Embedded newform data - 197.14.a.b.1.18

Formats: - HTML - YAML - JSON - 2024-12-02T17:38:28.917701

• 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': 38612, 'analytic_conductor': 211.24493003526803, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[197, -1]], 'atkin_lehner_string': '-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [197, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 109, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_orbit': 2, 'hecke_orbit_code': 4503599862251717, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '197.14.a.b', 'level': 197, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [197], 'level_radical': 197, 'minimal_twist': '197.14.a.b', 'prim_orbit_index': 1, 'related_objects': [], 'relative_dim': 109, 'rm_discs': [], 'sato_tate_group': '13.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '197.14.a', 'trace_display': [192, 8018, 88496, 1680731], 'traces': [109, 192, 8018, 471040, 88496, 383232, 1680731, 1820859, 59521391, 16373653, 21199298, 63225856, 59695238, 37888529, 87246239, 2130706432, 228353715, 400647337, 1139301305, 1109969259, 539982398, 1613315649, 920306804, 5542439613, 31241700999, 1864366110, 17825460755, 20413389070, 7185436621, 2050251883, 28475592572, 8334714660, 19623425846, 37845014194, 25255003636, 287968706746, 71523920490, 67778214914, 44951568463, 169184871486, 69139231052, 58715177635, 247544146139, 63861560722, 257443045479, 160530477869, 308496573061, 412228130018, 1736616239908, 1680360028531, 756579032995, 928015404666, 342783723680, -597894730601, 59276330527, -3822929869144, -562905761941, 62740419347, 827401964151, -2247133283907, 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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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0.0], [-0.002934053466913087, 0.0], [-1.3488109994210424, 0.0], [-0.4583349778015166, 0.0], [-0.015180865203140336, 0.0], [1.521356244220618, 0.0], [-2.594309193349087, 0.0], [-0.19247669710104384, 0.0], [0.23614632944286992, 0.0]], 'angles': [-0.3817630608412986, -0.24594401966338492, -0.20483862922198515, -0.20403061584300697, -0.25455152062040093, -0.18317988126087298, -0.15596020617844206, -0.2964506129677776, -0.3324697346726064, -0.34040703180536486, -0.335784515147447, -0.05282696282771498, -0.1374352809929319, -0.3743262096561153, -0.15196501265060727, -0.37685513247395713, -0.17456500882956302, -0.17248220199449363, -0.19126954467030166, -0.10143225763720137, -0.21066130464499486, -0.3122447150091568, -0.27031926687647684, -0.248276407046044, -0.2603009072022857, -0.2312789297368885, -0.13129735306636284, -0.3869234003551672, -0.20001500628563137, -0.32577446355334566, -0.25187818887407654, -0.25105404417136357, -0.38103535950680295, -0.15179476874281142, -0.19600858016161216, 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'embedding_index': 18, 'embedding_m': 18, 'hecke_orbit': 2, 'hecke_orbit_code': 4503599862251717, 'label': '197.14.a.b.1.18', 'level': 197, 'weight': 14}
• mf_newspaces •

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

  
  {'ALdims': [104, 109], 'Nk2': 38612, 'analytic_conductor': 211.24493003526803, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [197, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 213, 'dim': 213, 'eis_dim': 2, 'eis_new_dim': 0, 'hecke_orbit_code': 234881221, 'hecke_orbit_dims': [104, 109], 'label': '197.14.a', 'level': 197, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [197], 'level_radical': 197, 'mf_dim': 215, 'mf_new_dim': 213, 'num_forms': 2, 'plus_dim': 104, 'prim_orbit_index': 1, 'relative_dim': 213, 'sturm_bound': 231, 'trace_bound': 1, 'trace_display': [64, -2, -10508, -403306], 'traces': [213, 64, -2, 880640, -10508, 299904, -403306, -290442, 111071167, 6747306, 10510498, -4931584, -35067412, -14577374, -98882522, 3674210304, 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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

  
  {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 109, 'source_embedding_index': 18, 'source_hecke_orbit_code': 4503599862251717, 'source_is_minimal': True, 'source_label': '197.14.a.b.1.18', 'source_level': 197, 'target_conrey_index': 1, 'target_dim': 109, 'target_embedding_index': 18, 'target_hecke_orbit_code': 4503599862251717, 'target_is_minimal': True, 'target_label': '197.14.a.b.1.18', 'target_level': 197, 'twist_class_label': '197.14.a.b.1.18', 'twist_class_level': 197, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 14}
• hecke_orbit_code 4503599862251717 does not appear in mf_hecke_charpolys
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 1, 'hecke_orbit': 2, 'label': '197.14.a.b', 'level': 197, 'portrait': 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uX0ZcH52ZiLSzFeocM7bmnz/tvAk1VOXqhwcU5xZSEF96UFy6lFy83XLPCPPl1jw/gI5y5PMD3vM1dLsInm8UOGcqXO+2/TPLm/wEzD5T1vnTTG2/yFZlj+aS2j5t/+yz/wZkPiP+v4Mw3wc1eaTPkJnVj8wsLcqbsOvvg1+fzx9l2zs229dk2PO3cXePFokTOzNd5+kyYIRjh9MaHZiai3DHN1OLMkmJqo809/dIlbdha5NDfGzHyJmUXN3JJldjFmeiFhvhVTHevxln1tbt8NrizgKY+5ZZ8ri5rZZUEngDg2+K6h5CeMjsQY4MJsTLMNm1Y5lAoB1goQLu2uYePqgKW6BptSkXobghgsluVGyLoph1ZXIZRFmICK77BxTY96R3BhRpMYzXhFUvYFngNxLOgEktllyZUly1wtxvN64MTcsbfNXdcIJisFlmoVLs15zCzC3GLM3HLM5WU4s2S5ee8i//RHl1lTHeHi7BhzywVqDYd6W3L6UkxoGrztloRzF8Z4/kTAzdc0WF320YVKfG52/PkPvue+Iyo+99dve8uHLMRGiD+7upc/sxz88EtfZPeum/iZ/+nv/ItvPvLE//zNhx7ervXs5qqnZavjc/xCxM5NDa7f6mDiEhNVhedKQCGQCGFR0uIpuLxU4IXTkn3bltm9oUfRB0dLXEfhuppSQVJ0JJ22w8nzPo8ccLkwH9CMI05eClg1vswH3lJj3/YWN+9ucH4xZrEjKHo9zs5YGs0S126V1HsJx88rykXNqxdgx1pLL0zoJS5aR4yW4cQlD6UTHBmjHegGklt3d+h2JPu2JzS7CRdmymxZrSgVQ+qBZaraodZu8oXH4JVzCYfP9di0donrdjUZHQt57x0tfuCtlm2ryyRRlXOXRzgz7XBp1jA9HzE9n3BmXnCxHnH9zgX+2Y+2WF0d7YN7se6yUFPMLRmW6hFxLOl1fZ45apicrPGeWzXzS6O8ciKS3WhpU9GevXZ8vPqjY1Pb1nru1CO/9rkv8/Uvf/7NhswbHn8mI/j//m+/xj/8zF716C89/4800//gs1+/oC7PWmrdgL/9iZBOe5KHXoSxiUX+4ntCet0xak2XVlezWNcsN2G5kVBvxiy3YhYbcKkm0IUed16zzCffGrJlqkS9XWF+ucDCsstiQ7DcMCw1DLWWodk1NANLpxczXonYuMoAAs+xTM87COmxaUqxZa1l7VSHuVrAoVNlbtphKRZqHD09RrkUEoYO46OGbg/2bOzxe49V2bUhJggsEyOSKOlS9j1ePd+j4JS4YWfM4bMhc0su68Y9tqyBjatDlEq5s+tYhLBsWhUzWpa0uh7tjkOz47DcVCzXYalhWG4kLDYSZhuw1EvYuK7NJ+9d5M7dGt+pcGWxwmLNz65X+t1rzYhaM6Hdsyy3Bc0k4Mfe3WOqNMq3X1B0kjp/8xMdlpdHWOoKDl++Nrlp9+S/+Es/XPxnV053k7U7fujNhs7rjj9TAD/wykmqlWLhxUOnNr5y7PgndHLln+9ec4Zur8rLxzWvXoy46+Yl3n2T4OjpMWq9JX7wnQsoO8HMYoV6y2O54bLc1NSaUG8Z6q2YeitmuWmZawhm2hZEm4/c3eC9txq2rvEJwyK1hk+97dJoKWptQasj6AWWMLYkCelq4EDBs1QrlqmxCO30OHMl5MhpDxOXePdtIdqp8/LxETavgW+9GHP3tR7zjS6+VsRJxNgoxJGDdmKWloq85cYm33quzJY1sP9UgEOR+281xKLLkTMJ56Z9tHRZNaoZLQkKnsB1BUpAbCCMLL0QWh1LvW1odQz1jmGpbekmCZvWd3jv7Q0+clcIpsxSfYT55QJLDSe9Tg2ot5L0OrUT6i1DrSu4sCyRTo1Pvy2mXh/jyIWQd9za5q3XVjl+tsRLJyKWugGfvH81N+yu/m8bNt3wh4nac9GadnfNul1vNpT6x58ZgM/OHGfVmkl3/8tn/tLTLx7/laPHnhOdbiTXrW7yzptcpmcmeekYHDwf4nhN7rupS7XS5s49LfZsKLJYH2OpXqLW9Ki3XGotTb0lqLcszXZ6AxttQ61tmW8JrjQMo9UO77y5xR27YzatUlQKDs2Wj+ekVCeMJcYIjIVODxCG0XKPU5ctxoY8vL9E0CmwfZ3Lnfs6RKbOkweq3LDD4dRsm0atwu37OnznZY9VY5bjFyx//cNNjp/3WDUmeeSA4s49iuVOk7OXxrhhZ8iTR7rEQZE79rps29CjG7f59ssKEsGZaU2lqNECOl2JsYLEWKIYkAbtGhptS6kcsWFNwF17Orzzppjxks/c8ghL9QK1Znptak1Bow2NVkyjHdNoJzQ6luW25EpLstQOuW7LLLfsDimXSrzjhgRXjHP4tRFeOm64WGvyrlvqrBn1cLyCuXbPHdYfueav6dLO306C+XDfNXvfbEgBf0YAfmXJyHan84Fvf+dr28e88Jeef+lpp1p0+cZzlou1kPfd0eFj9/jML1Z59hC88FrM2aWEWjvirmuW+YWfXOLG7S715ggL9TKNlk+95VJvaxotRaMDrbal2YlpthPaXUOjY1loCxbaECUB1+3osnosod2xvOf2gM2rDXEi0dISRvDEIZ+L8z5rRmOOnvHBFNm9XnHjLoPnd3j5VIeFxRLXbC5RqdZ47rDDLTt8ljp1arUKq1dbXjyu+OH72rx0XLN+ymGx3aC2PMaNezo8dzRhrFDlmu1t5hsNXjxWpaBL3LzLsnNjD2SbQ+cEU2MRcwsRTx5y6EUKKSExls1rQt55e0irrVg7arhxB4RhkeVGkeWGR73t0OwoGm1Jsw3NTkKzndDqJDQ7hnoHlruCyw1Boxdw584F/vefWOb2vZLlRoVLs5O8+GqVZw4ZZpptPvqOJT50e8zMXJUvP16mUuqyb9/d0dS4+bt33vPR01qXviGEb95sbL3pdfDpKz2ibudHz596/t+cOn1sbNPIPFNjAVvXKqKowsFTLk8dVLi6zX03NBipjLB+1CKF4orn8OIpj5//TY+P3LXMp+5bZsvakNmlCp5boOC5FD2HUkHTKkjKXYeRkqbTS2h3E1YFhm5gafU8lhd8pi9ZwthweTbG8ywgcJVFS0GnqxA4xB3N9ZsF29ZaNq7rECQtHnxJceL0KO+6yePGPTU+96DFFUU2r+tw+DnFuqpiotLBVwXCyGG+BSVfs36V4JUTITfuLPDWGxb57ANdXKfMO26zOF6HR18M+dYLJY6dK7B1bZHNaxImR0O2TERcuzlBKYNWFrAUPY/JqkcYObQ6LkdPObR7mk5X0e5J2t1UjNbupN+91U1ody3NrqXehYWOYrZmKFUa/Ox7FvgLdwZct7XEpdkKS40SVxZK1JqWdtzig29t8vZ9mgPH13HwuMfpmSZb1sM3Hzvo3Htr4d84B15ZvuWm2/+2tb3PCuH/9wtwa+tA8BOnjj32C6eOPjl2/nyTZG3EdVvb7N4UE0cljNH4js8rJySzCwkyiZESqr5BYPGU5PDpCQ6eKvDazDwfvqvNXXt7VMsVlhtFSk2fStel3dG0spvd7Wk6gaYXWHqhIYwsUWSJk/QMYxdrQCqBowW+K6iWBaNlWD1hWL+qw8Rog4dehqcOOkgzwrtucrh+d4tnjkWEvQp3Xi9odLvML5W4Y6dhotqhoD16sWKhGaGM4PqdmmI54MBJn3tuHOH261ocOKnAjnDTXpcff/8y33kl5JGXShy/6LNxUrF6rMBouchIGQoeONqiJBgLx88JkkQQxYIwhiAi/Y5BQjcw9AJDp2foBIZ2F5oBLLQl8y0ITJe337DEB+5q8kPvMMRxhStLJZptn2bbxVjBjo0R2zfFrJsoceTUCCfOK45fiDg5bSmUeuzcmNBpBvzBlx8duzjT/b/edd+9eqnW/M3x0TdvyOJNA/j0TJ3Zef3jx1595hdOHH1oarTQZf34KC+/GnB5KWLbxibX7VgkTiZQ2mVkTrJQMwiV4DkAAiktjjIUtGCxU+Tzj23g0YNN7r62zqffXufaLW3Gq0WW6kVaXY9O18mArdIzFASRJIoFcZwu9damn09Ji9bgu1AsGMbKEeumOsS0OXU54gtP+py9VKLqFbhlr+aOfU1efK3Bw89XuG2Hz8Y1HX7vMYESHpVyRL0dYCwoAZOVDs2Wi4kLfODueT7/rSLb5nzee1uHMFriySPjRInPrXuneO8tTXZsaPDogQ6HLxU5dM5l/ZhkrCIoegLXSR9CKUAIi7FgjCWKs4c1sgRR+iD3QuiG0OoJaoFguQVC97hhV51Pv7PO3XsTxis+9WaJeqtAu+vS6jp0eg5BKFFSoFSVY2cdLs1azs6EHLoQU650uP+WiHXjJQ6cKPPauUU855GptePeL9x9z13WxvXfErr63wfAP/+Fz/DqYpnf+eNv/diOydYv6d6Jidk5gVpVYHsm53z14ii//GXJz360xrXbJYkZRyuXajmh25OEkcGNDI4CV1tcbSk4glpPsVQf5Q8fL/HC0TZ3Xlfn0++oc8O2BuNJgTj26PR82l2HbqAJI0UUS+JEkhiBsQKBRQqL5xqKfoznhrhOwOWlgAf2S05Pu5ybHkUZj21rXPZsUdy0u4nyFjhypsy6apFrtsLqyRrLzQrXrpPExvLQSx5BR1Itxdx/a49vPBlxcbbMru0OV+o9Xj3rsGHVKNdtWeCZwy2ee1UQhC67t4yxe4PH7vUtzlxZ5vRleOlEkVNnSxS1wNOSkmfxHZAyTaqsTR/WOIEwhjARtANBsydoRhCaGGN73Lyjyaff2eTuaxPWjLn0ggpLjQKtjken69Luabo9RTcLBr1Q0OkJas2EmfmIIxdiSuUmf/3DIVtWjXPsbJnTlwxjFU3SDfmtzz86Nbt0/pdu2SvipZnPfO7J52M+/JGf+q+Kt/+qjZ5HHvoyv/WVb/P269f/0MLl87/8x995dazVW+K+mxOKroeSCqU0rhRcmHE5Ni3YubHHaNEliFxAoZREKYFWIv0pQStwlKWgLSUXio6m1vY5dL7CwwdKfPVZh8R2iUyX6fmANZNNNq1uU610GR/ppBrr0Tarx5qsmWiwflWdbtTg/HyHM3MdfuVrDl9+usKrp8r0WkXWjvrs3exyzVbBDbtaoBf5jQdKLC9WuWmnyx37mjx+JOT8xRLXbHZZv6bLi68JRFLghh0Wq0JePO5T9jy2rjXEos3LJ3zKnsOO9Q47N7V4+bRhZl4SR4JOt4CrCmxZ5XDLLsN9N3a4Y1+NRi9AFSKuNBNOTAvmmpbZJsw1YTZ7faVlmW8kyGLAvp11Vo3WeedNS/zzv7zMJ++NuWGbhxYVluojLNXTyN1oezTbDq12SutaXUmrI2l0BI1WwlI94vx8jF/q8VMfCNkwPs6xc2VOX7LMLUcsNeD8YsJNe2dZ5U8Xz16Q77iyUD6/e93Xj9zx9l/ky3/0X68p9F8tgj/4wO9zzw1l0ey8++PHT53/jXbzTPHmHQUeP+xQHlnkfbc2mRytotUIWjkUPMGpy1WOnu5ywzZLuZAQxwqtJI4WONrg6ARXC1zH4DuWQmQphpYRP2G0IOiEklZY4tx0if/z98fAxIg45qZ9HbasDoljMNZgbdrEkUIglUA7Licvuhw/7VPyNWVXMlEUTI5LpsY0aycVm9Yk7NpUJxFL/PuvVLhwscptOx12b07oxi2eP+JRLTiMj1iq5ZBiIaVCxkgaPcVy27LUSGi0C7zlmjr7j3c4cVFRrfjcurfKT35giV/+Khw4XaLdtdRbmrnlCqsnikyN9tg03uPvfLxDpdjg8Dk4eUniOBalLEIYwKb/sRDHsHl1wp3XxiSRQxR7WFukFzrMLrp0g3RF64WqT9+6oaAXCHqhTKlNYOn2kixBT4sj+za7jBaKHDxZ4NJcwsXZiPOLllj2eN9tbe7cWebJAz5Cna3u2Ob8xsu9H47Xbb3hi1/44h/ZT378Y//tAPzoof/Apk3L6sCR5Y9Mz9Q/d/nKSf/6HR2CwOWa9R7femqcP36mxf/yiWWu2xpS9McYKXmsX+UxWnRodhIcx1AqCKSUaCVwHUUQSoLQ4IUJQWQpRIYgMoShpRJDEBmCGMJY0IskQeIRJT4nTpc4dAISa0mhnXJjR4KrUs1H2YNr1kClACMlyWhZMV7VTI3BxtUBaybrRHaZf/+VEc6cHeHGrYqt6yXb1td4/NWYuaURbtoiGa0YfLeLJz2sEsSJRFhLnITU2j5zSw437i5w/c4WzxzwWTUqKPplbtxp+NmPLPHvvmp49XKZettQbykWapqJaonRSoHRygiVYsRkKWLTjSGeE+PoGKUSpEiTCUv6UEWRYn5BE8WKKFaEkSKIsp+hJIgkQSjphZIgFGmCGgqC0BKEhiBM6AWGbmiIEsuID626y+P7NfV2wMyi4dyiYe+OOv/zx5sQT3HwRJWZ5R5dK9HuqeL4uPzcxaWu6XjeV/6PX/1M8vd/5i//+Qf4kf2fwxNF9drxhY9dnr3w2eWly/660Srffm6UdZOCkbJky7jixEyFf/UFyc/90BK37AgZKY1Ra3lYKxDCIoVIgahspiMRBI4gcBVhlAI9iixhnKRVkXjoTCBOLEliSAwp3zb0wS0EKAlaguOApwW+Jyh6klJRMVKUjI4IpsZiNq3uUC7V+cqzIU8eGaO+WGHfRsWmNQ47NvRIRJ2HXipScjSTo4pysceRM6QT9xssnUBx3Y6Ifdsss1cSFmou3V6Rd9/S4unDXU5dVpQKEs+tcO1Wwz/7sSWeeLXLN56YYKlp2TSVUGtoqhXFSMmhXHQoFSy+Z/Bcg6cTtLJIaZAyvQfWkjasjCA2kjgRxLEgiiVhLIgiSRCllZcwEoSRJQwhiBLCyKQAzwJHL0oT18TCQj1hrpaw3BKcrxlu3rPM//rxLq6c4uRsleWmYuc6zfqpIgdPaeaXj/ul8fB3J6qb/+JYZeKP/v2vfz75Gz/1pzs19KcO8P3HfSlF8CknWfqPL7xy2T96SfC3P7HMni2jXJz1aXUFG9e4ODrixOUy//oLgv/lU3PcvitipFGl3XOzqCNxQoWrLYFj8RxB4ErCSKQ3J1JEMYSRTCsI8aDsFyeGJEmrC4nNKiVZtUQIgZSgpEBrgasFnivxPUmpIKgULdWyYdVYwORoi9jW+eLTkt/+1jhTvs++jYKNaxw2rzVsWlPjK89blpd9dq9WjFagXIyYOy+Zr3m4WyCIBJMjkmoVTp2z1JqG2UWfHZt97rupxQNP+YyXwXNdlKxy7TbBT713HkfO88fPjHLsss+qZsRUNWakpCgXFMWCpOBpPBc8B7S2KcgFSDEEctIHOzGQJII4IQM6RIkljCGKkjQoRIYwtoSRyc5UFhDEliCGKIY4ETQCwXzHcNveJf7OxyOEXcXRsxWm5yS1ZkynK3niFYdO0uR/+VSPl09c8sOW/xsbt1pd9NUfkMaZP58A/7XPfo0wSX6sJA7+q15rvuK7JYKe4NHDS/zg22bYuGqUszNlykWHoufiODEHT5f5d1+O+bc/e4UNU5bFepleqAkjjedogkjiRSoDt8oijkgjURaV4hiiBJIkrSQYY0lM+tPmdUDSyC2E6Cetjk4B4ntQ9A3lQky1HDNZ7TIxWufZEyG/+3CBk+eqbB5x2LYa1q92Wb8Kdm1s0ombvHi8QkE5TI4qqmWolgNGR2JcVyNE+nB1A5flZkS9Y2m0Y+ZrLhtXl7l99zwPv9Th5OUKRS/CUS5CjLBtneJH3rHIzbvm+d2Hy7x4tMpSWzNViakWY4q+pOArPEfgORLHEWglUYqsfJii3ALW2nT1yoAeJyZb3dKgEMWGOEnBHUUQxTYDevoAhDH0YkEQQzuSzLZg46oaf+sjHUrOag6cHOHCFZhfiphdTjg9C5Ho8Mm3t3HkCCYpcvjYuUoiOv/+k++5zn3tyJd/e+e+j/75A/jRszWkkD/x8nNf+YUTx2fHx0dCJkY1e9a7PPTMKN1oiQ/fOc/uzR0mqlWmKwXGRjSVUsITx+BrT0p+7ocaJAY6vbRDFzqaIFaEoSaMJGGsiCJJFEuiJAV3FGeRKZFZpAJjJMYyAHfapMwid1aF0RbXsfiuoeDHlP2Y0UrAmokmc40Ov/J1h4f2j7FcK7F9UrBxSrBuymX9lGDL2h7arfP5JzVnL5XYuUoyWpaMlBKkDLi8YPG0RAqwVhBGmk1TTV4iodlR1JqWueUCO9f7fPTeBn/0qMv5OQ9HRwjhYGyJKJbctKXGph9s8tCBDr/30Bgvny+xblQwUUoo+Qm+K/AcgeukibhWpImzFH1NhiV9yIwFY1NgG8MA5ElK6dJVEMIkB3bWPIoF3RhasaQZQqfX4eP3LjFW0Ty53+PsdMLccsz0kuVK0zAx3uQv3NXhnTeUeeFomeVGm/GxiG5zdvz0xc2/9IEPflBZO/ubQvzpeLL8qQDcxk1Qzl9++pknfuHQ0WNTNqjy7LkeQkaMFiSjnuLbz0zw3NE2f/0jS9xzTZv1q8q02j73Ox12bVvgyFlDq9djfARcx6cbeESOQxhrQlen4I4VUaSJEpkutYkkjiVJIkiMGHBtI+izEptGbilSPq9U2ixyHYPnJhS8mHIhYKLapht1efSI5QuPj/Di0SqjrsO16yxrxiSrxl3WTkrWrwrZuq7G4fNdvv70JCNKMzkiqJQElWJEo5Pwred9yq5FiBRY3UDzgTsDvvlCqolptA3zNc36qTIfvqvNiydaHD/lUvJilBQpyE2RXphy/R+5r8HONfN8/okmzx2rcrFWYHVFMOJbiq7B1wbXIS2lyvRBTiM55PIjk1E1YwYrXJwBPQ0QECWCMBF9gHcTQScWtBPohQlJL6BaabB+ssdvPljmkecNnoypB4aIgLuvrfPXP9xjrDjC/HIFBNx6TQS2wLlpxfTFo1MPf2ftL9x0033mylzzM2tWff87nt9XgC/XmoxWZ4DgR1946al/GdW+On79ZkOrM4LnlLiyGBNGhnUTaaJ4abnCL/2ex0O7m7zzpgYiaSBlxMuvSf74qRJXFlw+/o4O99/RYGzEIQw9gsgljByiWGenIo4VcZI1bJIBwI3NIrcZaMqEsFlSmeo4tDa4ToLnRhS8kHKhS0KX7xyQ/P5jVY6eG0FEHptHLWuqlomqYnLMZfWEZO1kxMbVTS4ttPjVb5SIgwLr1wuqZU2lBJVihHBCmt0S1bJFCIG1EMWSMU8Rm5hW5NLqJNSaissLBfZuLfPTH6zzS3/gcWGhhFZR9mBo4tinF0pWj3vctL3Jvq1tXr1wmS88XuDhl6vMNAqUPEXZhZKTNsAcBVqm7XwhVqrrDGBN+tAlRpDYlFcnJgc3BEkK7F4C3dgSxxEmChn3u7z7HTU++c4md+8L0VKw3JoBHKwxvOPGkFt2uDhygsvzFeaWXRwpaLbGubIA03MR+19rEz//7am/Zu2/3LH7nvih/TO/89Y9RQql71/X8/sK8F6vw6JZ+6HLF1785UceebTy2oUeN+8NuW13wOrxUS7Oeiw1oNHOaUDCbM1l/+FxHn+5ShDG2CShHQu6keAbL0Y89WqXWx9u8zd+oM2ejS2mqopKSROGLmHsEOcgT1QGbkliJMZKrE0pge0nlCCFQSmLVgatYzw3xlEhzW7EQjPi337F59z8KAeOV7HGZbwgmJqwTIwIxiuK8arDqnHJ6vGYdZMdxqs1HjpoePlYlX3rBaNlSbkoqRQNpUKIcAI8T6NV+v7WQpJIuoGm24uIjaDVNbTaluWmw+xShTt2tbl9b53PP+JTWFZoGaWAtJo4cQkjSTdwmKj63Lytzc3b27z01hkuLEh+9+Eq8/Ui00serpKUHIGb0zCZJp79QJ5TFdJIHltBZCA2giCBXgyhsZDEEEdIFbB2tMu+zW3+xkdb3LInZqSoMKbIx+4RfOjOBlHi0OkW6QVVlhsl5pZ85msOy01Bs22oNROm5xOmaxE37+1ww9YuL7/w2Li03i+/855baq129+vfT0x+3wB+7uxp1qxepZ589Le3P7n/VGWp3mKiNM7XHg/Rzgz3XhtQLk5wZdFnqaFZbihKfpwmco2ExaZiuaNphYJICnDSzH4pKPHwyyM8e6xHyQv4i+9psGE8ZtPaLndc00KLdEQMkQHcKKxJtdLWDkVuLEJalEhr5pYYZMyr5yT7T2geeLHMqxfLhHGRslZMFixjJcto0aZ18IpmbEQzXhWsHotZO9llzWSNJ48G/PoDU6ypaiYrUCkpKiVBuRhT8AKefU3RCzVOKQWVtYIwlvhaccPOLi8cqabCp25CvemwWPeYWxzlp987x/TiEi+8MokjARFhgDjWhFGqDWl3NaNln2qlxO07O7x1X4cffNsCJy4Zvvmiz4snCrx2tkQsNEGg6EQKJSRCiKsSz6wnYA2xsVhjcETCiBviE3H7jW22rOmxfiLi0/cHFFxJueAQRgWa7XQ1TRJFFDv0ei71ts9i3Wd+2WWxLlms59NCMVdqcKkWc88NDT5yV4kjp0qEvXlOHn+kcv7ywvaf+bFPqFOnziY7dmz9swPwsHEYp1J2L5x5/i9VS8G/umbdDEsVj7FiyGhZ8qtfm2CkeJm79xiqpSozi0UqRYdyQVPwJY4T4eoE3zG0eoJOKOhlS2OQOPQSh44p0GrF/MvPj2LjiFWTPfZu7DE+EvOx+7psnAqJIpHxbQlDkZuMf0ppEFLwpScKHD5TQmjNhZkil+eK+AXFiCeoliwV31DxoVwQjBQVlbJitKwZr8JENWbVeI91U00SW+dLT1fotkvsWG+pFBXloqRcMJT9GMcJeegFn6AjcaZAZmCKYkmpoHj3rV2eOmhoB5J2N6HZ0dRbmtmlInu2lPnY3U0OvFrkwnIZJQ0QZXzZIUoUQZQ2Zto9TaPtUi4UKRUC9qzvcduuHpfmG5y/Ukc7CYfOav7o8SJCqRTcQq68idYABmstcZiwaVXMJ+7rMlFJ2LXJsmocktghDMtEiabWTIEdx4oo0USRohs4tLsuSw2P+WWH2SVYrMUsNyKWmobLy4KZluGu6xb56fdbvvb4Kl49F1Mpa547XefuO8J/9fATBzq6uO23v/XEyfC99/7/nwz6vgD8wLELuO7czuWFC79y4OUX5OW6Ik7a3LG3x03XSn7ryRE+8+0ytVaLu/aE7NpUpN4qs1ArMLbk4monEwdZBClvLMSWUiKIEgiMIEwkgXEJjUtkYKFd4fHDBkvC116MECJJb5I15Mi2ZCUyIRBCIYREKkUcaaTROFpS9mDLpKXkGIqeoehB0ROUCpJyQVEpakbKktEKjI/ETI4GrJ1skVDj337Z55kjU2wbh9FiFr2LknIhplgIKRW7FApFPCVRMuPgpHQgihx6XUE3SGgFinbP0OqadGSu5DI9N8Jb9gb87Mfn+Dd/pLlY9xDCYG2ESSxR7BBGkl7g0O4qyl1NyXcpFnyKXhHfiygXQm7aEeI6EbfsiPn02ztoFWdNIIMQdiUpzyidMRIhJJ6jAJdeoFmqpVE6yahgnKS0MM2BJGGs6QWaZsdhqe5wcQ4uzETM1xLmm5bFDvjFHu99yxI/cFeLYsFh/5klRiuGG3YnBEGB86efkefGza9s27z4dNwNjn4/sPn/G+B/+OUv0g28wlMvvfaRs2ePiVXlIq+dc7k073D8rIPnG3SseenIFAdOlrl1V5MfuKfNDds6rJ70UbpEvV3m4mzKE30XpEhB7iUQGSgY209+YgORFURGEltJYjSR8Uiystfw0e9SCtAiFWY5CvyCxdcWP5Peehp811LwBAVXUixIir5OAV4SVMuGsUrMeDVgaqzN2qklfv0Bw+89vIoNVcVE2VApKcpFRakIxULqU3hlyXDmiofvpvJbyJV+gl6o2bLasHqiR7Pn0u3ZLIpL6i1NueBTLlb59NvnOXtllt/4+jq01FgMiUmIjSWKNUGo6IaKbiDp+JJiT1PwHApeQqOV5hiuk+DoBMdJ0DIdlJAybeeL7EylKwIQGcgFDZOpLE2W15hBjpMkMu2KxjIDetrujxMJwrLcCrlUC5hrWqQOuefmDh+9p81tOyyOqjBf0/zUhxKKnmRqxOfilQL1JiStZ4Xt7f7I2MieM4995/e6973jh99cgL/9JuVevDLz8zOXZ37+wkxT3vPuhD2bxjhwosSFOZ+lRsKWUcOaEix1irx8rMCxcz2u3dZhpGAIwwATO5ieRglwM22zk0X0xNJv0uRt9sRkumcLxop+ojTMuYGsk5cmVlqaTHmYPjyOEjg67Yi6WuB7Et+VFDxFwVeUC5Jy0TJSSqiWY8YqAROjHTauWuLF1wI+/8RaRn2PVWVDpShScBckJd+kuUUx4MWTcOhEke2TNuO9g7Z5N1DcssuyY2OXl45W6WRipnZXZyB3KPoFCn6VT96zzKHX5nnh+GqwCmOSdMWLLXFk+3qSbqAp9iwFX+G7Bs918NwETxu0TnC0QSuDUibdgkWm0mBEunLmYWGQnIvs+op+qz/JQZ9JjJOs9Z92RtPMdXI05L6bG9xzS41eBJWC4fotUHDLLNZK1FsevUBRUJqFRc3LR+HgqQSj69x+bSLrywv/6Oi5ZbcXV/8FEL5pAE+iQHZ7nX+y/5Hf/NuOvex2gxKPH1rmE29b4kYxweiIw2JdUm8ltDsJEz3L2qql1vF57XSBXmSQwjBRlqypguOm+l2tMr1Iv06bdd6sxWSduLxZYTPBVH4MQzxvVecNHSWzjqUiUySmAwOeI/Fche8pCp6gWBCUC5ZKMWGkFFMtB4yPdFk7WeOFk13+yWdXcXG6ytYJQ7UIlYKiVFCUfCj5CQU/wnV6NHoWJRWOskg5+GSJSUVXUexSKUR0YkMnSBV7nV6SSlMLimLLw/fKbF4d8c/+UoN//DnJ88dXYVEYa0gSQ5zEhLEhjBS9UNH1JIVA4bsSz7Wp2602OE5a79fKpgBXKcBVRlOEsK8b0DVZHmOswJoc6JBYiUkywFvS19n/VwhwNWxYpRkfKSCFoBs4LNU86m2XVkfT6mpaHUGtCYv1hPOzCVeaXT7xjjYlr8LTh+fcrVtH/+4Pfew9zl/5sd7/Vh35L5/t/C8G+NEjz/OVB74qOt3ehw69OuPP1Qp0AsEzh0rs3rTE/TctIsUEpULq19FsG9rdVG450UvFO1EMFoVWFjfrvKXZvc3Am4E7by9n0dpedQJD8SdraOTNnD7ABUqlD4/ORtEcLfHc1ADI91JLhoJnKfmGcjGhUowYKYeMVbqsnazzwokO//i3Jzh5cYxNY2mFpVyQlIoyjd4FS9FPKPoRURLynx4pI5XCkRYlBmVCY0VWt3f4kXfV+PbLIa3Qo5MBvN1VtNqKhqfxXQ/PqbBrQ8w///El/uFvC547ugpjJYlJ2+pRnArNgtAQ+Knc1fMEviPw3LSz6Wrb79hqZZAqrY1LkQJdDJcPhy6osVmlxQzAbobEW8P3JQ8qcSIIojIzCyUAolik7r49SbsraHVJS4atiPnlhMMXDe+8o8k912qaLcmODZJu87z/6uFv/a19N3xQLC61/t7EePm/LsCTJGbH5rW//NDDv7f77Td1OH1pgjVVwdnLBZ47WuTGHS22bXBxnDKlgqbeUrQ6kk5P0emlCrUoTtvDlkF3MYdp3kpOc0YxiNbD4H6DzyWG/l1CDDp56XBEKqhKAS5xHJnqN1yB76WeJ0UvoVRIwV0phVQrXSarDV480eGffGaMVy9MsH5UMF4aoia+puSn+pWCH1PwQhwn4PLSKI4SKGmyB3eQZCaJJI4Va0bT5kkz8ukGNpWk9hJaPUmho/BdB9fxcfQIu9fH/PO/vMDf/y144dhURg9S+WoUJ1kkNwSewQ8lPVf1KZjjgKNTipbqVCxaktEUENnPYYznOLd92jKkTOxHdobuicj0PRYhVIaTVKHYDUU/z0hzjYRay3B+XjA23uXOPYILl8c5Pe1weT7hxHSbZvx8oTK+93Z5dcXnTxvg06e/wbo1uviZ33vg2heOaAcZ8M7bZ5hbGGNm0aETGcbKPSbKDYyxFL0ClYJDo6NpdWQ6+BtAEBri2PY5tc3ax9YOREG5dsJe/b9/l8+Wt6RzlaCUok9NlEy9tgf0BHwHPNdQ8C0FL+XPxUJEpRhSLXWZGG3w8qke//A3RzlyYZK1VcVkyTBSEJR9SdFXFAuCgp8+HGmrP+SF44J2z8VXZA9ZevPzIYTECKJYU/IVd1zT4sVXK3SibLAgSOh0FS1P4bkK13Ez/lxlzwbDL/7kPD/3a/Dc8SkiI4mMyYalBzOYgSvxXJNGb0f2v7NW+UlGUwY0TmZd3jcCeTY/0aciA4qY/xT9AlYekBKTalp6YTr43OkldLpJWi3qwmJLcLkpGVGSJw4XiNqSy0sRV+o93nFLmy2Tlge+9Q136477i7/+uQc6P/Vj7//TB/jM9HnGJzZUn37+i78aBtE9E2XBg89M8PyrTT74lllKFcWY7nFlKcRzItZNhVSKZWrNAvWWR6PtpDysJ+n2FEGYCXuyRDI9h6O17QM6fz1cBuzfjEwvLmQG7kxkpPoAT6O4o9NI5jqkk0BuJrDyEgoZvSgXAkbKXUbLTV45HfAPf3OUQ+enWF3VTBYNIwUo+YJSQVEsKIr96J3gezHlYo8nD7nUGz6jo4M2ef6Zjcmm3xPF1Lji7de3eXK/SadoQjMEconvSHxH42gXrQtIadizwfILPznPz/2a5bmTU0RGE+UKwMT2I7kXyb660NUSrTMRlhQonV8b+p8vfwhzqiJyVRqDhhCsBPcw2AcqxfQ+RpEliEz6XXqGdtfQ7EKtk/rRLPcMo+UWGybbXFx20dIwMRXwl/9CxERxlJMXPLqd7j0yPvtbP/mjn/qZ9953ob5x06Y/XYDXa1cIuos/9/DTFz+1uDTDPTcqOFDi8Nkq/+K3K9S7Id2oQmwN993Q5Ife0ea2XT02rikw2i7RaBVYbPg0Wg7NjqbTE32xfZKVAlcC/A0i9+C/+h25nJoImSvoBrw7VwzqbEjZ0RbHSQeLfdfguwkFP6boR5T8gHKxx9hIgwOvBfz8r03wytlVTFUdpooJI0WbgTuL3r6k4KXR3/diil5IbAJaoYdQEieP4H0Onke3tMQWRQ4lt5fKBUKf0RzkvYSOq7ItUSSO1jg634DWcu1myy/9zBz/6380PHdiFZHRBIkgTEwWxQV+ZPAci+sIXG2y1Uv251mVlNn1yaby859Dwqzh/aiGr/9KkNuhXCnT4MeGILJ0e4Z2z9DsWBaagsUu1HoJ4+UO999a54ff0eZt1yfEiUMv8Gi0yizUJjlyusizr7a5bvslSrLyqedfOHDGmOjv/6lGcBtfALVu01e/+lv7Ks4MDSocPW0puIrd6wVTDVhu+9R7gnYILxypcPBUwE27G3zwjiarR+pcs7lDwa8wp0so5aGURgcSJ0plrkmmUx4kNdnyN3Rh+7Ewj9pDN6W/3GYTOipLprS2OCoFtqttXz3oO0nGmyMKfsBopcNIqcULx2P+3q9PcPDsKiZHNJOFhBHfUs7AXfDTcmIO7oKX4LsxlVLI8fOWJw6UcKXEUelkzfDOZf3lO1HERnPvTRHbt7Y5c7HAZJF0Se8v61kU1gqtHZS0WdPIcs0m+MWfWuTv/5rh6Vcn6UUFgkQSxpZipuP2HFKQ63z1MhlFkUiV9Fc4JcUQwEU/UR9Ki/pL5iCSD62yeZWr7y1jCAJLq2dYbsFMQ9C1EXt3NFkz2uGDtwfcvENR8KpcnivQ6bm0Oi7LTY+FWhr49m11UWieOTDH9ubz++5//1/Z9NKR6Qu37lv//Qf4a6dnuDRX3Txz6fn/++lXFj50ZXaOD93pIkyZ5YZkdinVclebMc1OQrsHq8tQ67oceHWKJw+MMjXa5v23tfjBd9RYO2mJk9T7T5BGkTjJJ05EvxQ4oCdXf6Iscl8NbmGRKi8LpmDQKova2uJqg+MYPMfguTG+G+N7IUU/YGykQ63V4amj8Iu/v5rDpyeYyMBdLVjKBUHJF/1aeVp5MWn0dlOAF7yAMEnodX18lT5kUogVSr68kZImmjrl8jogCC3dSAwB3OC6Ca6jcRyJVgolnT7AEXDdFsEv/kyNf/kHMc+dGGemUaFXklQTSzm2+I7Fy06nT9FsVi5kCOCDCN7/vGJlBB9EOrCZP8Vw8p/TyzhbRbqBpdWFSzWojLb5qfsXed8tIZMVl3Z3lHqrwKVZl04vpa31tmK5IVioGeaWDcstiZU93n37NBsnSx9qzj2X3HL9jX8rbF8575bWfH8Bvrh4gVKpcNvzB0595KnnzrHc9QjiiLuuWWD7ao/xapUz02466tVOk4lOYBgPLGtCSyvQLLZH+eKjJdrBMn/lgwFF39DuptFUiEzDnYhsqRNpZHhDcDME7szLpJ8s2Yye2Ew1mEZurQ2ONrh9eWwKbs/NwD3WZqHW5Rf+U5GvPz/JYnuUyRHJpJ+B2095dzFLLAuepOjZLIKn3Nv3QiDksVdcapHLuMcKPTZimLOm3zWMNBVPc9+NHV44GdKKPEYiQxCmZj1ukGrVXZ0CXCuLkg5Cpg0aLOzeIPk3f6PJN1/o8i8+s4rpxVG6VU3VFZRjQzEGL0qtl12VGho5eaIpRT8Jzn8OJ+riqijeD+RDgSenkMamU1S57CJJoB1AoRjzE+9r8pE7HeqtMV674NHpOXR6mm5WPmx1JI02LNVjzl6JCUyXres73HFtzE3bHS7PnqM2f+wjp04W/1MUdc5/XyP4Uq3LSNXf8fJLT/5NHR3go291OHvZ48SlmD+a67F6rMP7bmuxanwUIdImQ6eg6AUJvTC9WUFkWDtqaXQdlhfHOXY2Zs1Y+vZaZcMAxmK0WJmV96PeANTDF1sKkyVIg5quyqiJlimwtTIDmwknwXVifDfCcyPKhS5ad3jyUMJvfavCA89MEZoKUxXBhJ/SkrQEmNfJVXaKLHIPR+8IrQOePValE2rWFG3WMbw6gtPvCkaxwncUt+/pEpsU4N1I0MurIWFquebovMSpMiCm3ccUcIKJquBTb2tT9mb4zLe6PHVsnNmoQMeXVGJLSdsU5DrLQ5TN8hKbgdz285Z+mVWCYOVnF2JFCrQi+U+197ZPwQBKHmyc1KwqT/HqaU2jm7shpEKxbgDdQNDpGVqdhMV6zHi1xbvf0mJyxMdEIzz+ks/JSxGF8qusmjhHnPzn933+RIAvzF3m0ulvU6mMrJ2dPvXWF4602LEJ7r1JsGm1z7kZh1ZQoNaE9ZOG8RHwPUk3yL8IhKEhymb/rIWi79JoSjyd4Dp5d832S0wrGjk5mvu4tgN+KAalrbyem9OS1JjS9CO3o1IthudEuG6E74QUiz1ct8PvP6z5P39nijMLYziez+qyYMxLqHiWkgelbMK+4KXdTj9rCKX6lSRbCVJ6sthMaIcurlK40vYTzPwr5KW2NNqlDZ8wdig4PVZXu9Q7ZbqRyOzW0tXNcZKszKeycqcaNGf6iWuqfPzQ3W1u2bvAL/5uj997aJLluETHcyg5kopONTieBlfRH4bQedMnW/nyJD23g7sa4PmxosmWr0z537MCzGhZMO5rTp51KPppLhUnIquw2HRSPzTpThhBSm2mxlyC9iTHF3zOzwjOzoZsXh+wfqxLJ1n9j53ytuN/7//41SM/88MfZMuW783H/0SAx0nClu33bb544civd+qvcOtuzYU5n8KWHvu2R6yZcIiNQ7mQJlqeayiFqQ9JaucgCLOJG2PSC+Q7UPBtf5uR/GZhVy5/uS5iAHHbB/brwJ21ndMIboYid5KBPMbVKSXx3ADP6XJ+LuY3vlniq0+Pc3ZulErRYcyHUS+h7Nms9Z6DW2bglv2mkJ9xb89NH5xKKeArz2pOXSjgK5F2DHOgMED5oFmS8vAo1uzeBO+/pcVvPThOu6ipRKlFgxdmeYMyaJ26eqXcOQe5M4S4dFXYOCH5ez/cYd+WaX7tgTHOzo6wHBfoOJqSEhQzoLvSpg9OVmVSWZCQQ53XXO4gsmz+dZz8qkg+CEQp3cGmGpuZeYHrpnOpiUkbfOHQ9H6QGaAaC5fnNLWGSvcPrRuEtowXXA6dslhnad9P/OBbv3jNrne8p9Fq/olU5XsCPIp6aO3x/Esvrz9z+vi2kl7inbclzNeKFP0I12mzbiq1dcgf2cSITPyjssHgFOhxMhhAUMriOSm3dHQq/um32PnenDv9afvRJaclUpqsYpIBXOUCozid3NExnhfg6oBWEvIrX3T5zDdXc3mpilEFxkYUY65lxDUUs8hd7LfvZaZTyahJVjvvg9tNu5dBFHJq2qMdeox6WRUnbzrlILGDaNfXpESaSkmzZX2I8nq0wjJdV1CILEEOcJ1kjRqV1rFlLgF+o+RVMTnS4ac/1OEj987ymW82+Y0vjbPYLdHVPr5WFLWgoCxebNNoLlOqouWgrJle26HmWR5gvgterpZLKJnTFUMvjNCZUWA+0R/GqXl/CvB07jM2eRCICY2gE4HrCOaes8w3YMuqeWamD21bN6XWb9t56/kwinGd7w7j7wnwTnOBYrEyuXpcfvGhB591FluKBw9JgigkCiM+fE+b7WsNCZqRoqRcSG9WnDiEkU4twUJFFKlsXjJljXnk7ivapF2pg7jqsg03HsQQsAfUxPRpiVJJFsETtEpwnQjfDXGdkEYv5NnDkt9/uMKXnh6nl5RxXZdxV1B1DSXXUvQsRXcAbt+TeJ7Ey6hJ2hjKKhMZwF0n7Xyeu2J56uUiYeTglezrEsz8MH0OnkpRw0jhOJq339Li899pc3K6RNdP+wOBY3FjcCKDE5rUm1GKLBmUA3OfHOB5jd1Iip5mVbXL//rJDns2Bvzew2X2Hx9hoVuip1wcR+NrQUGCpyyOtGk0H6YqV0VxkQWYfsD5LnqJ4ejf65c20/97kg01h4mgE6W7xgUx9Iyll1jKxZixUkQQxWzfEvAX7o7oBS5hmGrRXz560Nm+684vzi80r2932gv/xRF8oTkua+dO3Xbp7FMjHpqF2TKXly2NTkKtbXjxxBiIkG4Y8s6bWty2q8dIAW7cmaAdzeqyg5TplEcYpdrlxMiVo2Tie4F7APCBxiH/afpyTyXT11olKcBV0qcjWkc02hHPHBV89sEKDx8YYblRRhZ8ygVF1bFUXEPRsRRdS8Eli9pp5C54Et9V+K7Ad8kUeiYDt8FzUv6tdMBr03C54aeNlYzfrmyc9AN4NgeZgjw2kjDUrKoIdmzocuRiTCdyCDKPbzdMzUUdlWQUJW/UwNU6jWEhVJJIoiTVh3/i7V3uv7XGowdbfO6hCvuPV1hqFWlIl7arcZXAlQJPks5wijRJz8Vq/YieIXt4xX2j43WJaaY3jwz0IkEvhlYPhI4p+jHaj3jLrjYjhYjbdoW8/caYbtdH4FHyilkn3OXKomb/rOHRRx8d+YEP3nfb1h27H+R7mAd9T4C74rznu93/+Mrxc6U1oz3eebvDcs3l/BXJQi1hoS5ZaDl0ozJfenyM33kwYbzS5YZdbQoq5p23dNmxvss1my2jZQ3Cy7ymdeZVsnJucjgYDF+7/CHIxflSpPOVUpoM3AYlE5RMcPNqhoxYaMU8+bLmW8+U+fpTI8w3Swjfxyk7VDSMOOkkT8Ehox1QcEV2ykxymvFuV+Dl0TsHuI5x3RjfDbE24rEDHheuFJgYEzjSZHxWDAZ9h76o7eurU0rRDRw2rRK8/cYOX30+pB05dCOB71jcOI3iQTS8Sql+vRohV9CU9JT9QYW0a6opeAGfeFuXd96yxNeebvHNZ4o8ebjMfKNIV7h0XY12FFoIHClwpMQRqShLkUZ0JYbvx1Xf66qInpcRYyuIbOp32AkNiYgoeQE37Oqwc0PAu27p4Em4aZdltOTQahdotAuYuMBS3efossv8suT8FcNSK0TpNnF4ttQM3vofT5+b3gN0/4sAHrePQNDFpcfXn3a4Zkedt15boFopc2FWU12KGKvH1DsJja6gFWgaQYXnj4wQhgmPHw3xvID3395k/VjAB+5ssHM9jFU9Wm2POFYkVma2DmJF+anP9V4HbpMNDxtEBvA+FfEjukHCyctwfkbxhUdGeHB/hflaCRwfXXEoKknZsZS1oeBYCg74Tgpu30k9CVOZqRw6Rfa/2wzkpg9y10nH087MGI6c88BxsmXeDrXoxYpwl9/4vJKSVlMUQeRw7ZaAvevbnLhcpOsLirHAiyxBZhGdDizkzRk1VIIccJV+nT0rRRqjMvcBh17oUCgE/Ni7Az5wR51vv9zmD79T5PyMz4nLRcK6R+xpelojlUzb+WTvR5pTqJwekifQK3mKzdSgiYXYplNZvU6M6/TYu7HF++5ssW7c8J5bY3xHU/J9eoFHre0xv+DSCRxabYflZrp/5+yS5dJcxOV6yN031rl+i8tj+2MeeeokfqH4vSD83QHers+IIOj9zUef/P2JOPYYKxY4+Fqd269Z5J7rQw6eGuOU42ZOrzEF11ANEyYiQa+S2ns1ewVaUYHPPzxCbEO+vb/BfTfV+OjdbW7Y1qPV9YkThTFqyN4hr+xm4O6XqbKoLUzGuRM8L3VSTZKYK0vwyOMOp6cLPPligcu1AmdmiuB5qKKDrxUlbSlpk1YRHIunU+N4zyEDcX7K7FQZwMk4dwZuJ8Fz0ujt6gjfDzm3AMfPF3HkyvLgSu66UpyUDxGksldFHDvs3dRlx1SHo2djOrFDORIEGtwsEVNDAJdSIKRcEckhn3TKxU+in8z25ygTh8BxqRRCfuRdPe7e1+ByrcljL7mcveTx7QNFZpZ8kq6DkZrIVSBVliynyixJ3mQb/MwP0/8MBpMk2F7IrTtq/IW7G9x3U8J1Wxyi2KfVLVBrOlyeT1f1MFJ0Q023J2l2NMsNycyC4ezliFfOGnZsa3HDNsXS4ii+FrQXz068+wd+6G+eOjP7Szu2rbb/nwD+h994AmuTTy0tzpbWTliu3WpYbHep91q8ejlGKMOqsXG6PY2x4DqpHUPqYWczT7skW5agEXgcOzfFgdNlnn9ljn/8E0vceU1MGLokRmGsSCfhGY7cdqhSklERleB4CVFiOXtJcOSs4pEXixw953HsXIFm4BGEHjguqqLxlKSooKgNhaE6sKdznUYum0114V5GS1xX4boyewDsgHs7ae3edVKe77sR1oTMLUsC66G1xJUWnXFXcRUHhwHIEzuYd0yyerhAMzkWIlWPduTQ0SKtdEQDwZhWZkUHUuaNAYDc7AjRt89IcllA5hvjJKpvP9EJXFaPhmxcFXHT1oBu2OUvnmtw9LzDIy8UOHLO5+xFjyjWWE+RSAVCkgx/OeTrAWQNmBjikLuvq/HPfrzGjdtcwqDKpbkyrY5LN3QIw9QdIMoqbqlTQLaTRAsW6hGJbrFjW4+xSpMvPT7Bcg3GyxYjFkvz0098Smv1S/+fIviXHniE5VpDPfPCIZHEEUamQv56y+H42bXEsWDXOst1mw1SSspFjefmrq6mvz9Mbl8cRJaxIKHkSs4uF3j0lXH2fLvLjbvqlPyYKFZYKzOBQyq+19pCNvkdhZZOL43k56clf/CwRydSvHLM5/Qlj8W2S5C4oB1QDqqS7hJRUFBUFl+Bpw2eyoRHKo3ariPSpscwuB2Jm9ESzwXPJauaDMqarhNnHdGIgh8yX0t45LkyjZbH6IhAZ0lvLvp6o2TM2gwDQ7OOQaCYGFfcf0ePb+/vcrFRouvIlKZocGKLE+U166zGLpO0XMiw14nsv4exeug90lnKOFEkWhE7ueWDk5ZSnYiSG3H3tRG37wn58FsDXrskOXQ8rYb93iNFzs06ICSdriYJZSbflFjF8MRK+uXihIrf44fvr3PPdTA3X+Xy/CjLDZ92V9OLFFGU+sSkhqnZBlpR6l6bGFi3SvLe3RE71vdIEsmhs21qjZCiC0r6yPCkKFX2qUMvfyO+/uYP/OdH8LHRkV/ZvT687vy0w8V5uNxLL9Skn800Imi2NSMVKDupk1SS6Q/yQn5u6Bhl+uSCZ1nuGjrC8sBTPvff2+ZD9wTYQKYRyKbXq9GBQ4c1S01JwZe8eNzhG0/79CJFL1JcmXUxQhNZByMc0BrhabSUuErgS4ufA1vZtASWtahdReYim0ZuN5/L7INbZTOaoh+9XcfgurlAK+lHb9eNUCrk8YOKrz5fRrkaT9qspsyKCsobRfC8Fp7ycEmUKHo9hw/c2eXrzzb5vcdGaMc+pYyHOzkPj+iXWPNpISHyJymnC3KI64sVZck4kcQ6jeSOVsRao+MkBbpKUCo10h8rxNy5K+aOXRFWBHzsbR16UVre++OnPV467lLwBItNxaGjLs2OHNitWIhCyztv6/CBe7ok1qPddbg0V2J+2aMXisyCOe/o2r7brUnS+rmSgmrFIepNcHl2FEcZNo4lrBu1tLuK8zOSpw7a6z74nsqvAD/9nxXBl+tNRkfKlc9+4Ru7oKXuvy3g4myZ+WWXIEy5lZTp0G7RT0e99LAlgh3M6uW7lpnsSu/cFPO+e2cpl6+QmJin9vt84VvFwUBuNqRQb0v2H3FpNhRSKQKbnhYJQpP6AmuQCikljpR4Cnxp8aTBlSkQXAWuGnj0pSAf2CQ7Oh0EyAePh8GdRvhMVuvkETwZOmM8HWFtyOVFlzDw8UYkbtb2Vpkqb0UXc6hbm7fXByBPXbnCyGG0rNgwEeKKHt3YoxsLCjrVzOcakrSpZbJhhVz9J/vvlb6HzJo/ZsgE36QG+EPUKI6TrG+g0gaZitMRuCgtuWqZIFXM+gmTrRiGPRt7hLaL1IZGU7D/iKbelqjBQoxSMD2v+Ie/MkKYeHi6wIQn0cqsnAjKB12GdOWCdEAlihXtrsbVGilTAV4QGuZrCWdnY+64vqNM0t51422fqAS9VtPzy98b4LXaMu1W45cOvnr+bXG7xvpVPe66vsdircxy06XTU1nLPc/o7VVKuZVSV0gfCNcxTFQDdm6M2Lgx5NC5mF/7wzLPvFJAeTLlcVkUskJi8i0XkJDxPoRKkyopUULgiCxCS4sjsuis0maFowYRLwe3o9PVJ916jz6407EuhZuB29X0JaZpBM+iuDa4WXfUcSI8L+LSouF3v10CnZpL9hPMPj0Rr4vgw0q83CQ0BVtqrBNGDp++v8vXnuxybK5MO3EoxummtKkK0A4mcVTeExhK9nJOnq8URg4JvPLT9LUwWiucJAWzkwFdyUHTTKkEKdPXUpgsH0rQwiCsYbJgeN9dBiHj9MtlVhSOl/DUIYff+fokh85MsmZ1iT2rYyYrMY4jVpjzW+xgvpPsXyFByaQ/jG4MdAJYblvmWzFbNnXxPEu7fv5ts7OXf8ma+K/+iRH84UceASHdTSNnefx0gccOa372B5bYt7HFuimfKPZp9xzCUK4sDuWJTXYh8yN/EHwvYaTcpeAHdNrwRw8XeeFUEUouidZADuIUyGnEkwgpM9WgSEEtwRV51y0Ds8gmxmU+VDskJNIM+aDkUXswVT8AuOzTFs+1/ZE21zVDxjkxTha9XR0hZciFWcFC00dojSdZQU8GGo7sWjBo9PTtGIaBl/HjMHYYrwRsWt3lxGxAN9H0EvASgZNYnDjj4fGgkzuQMagVksu89Jo67Q7cCQbUyKATQ6IEWqfvr6XJxGpJ5qFihnoOydB7msHr0Az1KBKkMNgo4vbtMR9/Z4eTV2IaIVyqpxNLvmNS4CKGqksDC5CBXCMtOQaxoN2DXmKojATcsKfF3/xIwKmLozz83BzN4EHXmNcXUl4H8PPnT2OtYNPUEiMFiW/L/N+f99iyrsZ7b29y47YGkxXFxIgiiFJn17yWHcXidc0bR2dlNTekUuqgVJvPfdPht/94lJgiuG5KO0QKcJkZQw4cqcDJaq9O1l3TIg3uWtoVP1U2YJCb++QWEVql6rnhgeMU3DL96eZAz5PPDNz59I82fYri6JSfum5ETMQ3ny0wt1DAGVG4OTXJEsw+/x5gfBAM7Ep+PNz06QWpg+1772rz7OEezdinozWF2BBmK9RAGDXoMgphGEwO5YnmYDIqLR2qNHobSFT6no4RKcATi9ImNUlShliqlQBXeQTPqlrZ635nOat2iSzKx4mD74b8xQ92uVxb4He+qTi/WGa5oCjotK/gqkHrP7e7DuPMb8WmBqy9yDBeDZmsBtyxvc37bw/YMlWh15ui1Y25stSjtnSO5E8C+EOPPIbWhbfMXnzklunpErfthtt2Jzx+UPHcyQkOnq6wdqLNzTs67Nva465rI9ZPGOJYIVCsLZPxpOzZk5ZOLzVL107IazOGrzzl8zvfrHJpqQIFFyE1SqQqM52deTNBiYFgKf9dyaG/Z9FSD42n5ftm5sDu+6Ao0nnENwJ4nnDmvFvntMRmfHulltx1IlwnZLZhOHC6ANpFZ/Qkb8/3Izgro3iK75XDHIOoKvs18ShyuHF7wHi1S6NWpBMrigqcOP0uKrHpGQ0DnBTk/TeS/RZ5X4psbAYkgVGmT1m0SrmxTgRx9lr1BWymL4fIwd6P3DLXBdkB+PNmnEyIY82q0YC/+0Mt1o8l/NFTI5ydL9G2LsstRdxV/cTUWjDSUKkYEGkNfeNkjzuv6XHd1oibtsesG3MQtsILr47z2AENNsH3DKcv+7d87INve8uLz7/tmdvueNcbA7zdjXA07zt0Ttxw5ESL+24I2DBpEKrKxlGHTuwyN+fx1StVPv9ExPXbOqwd7ZFEhkoh4f1v7TJaNtjsSVIanj3icuSEh5U+FxZ99r9WxkoPp6xwpEz9AkUalRWDBC2XwyoxMPDJo1bOP/tgV4O/9S0R8tf96ZUBsPPh2zR6Z5xb0+fbeUkwjdgDcDt9dWKEIOKBpz2ePVpGemlZ0smHBq4aoxu0tK/uZl5tjZYmmolRdHsOd1zT5f13t/iNB8qEiUc7kfhJuglU/6EeEpwJKbMoPvxW3y2Sg9Eym4AXJCqlKYmSKGWIlUBLmUVwmRkFDaJ0PjYns7/13XvF4O+pfDkhjF3GSyF/6xMhb795mcuLyyRK8MoJjxcPu+gMhYkRVCoJH3xrj4pviCPJVFWwb4skigpE8QjL9QJBpLF0mWvEbFwVc/POEL80eUMUtt+nRPTMG0bwg8cv4vnl+48e+tYPF8UcVbfC/ld9DilDEjlsmEy50LpRQ60jWO74vHbO55UQoiQBYXjsWIyrBmM4QsBsU9FsKSQqdXMtZJRBghYmbYgMa7sZ5q+DZViJgYzz9UAnlZCqjKb0d0DOong2DeOoleBO7RSuitzZzKabjbc5Oh84iIfOiJCIP3ysQmLTHZrdfNCin2AOzTUyKN/1OXgexXNnKJPaoaUm/ook0QgcPnFfh//0zYC6iegmPt1E4MT0o7iUFhmLIXogQVytPZJDpUkxBHJBotMKRgpuQ6Itygh0IkmUQSUpyGViU6DLYQ1/DvghjVC+iuTirCyqB4GH1oY9G2Ou3xaDTHjrnoTld/T6e3oamwai1eMSiUMUO3R6HvNLPo22T63l0ulpjAElI95/R4KjBL0enJpZZtWG2R9+2733P2GjU98Wzo6VAJ8sG1wv3j5WiLftXttix+oyF+d86i1gKq1LBqGh0UooNxPKXrqbcC8ShIkiTBRB4NI1wwkCVBVMjA9MMGXemWSlH55kqF4seJ3gPlUNXu01OPAcVH33qgHIlbrK7CYDdiovEEP+KGnkdpx8MNlmkXuQYOqh6O05IQdOS07N+FjloKTElSajV8MUZUDAr66isIKDDwYg+gaXmaH8trURe7e2ef61ApFy6cYCX4KTWHQsMuqWjsXJOOPhSASGlW8phqK4GKJG9Ae9c2NTrQyJSoGupE1BLod0933jTjkQvmXAHvY5HHisDFxsRX7vs0miim+x5GXm9EGfmReZ77gkCB3aHYelpstSXVNvQy+wWJvOIDRahukFS73TZes2tt1YY3u7rb79ugg+t9CgWAg5cDJm/8GYn/rQFXZsLLFQ99PtnUNFpyeZXXI4dzmtcStp+6Y9yZDFWn4P/yRh/LCRDEMXpL+8ky99gyg++DmwZdMZuNMkU/SnxXUf3HIFwIfNf1JA0wd2v1vZj9wJrk4bO+lUUIQl4o8eK7K0VEB4Oq27D60sr9Og5F98RR2coXLqQMc9sCZON9iaGJN8/O0tDpyuECQ+HeVSSFIurvt5CRm487XCZDXxXJibhZCr+Hhae84fsNzFN/0cytg06cxNOuVgvnSFjn9o+ETkqkax8kbbvGT5PdEgrlphZOY7nnZNF2qas5cN80sxncDQi6AXwlzTUioH/MjbG2xd3aJeqxFFA3FhH+AL5/4QrQUTTofbdkuavQZHznW49waLEg69wCUxmuK0x9nLqWtoyR+KAnblzbv6S9irbmwyxAWHrdhygMurI3g/eg/5DV4Vvfu/9xPM3ORGZjRF4urMACgHtzMAt9NvxZvsdbLi1Cqd3Dl2Ab74cJlAuiipsu7lSk+WqzuY4rvc1oGh5aCaYrIIHicaL9F8/F09Pvtgh8NnC0TKoSMlbmKy6pFAJkOBQFiEFFllwmRro8nea+W+RQMjzRTcOltJtLEoY0kkKGNWDKfkA89SDIYYRCYNHtb2Dx4i0S9LmiEDzzcCfC62s0MUKt2xQyBlxKm5kNNX0oZQGMYoFXHPjW2mr0gOnx7nyIULBA9+BTEkD9cAly4tsn79ePGX/59f3vLS0VPMNl2++tx6ZubhGy9EGNLZOSUEGoGOE0q+wtGvdz56o+dzeJA4beMPNmpNhswb+4FOvB7kufvSIJpnQF8BbPpKuz64dfY6a/JcDe7hqO0ok3qG9EfE8pnOODsjlBNy6rKmFbqgUnmAM8y/h9vzV9Gu4es07MG9sgkjhyJ5ysVLjmDXuh6HT4UkxqNrXPwk1WzrjIMrka6maYnVXpXOMhTJxaDDmelh0s9gVwBemSyAGPmGAFfSEvdXLNFXfQ5/x1S+kfrd5NuHJzkVs2+AFztY+fOZXEFKIddPRfzF9zURqoOShiiSCCPZtREuzSmWGy1Co6iMb97y0Y/+TPH/+vs/2RmfWJUC3IRnWLgy864928d/7tL5hIIo0HZgTcGw3LK0e6lCUADlAoxUoOSnSVpuM8B3iVTDNzT3ywhz1WGUaRFyz8EVUVxcFbnz16IfvaVMffakHAC7D/Ahi7J8F2NHkVZVhmhJCmI79NoMzUBmp8rmOt2Q5ZbhP3y5zFLXR3ip9tvN6/BDn3EY5N/t6K9qRgxcdPscPK2oxLGmUtT8tY+2ePRAhaXAJZSarpS4/RnK4dlJmzZP+vOTpi+jtZgM3AaLvKqyIrIIbklk+lqpHOiiP++arLDnsINVQwzq2TDwfUmtlCVhKAki0d+pw5g3APhVGBIZ/XIdixAek9Uq5WIBISxBqGh1XQ6eUPQCQatjWWoarhkd/7mXDx1/Jgi6X+tH8NrCS7QdF5mc56Y9y0xUSzRbHudmXGYWoN5KCKJUP6CVwHVT7YbO5gNznU++PK3gYdmTmWtTojg3lkyyb2ERSfpED//zgwbGSmAPHGMHrkxSDezH1BCotZTojJLoPsBt38JsBbCdgXeKVsnQRH4KbkdFuG7IFx5zePVMAaSDlBIvl8aK4UR6aA7zu7hDDVO2N/bdTucqo0QTxw7XbuvwobubfPZBH6M9utLFk6Lf9FFSEOXvz1WRXORUJY3kuRXe8C4O1oJRoGy6KhgrUnDnJdgM6LmvuDICczXA5WDlGBgbCbqBpN2VdHu5B6VdQWlzMA+C2+BUSuAoQTcQ1FsKrQpYLL1QUG/CzILh3GxCsxfjuCFNcY7FhiEIwwFFma+PUPA8XrtU4cw5wXW7lgkiny0bHXx/nLkllyBMo6zol+REfy/0HITD9GIY5II8gkMQQqMtMtuAJN3eWmbag3xZXwFu0U8qVwJ8yJFpBcDlAOD9Rk8OcJv6ZGdUxFGDqD0A+TDnTqO3o1PXqlrD8MePl1lseOBn1ZOhAervRlHyGcarWcMblu3ykqGR6TYhiSKKNaMVxQff1uHrz/ZYanuEStNNZFaeFFn1RgyBLb/8QxTFDk0oZ78P+z/qvLKistcy+12m4E8yoBspSIYTTiHSSooZfO9hrU0QSBotaHYSgtBkIjzb1z0i8pZ9SlBW2F8LMVQdS4OpNalvzMJyyEy9Q7ka41USdq0x7N7qMDZZIY57KcAvXjhNtTq6+dAr+3/20qUa52eqnLqU0Ing9t0Rq6uW8ZGBAWY/CZTDdc9BY4aslp1fYJFZD+Qgj41gsQ71FoSR7TsgSTn45/I5RrUicg8cY3MOLq+iJTLj3moY2GqwF73OI7eyV9ETs+LUeripE6NV2rk8d17w2gUfg4eQafUkH01TQ5F7YGA55IYyvC8lKytIeQlv0LIfVFSMSZNNrGb3ppBta3osnShgEzeN4klW8x+q4vQHsxkWemWEO6+JQ0pVrBhKPlPw5tw8yapSRqVFASUH4M7pmMmDkUrviRjChZSpWM2Seg0u1aN+O30QqcXr8pWVfxcraN/wCiil5cadilv2QBC6dLvQWJ5n48Zrf/b66+945dSpU+e1ICSKuqu1Cu8fL83zln1lluqKTg+kTSPfaCFGK9u/QSvKXlxV9xyudw8lJPnGR+ViRK3d4+CpIosNl3LBDlaCHLhDQO5H7GFD+yFADxJNeVUdfPjMtSnD4B4CebZfvaOyqJ1Fb5X9rnWEUhHffL7MqcUCuAN64gyVL8VV0ftqu4g3oinDuyP0KcPw7ma5jDbUbJ0Iee8dHV46VgTjECcpF3eSzOQzWUmV0sRPDPl8Dyor6cYCYpBs5q9l9lqm999kUVurlJIk2b0xMgd8dt8sWGlRViBU+hm0soyVQ9pBwMHzkkbToeqnpcfhxl1/BbgqdxkGdL4Neg47paBUkNi4wLFTgk5gWW4aesEy2/ck9wdhsDpKkvO6E4B2LTPLgieOxrz/rlned43LQr2CteC7Ca6bZBuRDpWy8spI9pa5Z8nAiGfIgEcZHCfdeUyINl9/yeOFU2XGPfAT26+QKDGoYQ8SxzyKDwzt5dX8Ww0oi7oK2MM/XwfsoYith39XWedSpdy7UAx5/qTia4+X6PZcKGq0FDhiJTW5OsHkDW7UME15Hf++qmQ4XBePYs1IWfPhe3s8+GyHF0+62JJDN/FwBP0HTfXfP78zw+AegLzPlm2efGYPmEqjeSJTPm4kWEV/ACEFtc0iOf1rPsCCTWmsSAOK50bcsqfB8ZmQzz4wwUyjQMUHf0jWvGKlxqbKaYapTm7IOpDTSgGekzCzmH72+VbCvh1t7r0xYPVEhFLp/Kz2dNpOXTUCe9cXiAPFSLnOSKVNGJOK3aVBynQg15p0ODSKFbFR/egzbMgj+8BOJaaeE2FsyPELMZ99uMg3XpikJBykn/SfSDkE7uFy34pIvQLkKbBlnhNkF7qvKNS2ryzUemChrLNNmPq/q4F3YRqt01NllRPXDYnChAefK3LsYhEcByEVrqC/udRwcinkyig+XBHo9z9yioAYbNFihmiKTTXiORfPy4VhqNmzMebdd7U5dL5AELsk0qFrFG7CVZ8lSzIT+tx2GOS5jNaq7LOo/GEzGCVQeQDLxHM5HTHZfTDZ6mxVJjlQYnAvs6EFRApIV2t++gNNtq65yGe+PcaJ8yP0EhdPS4rK9n0SB3nE0KOY0doghk6cPpoFL86+Z5pnBbFEYXFliRPnfCY3CqoTEe12gn7q8a9hcPDkIjfvrdGOFM+/FvOHj0kuzrkopYkTy1gl4dPvanHNppgta2DCcwgjhyRJlWmCNHmT2SajkCBEzLkrlplFy5ee8vnWS6uoN6qMlDSjBZPtfjDQkKTlvXQ5HN5+RKncyWkQtQdRfABqOSSXVf3InQPZZib4JqukmAzQZgjY2UOZJZdaRXhuyNELgm8/W6TTdaHkIIVYURocND+u6mK+LnxfVZ22pIPWQ+6sr2v4DAmwwsihXA55950BX3+yx6GzHmiXwEh6SVZRMaCSAVUcJLrZmawEeR/oOdhtRl1kGs3zz7QS4Bl1UYPqi+n/y/LyXrZNSyxpdTxGdYVPvq3B/bdc4aGXF/niU2UuLxS5fLnAktDEJrOkE+muGLlGPDKWOE6oFLpsWdfhmk0Bn35Xh7Fy6i+vJFyYV/zBd0ZZ6JU4u6QJnzvA2XOn6IUx+vBrywgpiaOIkxfHOHIBrBhJ3wwIbTqDt1iHv/erCSPlDu++fZGPva3JrTsSfCc1nIsSuDSXztZpz3DojOaFwx5PHC5w7GyZRBbQrstERTDmJ5Q8i+cOT9qkupG8ArKSZ6+kJzJ/KARDDweZ2X0O+EHkHoDbDsCdnY4a0Ki0PBinZza1E9uEB54p8NTRAvjpmJyb0xOxMrkcxtHVSdPrj6HobQdLcb4beV5R6e8wnAE96Dm89doO731Lh1cv+MSxgxWKrtA4CYPPlGRRPHfjXdE6GYroFsijuM0jcgZmm1pUWJNef5slnHJYlSiz0qayfUJEf0WW6FDTUaleJUkUlZLHD93X4YffucSx88s8dVjz/GGfI6d9HE8RJJpzsw5RIsFaym7IXbvb/IV727znVkmlUKTdHSeKHWIhsQh2rbb80x+JEaLNkVM+s8tLaNtIA1u956CkoNW1REZz4yYoetnDbgbT8WFkaQaS80sj/OaDBb785DI/8q4auzZGCAT1juQPvl1isanRrmap7dGoeziOg1+UlB0oO4aya1KLNC+zanCGJ2xygKeVkNeDe2WbXsohqezQGFcOaqWuitzK9gHtDIF6wMPjLJqnbWDXiXjlvOSLj5UBF6SDECrljnnyLAaVi6uN4wci2bwgNpSi92nKVaKrYQltIjAqs37IxtniRGOt5hP3dXnkuR77z7igHCKj6CSir6eXAkSSJpkkdsWDl3+AlHPbFZ8jj+TSDiWhUiCziSBp05XUqEFETyTovBtqcpDLFRWc1ORIEkaaluvjuSE714VctyXgk2/r0uy08NyE5Zbg9x/2abRTirV7Y8QPviOm6FW4sjDJsbMl2l2HIFREcTpkk6QaL4qFGCnaTFSjzFnAoKfK6RDqxnHDfdemwwvGSpodRbsLvczWNreAKBcTGmcE87Uy/+YLhfSSyXTMTEmZui0pgaclq8YsBWUpqNRFqm+046ZT7emI2ADgWstBjX2ogTMoEQ51C4c14X2KYgeDD0Mg74N7OGr3f+aNnQEHVyrGcWKiJOaJFwscOV0AxwGZJpdubmd2lV5GSPG6SooYitjD9MQOvehLZ4c1IsPqwiSdUU2ltJogdLhmW4+33pZG8W6SRvFAuPQM6CSvh2c6lX6NmbTh0H/cBpUxhqM3WVXE0uffUhpsfwW1feD3KcvQQzpYlTKKY3Rm9i8JIo3nOHiOT7ub9hgKbsRUNV05V1UT/vmPx9loXFpDThKH+ZrDifNFzs2UCKN0Ij+KoBva1Dy/m0oDwqjE7s0Oa6cUYQQ6IiK0EqF7rJpczubfNNuLmnqzxHLDIYzS+UvPMbzlxib28RYPvFRG+CVcJVM1nQRPZi6lyuLJJBuSzdvi+e4COah5/f6NWq6oa68sFa7cDqRfvRiK4DrbtiSnKloNEkp9Fbj7vDvz+ltBT1SqGjx1RfC5B8sEkQNFJ6Mn9EfTVF7jv6of0I/erw+bK6soV3PgvGKwYlfhN+LimpIn+dF3d3jgqRInL6cPX2IUnUSlKsMka/4g+t1isJAMrSR9emLTXCCDvLqqyiOzyJ1TlTTJTBs9SVbCTQyYJK2dp+Kq1EU2XXVSLp4a+yR4jsokEQmOY2jrvCQ7TBNN377C93q8cCLmDx4WFFSM56QrQhRbai1DrRtTKicECZjYslO6eJ7CYtEf++AnVx06duIfPPncs5y5WKTZtTSDhB94a4NrN0dUimXiROBow1glYMfGWY5MCx7YP0rFUYw4loJOB4DzqXYtB4O/Tj4LObQ//PCp9ZAwagX3HtSXV8pl7Qqw50BXOSXJqUPOv4e2MekD/WrerVeCW6uI0MZ85bESr5wqpOM+2WidK2wmU105XDxMU/pVk+8lRLkKRLmfX16TNlZijUmBvQLkEmM0Yc/hxh1dPnpfm3/3+y5do8FoIiHpmJSqyMz9QCT558o4eZ8ti6GHzA5WEpUDG6zJtOYKjEiBrowYasilIJcmKxtmjSqlcpGVzWzpLFEkcBxJT6uhJltOEe1AIqEG+nvfi3BUzCunLV99MWH36oSpcjqwHCeWpQ7s3R7w4bsTml2fVltRKcRs2/6WfzC1Zt9P6eXlc1VPN98zUojxXJ+JsubKElyeLbJ1dY/JagfXjRgpdUlsmy89K3jwwCpGPJdVBUMpox6OumrQV6ZNIi2Hxsb0YHQsF0P1wb1CGTiI1P22/dAUjxgGtiDTR+RbcQy4t+pHcNM3rlwJ6tf/VCrC0RGvzUg+/2gx819xIOfegoGwSgw9hFkHl6voyQo1YW6QfRX/TgVXK7UhfamoTS3YEpOaK5lEkaiMiyeaT769w1efKHJ82gEZYoUkSBw6iH4pTWR8PH3w8iRzmKSI7DPlNMmmjR4FVogsgmff00CSD1iIfP+hofwoFsSZjCNWIuPJEGaFBK1ttiltnvQrHJ32TPpKTjUYE4ziECUs77ixy4lLczz+yjiXG0VGC4KSY6gULBvGStSWNFeWLK7TpdOKKIw03tPsnarq6XlDo25pdSUTYy3u2QdzS1W0UhR9w+qJOolt8fSr8PuPjvD8sTEwPhsqhrJnKTg201iLbC/0fJomA3cuWZU5DcmSyOFJmzegIXnTqJ+8XQX0/n4yWbtcDgNb2j496f8ti9wqpyi578cQNVHZz0TFfOOZEsdPDbi3EDJrqNghajL4XG8kkV3hkb0ycK8M5PYqqmJWlgwTI9BZ2XBQH0+pyp7tAR94S5szn/cIEwVCkQhFT0icjKaIfqI79Fpcxb/7FhP9dg3KAnJQwpRm6F6YgaArf4j6eqFkZYk3n43tB7c8GGqbBbhBzjQsV3a1IYhSw9BNU5pf+PEmL56Y5j89WuLpI6MsdIpslYJT5wVnLxpmmxFvuT5kTcVScHqUvTb69CyMej1u2zvDM0erjBRL3LGnQ6XUxvNqPH0s5jcfHOXgqSpR4DFeEFRLhpKX2Qk7ObDTJ3R4XEz3tSIDCpJXSvLdh/M6dn+XtKu47MBZdpgGDOuSM5++rDTY5+DaZL8PuPeAa+e+H4MGj5Jpcuk6EWevKP6fr1ToyRTciKuSSzk8mnY1/87Nd3gDaF8F6n6CyVAtXKzg4maodZ8kklhJVMbF48TBS2L+ykfafPmJImdmNMgYREwkHLpCZDXx7HPmMtr+57JDD1vKw/PVRWZRPE040yhu8uufi6rEStXiCpHUUOVrGAeOzvod+axsvtPbUNc5FcIpXMfSCzW9QNPtOVRKHm+5psstO7u8cnaazzxYZv+pcTrTLqO+4La9CTs3xjy637Bjd8j2DSH6nr2WZsPl9GuruW5ziY0TEVLVOXC2xR8/7/PYy2Mo6THuwUjZUvRM6qPtpjYMrh5Qj5WgzgcPhiWsDNWp6WsSpMwj4UA0P7ySDi7mkNZihc7FDlVUBru29TejyqJ1zr9Tt6R4xY4QaUIT0QwNv/H1CpfnvdQWQDoIKQelwSHO3X/NGz2Ug/Lg96LiK2Wzw4MHYqh0mHuGDNfENYlJbRnWTwb85Ida/OLnXBpRanVsrSIwKuXiSe4ilZUN+9d5cJFtBvc8ksvsoVNWYGVKUVLwpuY8A2+hgSpQZL/LIaCvVH0ObyMu+gDPcZLeN5FFc4mjLZ6jcB1Nu+vQ7LgUvALlQsgNW7v8h59t8+grl/n6cxVOXRzl0pyPq4qM+SGXZisESQU9tyxYWhI0u3DX9S38QoP/8DV49OAqlPXZVIURPzWI75f1nGwyfVh7rQZlvWE5rZYpToa31c67jK8TzK9YwgfimvzqCewQXRlMmWhp+zxcvQG4+9z7ascmFaNkemoVob2ILz3g8et/VCEwTkpPhEIKiZtz7z+hLZ8r4MSKOuF3ieLDwZNBR/P1Ez8ru5v9Fr5RJEbj65if/lib1y64fOYbKRcHRYKgJ2SaECcgM17+RpF85acauvZZ+dJk9DDfKe/qb/K6e5UPrGTURau01DjAxlC1TMm+zUd//HBIJJc6IKisvGjwXJ+iV6RUGOHuPR3uvrbNo4fm+dwDVboXPG7ZEbN+KmZ0NEYXXUtUNCSjbU5dSXjsgM+lK0W2j2vGSpaCm1qbOY7o+4v0efRwxWMoQeyfaqgmvQLgAyqRAmUglO8v00asUNrlAM+j+fDolBqO5CqjJnoAaJXt5JZTlNf/TLuWyzX48qNFakEO7rQ0mNvD5Qq4lZPzr5d9vg7PYiV8+r6NdiX/Ngyks/n3T8Fs3rCFrxKFkZo40Yy4CR95R4evPlNkqaVARmAlkcmoyhClgFx8PwB5n6zkkVtmVElmZcJMZThcAR18l3wr7+HZWjvg5SLfNnxo6/C+TOO7d637/4ySWVXOpnuFao3ruPiO5fJ8iWpllOs2dPjZjwY8ejDmSkvS7Aj8okSPlA1JZDg673FprkxBaG7dDr6bcqTBUzY8fDBQ/OVjRWJow6K8+TJowgwSwHSzqMEg6/AkiF3hmZduKZfXhC3DNCWrqAxNfOvchSlPLuWAZw/KT2aIgw8nlhFOMeaBx31ePFLA5NxbptE7Ty71kE/LMP9+w7zh6mbP9+ApKyJ2tlPwQMI6/MAPKIoaiuJxotEm5vZrQ95/a4ff/aYLKiTV5klCoekiMs+ZQTAZ6uBnk++D4fCBICuVzqayGbuCOvYHyA19ZwVjBrw+vy65QVOOoXzMMKcnAzzlmqOhhFWIFa9XDrnIjMo4+G6BainmrXtDTkxHtLoSry3Q9Zag3laMjwjuujZAS0O759ANVP8i9wNRX4JJ6oHB8M0cvvnDAM9ls3md2vQjbT40IUV6UXLv6ihOt9YTsSRO0lqsHXqvnIMPKMp3B7dSOU3JuHaWTOrMFljJVO145qLkcw+UmW25aUdKpn6JWtDfsaHfAucqAPf//gac+3sBO6MlDEXx1w0jD4+VDdOUJN1lQSUSI9PtT1aVEn7s/W2eOeJxZk6CG4FRGCFTqmJEqi7M3l2uKBm+nq4oWNn5vKoylLbfU//AMIYwToGeC69yTfogcg/1KdTgb0qJfuFgeE/Rlb0EsTI/y5Pk7Hp1AkEnAOkoNq8K2FcyVIugS76l6xrOzBoWux2u3xaycZVkVdWh1fHohZowGmyFMTwF3n/CGaYPA+owDL7hysUwCHOQ5wAPo9S2DPI9ZiRGDka+BpYFeS38TwD3kEOqGga5jJH/b3v/HW7ZWd73w5/1PKuv3U4/M2d6lWbUe5cACWzAgCnuTrAdnITEdt43juOE/GJMQmJsX3HiGhtTbEwzCIsigRCo9zoaSUyRRtP7zGm7rvY87x/PWnvvM5IAA7Zs/951Xfs6c1TOnLPPd93rfu77W6Qx0YxzxZ/+dZX7nwrM8L6YnFiiqN5L5t16ycTnJb+Ml6ng/aKwBNy8dJs5BPqX2EnoYRqtGqrmEpGbaJEss7n2woT3vKvJ+//UJc6E2bQpQW45popbRb5Ov2B9e5CXZV4z6KnLmme8XAy4OzG0E8NqzEqVllXGEQ6s5mw5+NjfZQyJpl+i3CmfFMX4VFNYzWmTAtFOBIuxYnKky4rJhHPX5XhC0kssWj0LW0rDCRkLXPYeCnlgW0K9EfOGSxZ57QUZYw0Hz3Hp9Bx6qSz4EGJI+T0QP/SrWR/gJdDKLdXQUkUYsHluhmMbTzulBHHicXqhQpxJNHb/hlrSmvwtwF2u4odf/f5bZDheyt2PO3zx/pA4diAw4C6r90BU/PJ02OHR4Mv7oLy86HhYcGskCGceMkulPYOefAjouRIIJZFaFY6xBuBBmPG2a7t84/4u33xCFq2K+cYybLolwMtvmO8A8vJuUMZvRQ+1XeXXyRXMdgTHWxZJpigjvS0pkY4YonGYp6FbzsGXnNmGVEh9UFv99se8jHF/N4VWDI6XUQ3a3Hh5i9dfrBitRBw6Vmfn3ozaiHFrsI+clpw4aXP0tM10wyFwbHYe8vjjWwL+7NYeF25Y5KaLFjhrleLs1RDHLlnukGUOvdQpUoyLEKmikot+9S6qp11wrAt3KNtOkSJFuBnbn5c8f0CYqmBJVK5ZPmITOBG9ok0ayK/Kj8Xf0e/BX6ktUUNtyeCmkkXv7TgpCy247cGQ3cf8/koeMajewy62wyCXZ0rU+hV76FH6bQeEBbgLTng5rdBDffASreYZJp1KqX4/LixTxYWwSWObjVMpb7y6zWM7XRaTQRU3/bgspinlrbUU5IMnztBiqJwYafri8HKKJIXFQtdi2bIuF40vIkgQmD5o1wGfZ58PyB2XFg5a2vi26OcnuVIPIhctq38mQ5ukkExBN7NoZxZprtAqQyeKDWs7XLmqw40Xd7lgHdhWxGJzlJ37qiy0NdNjGaumFJWaxl41BRPVnNX1RRo12LHPZ3bRhdxmPq7yzScr3PFIwszyFhtmYno9xY0XdXjLVRljDY849okTh1yJoloNbHbLxGHbMdIvrJS5puLF/XDzvQEHT1XYdTjk6NEAIR2EFISO4pqz4frzfDzXLhQ3Bf+j+DUMT1DKA+vAM2+4/SlyNIeeGLbIkMLcbIqcT3w14MO3VNBWMaC3zGhQUhqEcoZ+cOnhcom4Yag/HMyJX756D3/Uw6/+WFAz7Bq2ZDZeKu+1Klo4gdKyiCexkTLnF9/aYc9Rhw9/0SbNiv7AMj7usSUQRUiBgX3JG7ewCjqhAZq58azic1ncCMIaMjmVFpsbkusuhqvPVQSukSfaMmH/sTYvHoVDpySfvzfi+SMBzUWfFh6LwjFOY5K+/YUtDMlVY6p1K4NemjJabfGOGxa56cIOvZ5g3XLN2mmLOI5YaFdotwNOzds89nzKMwcEgePwQ8JmZtrCnl1MmZvL2b3LRTqSZ/ZDu2exfpmgl2oOz2pOtX2OnfTZdwxypbhne8oXHlzggz93kvPXJjh2QF7I16Qwnn52wQTrJRmLac6TT0uee9HlS49UeHZfRK58LO1hu4JKAFUHKq6mEWqsXHLwuM3UqEUUFKdsZYEsFzxq6YjQzodm3C+t3IP+Oys+pjhOyp7jgi/eG9FuD7UmQpq1vChtnV9GlnbGdGTpDLzEtNX/d7wCxvUZn2g9DPbBDNxEAg5eShVU1aGZeL+aK5skVVSiHm+9rsPtDwTsOVYqhE1joSybGGEqef8bOFOcPLg/RTFRVHrQlghhttJRIJkcdRB5g4NHPGrVHqGf4LsJy0YT1i1LwEr4Z6+fZccBi9sednlmr8fTz0XMJT6LXY+mdBBS9ufgGmMCqtIeV2w4xfvf3eT89Q5KRYV3us3cgs3cYsihEyFxIpka73LjpT2WjfmoNGX5eEKjmmJffHbM7GyHAwdbPPnCGOOhZMOEw6ppaPdSjj0Go75iIhxUqUS5PL93kt/7XMof/NIstTAuGIc5ogxmPa05dMrijid8Hn4u5NkDIXOzIfguji2peILIhshRRK5JHK54mlokqEUGGWleHGxLq4F+9Sy8qofakZcDd79yi6xY6uTFUicjThXfeDTirm0DtmBZvYWgv9gZHCgtljpIld+P9ZJD5jDh6rtpUc7khy8BvBocssrqvXT5UwLb9OQqVyhLksU2rz0/4bWXdTj0NZtYCdM1WwboGRbdISnGme1K2Z4ILEOusoy4od+aW4Wbr22+l4W2xJkzSXiVwCHwPXw3xXNTPMeYJp29KuHCTTGz8012HWzy0Ldcvv64z+GTPsdOB/QS49qFbQjm01GHX35Hm43Lx3jxUIUsF8Xfbc5dSa55Yhd0uharpkMaNZtz1yzwyI6YnYcFY10Xe+/Jsxf27Ze3Z9nBt9x4PozWYGaijet3+cL9MNepMh1pqoE5jJZr+Y3LBVvWBqA9hJURBSmdOOOe7ZLHn/F4bFfA/TsqdOLAVGpPEjYEgYRIagJbmQhtBxOp7RobgEogCDyJIwdvfXlwLXtvuWT2/R3AXR5sxWBEKNyM+55w+dDHa+TKNvkmRfVmCalqSAL2MpzvJQfKoT9/R5rsK5T04TZFFQSocjxoxL9LFfdCqKUtixLklkBoYxbkuopff3eL3Ycd7ntcotyicS7uwgybzpLOu+CjDPfk/a2kMfZRYqBsL61W0lzT7gmclgkoSzNBL8nwPRvfdYpUaM+487ZNtuiVWxKu3Jrw3rfO8chOyWO7HB5/1ueu7RWasW+0ptrnsd1TJN0GWe4UzggK31VUw5TRxiK1Ros7n66x7UWPmXGbkWqDmcmM6y5r3L5u3doFKWv19p6DJ190HPUe1+twZD5mttNj+4s533wsYMS3mR4RjNZsRms2Y3Wb6TGHLWstrj8/o1FNCf0uzW7C//psyG9/YoyvPDLOnmMjKDvC93yqoaThWYy4moarqXqaiq+p+BB5EPkWkS+IAkHoS8LAJvAFgTdIOTPe3cZ9yraHBAz2K4NbDE1upMywRYptZxyes/jQX9Z4cFtU6CxdkEaSJqXx3/aFOfE7pXjCGtAN+rEq/VnuYEs3rPzvi6VfQXZXHlYH7MhysaGHxpGGDlwetPuMyj5/p/znZQDU0MhWa8ZGMzxb8dgzDgtdMfSYMR24QhS2nNYgr7hPGBs8nfpLPWtApOozR0URFlZ8bT30ZCkjxEvJXSnY6MYOaeYihcOmFZrrzk+46vwOtTBh+25JN3ERMmT+dEgeC7qxpN2TdGNJnJjBhiMsNq+OQSZUqgkzE21SlbFi2sKTB//Zvn1P7bYXOiFSCJ4/JLnnyZw0U/huQOQK1o4JRquCWiSJQkkUWMZ8M8qZGEn6yQftXsb/+GSVD39xgnZawa44BLYkkNrkwkvDGXelidAuUxVKPWY/H9431TtwRZFjaZhlfV63rfo0WGfJljIfzLuXTEvyIb6J+XPu5vzll2t86e4I7Yuicg9CsJxisTPs9d2fIrzM5y/vxnRmRX+ZfmVoG9gvRpzrqQAAYd9JREFUnqWqZpibMlzRl8zCtQGSKCK7xaBVUZY5cOZCIrqSt13fY8feNr/9EYfEyxjmpaNcMiTd4rstSVelwqecppQ2FFKBVJosN8apJuQ3R8YWQpg2SCmLNLdIMgs/FSRuTpzmRVSjvSQOxo1dOj0fz0mYqvf4lbf3CJxZ/ttfOcRZSJrl7D+uaXVzqpEk8iVhIFho2yy0q4zXfa45u0fgJwReSjfOafV8lHZwXI09WstwHQulcsYqNhumHZwiAdj3LALPIgwsIl8T+RmVMKcWJTSqXSZHFsjzFh/8VIWPfnWKrlWhWpOmt7YVfhHCOkgaLmP8GEoZFniuMAD3JIEn8P0yPrtMXFADBYgcTlwYVGtb5sVh02j5ym2l6PffKcLOuetxj49/NaKXS/MN9RPeJMIaygtacrAc2tIuOVAODwJfMgBfcp255NEv9/mQGKIEPFr3W5TBVnOITqsscssywBZiMFVR0mghLRPZ9+4fbvPwdo9vbrPQSw4LAA4Zkg6FN2LxXen+6LB0q7X6TxZpQdIfoWosKy8mL2YpaCr3AOgG3IbjXWYfmThG452TOA5J6hIFDr/wpg6WOMkH/srh8GIdYVn00pxaRxH6mXnK+4JTvuDoSYfAc4qUDlizrEWmFc1OsX/ZMJGjsVjVUIxckDJez+n2XNJMIoTGtXM8TxF6GYGXUQkTalGPRrVJqlr8t78K+Yvbp0mtiLHIomprQseA2rUHekzHtooovyFdplMmnMk+yAMPAs+4EhnmmOqHsDoyH6QuOEMq+CFOtxDD20qT0CuEGVW2Y4sPfrTG3iMu2rGH+m7bVO/ycGmd2X+fOYs/Y11/xubypYLjb4P8kgPCQBM5PFFR/eq9lLPySgfOEuS5NajmWWKzdlnKf/n5BR7+NYdW1xpEH4iC5YUm15KeEOSYTaE/xEuh1HZimdGipRHZQJBc/vxLfMFVIQ52LdxUm9+3rQotrsa1ZZE76uDaGalrYimroc2739DG4hgf+CvF3tM1Zrs2Y4GJPAndjKBgtzqOafvSDDqJxUjVZs1yh8C3UUpjn+xOIKSk22myY3+XjStyrj5vkWpYGKELo5vz3JQo6JHmCfOthLuesfjMvRM88q0RhPSZ9jUVp1TPMwB3mXQ2pMt0HRMIZfIpzUev4Jj7rjYvT+N7JmPT7cdoZ0uyKgdWx1lRtQcgF1YJ9AxpZ6Q5/NHNEdt2eWgh+1V7kM9ZMAb7ggaW9r3Wy/C+eelraW/y7er4kk5l8HmfVTjUvkB/XPgSYJcti9ZobTScVhGgq8p2ReRoZXHB5pT3vqPF//5sjSQrv8Fie6MVCBtVxKZn2iLVQ0kcwxXdsrDSgjluDXhJA58XjSoquKnkmtQu7EdsCzcVRdCXwE5lAXpJnEq81CbNHKLA5qde12HjzDE+d+8iD+6sc7wZcmjBoeJZBI7V1//mSlMLNdecl7NmOmN6MqRWrZDlOfYv/swP4/sRe198locfuI2VyzS2s8CBUzFnrUoJPUWO5vGdNttfkByZl9z5+CSnWxFauNQ9Qc1VhMVEZFC1B4DuZ1UWwHacQU6l54giXbhoS1yN7+YEnqnenqvw3QzPzUw+vGM+2oV34IBfkhXzcYWwSpArA3A/55uP+nzs5gqLnXJqIovqbQBeBs4OtydLtKHf5jVAuOYl28slI5UBcenM/rus2izZbA7Rh4eruLJQVvFSpuVQllWAW6OFMH25JVGiWOXnklqQ8gtvb/Pkcy7feFhAwADglgKdF0JMm1xLOkqSigHQtdL9tsns7PXAjkKX5vq5MdFXmqzMG8osUtsiycxTPXE0Tlqm3akiPkbi2iZcOElteolN5HtctLHHZWd1me8c4Y4nXI7N2zz1QsD2HQFNLYhcxbo1KbOzAS8cDlhYgFUbr2HTOefQarex01wSCpujc/CVJxJ83yOyRzk2D8pOsMgAwfHTLqdOu0hXEjgW4xFEtsZ3cvwiY9Ip2o+l2ZTlxqu0iBiK8BtKF/aKntt38wLUOb6XF58X4HZTXNvIykpTemkXB0grp0zZNUArPrc1u/Y5/MnnKuyZdYqN3tIKLoqxoDPE9T7TDlmUYouhlTwvU8VLsr/1CqB+uRI+PP4e/GOruAmGpGz9iq2X9OG5sLCGxommcg/15JZECYlKFetGc/71u1rsPy554ZCLtguxpc6BwsmneF+0sEmEQ64liRJkWpMXcdt99Y82mTnmBi1562VUjXlluSC1LZzcAN3JSm92I2aIbYWTFrmliaTnGu+UbuzidXw8N8JzUt5+VUrgpRyd7XB0toOFAm0jrICjszm+u4DOeqyazggCB2kJ7FYsEK4gziTTkc+K8YCRmuKFExm3P+kjsQgdTdWG0emCY1Jmw8sBqN1hxfwSXaYYqOnlIGl4OFnYK1/9ip3juXm/cnuOiQ/xnBTHyXCdhMBPsGWKsPJ+NrpVVqNCKGtJzbEFmw9+tMoX7wrRTrmOH67ehuNeMgZf7nD57frsEtCv3Ge/PCNF8/LXsCBCDx80z1D4lGC3tOibBvWZhqJsWwS6L3WT5JahLrzthh6LXcF//L0aJ+b1YMs5YGEVYyIJOOTSo+M6pFqSqkHM9mCyoweiB20s38pIwhLkqS1wM4vUGdj0Gf3lQK5mip/GiRWObeM59mA0XOw8LMsMHqYbOYFr6B9ff7TOvsM1RmsW9WiOrbamEqT0yLCldHDc4LjrOHectWHkptWTs6yc6nDkQcl4FDAZWVR886jWlJTFggopy4DVAahte0iLWcqRhvIqBxF+un/ydR1zoDQHyzPA7ab4rtmEeU5C4MfYbsxCM+fACXhyl0MndvoJEwLNhWelnLc5xRXw5ft97nrUM5ODvs5s8BKW1afE2mdU75cTM/T78GGQD+PiO3bd3+Yq25MlOsmBMFmpQllTtiXCQpQHTEsYW2NlRojKUsWExfTkhq9iDp5S59x4WcyPXNPjr24N8NyMczZnXHhWambh2vy+27Fk206PAycCZhcDUttj0XNJtCTVmlypIXGG7oNeKVCOLhinJtHByTV5LrBzi3TIQmSgyRwya7JF0d7KviOw7FOqzfshhSYKMkbrizTjNg/tspiuC648t0GunDtcJzge93rYl5y7nt/98M37Xc/7wxZjN339iSOMRIIXD7tsnLKZqAsCT4AFvUQTJzl5pvtRJqV5zxKN3UtkR6WK2hDb3GL8Z5Y4CtdVeLYaAnb50bi7em6C7/WI/C5z7Yyv3Odwz2Mhuw74PL3HI45LR8gcqXPOXhfz9td0ufjclD/5ZMSh4zYE5RavADcSKA+XA1DLknuyxC12yCZiqO9e8vElYLb4rtiEw1X7jAo+bAxEH+gWCiNMtoZbEqEHQC/7YSXMBpSllT9PYMVUxnt/usOJWcHF5ya8/TU9tqzJkMX/Z1nQTeDpPZJdB23ufSzglodrzLYiOl5ApmxSJci1NhV9SNGTK11UcNVPrDAGQBo7L4pfJpbg48wwX2MzIfpRM5Ywc/deLOgl5g0JPZfJUZuzV7RxrkuxRcx5Z0/jOa0/fH7H1/afdcG7zbCo3Y5JUk0cK7KeTzsPOWvGYrxuUY0sokATeDmn5hW79wuUo4tqLPrZ77YclhgN0ykL11cxSDhznEHoqucUkxJX4TnZELBT/ALc1bCL4/b467skN99T5/6nq5xYCA13xCvceLQClZBnPZ7dZaF6sHW9qeTbX3TI1VA5RhRbOtOelGJiOQRo69tUcYuBh7U1wPP3Ubq/HfCX2koMDpm6X72FVVbxkoRVfOzHk5iPFEC3hEWewtO7bPxI864f7rJlVUrS9OilHlluo5SJ7b5gQ8ZFGzPecEmTH7q6yxfujfjcN0eI05Dc90iVIFUWmVKmPx9uTZQJnMociyxTZI42Aba2VTA9l8rUhpX4ZTdgfCsNbpSCHQcUcws5oasJA4tDJ2zGGw1GawqVz2GhkTImz4dCqC47fx2B77PdTckXD3P2KlgxlVKLcqphiu102XEgZ+/xkDiJqISCwDez6zISu+RMD0fJlYDoO74Wd6NbVu5i/Gfm3Rm+kxZtiQF26PeIKh12Hcj50gM+f/6lEfafrKJtH7siTU9fAC1VEGcOSmsaEzE/9642P3x1j0vOTmj2BH9zj00ZNFquIq1yasKA7913zioXO8Mr85dpTX4AWP42CDftyhJLCVVsSwuQK8sseqyiRdHKTFHKKl724WX1topW8wt3+Xzgz6qcnpWsmsp538+28B2XbhyQpC55LsEC0VE4dkrkp7z16piLNy2wdirmSw/UeG5fg2YYkOqimhduxPmSal4A3i7ciovDZmmuOjxuNbLEMtTAFE7XEfiuReBb1CLF2pWLnOr0eOTFCoEQVAOLaiCYmZBsWulTG13F5IqtxL3uAOBj45Ocf87ab+x+7v4PbV1v/cdGZQ7Pb9NTKb12xs33hjy3t0pVuKybhjCQVEJJ5OtiETOwgNDaMiaMQ0qcvtOUPdhMukXlNj13hutmBfsswXdjoqBLkvW4/xmL3/qrER58pkFHVbBDh9AxyQCeNFwRYUGqLOZiSZxLfvFtLd7z9g6RhOqKjHfd2OGRZ3wOzzrFT2zeUssasmLrHzL1S/jfS20hvnMu6HcE7vfwnw4nFOsla/sC7GJ4q1m2LYNokvKSUnNkVvD5O0L2HfLAlXz48zbjNc17f9Si041o93zyXBghuTBilThJcV2P8VqPX/+ZHtdfcIr/+cmEJ1+o0+xWSD2PRAlqSpFrzMRFWWTaRL27BegdBbnUS0TrpXi5VOVbVtH+OiauMvElSksqAVy4zuKKLV2ePbDAzfeGoB3aOBxtSYLTETte6HzovIsv+UYQ7TI/L8CH/+T/MDWmU/LuhpML3Tc/vsPixFzEp++1+exdNU6dqjDq28yM2UyMOIzUJKNVqFdyapW8qPQZoZ/jObrwwBgA23EGpCnfMVOSwM3xPWOu6HspgZcQeD1CPyYM2nSSHn/yJZ/3/ckkzx0YJZFVIt/uk7ZqBWmr6hmabcXTuAKWT7f59+9YYGbEJk0lQmvWTGXc/4zH8we9QnPpgGXjSotA6MIdd9hbcVgWN1j89GNUylamT5QqzCgta6ACL1q0QUJc8SpbuTMtNobs64bt6fppdWJpzz9wkzqD5bjka5TqKtVfhLluxn1PO/zWJxskeOD5JCrkVNvlovWaPBthrhnQjR2S1DZqrYIklSuJUhJpSdbOKH74qjaSmB17TBZmD0GGoO+Q1f9Y3qSD4Nl+OHButJW9BDqxpt1TdGJNL9UkqTJPhLxU6gs0DpHrsnmFxVuuanPB+i6eaHDOGo3nu/RiPvnwI3c/dOUV7xxUcIALr3g7jhOwZ9e9rJl4AKTi+aMeoucxM2Ix1pCGUVgXjFQVtSijGmZEoZlNek4OaLqxw+mFgMW20+dKl97cjj1oSVw3w3eWHiSjoEfgdbn3ac1vfHyUp/bU6aoqru9Sd6Bqa8Mdt7WZndu6b0bkOxabAslNV/pM1CaYnU/wvB4g8J0um1YnfPNJRazMbW1ZxoHVHq7aS/rwM9LTxBCZ6m/Rn/Q9/874j61v83+c+amZFBbVuuSIW1Yh+hVYllqy+MmV4aYIYZT0fTmhBd0Ydh5waKcuOD6WHRIGNsdPhvz+Z0Z5/SUBUUB/i2xGtxmeY+NlNllm8pn81KYe9Pi1n+jwQ5cf479+vMe920ZoZRGp55Docm5ebkPNvDxXZqyslCmElmUyUxe7mtMti3Zs7mjfhtDVVHxF5CviVJGmNnFis9iOmFzwWDYecnqxxTN7E7odzbvetIkfvvFaOt0e/+6Xf2MpwFfP1AiCkCMHLZ55tsv2PQ2k9jl/rWSkJmlUBfWKpl5JqUUpI9WEeqVL4HXJdcKRWYW0NWkakqQeeW7Y8SW4+y2Jmxdz7UGv7bsxUdil3etx33OS3/jzMZ58YQQrCAh924C7oAEEzsAT0bAQLQJPUA0l4yM2QguOn7YYbbRND2kp/DDhLdfGfPmunD2nB+3JsBztpa9B7y3PaFXOROgZC8mlMNXDi56lS5+lW1BeevO8pEUZbDaN+kBhQb8HtyxjiqmKl1ZlD24mKULAoTnBV+4NUIkDFR/fsRn3NNNVDbnNnsOCiRFBLdSEviTwc4JMkLoZWSE4z/KBV3ngSS7b0uF3/tUc7//zjEd2Jpzu1pjTXnH4HKz7tdYoZ/A+mOJnJieuC3YQ47sxQgqOnPahbRPZgrHImNx34pRWV7HYkswu2JyYrbFiyuVdN7S5/7kUy/dI5TiZ7PTftz7APdslcL09nj3yoi1WrbtonaIaCRpVTS3KifyE0M+ohgmj9Q623eHIbMI3nhK8eMLmiw80CFyXZXWHS9a5rFsuCAOFZ5nK7TmmJfH6vXaK78aEfo9KpcuRuZQPfjTi5vtHmOtWsSOfyJHUHUXFMS62fgFuw1kZgDsKJNXIphaZitlLbOLYwXMcXEeilewrY8olRt/SYOg1aEf0S1uHYb+OMyDbr7QFU2p4+rH0NngpegeOr8N9/ssDfQDu8msJs83rP1ks40MoBkxDY5xkRn/loN4SFsYWQxJKiByNb5vbs9nOcWxReNRYQ3wSq3BUMCSqXMm+u0KWS85e0eFj/2mRv3mgx//4WMr+U3UWw4BMS2PgpFUhni79dIo+3IbQl5y7UXDBWV2mx9oEfocvPmiz94THwzsq7D8ZcnzRZrSiqQc5oZsT+oJqIHnxsEvk24zXbEYroy+6TrAnS9VLAT45tYKbv3TbHdKufqreGPkvE+EhVi1TVMM2vpfgSJOZadsxR2Yzbn/C5o4nqjy1o4Zte4xXLEakZsQ1xpDd1CL0zaGmBLjnZgReOf6LqYRdhOhw13b41B01PnP7GKmM8AKPqgM128jZfFsTuKYt8V3TjvieReCaaU4USCqBReAZvrjR9A2SgnW5PCnQ07dCLic8pV9iqfCWS6v5K5vRDIB95utMPuyZpgzDX2PgFvAKPJfSIMgyj3aENcQLEYUYu1gJWaIwvNfGGEiLJV7j6P53gLQGYl/LMiO9XpzT7gqEMF/VbERNDMkgibnUgQ4piZSkEkh+9vVdHOsUn/56wr07G7S7FXLfKZ4k2tyUljLb4yJNzXMFFjatVoNO4OHbXd59YwvPa/PorjbfeMLj64/X2HsqwF2wCV2FJzN8R1DxbabrOW+8YYaV0+6n9j1/zx0XXPwjLwU4wGLbxZLBVyuB/pFKtXn+Q7sU84vmTYyzmLXLO+w6HPDcgTrPvVjB0Q6rx2E01NQCTT0SjNRtqqHo+z87xQLHgDvpHyar1Q627PKxrzr87qdGefFkHcsLCRz5Ci2JAbfnGiaZ7xX88YIbHPiGhWjbijJSfBhRjkNByDfvav9gWRwkhz06BsY01pJZ+JK2pECswvTFqkhTUNr4ai9Zub9S9R7u8YdALoY/Dj0nyt5b5wbIWpQjRFF8J3LILm2QCJEr2W9VlLLIUt1/X8rxnMmjhDg1ILelhWUVt85Q1Hde9PgG9APP8jw3QA8ym594XYdrL5jltz+V8Be35XSzKiryUKWsudC3OlIXnHFFs6M5fNImTkLmFl1ORAH1qMaWFR22rmrzuotO8a2DFs8ftlm/zCLuVciVZHYxZ+/hgFbiPb16eeWrC83ekvdYDn/yxZv/kne+efRg4MWX3vm4uvCZ3SGt9giCkG7W4XMPRNz15CRJJ2JZVbBqVDNVg7GqRaNmM1JzaFRs6lUzs6wEGVGQEfopQZAS+j1Cv0ej2mbXwZg/+JuAP75lnP0nRrD9gIpnM+JCrRAihwXDMHDB94qWxB2A2/cMuEMfIl8TBorQywl9E2zkuym+lyBFzBfudbj98So9HWLbNpGE0C7MaMow0kJ1ZHg21pJKPly5h/vsPh+FQZtgldMUa6lP9rBkbbj96Xuly9Jvsfg4RNXFOsNWohQ+FE2OBQNrtSEPGfP1B0ZIrp2x95jg4d0VkB6BbREW9GZHglNK6oZ+liVNWfkEKJ4eZrNabkvLnl8y0dBcsKHHxEiXk3OaI6ccUmEDRbwKQwatxc+otenvk8zI2nqxQ6vrk+c+K8dtrt6asnlFi1NzLp6eYMVoyIblFtOTkj0ngtvufHTvH73rR39+CcCXVHAA19+AEBabVrzIJRvarJ5uEQRNPnGXoNVqsGVaMlFR1EIKcBkVjmkVLKohVMOcapD3wR36CZHfIwq71KI2z7yY8l/+rM7d20dJZIRXcU1L4ihCW/V7bTMpMXGDbtGaeO4A3AboEBQc8nK+3vdKscwvNcsUD213mW87EBgtnyvKLKEh4/WhPKG+Mb9lDVU5s00b9POQl099obGKJUy/spZihn5rMNyjsHTkN7RF7YN/yC99YJlXMgsHSxFV/H1Ov/0pxdlGZW96Z2O3UK9YXHlegvOllEQpMi2Ma1RuGb52ponT4kkoC5VOX8ck+jeU+X7yl4TXDvflY9Uuv/SuDhecdYL/9KeKbXtGmdNh/+ww7FBWcp3SzKYbC1odm8CXVHyHuabD7KLH6GLAaN2hFcOnv6EIXcnKsZD1ayMu2bqm777wbQF+3XVvwBJ2cnzPX/C1B4/z4EM2KrV59NmANQ3JVF1RjwTVyO6D2/cwrYOnifycKMiL6p0SBcVGMmzje22efjHnv3x4lDu3jaG9kIpnWpLIHoglfNuQsHwH3CJu0CtEEZ5nNqieOxBIeO5gM1pGBUp7EE/SyxSd1AYchCXwhO4nFduiCM7qV2766QMl0MoeOMsLqipmaVGS/8ue27KMUbxShSOr5mUnLAwD0Vo6tx5kfqq+05MueqEy6SHLitGfNZjVmzaFvo9J6T6Q5QI7Lw+EEq1sAjsncFKSOCdRNklukeaaNIck0zip0b2WIVOiqOR9bs1Qy7LUcWtw9jECY0GoJNef1+G3fvE0//nDiu37RpjTFayiFzffrwYUSkGSaro9I2P0PMODqvguzYpNu2sTp5LXnNfEc+bpJS2e3+9wtLma91z9uiTJ8u8M8PHxcaRd+bWdz205O0lOXv/UcymTlZBVDUU9shirOzSqNtXIHCJ9V/fFwW7B5w69jChIqEQxlaBHrdIi121+65MOH/naBLPtBjL0qToWVUebU3wBbq+Ycbu2ZT46BsxeIW/zCg3nEoAPc1oKMatJK84JgpSb73B4alcItoOUAk/Qjzgsk+AGKXCD5OWSCGRZRY9NKbbVZFnJqjSHUrCMrYI1ZK3wMofO4SnJwFtlCOSF865TOvBaZWUTZKn5GCeGslpu/KTUfVnboLcXSKFJc4nMFbYySvQkc7h4c8pbrmjxidtrJJ5L3NdOGoDbmcZO6VdW067IQjxt9fv+vl+LKl+Fmj4f+FbmmfFMvOKsDl/64Ck++rUu//uz05zuVtFIdDFVybUmyxS9RPXff9s2RS30JdWWoNnx6MSSRsVj9ZiiXlmg1W1w0fnr7lkxs/zXTs21vjPAbafKF269o4mu7pbCueYdV6UyUxnP7JZMjztMjdqM1RUj1YxalOI6huSeZUZ17TqKwE+J/IRq1KVWbZHmbf7wZo//c/MEXWr4rkvdNQfJ0C4kbn2pG0tyNEtQL5G3uSX4C15Lqdt0jKtWP6XLTsh1xuHTHq2eSQT2hYUnlHGuGqrYpWa0n7rsDCVXiHKKoWn1cnqJyWikWPPbGrBNFqWwQJ5povkK+3mLwUGzNLMp2yYjqDaV1OwTJEkq6CUW7a4BlxhKtjPgFn0PGVFoam0hyKVpGbLcJs1sAlcyM56CjElzn56yiXPwcmOB7KSaWA61D2UFLz1ViqeHRgyZ9Vt9HniWD1dyu/AwN1OWX3l7F50f5fc/p5ht1dFaoinW+7nGTc2TLc3M09K1TcvbqAiaHaP2caRi2wuKJGswMeHm61eI3d96+tbm1gve/J0Bbvo96HVb75XO6KUV9/QFdz/jMTESsHGlZMVkzPRYG8fp0kszk0GeOURBgFICz8kI/IRa1CXwWsx2uvzZl0L+8AtTJLJCw5XUi6odFAD1So64tApFP7h2SeQagNsIk61iolIIkwtxstFsmkOU45i8nTBI2L4HvnRPhU4SYEfGysIrxRpLYjIwUrqiJTKqI4FrD8Jqa1HO4bmMg3PgSGFaKRu8onQKiz5VVPadYUsLhpcBdn9iMpQM19/4lnrUrH/T9pKAY6drxKke0rca4YjqPyHEUECAIM1NEoSdSTJpUpIbNZu3XNfj64+1efLFiK5t07MFXqaKm95U8MRSCCmwhOpTDxg4GQ4JoM3KSSmL3C7m5pkgc43Xu3lJssx43vzyO9o44hh/9qWMY50Gee72GYieY24S7WSkSmEpONqS+Kck0w1Fq+MQuIKz1/Z48FmbTZXgmVar9d5qtfKyReRlAf6ON9/Ep/768/myZev1fQ+cYN24Zsv6lOXjTVy3xcG5hJ0HNI/uCFA4bJhSvONay8jMfJOpWass8vXHMz5yW4O7n51Ay5Bxz6I+pN/0+sLk4nBXSN0GVdSAzLQnoljLs6R6e/YwuI3q3rXNMinPU+58zGP73ghcB09a+EKZ9sRmSDY1UJm4hazOtEGm3w88qASaydGc+sg8e75mc2SxyqgvqLoKs5UrHbeGg6OG+vCypA95pwxMdfTQNMUcls1izLhAVcMOs+0e39g2zoEDPpMNc6j3vTI/c7CKtzDtiZnEyL5BaWabKppmNr2eyzlrYl5zSYvtB6r0MpdOJsxEKaN/4wthIVJzWO9PVWBQyfuHaCN6znNzWHWLc0KaC7whcKeZJM1tKoHNv3xLm/M2HefDt8bc9sgkGq/veeg58JYbOqxeloGV8NhOwY79PqfnPTpHM9qxzZa1VS7emLNu3Qbd6ZJffs2PfPcAB3jttVfR6/U+e/TI85vq3v7o2Fybu5+FTmzxrb0NdO5R8ySjVYGLZKGZEo63Tc8dNfnmkxnv++gYuw+MUat5jPqampubkV/RZ5eAtvu6zYHsra/ffAm49ZDMTS3hlDuFINkplD8vHFN8+f6Ibi9A1mwCUTwtChaiU4wDS5VReVOV4PY9M4KsBJp6JWNiJOaKc3u4Xpvf/JjkdFxBWAJpmXClTGrsQo9Y9qTDYoYl7clQ/y3Lw2Lf4MhUbt9NqQRdPG+RP/lMyOfuqrJl0lRz83fIQWtSjCmFVQJcI4UoYj4kdqawpY1j2/QSl9HQ4a3Xdrn9wRbPHg5o2z6+FHhCDZnTD4XtWtocCi2GRofmmaHKZDglCmFDIU/MFGlq/FCS1PBX0oLPUglsbryoyeqp0+S55vbHp3CER+hYTIUa1RsltDSj9ZizXtMlp832fW3ixOKFAwHPH64yMjLV3nDWlZ/1PP+VYPzKAJ9etlx/4cu3/f7Mys3vffzRo1E3hW8+blP3bVaPC8brgpGqYKwumJkEz1WEfko1bHPHExn/5WPj7Dk2zviIw5ivqHqa0B2M/lxnSLIkz0hmswv1fR/ghqsw0G4u5ZMPXiZj3vcSMp1w24MuD+2qQODhC4vA1kPVezA1cYZuKrf4O804EkJPE/mKSmCeEFpL3nldzNcfneOuZwPatsSTFk6ucXJDBe3PqPWQCr3fnAz+aEhcRQbokKF/eYbw3JTA7/HwDsXn7qmjsEnzjE4PHKmGtqtL04bNzSKKGHPTItiZxJGKNLOxbZt21+OyTSlvvKrFC1+o0Esd2lLiS3CywbKrZIVaxdh1KRdeDM4ZBTPQlpaJ7bY1MrVIpC5+h5I4zYlTaebcmSTNJasmmnzwF+awhMUdjy+j5UriVLNzHyy0XcbqHqP1ChP1BheuaVGNFkl7NqOhZvOmjacPH3jm96+69m2vSEJ+RYADrFixmbi3yOmjj/LU7pxzVjisnXKYGBHUKxZRqKmGitFawkSjQ6PW5M6n0j64p2p2AW5F6NHvn92hxDYhrb7fXT+tTYq+QNktnbBsPThULgH3sGeKUdz7bszzRxR/c2+FXAVIxyaQA79BV+jB06O0tBhqi0z/X8ziXY3vGZKY4+TkOYyPWFy6pc3d2xI6WUDFtsiULkj+Ba9ZD3rwpfvIEt96yHPlzNxP1bc285yEx3fYLC541OuQZJbZNqaFVlGWBqRiyCdxEMhrZwIpJE6mSKUBup3ZxIlL5Lv86PUdbnukybOHfNpZQCAFjlB92oKwjDm91Rdgq+KGKvkeoq+VzIYmTzItUqilxk6MoNhzBLFrDstpaqYrWS5ZPSn47z8/j0Jy79NT+IsWQmT0EsXJOcM1qkcO+4+Nsma5hxQ95uMqmzZtZmyk9u0g/O0BPjY2HZ88tvCvotrU5yaq7eji9ZqJkZzxRpdKmPTnrIGf0Kg0uW97l/d9fIQDJ8ZZXrcZD3OqviYqLOB8t8zYLGIIC660NdTflQlaJejcItHP6U9YBnK34YOY6xibXs9N0CTcv83lyd1V8D18IQil6lvI2WXkeNGWlLGIZfan4wzs5co2yC1iCfvpvlqhVUqiApIiXiNXw8ryYQu2ARELBpTb8kE/rOCXYjiCJUPIFG25UJhkZspMOpJUkxTjWTvLsdOhAN4ybLcfk22RZtK0PwXA08yh1fU4b2PCNRe0ef5wRJw5NKWNWxjSSwky18jMTGxk6WSVqSXcnLKSSwUiH36qDMxJy4x6z1XEiSBOTBXPMrPiXzlm8T9/4TS//lHJw89MoLTFXFuR5gopUiJfMl6TTO61mR732LxhRVsj/lVQm4q/Z4Db1pxau3bdY1FgLRLvjjbMzLPnmMX+vZqRKMV14JJNgvF6zFy3yYf+eoyDJ8aZaUgmwpx6AFFgEXrF9KOYhjiO6Gs4LQYk+ML+rrjzrT4QS5mb46hi3j5QAw0qt7GT8Nwehxdy/u9Xxkl1gG3bhNIQtkoBq1NW7TOrty2w++DWhSHNID9dykHEhlYadN5XrPQPlkPTE33G9OTlrr5IoS9OKIUKRqSAVFiyeAIUXBDT55pRZZqW21hl2oP+S5NJy1Ttfha8wM7sojd2SKRL4Hn8yzd3+MYDbV6YdenKCi1huDr9JGpLF0/aoQCuom0xwgtz45YhsQMeju4XrdL4yXMseq6glwiSTJCmwhgEKYuV4/Cff/wU/2y3w/6FESaqcMlZTQJHUYk084s2T+332YLLT/3U9YvLlq1+bG62qb4thr/dv5yanMJz7VP79ul3jk1dcvcDz97n3PpoCJnDeNXmrLWKizacRjHLX9wR8sKxcWbqkqmKohFCNbSKdf5gIuE5A++Ucj2b5ZCkpofTWi9JSbaHgOmWcjc7L/wyBtW7bE16acKH/yZix+EKlu8RSEFoq37wkbNkYzkUNW6LIbCXix9d2IOpYulRELmKSxd+IHnh9rpkclJSZ89c0w8Du1/Jh/I/h/tdUZq4GQjlepBHWYI8K3SQWdmC2BZ2jlGvFx/TzPxcaW4Om04qSaVZ+nS6HhuWp/yLH13kg5/0aGYubeHhS7CzQuGelXGQVuFHqBGZ+R4zYXyDyE2LBOZ7S1NFZta9/dbTKUa/vivoxYI4EaZdKRZDFhZrJub52def5g+/6CJExPkrAs5abTPeiMnp8fm7E6665JLUttJ32m79VKMRfu8tiu85bN+xj7Gp1Ydbnc6LzfYLm69YnzA1KggDwfqZHsKK+b3P+Xz41uWMhzbLa4qRCGqRoBLKwglUGrKUA65busWaaqCUkTsttqGn6D/CRfGIdIpWwi78MRzHGMG4QxXcczI8J8b3enzlIZv/e/MouQhwbZuocLd1y9AjubT3NpW8ALpd/EIL/WiZbV8uXGQBOvNY1ibPpljdKwqOSCESXiLVKm4GWEqVLb8OwwSpwtjSGnqVl9JWAXLT82dDdgxG7KvIsqEqblN8LkizckojSKRpU+xUkUgX2/b5l+9o8/C3FvnyAx6JlDRTu69XtYVpT/rTnmwo7DfXqD6lwfycaapodTJ6Sd4PEXOkhT008vU9QTcR9FKLJC3oB0Xo779662mkd5yP3LaC+7Z5HDomCQOXsVqFras9rrxk04vrNqw63FncS1Rf970D3Nx9gr07H9jvB9X3XHzBpnv37HmU8bpg7TJNvbrAR25XfOSrUzR8j2VVxXgVGlVJLbKNp7gvCP1yKaMLi7bSQtf889lFyeyiR5wM9IsWgxO82ewNqrdrDx0s3RTHSfCDmF0Hc/7g86O0CbBsF19aBFLh2Uv1lvaZ1buY4gys5hgE18qSDFS2DyWcTa9SUk37LfawvwnDFj4vfy3xEy/JVX2w958VgO6D2yxFzBMvyyC3C4u0TJP3KahgZ4XDWG6ZaiyFmYdnZpoipcLOHOzUJZQJv/TOJrsO+ew46NARNl5m4UptJlzlAbis6sX3oOziXbBKTr3xQTk2mzHXMkQ4W5Z22aq/mTZVXJpKnkqSAuBY5uD8nh8+jcVxPn37BL3UY/UyRTtOuW7jubRa+j133vnY/quu2Pqd4PudAX7O5lWkSQvbiY5u22bd940Hd1x78FjM2uVz3PEEfO7ucRzpMV1VTNRhvG7TqNrUKpJaZBH6isBTBG7pfVJYRHgZjUrMYrfLjkM+zx8aJfIElUBiSznwyCi3jaVHuKOWTEw8JyXwYnKrxx99MeTB7TVUEOBLSUUa8313yebyDGs5u3Df6lvODb3KpObyVQC9n6U3pFpYkrVzRmvycvA+0xVr6WT5jP9La7RSZpmi6dsy5MXkxqhuNFmu+m6uAzUO/aqe5maqYubiGill0Ytn2NLnynNb/NLb5vnVP/TppA4t4eKWgC4quS00qTQ3jyONAEMXVdq1oRppZiYTTrUXeWHOoz3nMxZpQkcVHKOCO+Ra+F2jzOnGNnEiyHIHjfl9+17Cj1+bcnq2yxM74Py1kvHJiHUbN9534cVXH11s9wgqwfcPcADHrXDnPY+/4HkTv3/JeRdemzZvZ/seOHx0ih+/bpG7t8Fo6DLRKFX3gkZVUQtzwiAjcI3IuJxXe07CSLXHsbkOf/AFn6de8JgIclZNGHWHX/zSZcHPGJC5igru5H1wu45RBn30NoevPFgncUNs26FiQyDVoO+2l1bvclLTN5npz+QHhza5ZOGhhmbBikFe8HCNXepENfg3rywxHtZ4Wmd8PvjChm2Xa20quC7GkvkQ0HOrqOqqkJdZZBlk0ozvzPqc4vApisOnJJESmbrF9CbjzVf1eGL3HB+51SWWkqawcftjw+LgmZmCkRfaz3I44NgQeoqVUxn/anOby/fN8rufneD5kxXGItmXxpX22oGbE3o57a6iGxs6r9YOvuuDcLjrqYCVo3WSdW2efD7l3edfwcaZ+u8f2PPYC6s3XPbdQPe7AzjA1s0radTrjyX54i1PP3XW29qtQ1x/YZfH9ylGQsn0qMOycYepURhrpDSqKaO1HtXQRMrZtonz0ygqQY8jp2N+59MRX354nMmqjxOpfjUoR2d9w6CCfFQa37uF+5XrxlQrXfadyPnwrXUOn6xgReZgGdmq/0Y6tn7JodLuj9KGRmtiIDqQQzNpQzhShXutNjZxg76iwKN1JrLL4vvK1xCiB8AuphL9J4JVENAVWkOmS1Mdy9im9St5aVmssYt4kUF1H1TxLLNIpDCLICmRwi4WTA4y8Vk+mvEv3tTkzscD9p6w6YiwyLEsKMUFuMunRq4MTx4GE7AsE1S8kHdc1cKzD/ObH5tk34kagS8R2iooyhA5UPc1Y9Wcdk/Ri3URNuViWRVacY+Hdms2LQu48eop1qxbe0tQ2/yY5cx9t7D97gE+NT3FnY8f3K+rV/zKxWc/Kr+1K/2Rrz+RsvdIjZVjDutmbGYmFNNjMcsm2ow3mpxaTFjopXRVjmUpbCtnzXTOsXnFf/9EnVsemqIa+kxUzeNLCqtv1SDl4GBZzqFN9c/MvNsxIoq9RzL++19WeWZvHfwQz5ZUz8gFGp6eSMmg7+733wwOl31g0xdOSDEItxUip5+Maokhp6tvg+TvMCscPkhS5mKWrD1Vzt0USisyLftWDEuqdwny4rCZD7coBUfEVHALmZvtphSy8Euxkam5kZudgC1r2nzgPbN84OM2z5+waVkeriXMgVuULSN96nCeF0p+beRscSo5veDjuXV+5PJZLH2E3/hwzIE5j1XTObalwTLbzWbisv+Az1TNYsVIRi82I0ytq1yxWTJVX+CFwxGHFqe/vOms838F9h6oVjf/4AEO8NpLVvLw4/cd8CevePaZb7Z/ZGHhENdudRmpWUyNpayaajI+Mseuwym3Pim575mIg8c8PFegFdiqw5UXnOLkrOTm+8Zx/YCx0KzwXcfMoO1i2TI4WOp+W2K0nQbcgRcTeF3++i6fz945QmZHOJ5DVWJ8U+wBacgWMMx1KfWWJVdjYPw4VMHloDUpOdr92bSl0UMpVMO99HeJ6e9wL5RduCnxRbaDEV1oa3DQVAy1KaDyMyp6bvX/GwNGQZqbg2ImBJnUpJksblyn//NVgpwfu6HNzgNzfPATHj0pWRQObmoVHB7j8e1mS6c4WQZJahEngm7ssNAK8NwKb716FmEd5/ic5KqtNnkWoTR4bsb+E5p7n/HYvsfn2QMVTjUdml3NfFMyetRn3XLFu25aztjK85/d/uwzB84/95q/1fv5twI4wGxvLYEz86ErLziyjo1zP77n8HHCsMam1XPc80zMFx+MaHc8Ts052JYwFFiKVsAVrJ44TactSTKPcQ8qji5W+AWTr/A6LBctXkkddfNiU2n4GYHf4fbHBZ+5s05mVZCeR8Uuvp7Ug5GgXahz+o5VQ7yX0t3U5ox+WxfWEbrQSA5i+lxb8eIBwd/c4xMX5p0/6GuJ7YQSvPX6mL+6K+H5YzmZYy+p4OXsvaTpKqUN0PMByPuVXFEcQimAbmRtaT9VzumTqmw75ydf2+PxnXPc/oSkI6osCoEjrD5RLSmKUOoMpG5JCr1E0ItturFLq+MzUnVpdRUvHvc5f00daTWMYkhlbJpOOXtFyon5jGbvBF980OfBpxpUo5iMDs8cWMGmLZs+e86WrR+CI3/r9/JvDfA3XrOChx+6Y+GGK9b8/B99dMeMR37N2uk5nnyhy6e/PoWLw6inmZgu5GAORJ5kpGZzwWaLK8+LOL2QIoUgcgo9ZWHi47myUOwMG+LnhZdKhu8OKvfd2zT/8Y9H2XGogQh8qrZFrX+IGaLD9icABRlJDugAQg5se/uVvug1pdQIOdyamMOllDmttubkCbtoUayBb/wPEuGUXGuLyQlFNcwgV0OjwqEkBaVR+VLD+dIIM1Nm4dOv9gXgZb+aa4SQS+bulqVptjXrlrf57ffOk/6R4K5tkqaIcIUwZLAMk9SQGYu1NMlJig1lLzG5lr3Y8M+VkhyedfnCPSs4fTTg/A0uo3VDYjMaWlNEKkHKz9zQptNZ5MUjNVZPj3HR2cH9Met+/tbb7u28+U1v/LsHOMAVV97Ek09t77zjLW9Mnnr08zy3/zj3PrWMa85yiEJBtyfJMl1ssso8c4uJkdhIn4TCkYLQ0YVK3uqnrHnuQMzge6V/YYbvJfh+TKXS5sCphA98bJRn948iKyEVW1BzTCZnUOZwFn3i8IFyqRf1kCd1ae4j6c+7l1TzYpNZHjalBEuYKYpVEJHgjCXO947rJep5rQUo0MrM33ONycxRQ314TuHeWvh0awp3K4wRqixX/KaKy9zMxmUmSPqgloNz89B3tHlVi9/8uXkO/zeHXSdtFoRfcFXMfLzcMDupwk0UvdiiG5vlXTeW9BKHJHOMzbMWnJrPOXA0oxvbhIHTlwGmmZmkVEOfN13a4Rvbeig5yiVXvCURluhs2PS3B/f3DHCAszatQ2n16LHjF175xdvawXXnJVQqLU7Mu4zVK0S+4uhpm07Poh7BaC2nUYnRpJxsmbDXiquL2EBD4A+KpVDgawJfERTRhYFnDPBrUYc47fLXd1Z4+sAIIgipOIJGqescGkENswVLMNtDvbawxBCoh9qTolUpq3c/2Kq/qleFyLxIiKDUmnPmIPu7B/aZnJX+zLEw61HlJCVHaUWqxUtaFLXEfH7py6jdQcniZhDFGFFY5n0opzna6n8/5SWasGVFm3e+boE/+oLDQk8wL1wcIbAL7ng56TJLOEG3J+i4gk7PptszQa+jlS65lTPXtplrZjiOkbV1Y8Xx2ZTQ03h+l/0nLPYd97jqbJeVGy/sTk2ve9QILL6363v+P8OowlzLed+Wc27432+4dqZ3utVi226bVhvWzZxkpHGC43M90tREAtaijFrU5dl9OV97tM5YxaLiQeSJfrBn6EPoa0I/L+wm0sJt1oA7zTv8/s0Rv/2ZKWJVpeZLRlxNxdUDlZAzSHkbuMQOu7dahSDXWnq4FGf04EPV2/Tf5QQl576nXdqJ6B8wX+Jb+H1cpb3csD1D4MK158VAhlaqWNVbBcitocUP/dn08Ktf2dXAuCcvZ+W5RZoJklTSSyS9xPiRdGOPbs+j1QmwCPnVH0/5t+84Td1ZoNnNmE0smolFJ7boxppurOj2FJ04o93TtLuCdlfS6trMLYa84ZKcrevazPeg1TXiYs/RTI31mO0usvdkQj2yuWCjRSVcZC5e3bvumuv+d61mva9Wq3zP7+f3fmsAK6cD1Z376vtrjZHfxl6fLJ/QHDqpeP5gxv3PJLxwMCMrouOqUQqiy1cfc2k2IyYrmkoIUSiIApsoEFQCc4LvW074CVEQ06i0UbT5vc8H/M5np+nlNWq+ZLSwUY5cTeAN7N3c0tukIGwN2x8MDHmWGm0O5uBLJyjlLFwU83CtFV950KPZM/GD3w7Yf6tJSn8NunQ7qpSg4lu88aoYrBytFZmGtBjJnbnVXKpy133jy1zRF2KofmtjFkBpZpGkZmXei206sU2n59DpeXR7PovtEHTE//fHEn7lnSeoyAUWOjmzsaAZW7Rjy4C6p+h0c9rdnFZX0+xImh2H2cWARhjyxsuaZFbKYtcwIW0bNq3Kuer8LhtXZayY6rH/hODcTWuTZcsnfvuTt9z3fsuqqr/N23jm9T23KOWVdoNk67rlv5XFaXLPI7MfmKgnwnMlp2dr+I6xFPNci5FqlxeOJHztsXGmq4LRiqIWGdPMamjcTKuh8RmvhgnVMCEKuzSqLZRu8Tt/7fNHfzNFrGs0QknDVdQK96t+1S4WNkuiR4bs1/rZUwUNoPTSHrjJntl36yJqwxCtTBXXOE6hMLe+QwrP9zgrPDNRTSlh7NaU6lN0UzVgFg4SFYYOnUte9CnJuv9nsyiyCnPOXGnSDBIpcDLRN/BR/fbJxNn88ttb2PI4v/NZmOvUsbCLvQB9xY8QWcEBNxI53/U4FdX54YuPc+vDbY4fbbAiNdvZOJFM1UL2H9IcPemxdsZTrWzFB+pqzf8SyVzy/eLz+6rgAOdf/g62v5B03ejsWy4872IdBW2OnrI4d52LHyTEmaYeZWirzefv88njkBUjipGKoF5xqFck9arRPBpr5phqZFqSidEmiCa/+7mAP7plmnZepxFIRl1FvTC9Dz0jqIh8i9A31m6OYxV+JtaShaPJ1rEGFX0o6LW0S+tvL+VALSOKBY8UWZH4K4q0ZPHSrJ4C2GcU45e9BvNz/dL/dLhV0aJgGWagcgNGVbIKh9sUjcoHvbixUNaDXE31UiqB0mYJZGbXpq1od21aHYd216HddWl3PTpdn2YrRFgV/vVbEn71x48TWvOcXsw42RXMdywWuxbNjqLZzlls5yw0c+aagtMLLkdORbiyxjuvW0SJlGYHfDelm3bY/nzE1Ci0ui02b7hIX3fZ5ls2rel13/Nzb/1+4fn9V3CAi89dxfjy5c8//rjz3rnF5E/mjj8lZnspSe6xetpi9bJ5Pndfzp1PTrBhAiYbgtGGy1hDMlKFkWpGo5pSr8TUIuNdGPhN9h/v8eHbKvzl7ZN08iojoWDEU1TdEtz0pzClxhMgK2ayeW62a7qkVfcBxVBA1vABU58BcqPisYWhGXhBxpcecNjxglHYnAnUl1yvUMFfSqziZe6S4ksUo8KtGzLeclWXW+6LUHZOrJwhkOsz+vBSgKEHdnNLyGDDthXma8SJ4Y2D2SD7jihGkdaSu1UDtcjiF9/cpuId5//emrLv1ChZ7g4EHyg0Wf8vNVYWPq4zwuvOSzl06hS33DnN+mMO4yMuUdih0w34kZsuV+PL1r/3VPuS5wNv/w8Cmj8YgE/MbOG+R3YmC2NXfuTKc3eG96fV33v0oXku32xzyZZ5TnYXeOC5MVbWbFaMW0yNuYw3JCM1TaOSMVJNqVViGtUu9Uob31vk3mcUH/z4BM8cGEE7AaOhsZyoupqoAHfoGbVQ4Fv4rsR1TDpAq5PT6WUkWWl/MKhaS9ykSi9AecbBUg6NBWVevDKEnXNszqXVlpR+fUs4UcUfzsR1n0r7bcE8NCTs+xGWABdUIljWSM1KUudk2i6kcrwMuAfTEwPuAbtxwPMZ5CaBYK4naXZM++Y6kHrl4XQw9ywtjLS2iALBu9/U4arzT/CbH4+5e/s4h1sRSW6Ra1XQBcqWyUFpCVaIZ49zzVmz3PvkHI88P4IQHlvXpxxaqPH4nsq//9WbrvxI0tqVe9Wz/uEAHODay89i9vShPJx5657Z3tPNUNxWdZ3jfOEBi+0vTGGlNpuWC5ZPuEyNCUbrOfUoo1ZJqFd6NCpdorDJqWaH3/loyC0PjdNLKwSBpOpoAkcROabnDl0IPKMWioLykCqNy2yg6SYJOw5rrFxT9c0hUzmDNXjfCXaoRZF9M0419Mr7L9fJiHuKvYdtemqo0T8Du0t0mLyMV/jw9Qqe4GfOo7W28ASsXpHihAlplpJKh56SBLmFW9Bjh1f0SlPE+uk+ia1fvQtw+55J0cvyjIefi+j1jBl95EvSwCpsl62XiC+UtshyiZ+4rJ/q8ZFfbfGVRzr8r09NcmC+QS+XdDNNnCniVBdTFuNKpVSFNcsE//VnWjz14jwPPOWRMc5Pv+um5tqNF+45fOx4vmLZDwbcP1CAA0g7xPM7X77h2ov/zc6R5v/+6GfvHp07lbBlRjC/aLFq2mXDSsXkWIfQywm8jHqlR73SRso2X3wAPnnnCA/tHCd0PWaq4EtVeHYPexeaXjv0BZFvUwkl9YpFo5KzbDzGdmf5yDd97CzAkSYFTisjUBiY7VBkZJ7B+S4IVrbMsW1j3mlLE5b16E7J1+4L6SS2kegPgVq9DKiHe92X+KLAQNzQZ50MBA/DUok8F0Se4E3X9rjlni4PP+ejnZyeksTKwisVPvkQNyUvKvgS86GShmy2vL6bM1rrkltzPPriNFXLYXpEkUYKpW2MFZwhZZUVXwpTxdPUpht7tLo+lcDnHVe3WDN1jE98s82X7hunGfs0e5KRUBG1c04uKOZbiix3cOyA2ZZH3Ut5w1U+06tfM7t89UX/7sDh1pc3rY1+kJD8wQK8Xh8FYGFh/hMr199o/9yPiQ89+PADE7v2zeLICuesTxkdnWex3aUSClYvS0hVh+cO5tyzzeUPvzxKr11jsi4ZD4wi3wJ6qflF2YXdgzHeFASeSXeoRQbcY42UqdE2ymqS5BbdJCItoqR1v0cZPlgOvLgHwl3Vp+Y6Mse2MzwvIVcpn/x6hW8d8SjSk4CBVE0V28Mze90lpj8FNXy4/+5Hgxffj2WpvmRt0KpYZKnk7GUZP3VTiyd2BqSJQyokXSHwC3fYpf34MMuvqOJD3FxROGgFXkpKl/lOSjt1cKUJE7OECYyV0njUuI5xqcpyk/6QpoJuIhGWphX41Csul25aZMvqRdZO9vjGU1V2H2hw+mTAWSsTRio9Ds579FKj+Jrv9ej0RrniqtecfPPrr/6PSZJ+YsX08h8ouH/gAB8AvUGn3f7Y+k03ivuenv+f883HJq4+J8WLFrn5fiCp884bYhI1z5/e6vLFBxrserGCHdhMNjTTUW5iCkNJo6qZ7SbsPOBga7OYce1CGOEJwsCiEihqFbMprVe6NJMumsagmsLQUmYwQSnn3mUVN/pLQzQyIDfxhlrEfOYul68+XEHhmjukwOsgRWx43rzUuu3lrpc4zIrSJ2Vp/F95M2RK4iJ545U9HvvWIp+/y6abOHSEh59beGWr0h8ViqHseP2S78c8QYqbKIdcJSx2Q+odXVhQZ9jSwrWlCfxKTT6PFBrHTtix32FuIWKkajFStY39g7ZoVBz+44/HvOmyNl9+KOHPbh3Hd3zecLFNV/e441HFYzsDrj7HYutVG05eevlV/6nbzT5Wr397f5Pv9ZLf/5d4+euD/+N/sHzDFU8J3JM3XDB33fKxfcGn7/RZnBvl0rMkXtDi03c7fOHuSewsYt0KRTeBMU8zWddMjdgsG/e4ZIvGCeZ5cKeNJ2xqIWYpFNpUI0m9AvWKYqSaMFrvMlpb4LZHFXc8PkbNs6n5msAzLc3AetlwXjyHgtBlsjtL7kvgGXesKOhhux1uvlvy/j8bZe9R43GIMI/vcrAuLUwkSuFBUrpClZ6Ltixz143q3SkMM5eYGNllpHlhuGlnOIUFtCiEzkoJJkcUF57V4+S8xa4XHWLtYAmBaxU8bTH4+81HUVhwiMJnxjIszYLrE3gpjWqP/SdStr1Qw5NiyC994BfjuprAUzQqMZXKPLc/Ds8+X8F3bbAktrTwXIUlMp7ZW6fiNThvvWa01uX4aUm3W2XLSo+Z6S63PpIRVdbMvu7KVf+h19r3seUrz/27guH3Pwf/dtd7f+5HeMdrDv/l+nXjv/TCiY1NK/F581VdpDvLR24NuPexcdY0HF5znuAnbujiiI5xcQ0Fo3WbmUnBmuUpgZMQZ6WNMHiFOaY5aGoqQUYlSKiGPWynw6PPB/Rin8DW/XV9GcI6TLAq++6+aqhvu5zhuzFYXT5/t+D9Hxll74k6hCFIDyyJcaRPyfKcbm4RK4u0nEcvsY8ofbsHST2DfntgF1HatsnyYGtn2HaGFBkWGqUESebSbIesGrf5jZ9f4F2vPY1vdeikik5ukWRGbLykFx9uWYbW9eWKPk5sPNflss09tO4x27No9Sw6PRPd140VvUQXmknTX3luSjfL2Xc848iJlFNzgvmWQ5JKNF0+d1fAPU80OHx8gteeV+Hn35SQssBtD2msNOCn37iiWRub/qWP3tr8yw1bf+T7QNh3vv5OWpTh6+O3jahu6n52otLILrvw6F/e88wuz6bGWTMOFSfDtgRnr5GsmcmxBYQe1CqSsbrN5GjG1GiTWiUhcETfFN+A2xCzTKJERiWMqUUdnj+sePiZBrXQWK8NeCkDBX0parALE/yBqNmA23VSIr/Hc/tz/uufT3Dg1AiiEmALadylsgTiLpZSaNclJqCdS/xCxqWGuB/D1hHDcoa+8eaSGbwqbrJS1NHFdVO0ErR7PknqobVFkrrMjHX5wC8s8Ow+l6f2urRsn8geJDUYpc1gslJyxLOsUPZkBcBTm4Wmz1VbOqxfscDOgyF13yLsFU+2OKfbE/SC0sdEEicO8y3NsQXFyXlNGEhqkaTbs8kVPH8YSBSNmsvJhYiDxyUXrs/I8gUs7+zedVsm/8V5m7ybT8ym6nff93eLv7/TCg7wq//6J/mXP/Wa/Kd//F0PXnvDu5rnbNwcv/7SLpvXLNBLcyYaNqumYxy3Rej7jITQqNiM1TXLxrso3eKBb/nYlO2GKFiHVmGKmVEJUiphjOu2+POvVTi6EFH3IHAGhvaloedAVT9cwVV/auI4pnovtBP+/NYKB06P4kYR475keaCZ8CG0Mn76xlP8+s8cZbIyj5V16GaKbm4V4afW0vX4maPCM8aDJUXXlsaP0HVTPKfLQifmtz7t8am7bJS2aLYjFpoVmu0q84tVlo04/OKbFxitNumlOe3MVPFyw5kN8cOzwlbCiB0sksxwT+LYpt3zGK16/MIPLULeYa5n0YpNFe/2crpxTren6cSSZttF5QFXbe2h7Jijc5q5xYy5psV8y6XZrpComAMnck7Ommq/41CHLz4oqTXO6q1eMfkzD+5acfMX7hL55gve/XcNv7/7Cg5Qa4zgSY6uXr3m3PHx5ddm9D5+cnZvOF51WTcDM9Nz/OltLqGwGW9IxhuSiZGEZeOLPHsgZdvzo9Q9QT2CKJDFS1MJc6IwJQpj6pUW217UfGPbKFVPUvVyExpbWi8X/e9wmlk/H7NMY7aNasj3u/zVV1w+dfsEbhgwEViMecYhV0qLlefBr/2YzYrJHj96zUne/xcZtz3m0JYekW0R5AMGnx4eHzLUovRbE134ECocmeE4KbWwyx1PKN7/F1PsOjTK8nELnXRZPVXDsRWVICHLzfHpx18/z7P7Zvnwl0PaTkQ1hyAbiI6NyGEA8qSQlfUSCy8WdFyboOfS7oZcf17CBRvm2LbXp+ZKAkcVfja5SbRrC+YDm7FOxIXrO2xd22THHpexakY1kpyYdZkaq/CO6+b58BcDXjwiiUKfkWqXszeuZdXKFe85b3rqC4F3TL/hTT/59wG9v7tD5vD13z/wm/zmb/6m3rD5rNao/ey3ErF+b6vj3Nhqd/01y1vc+ljCE7tqLKs6rJtxWb1csXFli+ML8/zPT9eYm6uwZtxivG6UQSN1i5FaTqNiDkiToy2Oz7X45T8YYf/xEZZXYCTU1AKzcTOR1GUymyFn+YWxZnm4DLyM0DcWFKcXuvw/Hx/h8MIIY6HNhK8YCRWjNYtVkw6Xn+UzUnNxbcGqqRQpu3ztUY9M+3h2kfzQj0OhSIkoIlhsUVhBlwFaqv/3B35KJeyirQ4f+kyVbz49zUgUsDySpHEVxwmKyG6rP+YMbMXMRJdbH/VY7AV4tsTvxwIOdKhSDmINy5hDWRj6lGeQiZGMi89qcufTLicXQiKnXH4VhcEW2FIghMXysZyt6xZ5co/NidM+katwHRNTsn55wtRYm31HbaYailUzy0+94Q3vOHz+hdf+hVVbdmDrOef/vYAb/h5alOHr5372J1nIz+Le3c6nZ/XqX77yinNP+4FLzfFZXhfMTNhsXp2zadUio/U5Ht1tceJ0xMoRi/G6yeKsVyX1iiFw1SsJtahHNWpy+xOSPUcajAWCmq+JPAh9q0iCM2b2njtQ1/edqsSgRXHsDM/tcdsjLjv31wl8l4arqPqKamjRqEhG6zYayfyix3wzotOLuPZczVsvXyCNU3pFC1CO67Qqbdv0kjm4ZRkPwkEuj+n/gyDm1kcl920fIXQ9JkPNaGQOpafnLWYXHRZbLs2OR7vn0+6GnL1S8JYrFtFpQjeHdOiQWc7n+xU8MfYMnR60u1bB2XZodnya7ZD10zZvunSOZi/hdFew2LVY7CgW2xkLzYzZBYuTcy5HTtVZ3gi45KwWJzopu44odh9MOXTC5vhsxPx8nZHRCmefe8npn37rxL/fvHHTJmnzgLTdv0/I/f20KMPXz/z0PwdA6+N/Cbb9zbtmfusy7ysT6A5TYy6drEmaxew7kXP3tgo1x2XlBIyPuIzWJaM1xUg1pVGNqUVdRustjs32+Px9kyTKZ0WgqfiaSmBcsqJAEoWSwDOusba9tP/tU2KlwnEyclK+8miDRIdMOhC55maJfIswkPiuMCFJuZlAtLo+4yMOr7m0y61P9OgmHolXpgHrJROV8hrepopCPWRLE1nS7aXc+XjIkYWQqapF4BjVjNLQTTTtrkXoSTzXxnddAtczMq/Lu3z8q116mU9aTHJ0ySIsYhDzXBOjipm40SIJIXBsG8918NsB1TDk7dc2+ZsHFjgxP45nF8odoRAiK3YIEiECqkGD151/ioeei1GZTRC22Hkg4tSixYHZGu/5yR86uWztZb9+MM7+cpP1XooV7T9tgA9+yVNo3fzo615ztfXIw9n/XHbs3okjs6d48lEbdaVHKuDEiZCtKwSrpx3GRwSVQNOopozVe0yPtRipNQn8Rf7kVo/dh+qMehY1T1H1LQPwyFjIVSPTDgir4CrpflzOUABUTugnPLNHcOBYhO3YVBxF6BrVv1/Mzx3H2AhrZTJokiJ/8+xVbVaPd9l5tGoIR+UU5WUoqkuS1YTqL5g8J2XfCc3u/QGWdvpjTmNSaqySS0FvN7bpxSaOpBP7rJyKOW9jm6eer5MEon+DwYDbkudGINyzTKSIUjaWZWFLies6+K5HsxOwYVmHn7lhlt/9XMDB+Yg4FWgUlpWjFfRiTbcnkaLGlnVdzluTQWrx1mtS7t8+T85yfuodrz25/qyr/xNaf3T5RPXVgtmrB3Dzi65y6nTvI+s3XpdVI+f3/uzTD4xsnF7E87o8f8Bm/ZTP1nUOK6dTE1FoS0brMVNjiyAXsOwWx+cS7n+iTpK41Guaij9YBNUjyWgNGlXDWFxsSw6fcBDSLD1U0TKIfqpCypPP2xw7EVLxISzTlh2rf1B1pFlzGyMro4jp9ly2rGpx2dYOzx3KSJS7xDN8mKOyJJtHDM/Azeb0kR2SbQcCAk/gFP9ea6tvmWxsGSziWPQlZnHiMjMuuHRjj8d3ZSTK66euicIU03eMTO/IbMZiWzMSKbJMAw6OLfBdSeg5NNsejZrLtZe0+NRdc5xajEmFx+GFsDBFyknyjNmWpJd4eO4I66YXee6FlD0HR7loa0g4/rq511x92X9wHf7CEt/ZP/CfLMABxsd8krT3Cce5dPby8+bWV4Pub9/90N3OvsM+N14sWDHd5cHnFplfiLj2/ICRapddh9p8+Kt1LtpU421XnmR8xCp0maaVqISSWkXSqMJ4I2VmoovnL3DvMwEL83WWjTv4ruE6Gx9NjevknF5U3PFwRAeX5WUwbRG5UmZ2Ok4hgyuetlpZZJmkGkoqXgpZRpq7g8SHgpeth0p42YOLIaKXLc2Ish0LWj2XRmQhi5iQ0vckzRRJqolTi15apCQkxpqhql1uvLzHJ++N6aVeweM2Ty3HNjf8zKRibKLN5++xaXVdcpVhCXBsB981rMxe4tCNHY7PukS+x09cn3PB5tP82W0pJ47WWDYmuObCHnPtOR58aoyFlsv1FzskcYvR5Vel9RHv16655pI9Qni3WsJ5teH193vIfKXLdXy1OHfiy29/yw/98eq1G//txRfckF+wMVI5MUdO99i138GRPhONBNtp8bUnHHbsGWPuxDRST3HpuZpGYf8W+RbVgl04Ws+ZGu0xPT7L5+9P+OqjNnPN3HjgFUnFRvigcO2MNMs5eMJDWLKwn9DFcmkAcLewk5PCUJfKKq61w/XnJ6xZ1qWT6KJNsZYIDuCl4a/lATPwUvYdU9y7LQCcoept2pMsLwGuSNLCQSqVxJkkTm1U7rB6QuHbiSFe6cLk2TIr98AXjNbhjVf0+NHXnGb/vOL4gmahmbHYyllsWzQ7xRJn0ebBp6uoZJSJyhTnrGrwQ5e06OqMEwsQxwEbVzpMTcZo0WPvsZq65KIb87PP3vRvL7z0zX986MjJLzuO831pKX9Q1z8IgAOsWrOZvQcOJ1Fl+hNnb9ywJRjZ8l+dYJJn9uRM1kOuPq9LO4554Yjg7icaXLRGsHaZLIAnCF2IPFO9qxVJo2rCsZZPtDh0us3dT4fozMUWg8jrMiqkXJELqcB18W2BJwv7N6cIpnJFP5/Tsc2h1LIMQy/LJVrbbJzJWVbtGYenfCBGGJ6Fw1CLIssZeI7rppxqavYc8hE4OHIQB5KrQVxJkirixFTxJLVIEkmaSpLMJk1sUJkx/dGDvM7y78wyC4nHDefFLJ9a5OCsYK6pWWhlLLQVzbag3TWOVL1EkGaw94jN9udHuPFCycrlGWGYc9+zmhMnIzat7LF29SRXXrzuvzZGN29ZNbPsE932oeSsTetfbTj1r38wAAc4++wtrF+/vnvbw7O7dx+9/rd0tO4Dy1acl1+6FZ7bl3HwuMuhk5KK67NiQrJqOmO2lXD3kwFCSRoVi1pkM1qFsVrKxEiHSrjA3dslR09FjESmnzZWyoP5r5RmwfPXd/nsP+EOAmptM8t2ix7cGBIZUyLXMQJkpSHLJK2uy9plgusvbeO7Cb3M6gNcaT1Q9VgDqm655PHcjDTN+ObjLjuORviBwBMagVHUmOUM9BJFnBgRQZxYxKnJuUkySZLarJi0+InXtkmzoRusWNunmfl/5psBM6MeN1zQZD5JOb5oMdfMWWhmLLQ1c00HC5fXXpRTqyUcOJFz8LhNu1NnzUTKinGLDasTntzrcdaG8/IrL535wGvecM5vrR57cffU9KrumrWbXm0YLbn+QQG8vN73b9/CeZufyv/NP//Z3/gP//anPzS95vo4CJeTWzmfuzNkpiFYu9xi9fQiz+zPeOFAyGgxpx6pCSZGUpZPdFgxucDRuR7ffLKKVA6NUOP70kxFvCJpwh6odg6ckHRiexD1XbQnJpHAIvA1UWC4L5Gf4ToKVUxSuj0PW3qsmU4IZY9uSn+aooZm4RZGUTM42BrH3Fyn7D/ukacBVdcYiEphEtXasaAdazqxphcrerEiLtqUNDWx2Wlm4zuC1ZMpeZ6TKKuIHKS4ITSdWLDQdoCAmy5MmBlrsm8WDs9ZnJrPmF/MmVsUzC1GbJ6x2bquzf6TKfuOKI6dCvmJ6xKko1gxNsFPvuXq+PzLf+5DN9zwL37j2af35yvP+qlXGzYve73qh8xXun7l3e9C63le3C/fd/WVN4lVK9Zf+ZFPf0lcvqV5Zdzu2htX9RDOPA89F2BlHpOTFrVIMt7IWTHZIlFztOImtpdj2zaV/uJHEAX0gRp4Ka6dFy2KjSXM9MKRFFW8YC4WxK5alDDe6GDbMfMtH5W7pLlACMV8M+QNF8/xubub3PetCnEm+ytzrQar+oEmsjT0j3lst8VXHmtQiWzqhajatTWp1sy2LTqJwLIMrdb3c+JEEqcmtSHNJbkyNg95rtBK0cugkxi/krCraHdz2l1BqyNpd31jUZymVKIOeIJDpz0qQc5I3ebknMdIrc6VWxZ5fGePnYdgZlIzPb08u+mK4KFN57xNrV298SEv4H0HjjRZtfzVGwN+p+sfLMABLKtR/vE/ffCP/pqx5edUa17vz0bdoz92fPEFceCU5NSpGldvMYsMz7OYHuux0F3k03cFXLfF5/yzF/BsQcWDSiCphoJ6xfTnk6MtAr+HEAqljIhYFPxuu0gGcwtj0NDTVMOM0VqXWmWWWx6U7D9W5fINASO1FGFpPDdjeszjbde0eGpPTCeNSMsqPkRGKQNSHVvheSlxlnDLAwEn5yssr1vUvZyRCOoVyYVb2uyb7XDL/Q1E08a3jWllnCiTFlwIEfJcFD+D8d7OlMWprkWcm14/9HOakaTZkbS7Dr3ERUiXm863uPycFp+5U3FsPmLldM7JRYuT26usXqY4d11m3Mfqq9Q1l498fv0q+xcXW9ubfnjxqw2P7+r6Bw3w4et9/+bHWJzb26xW/F96ZsfRF+57uHqOlCffdtG6g1yytckDT3t4jkcUtvncvYKDh8ewtyqOzybYFtRDqxBIWIzWE2YmFzjVXOTxx30u2eTTqMSovNxulukSRijguRD4imqUMD2+wOfv1/z5V0ZZM+YzU7MRwio4JSntbsibr5zjSw8v8tiOgF7hoW0kY/Tn7rY0hv6+m/Dkbs1XHqwTeS41TxF5mlooWD7ucPbKkB+6fJE8P8UX7p6iHkC16MXTVPTjSlRptywEjpRsmEq56Owmj+202T8XEvmKapSz2HZYaLko5TI9YpH26qwdd3jjlfP8zZ2eabeSmDufSjl/jcP1F61j9bKRW1atvezZ1Jv5PzuO9prnblnzasPhu77+0QAcoDayFuDUo9sP/D9XXPfO1c1Tz3PJOTvfds+jD/LikZQ3Xtljtt3k8Z11Ll1nMTMVs22vYGHOY8O0oBZJ6pWcyZEup1st/vCLVVrzDSarFhtmEpROihZCF+NDQ1RyHQj9nLF6jxMLXT5z1ziu9pmuYXrcIrm3FzsstHxWTHucs6bNg89kdFOHNM/70xSB8R63bY3vpnhul2f32ZycqzE9ClGxXCrTyE7O+cxMNvjJG45z/zNNTjTrjFYUSaYM50RBrosIPpNHSNWDjeMWb7zA5YrNi/z+LXB8IaQR5Sy2JEdPuWxY6XP2mh7bdyV8a2/EFVvnufuJJodO2mxZ1+SKc2yiket43fVrb9l01rp/R9bZbznTrzYE/tbXPyqAl9dl560iT07vtzZu+Q9J0/nEyXjtr9Qae647cOgZ5jo5V5yVMFmFfSdi7t0WMVnzWL9CUqtYRH5OGLT58qOCnXtGeM1Wt7BD0LiuwLcHpvaWZSRnrqMJvZzQ7/CZ+xxOzYWsbUDgm9m4aXEgTmzaXZ/Z+SpvuGiRT32zTTNpkGZWX/hsFZtF184JvIRWL+G2JyapVhxGfEPxtSwz4ksyTacnOT3vs3zK5w2Xtvj8XRU6sUU6ZGxk5vGCJHWJ4xxp5eS5xwsHR7j+IsVrz29y64M+nVgwu5iTa0ktqnLdeSnziy2OnnZ55FseK8ZiNq5UTC6/nutft+rebXun/k91dM32/YfS/WtWLnu1f+3f0/WPEuAA0h0DeEFr/cIPvZZntz9lLZtZuelPZ09t33By/klZr3V5YqfGI+LCzZIVUz0OnXCYHlM0uzFffrDBioZFrWpRjzL2n1AcOB4y6gvS3FRmDYXI2ZiHnlxIuf2RCJlLGpFFJTT8mCjI8VxFkkrmWwGW0GxZHfPGyxb4wn1VepkoUpzLxYvp10O/yxce8tj+YoOVFc1IaDaPSarpxIpWN2exLZhddFgxFfCmK05z11MJzW5AmpmUNcvSeK4Ra7Q6EasmO8xMJSx0POabcORklTdf0eSupxOwbGrVnEMnU7T2uWhzjQs3L/LM7phGw+P111+aX3LBOS+8sF/+yzUbrj66ZgO7rR+os//f//WPFuDlVfwCdh86PL97ZCJ/w+Fj3szWrVd+/ultd9XcI4eja85rUgkFzbjLfKtONcz47N2SpOOxbJ1JYx6tNTk8B3PzAddusVnoLbD/aGByhaRZ7vhuRkpOkjtUfYt6RTBSE0yOpMxMtEjylB37ajjCJcstQj/lR6+e5RtPdWjGVdJc9QHu2IrQT1noxNx8/ygNx2a6rlg+JhG2YschxeKshRQZ1VCw0LJptn0cYQMp3dQnzQx5SliaKOjy7L4urcUpVi63WDaWcPpkTqsjOXLK5aLxCj/52gW+/kBEo6KZ63Q4Nq+5e5vmkq2jXHnxTPs1179uEZ28c3r5psMzK+T+f+zALq9/9AAvrxUzDbqJ3j+zYvRgq7W41RHiissvUR/e+fzurD3/3OjT2+eqq8ZgZuI0s+2A1RMO4w0b11FkOmPbbhsXmy2rBVs2xrz/4wFSlHNwEz4LGb4rIDcjyalRxYqpRZZNnObxFyxueyRiywqB53hUgohz17a46eJFbn8oIs3M2l5YRklfDXt89Qmb5/bUWNvQjFUF61a4bF7b5Ng3ejyxOwAhiYKMyREz+Ui0Q5opVFbMtlNdpJop/vgrDS5eaTMz6XPxpgW+MZuT5JqT84oDRyv4XswLpzLOmZdsWRNwrDnZvPqiDbMrVp5te471nvHJtQ/Xa7UFQP1TATf8A130fK9X4FpIy1JZHM+tWL7y9pFGbdMff+z29a+76ac+eO1lVz134dbKtl2HlvUmqmNsmFEcOLVIksZkecZzex3QNmN1hefEVFxNrSIZrRlpnLBMnyuFsaCoVwTLJzocnG3x8a+Os//oCLPNnLnFnE5PsNjyabbq/ORrerheQjs2Cx8pIfRyemnMp+6sMeLZ1AON7wlGqzBaS1g5Lnn3TTnTkx0Oz+YstBWdWJJlRcyIhnZPMd/MWGhBN3bQeczsookiOXsNaKFx7IyZyePsPJDjMM7rL2702kxs27z52uf++U//zAd3PvLJ9X5Q2zQ6vur2diuesyzrnxS44Z9QBR++xsYnwXCNOseP7cG27d+2pf3boxMXyvFltT+uT3U2xa1912zbcUSO1nu8eEQyN59R9xW1iub2xx0qnmDFFKybaaLJOXbaQ3gBWSaIbItaBEJ0uP0Rj1DWsKwWSWp8sbWVsfeohaZKrdplvNZmvuujlNlO1qKY062EbjzGmnFYPaVIs4xcS0IvYSx0mKzXWbnsFF+4M2Gx5ZGmFn5kUQlswgC6ucWeYzm1yFT+H75kgceebdBsQy1KOHtVTjf1me0sx4pW5Os3rbx/xfra7tNzrfcKkeaB7/P29/yJXr96VefV/n39XV7/JAE+fE1Nr4cBzynL07lfFLY3curkqf+Rqq+7FXtHfmxh7KJN68XFkWhRCU6zbW/AippkcqzLkfkuQsGRkw0u2urRiBJkGhL4in0nNE8/7/OuazTaBSkkjYqmnfS46ynJGy7yeO0lDj/z+hb/57MNeomN7+ZEYYf/+zcB8/Mel50nufGyDnc/ZbHQ8shySZxZHD5p847XKR57LqUbm3DXxY7Gslwu2iDZM2+h85jDs4rjpwSrpzRfujfm5ELA+TOb2LoheOL5A+mTy2c2yquuvjEJwtH/nGXJ3MxU49X+lfy9Xv/kAX7mJZ0RgDngXwNse/ouVkiuiyaz109FnXdONRY2//C1PTon93Lw1Dzziy4blzXpdHtkac45axR79puDouVosALqkUZ7isD3CH3w/Jxmz6bT0zy9x2K67nDTpU2a8w6Oo7njSYvjc1XO39gj8Kv4vqCVCCo9aHY9TrXABfLMp50JIm0IVrsP2ggg1wm2TjlnjUALWOyOsvHsG3jrDzVYtibYNTrtff482/v6hRfoe2987U2v9lv+ql7/rwP4mdcF578G4N4knr0XuC9L0/Vv8ObUXd84oRJrfO0lF07/+t6Dexlf7rPjwCHmWwtkeUrFT7G8Fo4YxbIyup0enuXg2CVT0Hz84kM+m5dVuP7cNl97KCfLNfc8HXHejM2mVbM8uaPSN++MU0gSSeh36LVT4lSw2Elo92y6vQyp4KaLK2xcM8mWXsz4+DoC58Bv7dyd7z17y+vEWeeOCtu296C5fev5o6/2W/sP4vp/PcDLy/VGAW4vP9fZCZBeY/eeIw+9eMIjsHV61qat/58NW/VNSWxxzpoee/fdyVXnprTTkN1HNaO1EGHBYlPT7aXkuWaxozl2ymK07tDq5QgSIttiJMyxrZQ0TbF0D19KpJBoIi7bnPL8AZvn9rusmGhw9SXXcdEmi3NTRZY7d9Sj07+HxolGziO13nrv+i3d+RWrJl7tt/Af5PX/B/grXJY9CTAPfAlgYe4YwM52L5vKMlQt6nHkyDbWzpyg0/VoxaA16XkXXvr+hfbpN1/eTtM1ax06ToeRwGN6UnF+ZrN6XcIV0mLFhKBRned8Nc7ylU2uuDRwAm/6Kyp+6P3jDc85dtrm2JzNWK3OFZecw/SYTa4QSeodB7131cqpV/st+kdx/dOaCb3K13PbHwbLmjp8/GB9266ePm+ty4vHO1Q9j4kx2HtEcPHGhL1HBVOjFtVokT2HRtm6tsULRyJrZGTtgtb6+PXXXv5q/yj/ZK7/HzpAdOyz1dR2AAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE5OjAwOjU5KzAwOjAwhAKFsAAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxOTowMDo1OSswMDowMPVfPQwAAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 14}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 19905024
    {'hecke_orbit_code': 4503599862251717, 'n': 1, 'trace_an': 109}
  • id: 19905025
    {'hecke_orbit_code': 4503599862251717, 'n': 2, 'trace_an': 192}
  • id: 19905026
    {'hecke_orbit_code': 4503599862251717, 'n': 3, 'trace_an': 8018}
  • id: 19905027
    {'hecke_orbit_code': 4503599862251717, 'n': 4, 'trace_an': 471040}
  • id: 19905028
    {'hecke_orbit_code': 4503599862251717, 'n': 5, 'trace_an': 88496}
  • id: 19905029
    {'hecke_orbit_code': 4503599862251717, 'n': 6, 'trace_an': 383232}
  • id: 19905030
    {'hecke_orbit_code': 4503599862251717, 'n': 7, 'trace_an': 1680731}
  • id: 19905031
    {'hecke_orbit_code': 4503599862251717, 'n': 8, 'trace_an': 1820859}
  • id: 19905032
    {'hecke_orbit_code': 4503599862251717, 'n': 9, 'trace_an': 59521391}
  • id: 19905033
    {'hecke_orbit_code': 4503599862251717, 'n': 10, 'trace_an': 16373653}
  • id: 19905034
    {'hecke_orbit_code': 4503599862251717, 'n': 11, 'trace_an': 21199298}
  • id: 19905035
    {'hecke_orbit_code': 4503599862251717, 'n': 12, 'trace_an': 63225856}
  • id: 19905036
    {'hecke_orbit_code': 4503599862251717, 'n': 13, 'trace_an': 59695238}
  • id: 19905037
    {'hecke_orbit_code': 4503599862251717, 'n': 14, 'trace_an': 37888529}
  • id: 19905038
    {'hecke_orbit_code': 4503599862251717, 'n': 15, 'trace_an': 87246239}
  • id: 19905039
    {'hecke_orbit_code': 4503599862251717, 'n': 16, 'trace_an': 2130706432}
  • id: 19905040
    {'hecke_orbit_code': 4503599862251717, 'n': 17, 'trace_an': 228353715}
  • id: 19905041
    {'hecke_orbit_code': 4503599862251717, 'n': 18, 'trace_an': 400647337}
  • id: 19905042
    {'hecke_orbit_code': 4503599862251717, 'n': 19, 'trace_an': 1139301305}
  • id: 19905043
    {'hecke_orbit_code': 4503599862251717, 'n': 20, 'trace_an': 1109969259}
  • id: 19905044
    {'hecke_orbit_code': 4503599862251717, 'n': 21, 'trace_an': 539982398}
  • id: 19905045
    {'hecke_orbit_code': 4503599862251717, 'n': 22, 'trace_an': 1613315649}
  • id: 19905046
    {'hecke_orbit_code': 4503599862251717, 'n': 23, 'trace_an': 920306804}
  • id: 19905047
    {'hecke_orbit_code': 4503599862251717, 'n': 24, 'trace_an': 5542439613}
  • id: 19905048
    {'hecke_orbit_code': 4503599862251717, 'n': 25, 'trace_an': 31241700999}
  • id: 19905049
    {'hecke_orbit_code': 4503599862251717, 'n': 26, 'trace_an': 1864366110}
  • id: 19905050
    {'hecke_orbit_code': 4503599862251717, 'n': 27, 'trace_an': 17825460755}
  • id: 19905051
    {'hecke_orbit_code': 4503599862251717, 'n': 28, 'trace_an': 20413389070}
  • id: 19905052
    {'hecke_orbit_code': 4503599862251717, 'n': 29, 'trace_an': 7185436621}
  • id: 19905053
    {'hecke_orbit_code': 4503599862251717, 'n': 30, 'trace_an': 2050251883}
  • id: 19905054
    {'hecke_orbit_code': 4503599862251717, 'n': 31, 'trace_an': 28475592572}
  • id: 19905055
    {'hecke_orbit_code': 4503599862251717, 'n': 32, 'trace_an': 8334714660}
  • id: 19905056
    {'hecke_orbit_code': 4503599862251717, 'n': 33, 'trace_an': 19623425846}
  • id: 19905057
    {'hecke_orbit_code': 4503599862251717, 'n': 34, 'trace_an': 37845014194}
  • id: 19905058
    {'hecke_orbit_code': 4503599862251717, 'n': 35, 'trace_an': 25255003636}
  • id: 19905059
    {'hecke_orbit_code': 4503599862251717, 'n': 36, 'trace_an': 287968706746}
  • id: 19905060
    {'hecke_orbit_code': 4503599862251717, 'n': 37, 'trace_an': 71523920490}
  • id: 19905061
    {'hecke_orbit_code': 4503599862251717, 'n': 38, 'trace_an': 67778214914}
  • id: 19905062
    {'hecke_orbit_code': 4503599862251717, 'n': 39, 'trace_an': 44951568463}
  • id: 19905063
    {'hecke_orbit_code': 4503599862251717, 'n': 40, 'trace_an': 169184871486}
  • id: 19905064
    {'hecke_orbit_code': 4503599862251717, 'n': 41, 'trace_an': 69139231052}
  • id: 19905065
    {'hecke_orbit_code': 4503599862251717, 'n': 42, 'trace_an': 58715177635}
  • id: 19905066
    {'hecke_orbit_code': 4503599862251717, 'n': 43, 'trace_an': 247544146139}
  • id: 19905067
    {'hecke_orbit_code': 4503599862251717, 'n': 44, 'trace_an': 63861560722}
  • id: 19905068
    {'hecke_orbit_code': 4503599862251717, 'n': 45, 'trace_an': 257443045479}
  • id: 19905069
    {'hecke_orbit_code': 4503599862251717, 'n': 46, 'trace_an': 160530477869}
  • id: 19905070
    {'hecke_orbit_code': 4503599862251717, 'n': 47, 'trace_an': 308496573061}
  • id: 19905071
    {'hecke_orbit_code': 4503599862251717, 'n': 48, 'trace_an': 412228130018}
  • id: 19905072
    {'hecke_orbit_code': 4503599862251717, 'n': 49, 'trace_an': 1736616239908}
  • id: 19905073
    {'hecke_orbit_code': 4503599862251717, 'n': 50, 'trace_an': 1680360028531}
  • id: 19905074
    {'hecke_orbit_code': 4503599862251717, 'n': 51, 'trace_an': 756579032995}
  • id: 19905075
    {'hecke_orbit_code': 4503599862251717, 'n': 52, 'trace_an': 928015404666}
  • id: 19905076
    {'hecke_orbit_code': 4503599862251717, 'n': 53, 'trace_an': 342783723680}
  • id: 19905077
    {'hecke_orbit_code': 4503599862251717, 'n': 54, 'trace_an': -597894730601}
  • id: 19905078
    {'hecke_orbit_code': 4503599862251717, 'n': 55, 'trace_an': 59276330527}
  • id: 19905079
    {'hecke_orbit_code': 4503599862251717, 'n': 56, 'trace_an': -3822929869144}
  • id: 19905080
    {'hecke_orbit_code': 4503599862251717, 'n': 57, 'trace_an': -562905761941}
  • id: 19905081
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