': 4503668648837195, 'n': 24, 'trace_an': 2778418267776}
  • id: 20776998
    {'hecke_orbit_code': 4503668648837195, 'n': 25, 'trace_an': 0}
  • id: 20776999
    {'hecke_orbit_code': 4503668648837195, 'n': 26, 'trace_an': -6214885009072}
  • id: 20777000
    {'hecke_orbit_code': 4503668648837195, 'n': 27, 'trace_an': 0}
  • id: 20777001
    {'hecke_orbit_code': 4503668648837195, 'n': 28, 'trace_an': 0}
  • id: 20777002
    {'hecke_orbit_code': 4503668648837195, 'n': 29, 'trace_an': 9474125251784}
  • id: 20777003
    {'hecke_orbit_code': 4503668648837195, 'n': 30, 'trace_an': 0}
  • id: 20777004
    {'hecke_orbit_code': 4503668648837195, 'n': 31, 'trace_an': 4512814149744}
  • id: 20777005
    {'hecke_orbit_code': 4503668648837195, 'n': 32, 'trace_an': 0}
  • id: 20777006
    {'hecke_orbit_code': 4503668648837195, 'n': 33, 'trace_an': 0}
  • id: 20777007
    {'hecke_orbit_code': 4503668648837195, 'n': 34, 'trace_an': 12640450603856}
  • id: 20777008
    {'hecke_orbit_code': 4503668648837195, 'n': 35, 'trace_an': 0}
  • id: 20777009
    {'hecke_orbit_code': 4503668648837195, 'n': 36, 'trace_an': 30251169276192}
  • id: 20777010
    {'hecke_orbit_code': 4503668648837195, 'n': 37, 'trace_an': 0}
  • id: 20777011
    {'hecke_orbit_code': 4503668648837195, 'n': 38, 'trace_an': 0}
  • id: 20777012
    {'hecke_orbit_code': 4503668648837195, 'n': 39, 'trace_an': 5861236859928}
  • id: 20777013
    {'hecke_orbit_code': 4503668648837195, 'n': 40, 'trace_an': 0}
  • id: 20777014
    {'hecke_orbit_code': 4503668648837195, 'n': 41, 'trace_an': -26103091718456}
  • id: 20777015
    {'hecke_orbit_code': 4503668648837195, 'n': 42, 'trace_an': 0}
  • id: 20777016
    {'hecke_orbit_code': 4503668648837195, 'n': 43, 'trace_an': 0}
  • id: 20777017
    {'hecke_orbit_code': 4503668648837195, 'n': 44, 'trace_an': 711694545463424}
  • id: 20777018
    {'hecke_orbit_code': 4503668648837195, 'n': 45, 'trace_an': 0}
  • id: 20777019
    {'hecke_orbit_code': 4503668648837195, 'n': 46, 'trace_an': -45232853381376}
  • id: 20777020
    {'hecke_orbit_code': 4503668648837195, 'n': 47, 'trace_an': 0}
  • id: 20777021
    {'hecke_orbit_code': 4503668648837195, 'n': 48, 'trace_an': 0}
  • id: 20777022
    {'hecke_orbit_code': 4503668648837195, 'n': 49, 'trace_an': 262458605334940}
  • id: 20777023
    {'hecke_orbit_code': 4503668648837195, 'n': 50, 'trace_an': 0}
  • id: 20777024
    {'hecke_orbit_code': 4503668648837195, 'n': 51, 'trace_an': 271127040034392}
  • id: 20777025
    {'hecke_orbit_code': 4503668648837195, 'n': 52, 'trace_an': 0}
  • id: 20777026
    {'hecke_orbit_code': 4503668648837195, 'n': 53, 'trace_an': 0}
  • id: 20777027
    {'hecke_orbit_code': 4503668648837195, 'n': 54, 'trace_an': 201089829974472}
  • id: 20777028
    {'hecke_orbit_code': 4503668648837195, 'n': 55, 'trace_an': 0}
  • id: 20777029
    {'hecke_orbit_code': 4503668648837195, 'n': 56, 'trace_an': 2649594618961920}
  • id: 20777030
    {'hecke_orbit_code': 4503668648837195, 'n': 57, 'trace_an': 0}
  • id: 20777031
    {'hecke_orbit_code': 4503668648837195, 'n': 58, 'trace_an': 0}
  • id: 20777032
    {'hecke_orbit_code': 4503668648837195, 'n': 59, 'trace_an': -1926784846232912}
  • id: 20777033
    {'hecke_orbit_code': 4503668648837195, 'n': 60, 'trace_an': 0}
  • id: 20777034
    {'hecke_orbit_code': 4503668648837195, 'n': 61, 'trace_an': -5717586429945320}
  • id: 20777035
    {'hecke_orbit_code': 4503668648837195, 'n': 62, 'trace_an': 0}
  • id: 20777036
    {'hecke_orbit_code': 4503668648837195, 'n': 63, 'trace_an': 0}
  • id: 20777037
    {'hecke_orbit_code': 4503668648837195, 'n': 64, 'trace_an': -23202311714971648}
  • id: 20777038
    {'hecke_orbit_code': 4503668648837195, 'n': 65, 'trace_an': 0}
  • id: 20777039
    {'hecke_orbit_code': 4503668648837195, 'n': 66, 'trace_an': 8431349467781664}
  • id: 20777040
    {'hecke_orbit_code': 4503668648837195, 'n': 67, 'trace_an': 0}
  • id: 20777041
    {'hecke_orbit_code': 4503668648837195, 'n': 68, 'trace_an': 0}
  • id: 20777042
    {'hecke_orbit_code': 4503668648837195, 'n': 69, 'trace_an': -3697976988787248}
  • id: 20777043
    {'hecke_orbit_code': 4503668648837195, 'n': 70, 'trace_an': 0}
  • id: 20777044
    {'hecke_orbit_code': 4503668648837195, 'n': 71, 'trace_an': 4413073310120608}
  • id: 20777045
    {'hecke_orbit_code': 4503668648837195, 'n': 72, 'trace_an': 0}
  • id: 20777046
    {'hecke_orbit_code': 4503668648837195, 'n': 73, 'trace_an': 0}
  • id: 20777047
    {'hecke_orbit_code': 4503668648837195, 'n': 74, 'trace_an': 30034887627397232}
  • id: 20777048
    {'hecke_orbit_code': 4503668648837195, 'n': 75, 'trace_an': 0}
  • id: 20777049
    {'hecke_orbit_code': 4503668648837195, 'n': 76, 'trace_an': -87248335332469888}
  • id: 20777050
    {'hecke_orbit_code': 4503668648837195, 'n': 77, 'trace_an': 0}
  • id: 20777051
    {'hecke_orbit_code': 4503668648837195, 'n': 78, 'trace_an': 0}
  • id: 20777052
    {'hecke_orbit_code': 4503668648837195, 'n': 79, 'trace_an': -9995782195868880}
  • id: 20777053
    {'hecke_orbit_code': 4503668648837195, 'n': 80, 'trace_an': 0}
  • id: 20777054
    {'hecke_orbit_code': 4503668648837195, 'n': 81, 'trace_an': 7412080755407364}
  • id: 20777055
    {'hecke_orbit_code': 4503668648837195, 'n': 82, 'trace_an': 0}
  • id: 20777056
    {'hecke_orbit_code': 4503668648837195, 'n': 83, 'trace_an': 0}
  • id: 20777057
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