Newform data - 50.22.a.b

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• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_largest	boolean
  is_maximal	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 24200, 'analytic_conductor': 139.73867214353106, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [5, 1]], 'atkin_lehner_string': '++', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [50, 1, [27], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [-21924, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599996469298, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '50.22.a.b', 'level': 50, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'minimal_twist': '10.22.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2^{10}q^{2}+21924q^{3}+2^{20}q^{4}-22450176q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '21.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '50.22.a', 'trace_display': [-1024, 21924, 0, 722753248], 'trace_hash': 1331211528108376844, 'trace_moments': [0, {'__RealLiteral__': 0, 'data': '0.985', 'prec': 10}, 0, {'__RealLiteral__': 0, 'data': '1.973', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '4.970', 'prec': 14}], 'trace_zratio': 0, 'traces': [1, -1024, 21924, 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• mf_hecke_nf •

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

  
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[-2803577788267044175359522719956335456], [842737576572128930115629579682228750], [3123752651645602559535355285313495338], [-4836822121995821610938130155617912872], [916136211055950824461868535978400140], [2119571576972734763318549266081791574], [3768373917149347994547077066677367298], [-2392713824538830367056350290416961996], [810229880257710517831197623462499450], [-3143670694807552887217475851377796708], [1694548806086284097177118126217040280]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 4503599996469298, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '50.22.a.b', 'level': 50, 'maxp': 2999, 'weight': 22}
• mf_newspaces •

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

  
  {'ALdims': [7, 9, 9, 8], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3], 'ALdims_old': [30, 30, 29, 29], 'Nk2': 24200, 'analytic_conductor': 139.73867214353106, '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': [50, 1, [27], [1]], 'conrey_index': 1, 'cusp_dim': 151, 'dim': 33, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 369098802, 'hecke_orbit_dims': [1, 1, 1, 2, 2, 2, 3, 3, 4, 4, 5, 5], 'label': '50.22.a', 'level': 50, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 163, 'mf_new_dim': 33, 'num_forms': 12, 'plus_dim': 15, 'prim_orbit_index': 1, 'relative_dim': 33, 'sturm_bound': 165, 'trace_bound': 3, 'trace_display': [1024, -113584, 0, -447807468], 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• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 43251
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '50.22.a.b', 'source_level': 50, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '10.22.a.a', 'target_level': 10, 'twist_class_label': '10.22.a.a', 'twist_class_level': 10, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 22}
  • id: 43252
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '50.22.a.b', 'source_level': 50, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '50.22.a.b', 'target_level': 50, 'twist_class_label': '10.22.a.a', 'twist_class_level': 10, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 22}
  • id: 43253
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '50.22.a.b', 'source_level': 50, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '50.22.b.b', 'target_level': 50, 'twist_class_label': '10.22.a.a', 'twist_class_level': 10, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 22}
  • id: 43254
    {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '50.22.a.b', 'source_level': 50, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '80.22.a.a', 'target_level': 80, 'twist_class_label': '10.22.a.a', 'twist_class_level': 10, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 22}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 173100
    {'charpoly_factorization': [[[1024, 1], 1]], 'hecke_orbit_code': 4503599996469298, 'p': 2}
  • id: 173101
    {'charpoly_factorization': [[[-21924, 1], 1]], 'hecke_orbit_code': 4503599996469298, 'p': 3}
  • id: 173102
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599996469298, 'p': 5}
  • id: 173103
    {'charpoly_factorization': [[[-722753248, 1], 1]], 'hecke_orbit_code': 4503599996469298, 'p': 7}
  • id: 173104
    {'charpoly_factorization': [[[-49976398572, 1], 1]], 'hecke_orbit_code': 4503599996469298, 'p': 11}
  • id: 173105
    {'charpoly_factorization': [[[-24351400354, 1], 1]], 'hecke_orbit_code': 4503599996469298, 'p': 13}
  • id: 173106
    {'charpoly_factorization': [[[-5768874283278, 1], 1]], 'hecke_orbit_code': 4503599996469298, 'p': 17}
  • id: 173107
    {'charpoly_factorization': [[[30250225982620, 1], 1]], 'hecke_orbit_code': 4503599996469298, 'p': 19}
  • id: 173108
    {'charpoly_factorization': [[[-145464074718144, 1], 1]], 'hecke_orbit_code': 4503599996469298, 'p': 23}
  • id: 173109
    {'charpoly_factorization': [[[1167107530943250, 1], 1]], 'hecke_orbit_code': 4503599996469298, 'p': 29}
  • id: 173110
    {'charpoly_factorization': [[[7431907384909648, 1], 1]], 'hecke_orbit_code': 4503599996469298, 'p': 31}
  • id: 173111
    {'charpoly_factorization': [[[-54621676523378698, 1], 1]], 'hecke_orbit_code': 4503599996469298, 'p': 37}
  • id: 173112
    {'charpoly_factorization': [[[20889593910177078, 1], 1]], 'hecke_orbit_code': 4503599996469298, 'p': 41}
  • id: 173113
    {'charpoly_factorization': [[[76193896658948996, 1], 1]], 'hecke_orbit_code': 4503599996469298, 'p': 43}
  • id: 173114
    {'charpoly_factorization': [[[508989722403999912, 1], 1]], 'hecke_orbit_code': 4503599996469298, 'p': 47}
  • id: 173115
    {'charpoly_factorization': [[[1341490659556639206, 1], 1]], 'hecke_orbit_code': 4503599996469298, 'p': 53}
  • id: 173116
    {'charpoly_factorization': [[[-2306403035584927500, 1], 1]], 'hecke_orbit_code': 4503599996469298, 'p': 59}
  • id: 173117
    {'charpoly_factorization': [[[-5268341017122878702, 1], 1]], 'hecke_orbit_code': 4503599996469298, 'p': 61}
  • id: 173118
    {'charpoly_factorization': [[[-10904975405120900788, 1], 1]], 'hecke_orbit_code': 4503599996469298, 'p': 67}
  • id: 173119
    {'charpoly_factorization': [[[13367810994741254088, 1], 1]], 'hecke_orbit_code': 4503599996469298, 'p': 71}
  • id: 173120
    {'charpoly_factorization': [[[-17952853611107729014, 1], 1]], 'hecke_orbit_code': 4503599996469298, 'p': 73}
  • id: 173121
    {'charpoly_factorization': [[[-118985112237438248240, 1], 1]], 'hecke_orbit_code': 4503599996469298, 'p': 79}
  • id: 173122
    {'charpoly_factorization': [[[134353218394716671916, 1], 1]], 'hecke_orbit_code': 4503599996469298, 'p': 83}
  • id: 173123
    {'charpoly_factorization': [[[-347081364860908384890, 1], 1]], 'hecke_orbit_code': 4503599996469298, 'p': 89}
  • id: 173124
    {'charpoly_factorization': [[[-376521927584699625598, 1], 1]], 'hecke_orbit_code': 4503599996469298, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 1, 'hecke_orbit': 2, 'label': '50.22.a.b', 'level': 50, 'portrait': 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sLIpmK5bFhj4TORNMT2T8Wq+mMiDdr/8se/81sNif+h6281wKOgjRAhaSo/fOTUuTuPHfy8vDDXubMke/rVc4ot62J8z+DRIxHvvs9jw1CRh18KufN6l5IxxnNHBQfPBCS6w0++t8P+jQWuLFRYbJosNhSL9ZSryxEzSzELnYhqzeOu/V1u2wWmdLCUxXzdZm5Jc7Uu6PkQRQm2mVC0Y2qViAS4dDWi3YWNawyKjk+aChAmXTdhw7jPclNDmlGRZhf8CFJS6q2AdWMGHVchVIpIfMq2wYa1Hs2e4NIVTZxohsuSki2wDIgiQc+XXK1L5pZT5hsRluWBEXH7ni537hWMlh2W6mUuL1jMLcFiPWK5FbPYSrncSNm7rclPvsdDxSO8dKLM88cinPISd+/VPPRChbXjDd53T8pjL4/ghx22jKe8eFywc2cxanVGn/2+D7wpGRrd9Wwcpz9nmorR4fK3Gip/6fW3loN/5rOfY/91B/i5n/0/f+m55x7/p59/8LFtRry8aW7elds2BESxRZBGbBrXtFoWp2bAi10uzvmMj3S5ZZfG9RzSGK4saF46K9i3fZk9mzzKToqpJaapsUxF0ZYUtKTXNTg9ZfO1QyaXFnzaUcjpyz5rhuu8464G+7d1uGlXi6mliKWeoGB5XLiS0moX2bdF0vRiTk4pSgXN8UuwfSLFC2K82ETrkFoJTl22UDrGkBHaANeX3LKrh9uT7N8W03ZjLl0psXlcUSwENP2UsWqPRrfNpx6DVy/GHLnosXFimet2tqkNBbz19g7vvSdl63iJOKxycbbChRmDy1cTZhdCZhZiLszDVD1k28Y6/+z9HrYc5vDZMicuJrxyPmb3jmUObGuijIibdhgsLNY4fDahVo1otB0uNxLWlJDzi/6mqHty81IzvHVycqMzPlZ79KnH/ozf+fgffash8w2vv5UR/DOf+QLjYxvVhekT/7eMZ/75lSuzanbB476bmpydHuHClZixYUmzG3DHPp96Y4Rnj6ScmQ24VI+ZXNvlX3yPR0GP8tzREsfPB5yaifFVwM2767z/bp9NY0Xa3TILDYfFuslSS1BvJSy3EhqdhLab0PZTel7EcDlkw5qsqmgZKTMLBkJabBxTbJ5ImRjrMd/wOXy2xI3bUwpOg2PnhigVA4LAYLiW4Hqwe4PHHz5WZef6CN9PGalIwtilZFscn/JwjCI37Ig4ciFgftlk3bDF5rWwYTxAqZCZJTCNFCFSNq6JqJUkHdei2zNo9wzqbUW9CcuthHorZqkVM9+GuhezfqLLB+6tc/M2kzQe5tRUhaPnUl44GWAU2/z89y2zcdRidqHG6akKzx5Nqfda3LZH0eyYrBlOmJpRnL3S4+79Bo1ugY0bN8R7t639paGx6/91s34+vv+B7/hWQ+cvXH+rAH7q9CmELDqOPLvhqWdPfeCVU1d/cXFxluu2xghMZhY9ECHjQ1VabYOz8wG7tzS5e3eRQycrXJiNmVkIubSYsma8w4++3ae+vIZXzyhmFwIuL6fMNCESXd51V4u33ZKwZa1NEBRotGyaXZNWR9HoCjo9geenBFFKHIOSKZYBjpVSLaeMDYVow+P8XMDRcxZJVOTNtwZoo8nLJytsWgtfeTHi7n0WCy0XWyuiOGSoBlFooI2I5eUCdx1o85XnSmxeCwfP+hgUeNMtCZFwOXo+5uKMjZYma2qaWlHgWALTFCgBUQJBmOIF0OmlNLsJnV5Cs5ew3E1x45iNkz3eeluLd90ZQFzm6lKNmYUC03MGh88FLHYb/L3vcJkcLjF9tcTlqwYXZmIOngu59fo21603uTjr0OxFTIw1SNMSU1dtkBH7JntMTKzHF9v+RXF426fvv3lyutH23K3b9n6roTS4/tYAfGHuHKPja8znXjr1Q9PTxz/amntefOFJX25ep7C1SaEYYmLztUMB2zZ63HtdzFzTQ6ke77i1wLnL41yYsZhdhPnliIVmTLUUs3HcJggV9VZIox2x3E6Z7wiutBJqlR5vuKnD7bsiNq5RlB2DdsfGMiSgCKIsIU1S6HmASKiVPM7OpiRpwCMHi/g9h23rTO7Y3yNMmjx5qMoN2w3OXu3SapS5bX+PR1+2WDOUcvJSyj98V5uTUxZrhiRfO6S4Y7ei3mtz4fIQN+wIePKoS+QXuH2Pydb1Hm7U5eGXFcSC8zOackGjBfRcSZIK4iQljACZoM2EVjelWApZv9bnzt09HjgQM1y0mK9XWGoWWGqaLDc1yy1BGMVsXudRLUrm6yZXl2BuMeLC1ZhTVyPedtdVLKG5ulTirht8dk3afO3FEspwKdomttlj89qQR14ZT970ur3pnh07fyIyrv94Gl4JDly381sNKeBvCcDT1JPNtvuOj/3+g9vGh+OPPPj488aGkYCCKZlZjrlxO8wuKe7al/LkoTJPHwswzDZOKcQLI/7J+9rsmChx+eow01cLLDYVrQ4EIZiGQAiB6yV03Jh2N6LjJrR6sNSBhQ6Esc91O1zGh2K6vZS33OazaTwhiiVapgQhPHHYZnrBZm0t4th5G5ICuyYVB3YmWHaPl8/2WFwqsndTkXK1wXNHDG7ebrPca9JolBkfT3nxpOJD93d56aRmcsxgqduiUR/iwO4ezx2LGXKq7N3WZaHV4sUTVRxd5KadKTs2eCC7HL4oGBsKmV8MefKwgRcqpIQ4Sdm0NuANtwV0uoqJWsKB7RAEBZZbBeoti1a+OzW7gk4Pen6CFNn6hGFKqxuz3IqZXky4uByzdUOTf/q+BkFgUbJtlKjy7KsFHjsWcfd+n7mllOt3JFxZMDF0wEQtYv2We8It6/X/tW3vd5yTuvAlx7KTbzW2vuU6+OW5Hpfngu9vLTz7K+fOHRs6fXKZu/eknJq28X1B4MUcPt/ihh0plVLKjTsdpDA5M11j6krCXDvh33/a4r4bOnzn7VdZM1Tm8nyZRsfE9SVRJAgjgesLSp6mXFT03Jiel7DGi9nsp3Q8i/qizczllCBKmL0aYVkpIDBVipaCnqsQGEQ9zfWbBFsnUjas6+HHHb76kuLUuRpvvNHiwO4Gv/fVFFMU2LSux5HnFOuqipFyD1s5BKHBQgeKtmZyjeDVUwEHdjjcc8MSn/iyi2mUeODWFMPq8fUXA77yQpETFx22TBTYtDZmtBaweSRk36YYpRK0SoGUgmUxWrUIQoNOz+TYWYOup+m5iq4n6brQdVO6XozrJfhBTBhBFKd4QUq9C5eWQFou3/XGBq+/LmHHuhEW6mWmrticviQ5fC6k4YZML/ncsj3E0cMMFUFIzctnTBLxjCHiNb8yVZ+sv/n+2/5JmrqfEML5XxfgadoF+JGjrzz94ccef2go8JsIYRPGXe69IaDerHB+xuGFk4IjUz12bejyPa+vs2/bMJapGSpHXFlKOD9X5TfOO1xeqPOmG+vcsr2DF5Sot206PQMvULi+wvUkPU/S8zWuB16Q4gUJQZgShilRnL2CyCRNQCqBoQW2KaiWBLUSjI8kTK7pMVJr8dDL8NQrBjKp8MYbDa7f1eGZEyGBV+aO6wUt12VhucjtOxJGqj0cbeFFisV2iEoE1+/QFEo+h07bvO5Ahduu63DotIK0wo17TP7e2+s8+mrA114qcnLaZsOoYnzIoVYqUCmBY4GhU5SEJIWTFwVxnD3QQQR+CJ6f4vkxnp/g5i8vSLOvh9DyBItdgRsF3LS7xRtudHn3nZJ6c4Sj50vMzBvMzCecmwlYcH1++DuW2D1pkgQVXjhmcX42ot4LWbcmJE0FZ89fYqH7yFASpf/u7rvu1ov13sdGhwr/6wE8TepA8vdmz3/tw6eOfn1sZi6k5CgO7Eg4cq7K8aku+7Y2ObCzjKEtDp1RPHPYwLEa/Ng7FknTMbQ2MQ2JY4VcXjR47MVRnjzicsvOFt917yL7NirUWIF626bnmbiekQHdV3iBwg8EfigJI0EUZVt95t3KkkqtwTah4CQMlULWjfWI6HJ2NuRTT9pcuFykajncvEdz+/42L55p8cjzZW7dbrNhbY8/fEyghEW5FNLs+iQpKAGj5R7tjkkSObzj7gX+5CsFts7bvPXWHkG4zJNHhwljm1v2jPHWm9tsX9/i64d6HLlc4PBFk8khyVBZULAEppE9hFKAEClJCkmSEkb5wxqm+GGKHyR4YYrrC7qBoB1IljsgDZ+9m9t84L42N2+XOLrM1GyVy/MOc0uSK4sx01dDjlyO+NF3LXHfXotz0yO8fNLg2JTPmrE2b9qf0umWefoY3LwzxUhafOHBh8fmW+mHv+OBO9NLM43f2ThZ+18D4L/x8U/yI+9IuXTqSz9w9Fz0kfPnjo4MFxfYOjnM00cKXF5scff1MQ+9UObohToH3jRP0RnDMm2KtuDouZipxSV2bLBI0ypKagwj84gUlmG6XuSrzzm8eKLL7ftafOiBOjdsgThyiGOLnm/RdQ16viYMFWGkiGJBnAiSVCBIkSLFMhMKdoRlBpiGz+yyz5cPSs7NmFycqaESi61rTXZvVty4q42yFjl6vsS6aoG9W2B8tEG9XWbfOkmUpDz0koXfk1SLEW+6xeNLT4ZMXy2xc5vBXNPj+AWD9WtqXLd5kWeOdHjuuMAPTHZtHmLXeotdkx3Oz9U5NwsvnSpw9kKRghZYWlK0UmwDpMySqjTNHtYohiASBDF0fUHbl7QDCNOIJPW5cVub73mgw517YLhYYLlVYfpqidlFi7lFyfxyyNxSxJkrKevXdrhhk8WR02t49azgyLmQZtjjgdtD0rDKM0djdm4NqRYLHDsvqffqXD7z6Nij4upHLjcr0U//h4d/7+37L/DAW37sbxRvf6OFnie+9ll+4tePUius/Z6z58/9utt4Zej0xZRTl31ed8DFUmVePWNy6rLPjvVtTl42WOpG3Hdji9Gqolo06PoR0mhx3/U+UWwgpUIJjRASpVIcnWArQbtrcWSqzMOvFPmzZzUxHmHiMrPgsXa0zcbxLtWyy3Clx3C1x2ity/hQm7UjLSbXNHHDFlMLPc7P9/jonxn86dNljp8t4XUKTNRs9mwy2btFcMPODuglfvvLRepLVW7cYXL7/jaPHw2Ymi6yd5PJ5FqXF88IROxww/aUVAW8eNKmZFlsmUiIRJeXT9mULIPtkwY7NnZ4+VzClQVJFAp6roOpHDavMbh5Z8L9B3rcvr9By/NRTshcO+bUjGC+nXK1DfNtuJp/PtdJWGjFyILP/u1Nxmot3nBgmX/9Q3U+cE/C/k02aVzjylKVmfkSswsWVxYFVxZDrixGTC/BufmEB26uo0WFp14xOXQuZLrZ4/33N9kyLjhyCe65PmC8XOTFY5qzcx3efV+X0BM8/spcYUOt/cB9+6Kp11//1aNbDvwin//TT/2NYe5vJILnnm0F7tinad/zyskrv91qzhZUYjJcUTQ6Y3z2yRbvu2cJyxzh4Mkazx0OWWqlPHLVYXqhzXe//irX79ZEMuILz8Tcu99l7YjEsSJss4RSFkIYCEDJCMdMGeoJmp7DpdkCH/njYdI4QsQRN+7rsnltQBRBkiT9TiCkEEgl0IbJ6WmTk+dsiramZEpGCoLRYcnYkGZiVLFxbczOjU1iscx//nyZS9NVbt1hsGtTjBt1eP6oRdUxGK6kVEsBBSejQkkiaXmKejdluRXT6jrctbfJwZM9Tk0rqmWbW/ZU+dF3LPPrX4BD54p03ZRmRzNfLzM+UmCs5rFx2OOn39+jXGhx5CKcviwxjBSlUoRIgDT7L4Uogk3jMXfsi4gCkzA2SeIirm9xZTFTWJptg8WGwdwyzC2GzCxETC/DghszOdngrbcv89nHFQcvJawbdfnR9wTs2+Dg+SXu3mVwZVFz8FTKuYUe77knQsYjNDuwrhoxNXWhWjTVb5+cfnf0kYfPfeYX/uNvpr/wT/9mIvnfCMBPX6qjdWHC7c4cOjdzsfzMy4vWUFVw/ZaE+SXJ+jGDQ2crfPLrbb7vgQWGq8OcuGAzuxBzdTni/Lka/7+LJQISem7KXF3y3f+mxztua/Mdty+xYa2PoWtEcYEg1KRpiqETCmZKNUjxQpG9IpMwtjh1rsDhUxCzinMLMCSYKvN8lCzYuxbKDlSKklpJMVzVjA3BhnGftaNNwrTOf/58hfMXKhzYotgyKdk62eDx4xHzyxVu3CyplRNs08WSFqkSRLFEpClRHNDo2swvGxzY5XD9jg7PHLJZUxMU7BIHdiT85LuX+U9fSDg+W6LZTWh2FIsNzUi1SK3sUCtXKBdCRoshGw8EWEaEoSOUipEi+8VSsocqDBULi5owUgShwgs0fqBwPU3H07S7knpbsLAccmEuYqYZURty+Z531HnHrT5rh4psGgvpuG3S2ESkI1y6UuDKkmZ2IeXkVMiy1+ODb/RZW67y6mkDJX3qrZT9W0BG5wot3/293/ihkeTNb7U//4/f/9G4tvEnvv0B/sU/+zTzZ59RF+eX7zpyfqY8fWnZ2rJWMLuoefpEzLvvbqHTElraPH2szB8+1uSH37xAuTDMyYtFKkVFrRSy3IJWL8W1oTYmaHo1PvlQma8d6vKeu7rs29BFSRvLVJQKKVplpig/TAijNJfEEuKEjG8nkGMbIUBJ0BIMAywtsC1BwZIUC4pKQVKrCMaGIjaO9ygVm3z+2YAnjw7RXCqzf4Ni41qD7es9YtHkoZcKFA3NaE1RKngcPU/Wcb8+pecrrtsesn9rytW5mMWGiesVePPNHZ4+4nJ2VlF0JJZZZt+WhH/9A8s8cdzlS0+MsNxO2TgW02hpqmVFpWhQKhgUnRTbSrDMBEvHaJUiZZZLICBNs983TgRxLAljQRhKgkjiBQLPl/T8rHKbpCnlis+7b2zwrjt9JocNGp0a5y+bgwej2cmi/XwdrixEnLoc0o17fO+bfTYOZ72hh8/7pDrkna8L0anD7KJgrDptu10++ed/PvSDcbLjs1/4wufid73rvd/eAL9cT+T5q40PLszP/MaQPGdFQwWUilk3qjlyvsjnngjYu6nBdTtKSFnk8cMVPvZgne9/wxJ7t4BtFSgWLGqVmE43xvVjXD/FCxPcQFLvlvnyk0VeGZHs2SCwTEHB1hg6wbESwjglilLiJHslSaY09NEthEBKUFKgtcDUAsuU2Jak6AjKhZRqKWHNkM9orUOUNvnM05KPf2WYMdtm/wbBhrUGmyYSNq5t8PnnU+p1m13jiloZSoWQ+SnJQsPC3Ax+KBitSKpVOHsxpdFOuLpks32Tzf03dvjyUzbDJbBMEyWr7Nsq+PtvXcCQC/z5MzVOzNqsaYeMVSMqRUXJURQciWNpLBMsA7ROM5ALkCL7VdM0j+ZxBvQwzqhLBnYI40xqXD9u8OativVjJZJwiKPnDFxf4wUqk1g9QasraLQTFush5+diYt3jh97SZePwME8csjk65bJ3Z4PdGxU1u8rh85CkMY2OxdEn5+033ql+e2Ktp6XSfwz8tRaD/loB/vzTXyaOkx946uCR/3Dk9FS5ZNtUiiHb1gpmFgx2TghOTdf404s9gtf1uGVnxGKjwqOHy9TKS/z425ZIUoFl2lQKinZP0nU1bpAQBFlRZkOUkqQKx5IoKTAMsE1BkiqSRBHHfXBn8lna5yRkkVsIgVICrQSGzgBiW1CwE0pORLUUMVp1Gak1efZUwCcfcTh9scqmisHWcZgcN5lcAzs3tOlFbV48WcZRBqM1RbUE1ZJPrRJhmhohMkrk+ib1dkizl9LqRiw0TDaMl7ht1wKPvNTj9GyZghViKBMhKmxdp/i+B5a4aecCn3ykxIvHqix3NWPliGohomBLHFthGQLLkBiGQCuJUhnAESJTV4A0f8DjhMHa9B96KTLZceZqheVmSpqQKTGhwAuyqVs9L6XTC2l2YubqKZcaMT/ynW1u3VHgsZcKHL7Q5YY9Lu+6S3F1YYhTUwbEIbP1lP1bPG7ZCW7rdPlES/zn6sgB87Of++LH3/fed377AXy53kNK+SOvvPhHH56dnRq+b3/CwdOC4xdTxkfafOc9PeYWy6xfY3HmcoVT5y1UHFCwJaNli68fcnjjgWV2rW+hVELJsWh3s6qc62uCEMIou0lCgNZZ9DZ1ipTZe0gTSNJM/kuTzIO9+soiN2iVFUxMI8U2Exw7omRH1Mo+a0fazLd6fPSLBg8dHKLeKLJtVLBhTLBuzGRyTLB5wkObTf7kSc2Fy0V2rJHUSpJKMUZKn9nFFEvLLJqmgiDUbBxr8xIx7Z6i0U6ZrzvsmLR5z70tPvt1k6l5C0OHCGGQpEXCSHLj5gYbv7vNQ4d6/OFDQ7w8VWRdTTBSjCnaMbYpsAyBaUgMLdAqA62QGcAzkGcPWZpCkqb5x2w9lAQvkHR62b+HXG6MMqrXLxZ13IRmFy4sKbZvafCGAyFL9TJdV3LjTsXu9UVePGJxdlpw7krEbCPkjXe02LNFMnvV4eljFpvGp4dTc+tHfvB7PqA8t/sx2yl++wC82Wyjtfzhl19+9MP1hUNjuzYkmFKxe71Jp6N59tWUjtfj3uvned1NNnu2lJmas2h1bdbUUjZMuBy62ORq3eWBG1OSJKFgO3SLJj3PwPXloEATJ9mNkCJFqQQlU4RMM5NNKrL9L7+h/UvkW7dU2VZuqATTSLDMGMeKKDk+I9Uubujy9aMpn3q8wovHqtRMg33rUtYOSdYMm0yMSibXBGxZ1+DIlMsXnx6lojSjFUG5KCgXQlq9mK88b1MyswcxScH1Ne+4w+fBFxJavZRWN2GhoZkcK/GuO7u8eKrDybMmRStCSZGBPCngBRnX/777W+xYu8CfPNHmuRNVphsO42VBxU4pmAm2TjAN0EoMorjMd6t+KE/7KgvZ2ghA5FRNyezBSIEkgTDKXJVekNLzoe0JFrqSqeWE+25t89KpmEPHQSYR5aLB4y8JLs0nzHd81oy4vOf+kBu3WrTbRU5d1LR6KaemYk7NHR3btnXdh193+91Jr9v+3ULxm9848U0F+MmpJrsmPYKQ73/6uWf+/dzUI8PHz3qsG/eYa2lu2JEyVitw/HyJU2dMDp3wuW1/m/Vji+zfmjJW02iVYJptzs1H/O6DFob2eMNNAZVSgXbXoevaeL7GDzVhJIniLEJDdpOkyIDUv9LBH9k3CJFxUyUTlMrUFtOIscwQxwooOS4xLo8ekvzRY1WOXawgQotNtZS11ZSRqmJ0yGR8RDIxGrJhvM3lxQ7/9UtFIt9hclJQLWnKRSgXQoQR0HaLVEspQgjSFMJIMmQpoiSiE5p0ejGNtmJ20WHPlhI/9h1NPvLHFpcWi2gV5g+GJopsvEAyPmxx47Y2+7d0OX5plk897vDIy1WutByKlqJkQtFIMXWKoUDLrJyfUbIVh126apH6a9b/HnLgRzEEsSAIoRsKGr6g5SY4ussH37DEj7x9maePOHzlYBdD2SiZsmbIZ9eWgLvWxNy+28Rzhzh90eb4xYTLywHXb+/SaEtGSi3+6E+/Nmar+N/v2H1ndOz40u/v3RMjxDdvwtY3FeCu2+HMFeedX3/6+V9/6dlHy5tG2uzeBK+erfHiKZ+QNg9c32a4MsrolM2ZS5oXXjX5Yiti83qXaiULKb2gynMnCiwsS079psfNO9v8xHe22T7RZe2oQZpaeL6JHxpEsSKKZJ44vsYc2SeeZMDOIneam5QStI6wzAhDBbTdkMV2yK993ubiQo1DJ6ukicmwIxgbSRmpCIbLiuGqwZphyfhwxLrRHsPVBg+9kvDyiSr7JwW1kqRUkJQLCUUnQBg+lqXRKgNOmkIcZzTL9UKiRNBxEzrdlHrb4Opymdt3drltT5M/+ZqNU1doGQI5yGOTIJS4vsFI1eamrV1u2tblpXuucGlR8slHqiw0C8wsW5hKUjQEZp+GyZXEM0P1apSv/DUlswhHeTLaC6EbpqQiZLjS486tHX7iO9vctD2hUnRYW5GsH1mk62uSVDFWhm0TJvPLQ1yZdzh1SXByOmSu6fK6Ay5vuknzwrESr1yI2Ti2xNSZLw1v2+T++p49tzfCsPfFbyYmv2kAj3qvopx16g8/++vbDh28UK7ZLdLU4vSMy427fGyjxAuvGDx/tMsPvG2Bew+UqJWqnJ+RjCwqFhsGV2YzA1CcCCoCisPQCy2ePlrh4Bkf23D50BubTFRdNq7pcsfehCg2sLRCCEmSSNJUvIZpZ5cUCUKmKJHxyZQIZMTxi5KDpzRffrHE8ekSQVSgpBWjTspQMaVWSDMdvKwZqmiGq4LxoYiJUZe1ow2ePObzW18eY21VM1qGclFRLgpKhQjH8nn2TCatGUUGkl0QSWytuGGHywtHq3RdaLsxzbbBUtNifqnGj711npmlZV54dRRDAiIkAaJIE4QGfpAl3LWSTbVc5LYdPe7Z3+O771vk1OWEB1+0efGUw5kLRSKh8X2FGyqUlBlVQV6z0/UXLU1TkjRBiISCGSPimFv3d9kw5jIxFPI9DwQY0sQyS/Rcm8ttgyQV3LgVoljiB5pWx+LkBZOZecX52ZgjF3yGR7v8zPf6yKTGUy/bHJ322b0lJvILHD3fpPD8V8qqNL1t25v/oXr0hTPxA7ft+NsD8MW551GGZU6de/KHtozq/3C+1mV+yWBztcdjr9rMLLd5390Cyyhx8LTB5x5r8YNvXeaGHaB1jVJBMdqMaPdiXD/BD9Oc92WymhtCN7BpBzb/z+erxEHE8LDL9kmXoVLIB+7vsn40IgxzupKI1awE+tFbJggl+NzjDkfOFxFac+lKgdn5ArajqFiCajGlbCeUbSg5gkpBUS4paiXNcBVGqhFrhj3WjbWJ0yafe7qM2y2yfTKlXFCUCpKSk1CyIwwj4KEXbPyexBgDCQOKUnQUb77F5alXErq+pOvGtHuaZkdzdbnA7s0l3nd3m0PHC1yql1AyAUKSJCVODMJY4YcSL5B0PU2ra1JyChQdn92THrfu9Li80GJqrok2Yg5f0Hz28QJCqZyLS1JW85Usb0mThDBM2DAW8oH7XIaKgm2TsKamcD2bjluh3bNYqBt4vsYLFWGYNYf4vqTrKVpdwXITZhdDTk4HFEpdPnAvBN4YL580ePmsx3seWKJilfj6YZ9dNYtHXxBMbqn+B/uZ53sbN45//NlDrwR33njgbwfAQ/cCrSVrx9L83Eeffe6gHC4mxIHFC8fLTM8nxIsO9x5ocM+BhJFKmRdODHH8fMjb7mizZZ2FqW0qRYN2V9N1kxzkMX6Q4gcpXpjihTFekIG9Fxq0fZOXT9WIkpiHD0WkxCRJTJrEkCZ5EpWRy+yGZlFeKkUUamSiMbSkZMHm0ZSikVCwEgoWFCxB0ZGUHEW5oKmUJLUyDFciRms+E6MdYhr82p/aPHN0jK3DUCvk0bsgKTkRBSegWHBxnAKWklnyuzpxCw08V+D6MR1f0fUydaLVUTSKJjPzFe7a4/OT75/nVz6rmW5aCJGQpiFJnBJGBkEo8XyDrqsouZqibVJwbApWAdsKKTkBN24PMI2Qm7dHfO/re2gVIWWSPexiJQxkyoogThRRrEkTjaEKRLFJxzW5OGviBxrP17iBxvMVXpA9YJ6fFYxcP/Oct7oxzVbE7HLCYifkrfs0brfM4yckxy95TK5rsW9zFoju3Cm5eDWl0U3pHntOSuKPnr/cfjoKvWPfDGz+vwb4b/zB5/j008NOVZ18dyk5LGqVhLPTBpeXQvZvVqwfsXjxlORjX0r4++9scONel20bilSKkkohZXyki5QJ5aJJs2PQ6Sm6rqLn64GPuW/19IMsk/fDhCASeCF4ocCNTLw444thkhKnWfUgxzeKvJCTVyttJ8XWKbaOsTRYGmwzxbEEjikpOJKCrTOAFwXVUsJQOWK46jM21GVibJnf+nLCHz6yhvVVxUgpoVxUlAqKYgEKTjancG454fychW1m9lvoO/0EXqDZPJ4wPuLR9kxcL82juKTZ0ZQcm1Khyve+foELc1f57S+uQ0tNSkKcxERJShjl5fZA4fqSni0peBrHMnCsmFYnwjRjLB1hGDGGEaNljFoF8EybF3m1UxInkihWhKHGDxV+qPGD/POgbzUWObAzULs+eH5C143pujGtXkKzkzLXltR7Fk++Knj1dEzDddm6vsuPvj2m2x7hheMObbfDdTs62GaZE1MJL730injnA813v/W+9edvf+4T7k13/OC3FuA7xm2z0Zr/2SOnln/WbSsppc3IUIJhBezb3kKmYySpzUunCvzmFwS37G1z+95Flt2UThiwd2OH0WqJxUaJhbqdtVb1FJ2exPUMen46ALkfZPw5+8jA6xzkMlYYC6JEEKf9yl1fWclVE0EuC4KhMs3cNLLqpW1JbFPiWArHVpQcSamQUinGVEsRQ2WfkVqPDWuWefGMz588MUHNtlhTSigXRAZuR1K0E4p2RKng8+JpOHyqwLbRLHr3k8wkEbi+4uadKds3uLx0rErPT3G9mK6rc5AbFGwHx67yXa+rc/jMAi+cHIdUkSRxrk+nRGGal9CzxLXgpTi2wjYTLNPAMmMsnaCNGEP1pdRcThUpgpQ0j+AZwEXmV4kkQaDw85/t96N1IPACgR+w0kThxXS9eNAKeLUluNoWRInHrs0eY5UE0pQ33Bly+06DKBjhpRM2Tx7xEbaLU1I0moJtG1Jk4kmvs/h/P3lwramNtb8EBN8ygKdpR3qe+wuf/dQn/0ninjfHa5KuL5legOESPHlEs21di4kxk21tzbkZm68/b/LskYC2l1Aph1y31WXfxh737u+ye3OR+eUSS02bds/MorkncX2ZL3Kav3L6EiZ5Rw4EUVZ6jpLMb5IO1JM8iotc41VZAcTUIveRZ9U/y1TYlsKxBAVHUHJSyoWYSjGiWvIZrrhMjDZ44bTLL3xiDdMzVbaMJFQLUHYURUdRtKFoxzh2iGl4tLwUJRWGSpFyJaOLk8x0FUYmZSekFyX0/H6lMKbTk7QcRaFjYVslNo2H/OsfavGvfk/y/Mk1pCiSNCGOE6I4IogSgn6EtSSOr7BNiWWm2bRbnWAYmeav81qBUrlXJQ8DKZm6E8WCKBb4QZ/jiwEF8QJWAk2Q4PkxPT/J6RUstAWzLahVu3znvS32bwzYvyXNbM49i6JVZLFR5sxlm5mlkIm1HXZsCPF8hw1rEhabAt8XtM9dNTcGE//X+9//JmOx0fsXo7XCX7mc/1cGeJrWSVP/ly6eeuQfHTl9yV5cFjTdhL2bUiQlLs46LDQTFhYi1o8phiqSHQJGWjGLTUVCSnMJHpyt8BUj4LNPdfiue1vcs9dj00SFhYZDwTbpehrXU4Mt0Q/7nC+L7G4Q469KTLOS/KrCjuhH8MxzopXItGGdVfyyl8K2spEMjpVStBNKhZhyIaRSChgqu0yMNnnhVI9/9fERTk8PsXEoU1hKjqRYkFn0dlIKdkzBDgnjgD/4WgmpFIZMUWJFJkzSDOBRbPB9b2zw8MsBncCilwO86yo6XUXL0timhWWU2bk+4hf/3jL/8uOC546tIUklcZIQxQlhlBDmXTu+rfB8hWUJbCMbMWEZEqOvies0A3i/ICZA9Pl3yqCH1Q8kbpD1srp529u1u2iK6yf0/JS2J5htSbTt8fbX1fnAPT22rDHQskjPdeh5Jp5ncvmKyVJLUW/BaFVzYG2RkXKRxbrmwhXBYqfDdVs8HFvTaJ+xv/DVp/7xd77lPjEz3/65yTV/tSLQXxngz7x0EdLkttNHn3Mcy2fn+iLHLibMOD3uv7HD5rUllpoGfmjmZV9BuWBQLSnGajEdN84Skh7UuxaXZ0x+6Q+KPHDjMv/iQ0tMjFaxzQJFz8D1MrNP1maWRZOeL+i5OjMAGdniB2FClHtO+le/gqdWGaoy34nEMGTm3zAFtpXNPClYMUUnA3e5GFAtu4xWW7x4qscv/O4Qxy+NMFkTDBdXURNbU7Qz/4pjRzhWNjJ5drmGoQRKJrk0t5JkxrEkihRraylRFNIO7RxI2Zbf8SROT2GbBqZhY+gKuyYjfvGHF/n534EXTozlfDkzlIVRnEfyBN9KsAKJZ2b+lGy3AkNnFE3lhR+Z6+LQt9VCFGf9nK4vsrzAi3G9OMuHgn77W4ofpbg+dHzBfFcizB4//8E5HrhBEvhDLDeLNFo2ra6m05O0e5JWN6XTy34eArpdgyBKWW4lXG6k3H+ToFoscey8iVQtFntPOem9E7elfe/F3xTAH//6QxSVKDz33J+ZV67GHDqbct2ODu+8J6JoS0aHO4wOteh6NmlqEAQGPVfT7Bq0uop216Dtarq9hJ6XJScT3YSpRZuvHRxl/5bL/OS7lzF0RNe1cH0DPzDwQ0WQA73nKdrdbAyClDor3uiYOE6vKctLCVKKnJ7IHNzZyzRyc5WZYFsphZw/F5yQciGgWnQZqbV4+azHv/xYjaOXRpmoKkaLCRVHULIlBVtRcASOnT0cWak/4IWTgq5nYityMGUcvC/uZFxXU7QVt+/t8OLxMr0woymuH9NzFR1LYZkK0zAxdIJWVXavT/jlH13gZ34Tnjs5RphIwiTJ+i/jLBfxwzSnKMlgl+r/zln5Pku4lWTF1gD5nBXwA3JTVTQYs+HmTcp+mM1W9EJBN5Q0PEGzHfBT753njTdoFupjTF8t0Whr2q6g6wq6vYSuG9LuxbR7GU/v+uBFKREpXT8hFSlPHjV51Qm4cVuT67amHDkX8Cefe9B80wPvLTz6tUd7D7zhgb9+gLeWL1Aemqh+8Ytf+q9zS8HrJoZd9M4Cxy/CzBWfViDoRjV6fszkcI/33ttAC81YRTM57rDYKFBvmbR7mq4r6XmKnqdxvewMyqdORjz8vMXbbl9k89qYomMRRSZBpAlDnSkHoabnGTRaFmrRIowUSZKZmZIks1QNnIJ5l47q0xOdRTLTANNIsM2s/9IxYwpOTNEOKTo+lZJLrdTm1XM+//JjNQ5PjTFe1YwWEioOFG1B0VEUHEVhEL1jbCuiVPB48rBJs2VTq62UybNImSWZcSwIY8XYsOL113d58mCCGwi8IFkFcoltSGxDY2gTrR2kTNi9PuXDP7rAz/xmynOnxwgTTRgnWaIdpQRhFsmtQGKZMs81JIaWaJ097Fqt2IT7eUp/dwlC8IKYRjviynJCvZv1dPqRwI/Aj8GPU7w4QYYBu9c3eMsdHbruGl4+WWaxoel6WdKc/R4JHS9luQPzrZRiJWB4OGBYebznnoCxmqbrmgShiesa2LrAwROauUbATcP+62ZnzvzOzXd+x4+fPD3V3L1z018vwC9Nz2FeXfqZ85fOfzAOlrlST9m3dZn1a4aYXShxaU5gdBJUkjBzucAv/m7KYjvg7utb/JMPLDK5xmbtcDbSodXNutz9UBJHEqlSrt/b4GqjxX/9U4utEyl339Sh4giiUGdZfqwzGSs1SGSJOB0iSbMBOIYhB76KlcidlamVIk8uUwydYhlpBnArwc5NVgUnpGj7lAoeQ5UWh874/OxvjvDqhTWMVQ3GCjGVQpqDO4/etsSxUhwrwbYiClZAlPh0AguhJEY/gg84uMjtqpIokoShQdH0MrtAYFPrg9yL6ZkqPxJFYmiNofsH0Kbs25TykR+f5//8jYTnTq0hTDR+LAjibAxGEAlsI8tNMqUowTAEhpIoLdBSovIHX0iBlCIrRMHAOitVQqwDEitG6QQ7SbCTlDRJSKNsp7r75i471vk8d0wye1WztJSgpT/o6HcDaLpQ74BPRK3c5afe2+bufSp3IA7R7hmErqLVlkzNwZXlgE7YZt9mzYWZBqXSmQ/OTB07H0Xhz/+1RvDDx2cYHlu38Uuf/439sTtFuZBw+lKZF05otqxv8p7XGdyyx2H6qs1CXdNopzQ6CfMNzZkLNj/5nxzef+8S73vdVcZHHDaOGwS5n0SIFIRPN2jxa39q8YkvDePYiomvZjJXssruKtLsBhUNzbY1CRtGYgxDZUDOt16pMs1bKTBUNgLCUCmGkWDqLGpbRoJtRhkw7RDH9qmVe1SKHV44GfFzvzXCKxfWMFrRjDoxFTullIPbsTM5sQ9ux4qxzYhyMeDkVMoTh4qYUmKoJOt2X1UX7/uxw1gRJZp7bwzZtqXL+WmH0UJ/XkuW2PU8mSeJCq2NlQRRpOzdCL/895f4+d9MePr4KF7o4McyoylRimOm2EaKZaxQMq1TDCXQKs494xm4M7Bnn2spqBQV+7albNlQx7Y7aBllvZ5prrqkYGqYnIgoWhGfeNDmU48qWt0AnfeyR3EW7ZUZoaXPe+9b5n13J5hijIPHy8wvaxptQaOdstBMuLwQEaY+77m/ybYJi9l5i+NTEacvXGFs5OX973z3D25MvOlL0t7wzQf42fPz2E5t08zFp3/VVIvvXFzuMtcyuHGnx9i8zWOHNbbT4o7dXcbHLPZssWi0bdpdTb0t+PqhmK8fLfNrnzd49niT6zZ53LbXBSRxnFX6Tk0LvvxcmSdP1ChULLSULCzlXmaZIskisylTigZUiglJCH6YYJgZvzZXJVPZK/N691/mwD2Y22PNENsOcKyAoUqXZqfHU8fgl/9onCPnRhjJwV11UkqOoGiLgVaeKS9Z55BtZgB3LJ8gjvFcGzt/yGSuga9UxUVOUyRRpDMur/1MmQjFKoAnmGaMaWgMQ6KVQkljAHAEXLdZ8Ms/3uDf/3HEc6eGudIq4xUl1TilFCUERn+3SjFDgaGTjKYpkXX+5HRFaZF/TaJMiWkKDGWhkhFKuoBlBhg6KxBlTRSZht5tpQQ64oP3u2yemOMLz5Y4e8lCyIzuCGJu2+ty/eaAG7dLTFXhyUMmXz+oqLezolC9FzNU9ShWfW7dHXPTtgKPHyozu+Rx006X6YWYU9NL71z/6kvxjTdc/4+9ztUpuzT+zQW4yRms1Lm1XT/57ouXThOnFbpdk4tzXSpWzJZRk5cOV3nmFZ/xsYDNazvctqvJ+JimXFMEryosXYbE4YmDNi8cC/nUE0He+JsVQno9A981mawKHA2mTLKoLNJBZNYqxVLZefAlR1AtKUwzS6IsAywzu5nZTcz03z6wV6yxMbYZYxkhthVQsH2GhrosNlw+/AcFvvj8KEvdGqMVyaidg9vOeHchTywdS1Kw0jyCZ9zbtgIg4LFXTRqhybDVTzD7nTWsajbIeHgQasqW5v4DPV44HdAJLSq5DOcFCaafedVNnQE8U0EMhExzfQ92rZf8yv/R5sEXXH7p42uYWa7hVjRVU1GOEpwoxY4y+2z2Ehg6HSTcWgmMWBBrgZlm1C4IBMstTZIWWWqZOFaMacQDHV3KJPPTywStYkyjyIHNHtvXhnQ8HynSvNFEMlSS2GY2Ti9ME4Qxz5mFIYIwZXLU4/47I7asTVk3rImCMpeulAmimM0TKQWzjGXEXLh4jGcL4+/u+YU/8Dx36psawdO0DZS2X7n02E+9+PIJTk47jA55vP6mkDR2WKgbbFwrKDmSK8uaq3M2p89HvHo6xHay7GWxrllTzsrjSRWCSOOFBkG8UnEctcEpp5j5zL0M3P0CTQYWY9U4tUzB6PPgTOaz+9HKSHI60gd2gmXEmEaEaUYZNTEz/7fWPZ48HPO7XynzpWfGCJIyY2XBiJ3RkkwC7OvkKn+JPHKvjt4hWvs8e6JKL9CsLaQ5GF4bwfNEM5GEkcI2FLftdomSDOBuKDJrQn8ilZ9kQNQij+KZxCfIDVIIRqqCD97XpWRd4Xe/4vLUiWGuhg6uLSlHKcUosyeY/fxDr+pk0llxJ44FSd79kOUMkjjJahB2Tun6/Z59P72SWfFIq4TlVgnbjDF1DIBKBVEimVvMGpzTNDs7dMOY5Cff65KmUHFSJoZNGu0iS8sOs4sGS01IopRz0w6nLvvs29LlwA7NlSuHWZzc9lPveutdryzVe2dH/gdGwv13AX7+wmXmLjxMoVCZOHf2wj0Lyx6TIwVmlyIeXQzYMtni3utMWp0i83XFxJii3k5odQzqHZtuN+v5W1MAu5oO+hKzPsB0UHUclNUlA81aDjpMVgM8UwWyxuAskjoWFOwU20yzBc4BbhpxHv2y6GOaEZYRYpkhtpmZoUyzxx89ovm3vz/G+cUhTNtmrS2oWTEVKwN3Me+wd6ys2mnnBaHMv5KB28rpyVI7phuYmEph9vXmfr8Y/SQuTzTjrOATRAaO4TFedWn2SrihwA8zmpI9qHEu86mMTkiVAXywK2QuynJB8c67u9y8Z5Ff/qTHHz40ynJUpGsZlCNJWac4RooVpViaPJpDmH8eGVmHVJpkvZtxogijrLBmmQLTUFnkzyuh2T3JPs++lqz8rn05NN+pkkQMvEGWWaRsJCSJoN1WXJrVNDuCeiul3gpZbMbU3YR7b2qxZa0mCovMLpiEXpNzZ0/e8/FPJRPNVvPs8uIsw6Pr/t8BPE1iROn+TUfOnvyth584QzdK2LWpzS17NFOzNj4d1o4tsGF8iIlmifllm3pb0+oqum42/DHMu9qTNPcb52PFkkGn+7UjHPqm/L4KomQ+kEdlzbRZwpQVaBwr07EdK8HKAW4NwJ1HbCPGMiLMHNi26WOZPabmI377wQJfeHqEC/M1ygWDYTulZscUrZSitRrcMge3HBSF+gqMldOdctHn889qzl5ysJVA5wmmFLDSFbkSwTOaIgkjza6N8PabO/zOV4fpFjTlMHNRWkFOr1SC1nKlDW0AcmNlZ0gyw9T6EcnPfajH/s2z/OaXq1y4WmUpKtAzFaUYilrg6DQ3mmVRPdJZUhjH2cD/KJ9vGEZZcc00RK7CCJTOE/j+A6yyRpLBQ3fNLpU9yNm4jn6frJEl2VE2BLTnJbS7MY1OwtVmynw3RVltem7EoRNVLsyljA532TGRIvyT3Lpn329t3XrPW7rd1n+Xqvw3AR6EMYaWnD310uSlqSNbz0w3Edg8vqjo+CFvv32ORiPhH/xamftv6PG2W7tct8Om0SrR7Fi0upmV0w0kYZR1Z0dxtpD9huGss3ulAba/lffHOcg8s1eSQSOtkUccy1ythmSJYxbBM2BbZoxphJhGRkcsK8AyXLpxwEc/Y/G7D44wu1wl0QWGK5IhM6VsJhStlIJFTkMyI5a1mpqYaU5N8lkkZla99MOAszMW3cCiZuUgyPX4vkyYt8wMij1RLAlDTbmo2TwZoCyPTlDCNQVOXjXMaFac//5qsKtJoQbrNXhocjfgSMXlx97p8u575/ndB9v81udGWO6V6GmboikpaUFB56PuNFkyms+PCaKEIM6+5od5sSjX0LXKPw7uTT/HEIMA1W9kziqj+dTefBhoHKeZtaDf4+mltHop9V7Kci9hdNTjQ29p8MANHl9/uUDbrfPD3wHdXikv8i1y8vTRrW5oTd5y04GpMIgwTP1XA3i7OY/jlEaVtj8zdfGIsWNzwo4Jj3bXZGbe4dUTDguNBOGnfPbrCQ8d7PKee1q8/voO46M2E2M2XmDR7Zl0XD0otQehzA1SgjCSxDHXUJVrIrnkmgRTazJOnXfBWzkNySJ3n4b0uXaIZQQU7ADL9Gh7Ac8fEfzR1yp87ulhvKiIaZkMG4KKmVAy0wzcZgbuQg5uexC9RU6DMh6bRe4I08gqnxfnUp56uUAQGljF9C8kmP0rGUS3DJBBqDAMzetv7vAnj3Y5PVPEswV+KPCMFDMCI0wwggSl5EDOk0KuKrWTuwJXdoaCrVlTdfnp73LZtf4Kf/S1EgdPVVnqlehpk4IhKRkqA3qUAz1OMfvNJkaCpQWGkedFqyqhfQqZde1nD/E1oymSbBeIo34Bqq/Pp7iBoONBx09xQ0hVRKno8p47urz/7pBqochya5QDW0zma5qDxySzizENN2brpOT83KvG1u23f2a53r6+2+0s/pUj+PBQVV68ePbWZ555srLcFChlcvKSz/q1dW7eb3BjWGD6qs35mZTZxYjLi2U++WCR33/I57qtHe7a02bXhhbbJjSbTZN216bVtfLZJpn7LQxFZnONV6ZNrba5ZlOn0lUAz5Ic04hzyS9ZFbGj7GPOsx3bxzR82r2QZ4/D7z1U4pFDVRqtErJgUXYUVSOlZCYUjVwRMa6N3I4lsU2FbWbKzWDXsHJqkvNvpX3OzMBsy84KK3mzb/93ENcAMfOr90EeJZIg0KwpC7avdzk6HdENDUpRVlX0g1zDV3EGrgHIskSQVbRgNcCjJJuea1sGH3h9jzfd0uSxV7v8/kMlXjpVYblbpOdbOJakqBVFnWaKi06xwnTA0bPiGCtl/kHxSuQa/2pOm89cSbOoHUbk+QR0fGi4grabYtghmyc97tjocvdej/2bJJIizfYoh88Usna3mYTphYCIHuMjIXs2mwgcIOWF55+oxPE9t27esu2r/DeGB/03AX55Zs5qd5PfePnopeL4kEeKotWxefSFApbT4bY9ddZPFHCsKqZhUrJD6m1YbDscO+PwxMGIdWtd7r+xwxtvajFU6LB5nUG3V6TZsXH9zLAfhIowXpXg0Kcp/YrkShLT74TPonhm4jd1lHPtENsKKRd8tPapd0K+9orkK88W+OJTVRY6JZRlYZc1JQ1lnY1ZcAxy2gG2IQaND5mfI+fdpsg5fp8W9aN3hG2GpGnIY4csLs05jAwJjFwvziLta86KSft8WeTj1BSub7BxjeD1B3p84fmAbmjghiIr1Aza9/prEGeJZl9fF/JagPd/bv6zw1gThgaO4/H+ez3ecHOdP3u6y4PPFnnySJmFdpGOtCjYiqIpKChy6rIK4HklOFNQVqqz1xSx8hwr7g8MilP8EHqBZKknaPkxmya6bFzncv9NHq8/kLBx1GCxMcxy02GpabHUNFhYlpy5HLDQdVk37nLrHomjHE5NS5puQpykrBu7VHSs+Dea9bndgPtXAvgjT53EdXsEYYtaOWWuDtVywg1bbc7PDPPwcz5b1wfs3ZCyZsjAMiXVcsRoN2Gyl9ByNfPNCn/+RIkvPROwdqTDe+9q867X9di2wWGhXqTnZa1Q2ZxuOdCJBzQlL02rXHNVOpOkMk66ErEdK6BY8PHDgHNzKZfmBJ9+tMRXXq6w0CghDQu7rChoQUmnFHUmKdoGKx/N3FloZh4OKwe4lUfvATUxkpVE1owo2AHnryQcvWiBYWDIlVENK/NIViDen0XSV1IyNUXhhwb7NvvsmexyaraAawkKUaaoGP2KrEpWUQS1YuJixXG3woFl3oKWFZTCyMDzLRzb5/vf5PH22xo88nKHT329wKW5AqeulFjs2BiOxjYkBQMcnWKrFFP1QZ4OjFor81ZWOvSTPJkMIvAiQdOXLDRTqtUO3/3GBu++02NtzUSJAq1uiYMnbFq9vglP0O6mtDoRKSl3XifZNVFkseFw+HJMkLhYJlxpaJrtJn7rFCL8bw8M+ksB/vyrV4UfuD/19Uc+NrJrfcqpKQcvCtm92efGHQm7NzlcvGLjBjZJAmNDMZWioOdrOr2sN6/TixmvxSy3BfNNi0szNv/u0yWOXF7iQ/e3uXGrj+cX6bgWQaiJ4+zksBQx0HiFTAcdKErFueaaTVEtOSGmERCnAQuNmM8/ozg3a/DkwSKzjSLnrxSRtoldUhQ0FPvzw1cpCFYf2BqsAcD7HT4q/xo5sLPobefR2zIiTB3iOD4XF+HkVAFDakyZ5knYCs3q70grhZ48iqdi0CYWRQZ7NrpsH+tx7EJEr2BQDLP3ZkZZNFSDrpych0uJyDUayLw4/WleAwqUW3PDSGFGGj8w8EyLouXzPQ/43LW3w5VWh8cONrgwY/PwK2VmGw7tnoWhNbYtsRVYeRXZ7INcrFCw/oObcW+BGwmafnY0yq17lvme+zu89TZJFA0xt1RmoW6z1DJodSTtXpqdH+RmVtogTLBMQbtu89Sc4MJcSt2N2bkxZc/alFpJcH7GYPj40ZHv/d4f+Kk0vfQRITam/1MAn77wFZIk/qBOl4qnZ2FsKKRoR3SDLtN1j/VDNm/aaOEHJn6oSBKBH2bOwK6n6LqSTs+g2dXUWjG1UshQKeFKw+KLT67l+WM2//xD87zjthDDKOAHBnGs8iE+/Yw8q5hpmVlhlcroiGOHRGnI1GzK8SnB116yOD5tc+JigbZv44cWyjAo1wS2AkflvFKBpVZzS/JRZwxGnmVRPKuOmqbMeLeRKzb9YpHZL6Fn9CRJAubrEj+1skaK1dFbXsvBV6hEphH3+yAzudBAoBkdCpDKy3i4Fjg5RTEi0GG/K0es2HARq7wuctCPei3As6JSmCe0QWjg+ibtnsNIJWRizOe6jSF+2OT7p1qcmDZ45KUCRy8WuTDj0I5NtK0HcxxN2R8Nl/W8itwpFKeCIAE3gjR2edcd8/zMd3cZq1S4ulTj6nKR+brJYkOy3Eppd0I6bkzPS7OOJj/FjwRRCr2zMUEcMT7iMTHRpVCQnJ8tUrADtkzCmQvLxUe+/uwHlVYf+Z+K4M8/+yhR2FTNxYPC9UyW2uD6PpvXBlxeMviTr9kMVRN2bgy5e1+Tu/YEBKEJGFha43oWPc+k1TNZaphcXdbM2hKtAkwVo6Tk1OwQv/+Qx21759k4GuH6JkkOcCHA1FkpWMmYIMzGSQgRc35O8CePWriRxasnC5yfcVjs2fixiTYUlpE1/jqKbGvNI46Rm63MXGY0tBiA3MztpFm0zoCdtbFlfvG+89A0+0ltlCe2IY6d7R5fe65Eq2MxVBEZlXpNBH/tlaa5JjzgyxLP14wMKd50u8fDB12mW0VcQ+JFIldSssiZuSP7UTxGCJXLdCKnPzIbWzfg4QmRFoSxJFQKHcUYSqN1VnX0/Bit7SxhNkJu2xVwy46Id97V5OxMi8OnNG6k+cNHi0zNWyAN2p5BGmpEP8vU2TaV1TpiEj9k+3iDH3xLiy3jFU5PD3Nlocj8ssGVJcHcYsjVesxSC1oudIOUdgDaTFAiJIpCbt/rcce+mD0bYkYr8NyxArMLsHEsq4O0OpKvPjElXnfz9eqhhx+N3vymB/7HAJ4kIFTlo488l17nBm3u2iO4PO9wcWaIVidlsgwdN+X5QwkvHC3zX6wQL4jYs9nlvfe08bwenqco24Lrtws2dKq8dGKYMDQwtECphLqb8uzLBR57UfE939nF0h5pIhESWj3BweOKeltQcFJeOmXy58+W8GKNH5rMzdukUhNiIoXCtgVVnW2f1oAvpjkXXmk01or8oxiA3NAil8JycBsqB7fANsilyBW9PVNv8sTWDFEq4PFXFF94voQyNVb+/5JipU3tL4vgfS084+Eym3Xim7zjDpcvPtvmDx+r0ItsSjkPN/OWM51HciWSgUQnhcx3vhzoaUKSyLx7KANEGCeEKkFHKi8cJfgD2pcdrWjoOPeWhDhmxA2bQ27cEiKVz7vu8giihDCBLz1jc/CUiWMLljqaw8ct2j2JFoI0STCIeMNtDe46EHL1SoHpuRJzSyatrmBmIeDgOZ+2F7Bve8Ckk7cdBhHvucdl78aUnmfhGCZalmh2HK7Oa0ZLClPActNnalGyc6PH9qp/3ehw+aPANzwy4i8AfH6pzdhwqfxbv/9nO7Xy1JqKxcyCQbsnWTcq2bMpq0q1ujCzEDG7KFnuGkS+4MUjVZ4/khDHGY8arkTcvT9gyEkxRETBMSkWFJvWRbzldVepVK5wYkryEx+ukqbZxCWpFI2e4uBRm3bbQGpFgMZLDRAKrTI92sjphqXIAC2zl1YroNbXaOhixRcuV/dl9tvXBIahMPM2NlOT6b9G3+yUlcxNI8YwYwwjwtIhaRowu2QS+DZWRWbvQaQrMpoQK1XMweDLFTlvoInHGU3xQ021pFg/EmAKj15k4UYCW2eHSRlRSqggUH3Dk8hHQABCDqhKNgqCvHczJU4EOpIZwFWetKsEpXS246hMmVLqWkqYJfMZ6EfKEVpHKBnxj94Xk9JBGDHNtuDgMUW7l5XvhcwMdOdnNT/24SpFy2G0kFmHhZCsGxNsXB9SK3e4e7/HcDnFDwzCWENSI4w0qTKpN20uXzWZWRC0uglxDNVSynBVMzkCS8sGjuGp9WPtnbuue1c5CVttaVT+2wC/Or/E0lLjI+enLtx3esZjtOKxZV3I9o0hezcFhLEmCLNJSo7lIFJJtZh1tmdVyjxRTAVgc3kaOiXJhnHNSBWqpYTxkYi9WyLWbQr46f9i89mHhgiwENpECDUwcytbokQ2W6+cz9YzZa4JvxbQMh34VQZZ/uppqXJlNkpfy9W638qVt3UZmU3UzF2J1mqraQ5yM5clDR1hWSGXlxI++XARtIkhM/4tvwH/Xp2IsSqCZyX7nIcnijhWBKHB977J5c+edDkxX6IbGxRigRWtKBkDqS4Hd1+tEfSnevVHQfQ9L337sFjpqpdq4C8fAD43UfUNVIM5jioeJPlKrvxd+jElHfPGm7OHQKoYqUMiEfCxTyk+89AIaycK3DAZsKYmKRcVa0c0m0YqDFUKXJlPmJtf6XSK8hMogkDS7inOziQcm3JpeglRFJNEMfs2RYwMm2xZ51NzelydPXXfxs3TH0mS6B/8dyP4F7/yMAhhhv48+7cIZFLh5RNQcDqcuJjQ6Cp6oYQ0wSbCsgwKjlrZdgfLmycjpqBcyCZDjVYjhisB4yM9aiWXR582ePxgBc+qIA0LrVSeqefn5cgUQyb5hNQMxFquVDUHYF7V6KDEqpHBg2rbSjm5b9zKihYrAM9AnvPy3FNuGOlKFM9198y4lWnuUgZcuipYbNkIrbFk9hBeK6GtUlFYAXnfdLVSYs+LM7EiiAyGyz4bx11OXfVxY40bgZVPBDBWS3Vy5bgSIZJrJMN+FI8T0Em2c0m18v5U/99KVoF+Vc1B9qN8ugrYmZq1Ml8lyYGdoGWM1jGGDnEsj7tvCnn93R2eOVJmelkQJzFekPWPdnqaUtHCMrN7uBIAVmohSgq2r/fZtdUlIiEMBJ2uZG1N4RiaYxcKzCY9euEcpfKDZpL8xXrPXwB4WZ9DScGphksc+3zwvg537i9wZrrC5XkJIaRu5kV2yoLhaialKbkihfULNIbKImHRSSgXsoHya4Z61MpNpha6/Nrnqhw9N4JdtilqQVHnHHoVxVhNM1Qf4H1AqxVPxEpEWykhr46i/aJIv/qm1IqvwlCvBfdqUGdb94Ce5Pq7ZQREhDz4rMP8soNRVtn7liv+9UHkfm2SmQrSwfD5VUWZPIp7fjbB9q13dnn2iEc7cuhpiRPnZXuVy4UxqKhfK0iukSRXS4Z9o1M0aH5OVyJ+7pfpd9jLa9yBr/lcrgZ7PqV3UIDry7cZfQsjg/2b2/zj9zW4vGgzszSEF0rW+gldL6TZinGcLJnXWgzO+OyX/KXM5NrhmsmIUcUSKd1YkASCF44KTs9GSCPivfd4KJHy0LOXV42i+0sA/qkvfgmpnbuaM0/eXFJNikU4ORWjzA7jox32bTOot4q0Otnx2FKSNxckK9Ggv0gyReusa6ZgRQxXfIYqHaDLU8cTfv0LQxy+MEy1YlOzUgpGpk8beZL2DaNzn3Io8Q3/vuKNEK+JnisIW30mj8o7WIx8rMIKuFc1B+Qc3MinQ2kj46GGETDfSjh0zgG1Qk/6tgLxDTTwgZuQ1RRlxSTVTzaz0WkGB7YFDFddWo0ibmzjxwIrBiMGHaUDR1/WZSMzkK8CymBMRZ7MZuuTAnKwIoOAJNJ8AP6KNWLF773y+UpkX0VtZILSmZVA59bkIMxk3xs29/jVf3CVj37B5/EjQyx3bIaKgtFSStGKsAxW9a2KQXBUArQhmV3Mdl3Xh6YbU+8GrB3x2L5ZoA2LuUaZkUKCadg3f+97b77rfW///DM79rz7GwN878YuSgdvO9YIbtgwGuEGRU5dLHKlnlItdykWQvZvXuT+GzRBaBPFWTQYnKwg8qqjzJoNLCM7Kdi2fE5fTjh6POHJIzYPv1Tl7GyF0aJkqJQMhrUPTPhK5At6rRd8AGgpkGq1V3zFcZhFaPENVYu+CUAMBgGJvIGCwda/ur3NyG2qRp5smbkOb+oQKUK+/LTFs8dKSEsPAK7FtfKgHGjU4i+hKGJFTckLPnGicD2T2/e6vP3uDr/95RJBZNJVEltmakrYp2lRzqllgpISGeUj2USSU5XM45PkD11mIF+l5AxALnLasmpHHPD91d5vNQD2aqBn1eX8AAMjxjSyUR/lgsEdu7qs/cE2D73c46kjRS5eLXBsuoA2JJZWWaKvsrVTgx0FdP7AhrHAjRJef3OTN20SlG2TSsFkbslgdkFwejGkMprc8Oxh/21hFD/zDSO425nBdkpvOvLyIx86dbHNpnU+JSdlR1eTxAbz9QpnZmKOXLzCgd0LrBvWuL4aVBv7i9o/BvvQWc3XDlrEqcA0TQ6dtZmec2j3bHSq2T6aUjLjvCk2O5/S0H2NN2t8XQH3SlFjdXNs//NrAJ7z8P4YhH6UjOIVP7pgFRfXfY8Fg8ZknSsKA5Dn/FvnyaWhQwJCPv14mTg1UVJh59x1wPlXGZFWIvjqJFPks7jFijc8L/hkVU2FxOAD9/f4gwd9mkmEG1t4scCMU4xY5FE8m8k4oCo5XVmhR3LwEJH012PFh5+kKzlTf2db2eF4zYiJVUDvP2D53/s9sNmaZQ5PL9C4nkG7ZzFc8vnQ/R7vvKPL1NUOh88aaCslSiSPHHR45ayBbQhkkitPaRY8RQw9HybHuly/LSTxJzh0osB8IyVNAxpeimnBgaEFGvXkQ2950xueOH1u5uGd2yavBfhyI6IY+NsOnQ63PnowwDENuj5sXttm/w5NN5GUKgnPnLD48f+4jkoxiwysikp9OqAULLc1V+sagcTWoJFYUjBZTimacV4mz6Yu9c+T0Urkczv6isfKTJPVoF4N7gGNUSvb62rjfRyL3OOcHcORnUf/WhvuytF7+rURvC+T5dxb6xDLDDh0TnL2ikOqTAwps/7RPghWqxqrNfBVJyoMaEpybddLBnJFnGiCyGDL2pA9W3s8f7pAoA3cRGDnINcx6JyHRzJd+ShBxvk6JP3BPtmfSZoShvm4tygZODj7+YmSq5tM5Co62Hcxsup7+tRlJdprleYzWLL1swwDyzVpdW0cq0jJCdkxEbJrXYRhRCAS3nC9S6Pj5SyAFS6dr1uSQK0YstTRPHukiVPsUEJzyy6XzWsMup4k8kOGR7pbDRluK1jRw38hgnc6deLYJU56bFqb4GiTwDdZajh88fGEdi/MDlNNNDqVeM3X5E35G+o7SYoCdgzlW43sc+tkVaEl06AHja8y6+zW/agsXzvO4NrezIEkmEeRge6t0oEDUZCNInN9SbuXNVskcTqgC+IakPcPpFoZUql1jNbJKnBnETxJQz77mMPysoM0jUFivDIS7VoVhdcWeljxo2SNuWJVsinzuYWZXDg6JHn//R0OnS0TxA5uLhn2o3gUp0QqJYrztYnTPJlMUfkRgakUA4dmkmTe7K6bjaaO8zF3fdo2ALSSKBmv7JIDgPd3S5E9yKvss1m0T7O8Jg8W/TzG0MZgN+zvjkpmp25omc15FP1jVb7RlaQMOzFvuzUijASNtkmzU+LcJYUfucRRjFnpsrRUJwhWzIUDgH/1K19BK8nUXJMt4xFrahGW1vQ8k6UmLDVNmp0EL0hJ8+lR6TVJay4QpiuJVP8h7PO7/sKs+IpXGehXfd6fzdFvh1rRsa+NGiujIVa9dF/DzSIYQKeXTcLKToDIZ3WvTmgGWy6DbXYF5Mk1EbxgBZy4BJ/5WglfGgNp01glv0n5Gg38NfdqpZKZNfn2iz1JXuyJc4oSRhorNnj/Gzx+76s9Dl8s4CuNFwus10TxSGbg1hJilfPuZOW8+tVSac+FxUZCx0sQpIPg0W/01lKg9YprUa+igEqJQZ6zQg+vzYcGNHMwk0austquzEUcHHyVj3C+Zn1eEz37A5M8H+ptWG7BUjPBCyK0ZTJUSrGnL3DpcgeIrwV4mp4Bthd++Vd/fXO9NUscGlQLCWuG2lQrCfu3C+aWSlyac6i3BGGUVaoGfHLwJvKey8H2u/I9rNq2Vy+O7kdlJa6JzH1Ay1ULskJBrgW3odMciP0O+ghTZ6McLNNnas5g6VSNVtvAtrLmWZ2uNFX0QS7Vqk7xPgdXWQHDUBGGitBGwLkrio5vgzIxpbiWnqySKsWApvzFsHStkrJy1PaKN0VlU7wig6IRsH2dx+GzPlFi0osNnFgQxilGkkXxWKX5v8sbupN8sD3p4KhyM2/mUDrh8CWfi/OZLbZoZM5KI0/0V3u/+z2geuBeXOHp/TxDrt5xV0X6flFt9c6brUs6aLPLOoAEyarzO1dbpld/DKOUejvm0kLAfCNgrBaSpooNZcloOaJod1m/cf3mnW/4h4W73/w9vVv2bsgA7rWuYpeab3zdLeWfeflol5mFiPVrfM5eTjh6UXJge0wUaQqmTXGNHBzbd000yrlSxinzmxXzF5qKYaX4shrQ/ai8GtDXgC//+0r0TgaReqBT66zDxrZCqiWPKHZ5+KDgC08P02nGrBsCKbKexlSrazT7lQpouupnr3jPsxPZAurdmP/yp1WWPQtpayx5LT1ZXeS5Via8ds36AWHF1iqJ02TQpNCnKWFkUC4q/uF7Ojx2qMxy4OCrbEybnYM7khAlWSTvAz3bGdLBKDsls5pErZywd4vHnu2LfO5ZwUMvjpC0LIYKgqKZ4uiV4wf7QF9RU669d/1dWawqqr2WXg7A3//ewe6e5skuxDEkSZLvZH0xIFuo1ZE8SbL7v2kyYcO6kBt3eBw5bxNGCfu2udRbLjONW3/Ge+bEM1HU+7NBBH/2hbMYpsHszBW2jikqWzSuV6TVNanZkuPnBLUy7N6UMlbz0bp//MVfvFH9AephlB3UGsaCKD+wtf+mxSoAr4B6FbAHasSKri76/g65osNqnUt4RoKpo2wchBVQLri0PY/PP635d384QRKW2bUuyRtg8wbnfs4wKMyk1/zcfnna0NHAf26aAZ9+xOT4hQJICyUzn/S1lcVVevxrk0xWDscaBIZkpUE3ifvFnhU9PIo1UWSyb0uPd97d5hMPFQgNE1epPNnMgJhFcVZFcHFNJOwX3jKgKu7YbXLb7iVGHI/PPDXKbKtEyVGUjKwZxNJ95+UqB2M+42X1AywHieFqFWt1Q/Kq3s1VrXVxkhJHaXbsTN6QHMWs7EKvocBSZO9/tCrZXDKplS2Wl2DITmi5MU8fMTHwqYzOYVtHCIJghaKcuFxAa5PleYu5ZYEbCAwj4ZbdPcZr2dR/y4ypFH2KjodpRFmCMDj+IttSk1gSJVn3iB+YWVe9p/HDzI/cP5UY8kYG0T+3MgN1v6ImBqXnlYNbhUgH4FcDj3iSS1JZ6bzoeJQKPQ6ejvnVz1R47uQoblBi03CCpVe6zwe5Af1xBznXV6uqd/0kU2XR27ECGu2YP3+iyFLLAdvElgJrQE9WabhipdAjV4FcvAbcSZ+DD2yzOQdf5RHvJ5u1kuI77uvyxedclns2npL4MdhxFr37ox7inO70H5rVEbAPMD+UzC0VmVwT8U8/0OSeA9P86qeHePHUMB3LpmRJijqloDMj20pVeWUnFa/ZoQaFolV1ALWKqvW77vtNyWGcHUHT9QWNnqQXiex8paQf2ZOc3ma/gZKZpaK4CKdmU2xDEMewZjjkpt0JhpZYQrJpk2DvLvC8nINfOH+eWm1o0wsvvfiTUWOWu6+PmVm06PkJMS6FUpvFRsKnHrEzD5QBUslB2WLAu9OEMEhYNxbx5lsDLKlYM2oTBEXaXQs/VMSxGCQTg1a0vBKnBlF7ZXfoczUG2/wKwFW/aqYjTCOg6Hh0XJ9/+0cGX35xmIMnx6gULdaVE0pmgqnFqgUX1ygo/XK07tMTuYqiDFrjAo5fEpy55JAIC60kTm76Wu2RGSRjfXBfQ0/6WsZf1MH7kWvQoBCrgR4eRpokNdi1wWPruMvymSJBkh285SRgximREoMRHFEfKPkMmj4fHwy4DyU9z2ChXmS0lvKuO5usH1nkqy91+OgXx6h3S3Qtg4IWOCp7iI0+D+8DmxU5b9A/u2oSwsru3N+J0wE9iRPwowzY3TimWOhRKgS8+TaX9aMxQZg3oPf1+xxtUmUj50yV8oUnHa7WTUaVhiSl1VJcuGow21pizdobfnLnnttevXjhwpRu9yIS6Y67fvymyzOLtHw4ejEr2hw8a+JYw8RRyvkZnf2Pct/xisyVce4kSQmTFMtKefhgZlh/191tPnhvA0OX6XkGSSLzSHJtNFYiGcy6k+Law5FWHmIxOBWsb/DRKsKxAxzbpdEN+cVPlvnEg6N4aYVaxWDUSShbKU7euKD1qqRHrvD7QWVuAOpV0Vtl2rfWIQ++UODsUgEMA0uuuvFqJTdYSTLFX3QTitdUEftuvxx8SSxW9WiuyIVhrPF8k00jPm+5vctLp0oksYWnLII4kwijJM0jeZ5s5jNIkjwHimNy6ijyk5I1pjapqyJxLLh+a5vrt/VYU5vhF353hKV2mcBy6JgKU8rcSJbRuZXHVV5TDZV54NKCgWW4PxtGraJqcQodX9JOIj74wALvvdMnCE0mR6FgGnk1N3NZ9iXUlT7dBETK+mGFH8UUrBBLRQAMTxWYvVrHNOI3mao7bpvBlC4Xs8HvI5UYpTTDFZM3HBAs1A2anWxhUgPGdmYacr8KlkWbdDAKuL8tRgkEvkHPFRw7q+nd3qBkh0iR5JF7ZXhj1h2el8Fz/7HII3jmKsuaALKjurPoL8nb2FSmkDS7IX/8dZM/eWKM544NEaoiQ5ZixE6omCkFK8U2V3zfK9LkSgKl8g6ZfrHHWM2/dUSh4PPCacGfPVHC9W1UQWGrzBiW2Xb7Caq4NsmU2extXuOH6ftDBtw7YWC4igZ+lKyPMlKaKIoJQ03RNnj3PT4PPdflxTMOnjJwY4EVpxkXz3Xx/pyZwb2KM/BHMYQheKHE9BWGNlGqH0ygVFB87xt67Fg/z2ceb/OFp2ssdAqE2qInddb/OWgsBZHEyCghTWP6cVbkWXuqsyKRKUUG+L7TMl8bL4RyMebAJoeCHiIODC7Nynw+olh56PsNIfkO1x8vonLPebOR0uwkLLZCDB1BErPUSui4KZ1uijaUh5Yax/QJI0HHhQdu7FFxHJZbBl1P4fsyG0ITZDM6gnzeRbZwKUk/cesnNAKklEyuqdHqKByzl88o6Ze6I+IkIoxilBlx+pLi4RdM4kRkLVC5ZBRFKffd0OPOfTFaZVu2FClaxaBCjk/Dv/lYla+8WMNNSyjTZsgS1MwschdWRW/T6B9d0gf5KmqirtW9+/RH66znMgwjvvqczYnpIhgWlpI4KsmAvcon09d/s9FqK45GuYqAf2OjVU5NEoFOZObdjiSxUkRxnPVS5h3xO9eHvPmODoenSviRhatNCvmZ8tEAyP3xa7nKEif5DESRvQKBp1W+6xg51cgS02JBcfe+Hndd1+HNt7v80sdqHL9UJJQWicq6L0US4+iA2/f3eP0NPaIwzeofee4RJZKvvOBw7pINWtMJTcJEg9IYUuIYgpJKGLEMjpwssLho0D9por9jr0zG6j+YK6dXeEE2QsMPE3peynInpVyE+2+EIJIsd6Heiel2E/R/+fhDSKXpddtIFBvWwMySplNpEYQJI1WYHM0KPmFo0HFNOj2N52cLFsViEMH7fExrcKyEsVp/AlVItdQljD1OT6e0XXjhtMmfPlUhxqDRNVmaN0lROcAFpAlxHPE7D3Z52+11fu4HWmxflxDHKaemFJ9/0uG3Hqwyu1wioohtm1QNqOYTqvrgto3slDEzb2rI3IOvMVepZFBp1f0uFhVhqBDb8jk1DQ8/V6Tn2aiSwsk7ifrOxyzyfwND2MCeunoy4SrlKRHZgJwEVNKnJv2XJIwlKlboOOuI9wKDatXgzXf4fPGpHoenHHwjK/zYcYqZQBiDkTAA+srotIQoUgShwNcSHTAwTl1z4jH9qViKt93scvO2BT72YJfPPVnk7JRFFAu2T/r8zA+0eOutMbWSJgqNgXSsVEJKwIdeH9Dp1UlEwheesnjxtEWjZ3HhUplGr4BwsulmZ6cj6q0U28qKQX1lri8ZRnGa7TpBQseDrp/gxdm5PhvW+JQrUHE0awuSmQVFpZiQtp/l/LGjxFGMbnbqSClxvZBO22B2SdDqaeYbFkvNgC0TPXZtjVB4vOGmmC2TJiK1afcsOq4mCFe2lYGcYySZRbbqMjrUQdDi5LTPJx+2+PLzZS7PZ3NKUqHRSmIqQbmcNQnrXFlJ0PQii7rr8Ik/N+n5gn/2A00ay5Kf/fUhDp8pEpsOwizgGJqqARUjB7fJNXNOTFNgGDJvbBD5+LdVlU+dDF5970mmzoQkaciXn7N46ngZHBNTCZy8mdnIp1cZcpWXZpVXfTVlea0O3p8fomKIpcgqkVKgcolVqSyKR0plL53NNXF7Jnft9nnrnW2OTxeJQoueygo/VgRRLhmGcdaFH+kcJPlhuToSGOHKIFMl+yBfscr0Tz62Tcm6EY9f+NEO7319j5/99QqtuuSffn+H970+ZXl5iNn5IkFkkCZ9RSwLEmU7ZrgcoVXIz3x3iGG2mFlM+MrzDT75cI0zc0Ncqtv4EbTcCMfMEsi+2pLkilAQQceDpgeJiNi0rsebb/YgkdywNWTLuOLqUpGFenaAbpqGeN153F4dQYqumpo0lQxVYopjES1PstiUbKhlRzjXOwVePZbQ6EY8e9zj9r1N3nZrh52Tis1WVmkL4+wQqDQVeRUwK4q4vocbufzBIwa/++BaZhbLGKZJqaJwVo1zMHOPyiBhy891j2KY7wo6dnbI64d/u8TzrzrMtQukjoNQBWxDUcvBXTDzqG2mOKbIR0GsnIdpGDI7fEozMFWtpicr5qrMMWhZAccuwWceK4G0UcqgoMj6QPVKh34f2Csl6tUGMTngroPBlHmiJfMZIiJOB7JaZn/NagehkqhYoiOVNworgtAkSUzef5/H157vcPDitVHcyrf0KEozsEcQqYRICcJQECi1ikrl8w1lf4jnKi9IugJ0KxbcsKXHJ/5VneeOWCSJ4NJVm2ZjmHorS1IFfXk1zQtjSb6OWQOEqSOGCh4/8jaPt92+yO8+2OOPHxlhKXC4ctnEySfX9mctxklWqY3TFNMO2b6hx9tu63LHTkXZLtBsF1hsWDw5o/GCFGix1Eppdh3WjRaolIyM6kkRIpQgCCIWlgxavkSpmH0bYaySOfF6vkG9qXn1gsEfPmzz1Zc6vPPONnfu66KEIAwlSSLyqlmK0ilKRTz+isnZK8M8faJGFNiMVQUlI101Fiwb5zAY5bDqiD+tJFpJ9jsx+3f1eO99HR47JHjm5TKpNhHKwTI0VZ1SXgXubASbGJx/aZkydyzmI4B1f+j7asfgSjd5X/c2jYAkDXj8oMnRC0Uw+9w7HXTO96nJiuU2PwYkb6ToG8f6xY7V0XugS0f95Axk1D/8SeTATolUFsXDSBEojY40rm+xZ3PIPbd0OT5dwo3MLIoneUNElNGnsN8YkQNPqQQdCoKBS1Cu+ELg/0/df4fZdZ7nvfBv9b779EFvBAmCvVOiqGoVS7It95bEjp24JCfxiWPHOc5xTpzYjlNsx7EdW5Yjq1OFoiiKvYMFBAgQIAEQvQ9mMG331df3x7vW3huU7Lgn3+a1LnBAzmCw517Pet7nuYtIjJCGrSbFqFbOUMIYWQn4zGMOT+4r8+E7NW5YW8I0zAFJrRC/CIH2kGZcWFl3exaGEVJxfH76I31uveoSx+c0ntrnoCgykiKLCl5YbMegywk3X93nw3eENFyPFw9M8MRxm+UW9HyREVovp2xfL7F2QqHTy5CUMCeRZahbZxNURWK1nbKgJlxdTah6IY4VISsZfqhgBhKuK7ESKVTP63RaFT77mMsDuyLiNCFMM9I8XliMjGRkRabf0UljjYor4TkptpoO0gXEJeVWyEN2oQhnFaaXniOzbjLklmtMLN3mui1d6pMZl88ZqIqKp2S4WoqtCdPMInBp9NI1GV1XhpK0EYCPqnUGrYmWV2895OzljE896hHEFoqpiifOqC2FkltP5CKNAuSCTZfn3SjyYPtXvESWZ75pVAqwFwdSGUWBSCrs3/LYEkVFU1KiWCMIdUqmxg+/p8dDu7ocvWThqyr9WBLMxoQRcOe8cSUdalGjfIUuCZAP1U/q0HgiH8nKcoosJxiazsKllH3HTZr9Kk/u0QiaErPjKZ4trDsKa7tCEaUVFneFWFtPMDSDTs/CNh3uvsbnju0hH7m9LSZow+PXgHCWpiqupSPhstpROXYp4MzlgChOaQUKfiSz0JM5t2Iw5mbUvJQwsQgTC0lKUFved4y3Fg/9UufyLvqBxZsXNRxdRZJkugEsdxM6vRAQc8mqlTJTEup5PzIIM4lAFCIxD0dCykAlo1oCW0+Hj/SC/z0Cam2QxFuY7ciYhoRrQcVLqVdiglDEBz63X+fSvImkaViqlINb9NuGluUHyuHURB85XBbVW4D6ysqtjZrlq2IrmkghX3nWZP8JF2wDQ5axlXRQvUevgsde5FAOpjXqUG9Y+PbFxaYuEWvvYqFRUGplGeRIMPYUZdiLq4qSm/YUvbjJzo0R33FPh9/+goMfa/QUHSuWhppWRfBTiipezPpF2zTcBYj2Sc4nP8rAzL5YxKlyShBFTE0EvO26iLknZCwNlloJqpzRc1UcS5iUGro8YpYkD+V/hf1G7g7W1gxWWtYg/iUjJUvENKZQNkW53dxqS2zBTT3i1qt73H6NoMOudByWmzb9AGQSHCNlfhkSaYGPffC6X9q8Y9M/VGvKfDmRk/ethAo3XxUJd9B8XbzUlHjxoIaf6pAJ11WvJH6oGcXyIE8CyHu/JM1XAAN+cd7zKtIVoBbOUkVfLABoaFKeOJzh2QllN6biBmLEaAQsthR6vonqqCKOQxU9/LByM1K15UHvXdxUxkAal+Zq+SJWMLmy99YCTl/K+MLTHigWqqzi5NV7IIbIfVXUQRUf/p10bajSV1Vx6MwyMWJN44wwTAWFVRbWFcNFljTYCBY01Shv1cQlevEw0lBVjTjW+e57+nz1uS5H5kz6qkYvn4trsTTktsuiigtZm4QiJzkNWR6Z9ohKLpMhycqALiG2xhpapON5KhOliDQKaYU2zZ4gvUVJhB+meQqGKFS6XrwX5CDPwa4VSXf5oV4Z8sLJhlZzAy5TLA024KqSUrItLDMGJGJfY/9RicVWJqp+miERcc26mNNns/ettNplddvMCmN2i7gTcu6yBFlMkhQNo8R03WXduDGY7RbTgDQrRjhiNhlEgkifJFeqZgYHsAIEI9MMPTfc0fXc4VVPRV68meDaMWVXJA6XnB5zixHPHKyRaiaeIuGoicibySVvw6o9erDMW5PBm5xd8SaLBdOVB0tNC5HUkIdeNDly0kXSdQxVxlJT8eQpqnYxaixalOLscMUNK/5cVRke3FrdlK6fQJaJRUiakWYykBsfSUPetVJMU94CcFUVc/Geb7JtQ8QH72hz8os2UazTVXSsnCsextKIAVLO+1bSIaVgoF8tCFHCWUwarNozZEXNTYF0jMDgrh0Bn32qzeWOiaPJyFJCmkIUiyetGQrb6eHTc/iULsyUtIHiJxvw9iUEbgSVQJj/B6E4A4q4G/L3SM31AvnXMgMmrWgg5pCzkAtLOi+9qVGuSKgd36Xr+/h9myA2SLLcbiAVFfuq9RKuLQ4iWSoRpxDF0mDtG4QiX73nizSwQgZFAXBZQinGc4o0BLdW+AJmg+g/Sxdx2LYZ49oBJcen7HZx3Da/+HGHp1+toRsaJS3Ne+4c2OpwYmLkrU7x5hZGPrqWoetZ7nUyYpw/8BaP0bQIywg4v5Dxew+U8WUTVdWw5W/uvfXco2RwoFTlgTOWruV2y0YRjJXiWCkr7YTDZzKarQzbBEMXrlMi2GzU1mIoxxMVPBPgVjPUWEWNEiJFI1JidE3nJ7+9z1ee63JywSRQVbpxYY4pbN4EHUEa0BLkgRI/n/IUQB+cBeScP6IOufdhguZbvOP6iH/9g4v8zG9ZzCseEgpJlg6WMEGUErx1cqUWhW0YW1hMsgq6tBgNCtvlvi/R81P6QZLL64pR53B7rsgikLdWVrB0ecSGwyBVY0qGQsVUUQ+ellldVTi1oBJmULLb3L0jwjR04ph8nZ5S81JKtkI/0On2NfxAJYxlglCmH8gsNkWvFETpQNg7DI7KpwvaWw95Q9eoIi/eMoXftmMFlN0untviiVclnjxYJVJtajqCtzyo3qPgHqne+tDrRPSDea5PcbDM+ePawKlKHCz9KOLjX7e5uOQgaQamImGrKboyrN7a6FPpLZee53Wa+SZVPI0Sphs9TLvN2abL6pLJTC3DSdPcAazov5WcR11U8BH/FiVDjWRUWUZV1FxTqRFEBlP1iB/7UItf/5RFK9LpyQZmIqHFeXsyAHbuVhCnA9XRYBE1EDDIA7KUPODpqyiyjion6JrNXTu6vO/myzyyV2Eus0kysX0N4xQrhkBjEC2jjZxJvumMMmKnJ+X0hSDMWG3HLLdi/FDEnkSxiDrp+NCPUjwnoeKlLPsSF5syQSxjWTH37OjgmTpVF65Z36dW81HHywlqkuDXYkp2yoHjOn/8dZN+KhNECVEYEsUJt18TcPuOmC0zKVdvVAgCgyiRiWOJk3MWXb9EV1OQZGWkh8wf5SOgVkdGdMZIJTV0ocCxDJGpU/G62Habh1+R+Pk/mODsQpWGI1PWUwFwXRwqzWIcONqW6MpITz5ivaaPOFRpBQdGiF91LcK2fP70EZU//HKFILPQlGHvrY/03oVxp6pI3/QD1AcHXhHx7VgJJSekWurRjdu0A43FroVnFak6DHrdgqSl5mqY6IoFUt6mqApqnOYHMBU10jA0nZ/4jh7HzzX5xDdMfEWlK8vosiyYkW8xT5KlIcNPlpJBSoTMUDguIeduCcrADkRMVDJm6im/9pMdlD+8xNdfHmcudgkcmXIMdiyKjznyhBZt3BDshdlSMW1SVHmwqk8SCKKIy62AE5fENjdMJfpRyuY1Pa7bEvC2HT53bI8JIoO+b9APNOJEY7FZ49VjKobiM9OWQQH15FzM8krM8lLCZDXj2o06V6cqqgKdvszZSzrL7YyTZyRePZKyY+tlPnrXZVRZI8lUJFnia8+DFNtMlGUMI/8hD/5y2civaZ6vU8xIh+A2NLFYcayQstvlctPni7sUfufLY5ycr1N3FCrGW8Ctk1scDx+Jg8pdtCUjY6thpk8BctGW6KpoTVZbMfc/U2Y1tpB0fbCM0nNfxKLXLpY6ozNvTZUHzlh6HnNiGgmWIQJiLSNAU0JIE3qhRDeQ8sDbEVP73E5uILwuZuzxyGy9mKjECmGsosYaYWjgWhEffUebr77gstzX6SomRiyhDZwHMuS4UOUUzgOFvUTRHg0XUuJSBqZAcj4PL2jMa8Yy/s3f6zJeucRDe2tcXC7TdVTKcYZb5HFeEYEi5cu14swyUt01JW9bRRbSDdtSbrhmmft3yWSKmBvqasi33yaxc12VZrfGyXMKyy2Zs5eg0xfvW5xmBGHM+tmIjTN9qtUe6pYZlbarsm9F4dD5jJu39al7Cboe4QcSWTbO7LiCoYHnxPipzG992eW1U2U806BiKdiyzMaJlLQkWgHHzPKg1HzurReAyh2iBge8/MrT0FzbR1b67D2e8McPOnz+2TFSxaPhKtSMBC9PQbOKQKjc8viKuJGRyj280iueFoNLL3rvEMv1+fILKq8cckllC11VsZXsW2oVtaLlUq/M7tS+qf3Ks3x08ZSQ5QQyEdHnxxDEYMTkeZSgRoKuG+U3TpxI+SZSKKMEuMUVxQpqpBIpKoGioWs6t27v8YGbW3zqEYtI0+jKKnqctwERg7Gf6LNzsH4T0Ica0qKyS6hvCZoSc/y14zK/+TMd7nzO548f7PPK8SpzgYVryjhahq1mmEoB8Pzsog4LRWEZIrKPRCNumyqOpbNptsTNW7uU3C6u3eX1MynfeGGWA4cruJbo65FS9p1o0osyVE2j4sEdV3XodRSOnLZodGzUkhUjRRGOGXJ+SWH/URUJRSxSLAXHktm6NmGs0kfTuuw+HrLYruOqDhMW1J2MsbLEWFXFtmRcM8OzU2wryaOukzz9bNjzavm2UFXF3LnkiJi/Zi/kc48Z/N79DY4uVEC2aVgiddjVM1G9DSlfxxcxI1dm6ei6lPt5f4v2JAe2kc+6C5cq2ww4dTHlk4+Ume/ZSKaOrYgxpJFX8MESJ6+qiioNljlDcI+eMYaWy5oao8o5FThLRThTwc2Ohd9gVGwf4zTvu5WRPzMHvCKJzaaaA1xNRZsSawShQdWJ+OH3dXnhjTYnl3T6soIhS2hx3p7EMHQgKwCcDj0lAWmQ1zASiyJoVCMAH9o/l12Zj97Z5YZtl/m9+3t8/okqK6sOLdXAsmUMRaRsGPkG2MgFC4Y6PEOZkZATZoiBwdyiSppWmKhZJLGHTIeK3aHlR7z6ZhdT0hkrKWxZI3HdJgPHSVFUwaTxbIWFJZ1mT0fva6gbZ/qsugEX5yBMLSxVDO1LTspkLWTN5GXOXo44PJfw9H6VA8erSJHOjqmUiiPhOTJlV0iqqh6U3QTPjnHt4tFc/BqhaVGubYwwco+/NI3Z8yZcWJb5zONVdh+uML/q4tgaFSMTPbeR5av4Itn4W1TuIl9nAO500CoU0SPD/MyhzM0yfdLM5w+/ZPP8/hJoFroi44ys5AeswdG2ZNBOyCN2zN9s/Va4sspyioRQZceZcKOK8o1jlBQfZ6hxRqIWLEAp30gOTZHURB5W8ljO1/cJQayhBgZ3XtflJ75rlX/zRyZBqNKR9LxNGTUkGoZHCWBf6cqa5SAfctjlgfFNlvPyixygJJFxbZVNkz3+1Q/4vPfGOT73hM25RZOXjnh0Eh1ZFaNNRZPQZRlTlcTTWBM/V1sXB8k092jJJOFr2PMtll2d5ZbBZMPgH32ww4Gr53lin0OrrfL4azZrGgbTVSjZ4NopaWByZiEl0GNaqfEF9AAAef5JREFUcYx6+LTD8kqfY+cMVFVm7VTItnUdLq0GPH7Qxnwz4+BxneW2QRarjJkyY+PgOTKupeI5YqVedjLKrljOeHaIawc4VoDn+KiyT7sfkUohQZrx+MsaT+/TMAyNKNF56TWbxbbNpbaDrOnUShIlPcMbeQNMXVRuI6/cxdZzmII2rNwi6i8Ht57kgB7GemtqlCcgh9iWz1OvyXx1l0sQW8hGTqjK9YjaW6v3CKFq2KIM5+JD86BCdSRALslCiQJizBXlI9eC75zEGbGax43EErEq5ZI10aLESUHAEge0WJGJI4VYSQeHzUDWKZshH7nT5/FdbR7fZxCoKp1YQcuNepTRnlqShrLAb4qaHFbyIhblrUKNIjpchNmquHaf997ic+v2LoudFi+8tkKSyOiGzBP7LJ55zSRFBVXnQsdEQ6NqS5SNjCBO8/ciFvmaobAG7PRFLPxqR6NRsdmxtse22ZBmt8++4wmGusqugwqvnXW5elZhyxqFrTMp69dDtSqhmrqEqcnUnISxaodWP+APH7TwfZsoEnTWsgbVBjimhGPKWKaMbcjYpoRjgWcneE5C2Q0pOSElt49r93CcLsfOxzz4gs6Xn6kQSjrICs2WzGpTHGjE7klDklVcW8LTEOQp7UrylPg+hwQq0W8rGIZIQRt4HOrpFRHfwysZZNYbenGw9On0Yx560eHovAOGIFQVK3n9z6je2mCqUazoR31EBNlMzHjTfDWeDBRNeUgmcSYLQUK+vi/kZuL38uhrJcvBjQC3KqHmrY2qyqiJmKiokZp7t2j0+wYbxmO+7c4Ou48WY0NT9OKjQmGpmOKIR3s2CvKBbYMsgF3wZjJ5IB8rwJ1kudA815AagS5CosZDNr4nFlttOeF9N/VYbvnCIF9O+cIzFg++4HL8bJmmZVAJFOphih+Jg6IfpvR8hVZPwTFlFpsal5Y0HMvGtcT7uXE8Q1NiZu5J6IUB+07InFwwqRgSQaDQD1TU18/I9DoSXV8hW7FJ0hJXzYioCNcSS5ulVV0o7YuovXxCYeoJlpniWqJql90+Za9HmnV45JWUx/ZbHDhd4uK8g4SCrsqDXs91RBpXkoEpS5iKOH0L4lQ+Zit67dH8Sk0SY0Bdwcy3oIaWDaq2PpKnY1xRuUXsn2iThJBBkkP+9CGdP3ygTCabKJo4WJp53s8w06fw5L7ShUtV5IE34pBbntsJj0jzhFNAXsFzOU+cS/0G3t0DjxBhp5AoaS58UISiJRXgjuO8D48zIkVsBaNERo1VQkVDiXR0LeInvr3HqUtN/seDBlGk0JE01MIzfQTkAugjbiVZOjTkoQiVkkciV7KRZIphXGFheSE4JCqaoqMoKWTi75ClChVHhGbpWszPfDjko3es8MaZVR7d7/LIK3XaqyZjIfTDlH4oMoPMXpIv7vJdhy5GpUEosdhKSTMNz9QpuyZ1CxJDuIyun46YmvBRd6yPifwAf7xJtazR7iXsflOn01JppBElU6ZeqeBYEo4ZYxgJcs7XlRVxiHTtkKrXwzLbnL4c8Bufdfn6yzVUxaZsysyWRJthKIUdLnQCiXYgEaUSipxiKgLYloYYMeVqnLeGswpwC6Cb+mhIVD4t0bO8UheRf3mepT5MQ9Y1Yel8bjHhgV1lun0HXANTeSuhKhu0J4M+ezRKu/i9tzhtKerQKUDJ3V7f0uSSZBJxJuXEq4LXM1ThJLmesujFk7yKF+1KlBTVXMlF2Gm+ytfoBwblUsSH7+7y8AsdTixohIpMR1IHVVwuKLFZ7lI2Al4B8iz/OMt9TOQrvcwHLlyjusnCek4mVhUURaiI+r5Bx9eJY7Eh1fUEU4+oOgHfdnOPD9/Z4qHdHf7r52q8eanMiq8z5mSUzAxLS5DkVHDOJTB1cAwJ25JAz3DtkHEvQMpCXjmi0+waaDp4DZW1HR11siFz+bLEw69pXFx2GXNDTs4ZZOiMlSQ2T8POzRETjQ5h4nNqDmbHJCYaOhISrhXgOV1OXAp45oDMp5+a5Nx8mTFXoWFneGaKrTMY7amq2HqdW8xo+oISauTgtrWhWMHURw6Tmpivm5oipiT5U8QsKnY+CtT1dLBB00cOlUU8nq6JcaShhSRJyON7DZ464IFpCl2qPBQSDyyVr3B3kgabxYEHnzqMUxkY/w/iQFJhgyEXft0UdVG4f2VDF7CBkDt3A4vzSp7mxprxQK2TV/H8fYzjlEQpRMq5QFkRbMN7ru3yzps7nH/UIIgV+pKMIskjdhx5f02WW+7lVha5rXIhGxNeJYrIEhrYPYskZVHBk7fYPBSc8hhZhlZX4+y8Q5zIaGqac44SHMvEsSzKjsM9Ozps+WdLfPqpDk8eqHLqQomKoVC1UjIyxho+M2Mhp+Z0lroakxWNnRMqm2ahXpKQFJlGRabqBZy8GJMqOiuhi2rYW5oXV7NHLrfrH94wkbFlWuGdNya4Vg9FjZlfhWYY8NQzMQurCq+8rvPOmzL+wfsz1k70CaI2Lx6J+XefqnHgdJWyobOulFK1Ulwzw7Zk0bcbCrYlY5syVS9heqnFhZdl/L6Bl0vMrHwMKA6Uo5VbwTBGsytFS6KPRGvrV/BLRrMsi6otKremhRiWz/P7ZX7jk1WSzERSNbGSV9KRdXw25JrkffeoQehQtZMvYwa6zKFLVmFoJEujukdRNdMsG/igJNnQpaD4vTQZVnBlUMVFPy5m4qKaR4o8mKwUdFpVEXGLmhbxCz/S5ehFnef2aqSSQlcyxEJHuAGOpLENLSbSgf1eOuLXUnx/MmmhfE8LR7MRn8HcC1GWU2wzpBf4vHTI4NycRMWVsC0V2wTHTHFsDdfSaXcNSq7JRLXLL/9Qm4+dnePff7rH/tM15toWGydivucdPu+5qcuuQyoLTYlXj1gcnVPZ9YaGIqtYlkHVVdg0FbFuqs/UOvsRt7q2qdRnrW67c+GkLPMP4yhhut6lH/Zo9/vMLQd86VmF3UdMDp1wkZIS162zWTvusG4qpuSs8J/uk/mdB8aZu1xjTVlhbSWl4UHVk6h6ChVPpVrSqJVVxqoyU/WM7Rv6XLd1ntdOp5yft6nZYsZtG4LgZRkSVn5TmIaKZSjiY5OcbSgWSZaRYhaXnubc4nzurhcHyuGhUtdDTL3PfDPiNz5VZteBMlg2mqrhqQzy6w11hJ04EhRbkIcKiq8xsi0tFlri19GRZEEDCJlfjfn6LpuLKw6yLm4qo8jzVEYFy0NvFcHivNLgX1aGq3d5YD1X2MZlgydJBozVIyw14pU3NJq+TIZCnCsLpJwxOlD6MzgijMSND82dsiwb+W/SQNKWjcQkyoigK01NKbsBr5/x+d0HbJZXVchiwgjCUCKIZcJYIYwUwjyBuR/oRLHObEPinus6TNZ7PPeGzZitMu7arLTrzNZNrt+YsXVtzDUbejS7KYaVYJoJcQpTtRBJzjg/d+5HLpx95ah63boIVZFo1mNefTPloZc8XENGV4U835Kg5MrsnJWplyQm6hJb1/pctXaFp99I+PKuKdLYYXM9pepkeDa4loJjKbi2WBR5Nnh2RsWLqJcDNs2usO+kz5n5sqjUeaS2qQtw24aMaSj5lU9Q9DzaT88wR9qRAXlqQJwqrI5zRyo1GqzjdS1AMgM++XmH+58rkVkGkiIs2CxZVO/RjM2hJ9+VaRKqPJK5OWL8IzgfowfMbDCSY6B3FAgZtif5ITO58tCZjHiaFPYcRXuSKFeODuOiRRnxM4xi4XMTdA0+8vYeh880+Y0/0QglhViSaGdq3nKI7yXO9aHizxGzeWPgsZJd4U2SJKNtSwF0mUzKkBGUXF0Tmt514xlj1YDX3gRFSun2Q8qOgttX6PYVOpaM11fp9WW6vkrfFw4O0w2d77hjlaf2LvPc/nEsVWZhJeXcJYta2Wa8KvSeN27KCCKx8netPicuBew5ViZKTGQpRV1tGaSpjGX02TIdUHNTGmURCxcFKstNE02FkpvRqMRsmu4SJKv89gMpj706gWfYTNZTqg6UHFmA21ZxLRnPlnDtlJKTUHYjKp7PVKNN21/hk0+4XFp0WV9JBevOkPIKLmOZCpapYOqyWOwYwymJWQBbH/bZBbiF3UM+ey4M65WC5x1gaAFPvarxJ4+UCFIDNJHOYF0xEnxr//1WH/Nh6oE6YvlWmAcVeUWykrt1yWm+Ch+O4CAVfPpMurIFyME8+nGcZKj5QbS4CeLcpSpOhmZBQ4CPGAYlQv1j6xo/+r4eLx3s8MRrirCGwKSDSpRJRCmYKRgpRCmEMrnsTYA8SiBWiwNwAfA0b2mUQS8OigC4rKKpGa2uyVTD4Ife3eT4RYOjl0usCQUN1gtSPD+hZ6v0fYWeL9P1ZXq+Qi9Q8AOFelnln39Xm2s3XeLhF+u8dMRk02RCvaRw1lHQVIWVTkQYRSgy1CoK800LWbGYqBpESYoK+WQjFnehZ3c4cDLjzILN5gmFq9ZmTDUiJht9HKvFsYt9Pvu0yQsHx6noGhuqGRVXEnelI6q2ALZQ5ZTsmJIbUvb6TNRadIMWv/45l6f2jDHpyVTsVJyKTQnblLEsBdtU81aFvBXJ8jakIGYlg7m2MBNK0bR4KBoehJaKVF5VjTD1gH6U8KufqHBqziLTdCRFQ5fByBMoioqtysWBcmjkU/x74Wc+qNxqUb1TRqP3imCowZiwqOIjk4solYnzkWE6GBcWRpoCyGqSkSTpYEoRD+zdsis8VAT45KErVqKIQ6eiEgY66yZjfunvN3np53U6gZTnyuv4skqUymiJCLiyctcAIwE9hlAV3uGRKrSeRpKS5HqANGFwIM0yJQ8/yAlaSoamGuhaiXffuIwfzfPvP5VxdLHETAT1MKPvJ7hBmgN8ePV9ib6v4IcqU3WNv/+eVbbOzPO5pzwOnCtRuZwxVY2ZrClsWw8bZvqcW4w5cs4BSUeWEKGxaYZ64zUGtqFw7HzG80/FkFiMlSXWXwOz4wkbZtqUvRbHLoZ84Wsmrx5rkPgGG6sSY2WouCqeo+DZCp6TA9sS63rPiSg7IWWvh+e0ODXv8/GHSzywa4K6rTLupJQscC0Jx1Kwc3ALsINlpljG8DL1OAd4nPNbcqcsLUYbgDpBlhJkWdjCyXKCpkUkWcR//4rL/qM2mayDrAv749zfWx3x9y7US6N5NaI9GVnLj/pmqyPehvLIHFzJpyi5Hd3oFKWYhcf5BKVoEYp/H3p9i8qpjo4S06KCM2wdBsAfOtMmqcj6iRONJNG4YUvAT31ni/96nzDdQU3IUpVYVoklhUCS6cgSuiKJtk3JcmsPcSYxY7FSj+NssKQSrZQyBDnSgIWoFC2aXOHbb28SRwv8wcM+Jy/WaQcqjSCjEqQDwUzPTwTI+2KD2fUVOj2VRsXg5k1tdqzr8eqJNl94usQb5xwurmas9lQuXC5RcSV2rk3xoy4H50qc71VRpRiV8g+geg4rZw5ycu5hbtjWxXX6nF0xmOtmvH7Jp92TefjFcXRJZ8yWqNeh4imURoDt2RmuneBZgodSckIqXh/X7pLJHb62W+aX/2SaMPKY8GTG3JSyDSVbwrNFWyMALuGaYJsptinGSZYZYxoJpibM7cVcO8IyQvTcGFNVYhEtPQIo0RakqFbMo7tNPvFlj1ZfB1NFkhU0CYzC9P6K3vvKHE51AO4i656BB0gB6FFR73CDeWWbQgHyLIUsIc4UwkHvW/S6RasyNMxUEzHRiPPZ96Bfz/97knxzm5KkYsOYJAqJIpYvjhXxY9/Z4dVDOo+/LIEZ5xVXeK5lyMSSQiyr9GQNWVGwVBlXAycWdh9W7uct+DPFk0V878LrXMl7cqFiEIdXceN96PY277t1iV/5ZJ9HX65zYsWh1leo+yllK8H1U7p+SsdMaPcU2j2F1Y7OSltjcdWkUQm4ZVOX27d1eejlHss9A09XsLWUhZWU1Y7Mlhmfd73z3YxN30QUtFETdKLUwNBV1o6HHD1vEPQcKo6KH2ccOWfjaBJb6uTkKgFq18l7bEsA27ViXCvCdUIqro9jdekGgvr6+w+VefVYFRKTWS+jZqeUbPAsGdcWZB3HUvJlUoZtCqGAbSbYRoJlRphGhJmD2rYCDD2ALKTjxxw/JdHui8eisNWQMNSMzetSpiYSjp/W+O/3uZxY1sUMUBKuAbp0ZTz46KWOHCqHiW5vPVzma/kB92Q0HSIZHDjlt1bwAuApBJlEmIgzQJyIWfewz85blJHDZpI7Pon+O6+kA+P8dFjFEzlfyMg5X0QhjlQ21AJ+6rvbnFtQOHVeY3IiZfO6CEMpvCUlZFWh2dc4ftam1TOZ9w1MTcUzFLw4w9FS7LxHH/2+svxgnGViZp6hCNDnT5gwUqiWNH75hzp85M4L/P5DJd44W+bkskXZUKjaGWUrxbVSHCOh1RVDilVLYdHRubSsUXEsKl6Zd1zrY5s+R85qhKHKVWsDOv2YM/MGWzJB/uvJKmq1FGLbERM1n53re4BOq2cw3Qg5PZ8ixSb1kkLVE8Qq185BaKW4VoJjxlS8ENcSxCXL6NML+zx9EL76osNTe2uEic24A41KSsnM8htDxrEVHEvNpy6Iv5iVYpvi69pmjG2K1AbbCik5fTTFZ6kdcfhCyt5DGrsPl3j2gM2lFT0X94nS5mgh77ihx8fu7fH86ypff8YkKZJGJaFD1Aqr3xGLX3l0/FYY94xuLq/YWo6s6PPA2MK8U5HzdilvlYaHzALgMVmaEqYKYSoRJvnmNJFQE/H1hxOW4WEzziv7sHqPpCIUgM4ER6QgQqX5lCNNBR/lQ/cEXF7t8MLrKh+71+ee6yNMRSFJxEpeVTPmVyWeP6Dy0mGDfYccTl52mGs6tGSNsqVQTjLcRBjvRHFGnKZXWDYnqZqnNyv55lWMBf1QpeIZ3Hl1hzuubvPYvjZff8Fl1xtlji6ZeLqCq0uUzYyKk+AYBRaEX6JjyXiOSa1kMFY1OXDK59ycwnTdpeNLdPsr7FxNmOymdLopatU1qdSc+WNvuo9dam15T9lYYrXb5/BZHV2xuGaDymRdouKlOGaEZcaUnJiSE2CbIaYesNKJQQ45uZCw95jK/pMej+4pE/gWDVumbqd4JrgWOKZY/Dj5tMWxZBwrw7UyHCvBMRMcK8axhHTNNgPKbh/L6LPYCnlqv8JDLzrsPuqy2LLx+zqarWB5Uk7nzIiSmG7g8+jzEhPViLtvDDj4ZsSe47qgE0nCIqGgjxYK8qHd2kh+kCLlOsjR9N/iGqnahcehMvQ2FN7iMbIcI8mJGGBnIE5n4j0LEpOeBLoMeiJuujjhimtYxdM8JkYe5tsXgM8reZq+5cqEDbWYcoiR3quHFXYd0Hn7jT7vuzMg6tm0OjZxrAmHMgksNeEjd0W85+aI1fYie4+u8rWXHJ7dV+L8ikcn0KnYCuVYgDwubJqT0YmQOmiZCl/yIBQmop2eTtm1ed+NXe65tsNje3vsP6Wz56jDpWWTlUjl7FkNQ5NwDImSlVJ2UmxdTNvKjsJUQ2P9RMaW6T6XllP8yOCW7RNIuI+1erX5Xl9CrTau4td+97NnJNn8b17Fe48cnGPjpMvWGYVGJWK82qFa6mGZIVoe03z0gsQrx0WsiaykPPiSSavtcnHF4MBJB1fXKJsS6xopnpHgmAzYh7apYFs5sE0Jx8pwLNGSuFaMY0U4lhAheE6fqtvl0mrAQ6/IPPBcmccPlOn0bQxVJKZVHDEFUWUxZk4yiVao0yLjw3cv8vM/3GHblgiQ+IXfMVjo5Qznt1BH5ZHqPThUjiYsFxpTZejBN8gJytN9h/YTQwsKXQ0xrRD0lExSyX2hIRBWEZmk0E90dDm3XJNzs54kQ01GK/bQKVYtRoaD2bk8Ml6UBjwRkdMzkqqhZCx34ffu8/jkV0q8/LqJZ8i86waTdrdE39eF5Udu/KO2Eww9ouqEfPC2gHdc1+bZ1zt85TmH5w9WOL/k0bU1arEQHEf5r8L8M1fCJ6qo3pE8sILoBwo9X6Xr6zS7FmXH5/23+Hzs7T0OnlplYRWW2jIPv2iDImSIpy7q7D2tYeUSOEuX8RydybLKWNlF0SCTWsysmWLnpuX/1ut/5cz1O35MZPRYaowkR6hqQhZlnF1OmVuJUJUUz06pmpCi0gohJePwGZ2T53UMVUJRFC6vqpAIPd1VYxmOXvBPGCxuivm2bSrYpoxjMQC2k7c6riU0mY7tUy11UbUuX3xG5nNPl9h3vMJS08GxFKYqkpBDqYIYNcyPESy5biBDI+EH3xexdVonaKl86I6A+5/u8+BL9iC+WiYbVPBheBIjlXw095G39N/pwCxfG6naQoYnwG2bPrLu89oJhW/s8phfVvihj3Z5z9t8vrHL5vXjqbDhMCU6sRhZaiPZl9pbSFhqXsUHQVVXLIaGUSgDYA+uPH1BSnnpoM6DL3jg2rx5rsSfPqwzU5NRpTL9QM0TNEajFGNaudOuY4W876Yet27t8drJLp99yuNLT9fp+zY9V6Eap5QKYA8AnxFHCmGoEBQVPJDp+zK9vkLX1Gh3dSzDwjI8piohGyeEf/zNmzIUJUTTEo5d6HL4jEKWibSLNFOwzJCqE6ErKRcXPU7PabQ6CqutlF5f/IxVgKu3X4um28ydzTj0+jmOn1VZXlXRVAnHVOh4MpKc8vJRYTjuGtAwhI2CJEFjIkMiRZFyM81c7S62kALcpqmKRY4pevghuGMcU7x5ru3j2n3KToeTl0I+/ZTN55+qc/ZyiZKpMlMTIghLS3Ot5HBmXSjRC6PNzesM1tQaXLzcx9D7VEstfuC9PV48XOJyLx2xahhJJh6JuxsG0MrDOPEBdXY05W0k8rvgveghjt3n9KWYzz3tcv8zLm8e07hmvc8PfccSO9YlfOztPl99psdnni5z4qJMaEl0EqGh1BSRYhwlGVoRLpVIw+nK4NBZjAa5omoP2xN5ECMoyymLTfj0Iy5LbQfZdXFVlTNzBg/tUtkya2DqhQqpcNvNf813Dj0/pt01KTk+917XZ+tMhx1r+nzqyQpvXqzSi0z6sRAvhHERlJAMPFPCSCEIFfqBhB0o2IGM5StYhoqpaxh6wlLTHuhFC3mdpqasrcdsnw3p9GHPIQ8JnWopxbUjNDXBNqDTV5ia2sia9TvodvtDgDcaE1y/ffLx//jSE7+eYf3LbbMB8qyBbahMj8XUy11OzvvMLVukocZYRVRlVRGr3b4vnK2QhGJa14ZaSbOo3oaEZWb5ATLFNuO8145wLZHeVi516Mc9fvM+nS88M8W5xTKqrLOuAiUzxdHSK8x+VJWRyYZY15qGTNlVmapDswW6olDxJAw94h3Xd6lXIi53h+FJMiNxhSPJYIo0bFNE8i8jaRDD6q2qRRhWkoM7wLH6nJqL+NnfrrL7QJl2Ygqg6RkEGlpqcPU6iU0/GHDn9Yv8k9+CY3MSPdnBkKTcVEiAOxqN7M4nJ0kha/tWVTwbXsWIDgRHZXEVntxvI5kWrq4xZafUbZW5y+rgfbIMYWun5cuqQnqn5/x6U9fp+Qatrolr+/z4B7t88M5F7numzR/dP8bFpkcvVqlGKaUoGyQxBFGGH6X4YYpvyHmbImEaiiiAuoKhi5tKAoJQpuuLkaimZNhWxng1JM66HDjd4+QFmYarMd3QccyYBJ+yZxIHl3/dKu143HLPDpWkf/C7/4mNG4gqTm9zPww/dPZSyFhZ5oarevjpCo++mvLcPoOGY7BhWmd2XGd2QmF2QmasKuGH4s20DMEW82wV1xYLoJItU3Kg5GSUnZSSE1N2xJy87AZUvB7VUgdDa7H3WMh/uq/Enzw6yVKnTNXQmHAyalZGycrwLAnPEhMYN2cp2qY8eJMsQ8G1VcqugmsX/PB0sPGEkP/5iMXlto2qabgqYomh5sZAI8ZB2sA3URlxx8r5MIWoYkDwivMxZkDJ6TO/4vNPfqfCk/vGCNQSrm2iqDrjdbj3WnANh3bPRJUVtszEbF3T57nXNFbbOqgqmgy6NLp0Gm5V5QEvRh5Jib5SUTQMsC1iFiMMI2C5E/Pxh2skuFRNmYaZUnHANkGVxZkgyYQddhBJoqWIhLlTlBOiokQZRo0nKhIajbLMrVf5rJ9qs9IJuXBZZTnQ8wlO4RY7OuNPxbIoyYRSKZYIY3mQqRonwhfz8OmYS4sJq21od2U6fQ1TU7n96h7lco/T8wGn5mTGKhmT9ZC2b3HykvLpp5575sV3vePDwwoO8K53fgjbNHj82Zfod/eyfcMSD72icvJsCUvTuWWzwvSYwkQ9pVHu4zkBYRpwci6hG3jIsoFrCw7JgPJqZGJRYwhLNstIsM0Ix4xwbXGItIwul1sB/+YTDo+/VqPXLeFYCtNuSslIrmAZmqPChzyORC78fjMBgMLdVBheSnkMn4jFTlKFLKfHvTX6rkjjVa6YoMgjSczfCkCjPJgYUw9B6fPIXoM9h2qge9RNmYYpziUbKi7nL9lYaoRlBkSRRpYp3Ly9zQdubvKJh038WKWniJiUwgZZK9qRvHILGqt8JQmqSFcb6cHTkcx3iQxJlpAUBSWVxMFcEbrMNIEgSukHKVkm51ZqYpqiSOLpZWgZhiFj6TJ9Q5yl/FDFDzV6voZrG3z4zi7vvLHJMwfa/D+fGGNxtUwz0KlZEuUwww0z7DDFCgQ2zEASBcLIFVqGkESWnAzX6ePT4uScQRxplC2ZmidzYUFlZmycdVMBP/CuPsfnWjy1z6UfSlx3/Ra2X/sOwrDPr/7r/+dKgFe8KrZto+sqFxdTWu0qSqLw9h0y4/WMiVpAtdSnF0bISsDxhZhH99gcPOqwaUxl3YRCyRG6SjtvRQrbCAHuCNuIcOyQstNH03o0+z5feVHlvmfH2HOoiqKajJcyykaCayA8UAYU2ryXN5Qc5KLaypJYXQeh4EUUtNNi4SP4yvLgh84VhPxh0Oww33Ekc10eMeDJRRDKFVOUdCSrM8Jz+jz+qsxvfqbOYuhRd2QaVkrdyqiXoOFpLK6oOEZIvSJDJr7/ajnm576/x5nLqzy8x6SnWtiJjBGLjKPB4icdzsCHC5bRWXh+0Mz/zqOHTMhyvxOhhVWLaBUKU37x9aIkI4wgCFOSNEWS8tZv0G4KzpCo7gpBlFNeIw0/1PFskw/e1mG8vMBXnm/x8O4qlzoeq32dmp1RCjNcI8MK0vyMlmEGhW2feDooisyGaZl/9rGQvSc6PLZH5+yCRb8lc2pBoXxeY+KUwmS1zFQj455rItKsj2ObNKoNgqA7+BkPAK4bJpLunHBt66SkmBtNI2XHxoCxWo/XT8PqxQxrsc+T+3TeOFNCkVUMNLZMSMw0VOoVlVpJRMPZebW2BnZsAtglp4+p9zi3GLL7kMynnqrx0ptVZCxqjkTVSHENYe5jj05fRhiGtlHcQJkw6jQSmh2ZUxfFZEHP5DzwK8tXxcNRWVZ4fEiFwnyURz3sv4vwqIJoNYwbLCI68oPlSI69ZQb0gogHnnc5u1jCMjTKWoanFzN+4bgVRBLtnoqh6zm1V0fvm0zVQ7797g7Pvt6lH+r0VSXfFhaHzaEoIk5GqvggMnDYiw/0kqk0kjOZ876l3JitiGIfMfSRJCGsTkhZaEa0Oym2AaYhDTj5tqEQhDJBKOWXLCYkoUoQKgShhmPq3LSlzy1Xdfmue+b4zJNNXnqjwpl5j2VNo2oJOZoTpLk5qYSlpVh+mt9YKrKsk6YT7FzT5vr1XRR1hTfPwpP7bBRVR8lidh8zqC/YXLs2Yd2sgWlZJyXZPCFJ0bcAuD3Lgb1ffWx2ovyZrRvG/vWJUxc5cTHlxUNw+IyFJDmMeRm9dsK4mVF2YKwiKI2NqkK9nFFxIzw7xjIE0V/0piFVz0dV+8yvBDy1S+G+58rsO1rBj2wqjkzNzHD1ZGjscwV1Vs1Hi0KH55oprp3i2TFVL8Awuhx6ReXkRZdGSUPXxA91NKd9+BPMBorbIol4EOUtXbm9VBR5JBpwpD0p0pCVZMShSxh3PrpH4bHdHhEGVSM3CS0cuDRhOi+892T8UKEfahhhTN83sC2D99zS4V0vtfjabpderOCqIndnSLAacrG/aXWfFsQrOR8liilKscXMssLbJBvYV4w+yiRJTKJcG8YqIb7U5uBuHUdRqbr5+jyQCa2UIBLx7KJy5wucWFR1P1LxA5V+oOPYJrds7XH9ph77jve4/1mHR/aVObfkYnd1Kk4eaZN7GVq64KL0g5QgUOn7OiutKuM1l4ob4ehw93aZeilG0TI2zqQsrATYpk/ABnrJxGd2v/rCY9//kfd8M8ABur5BlNnfmKol3/7KYfW6U28o1B2PD96asn66x0Iz4bUjMitNk6mGSr2i0KhAoxoyXvEZr/VxrAAQw37LiHDtPifnIh7bq/HYnirPHS4TxxYVS2HKE8Ae5OsMevfRubmcz81zMpedm1l6AbPjq3xtd8Tnnqkz5aR4ZkKSKFckJhTKcUnKkEnF3EQSRCslb08U6S1cFOXKRY8iv3UtXySzCf65rkWoSshLb5icXHQxndz2bWDaOUxbyzIp91WXcoCoRLFKr2+wtt7ntmv6fO0lnzA28BMJOxlmYCajIM8JWMNRYSFGGLYryUglF6nBGVKW5jF90jfl2CuKaBmmGjHXbG1ycVXhoRfG2BBJ1HKn1zDOcsfXwh9RFr+XbyrDUCE0RUX3Q51u38CzLW7Z0uOGTX0+eGePh/dYPL6nzLELHpapYeoiiEvKwDUlJsspE92Qdi+h2VFZaRvMjKusdHz2HYu4vGKwftzh5qsSNo03WemmnG+qr+283vpGMf/+lgC/465v44kHf/aFNePsrTpc56lw17V9Li4HvH425uQFjSzSWTulMzMuMV6LmRkTPO9+3OXB3TIdH27b3ucdN/a5sACfe1rj/ueq7D9bJujblG2ZSikHdn7nDnxPRufmhpqDW3BUXDvFy6cvFddnqtFkpd/mqy81aLdtNlSygeRqtL+WRlQ1KSmSLCNJ8kg68VvpsaMkqxFK7BVr+WRYxRUxQTk1l/HqUQswsBQGaRCqUrAThedfYbkwMPKJZcJYJYw00lTnpi0hm6d7HF9w8HWdsBgRpkOQD0TKxccj/JRBHz6qck8V0lQhSyVI0yvkaOnIk65wu/JDhYpl8JHbm7xwUOfEUkVw1xPh/z5Q/sdZHjU+TGMI8+mLeEKpmLqoxO2uiecE3LG9xw2b+3zHXT2+/NwqD+wqc35B556bety6LaHtKzzxisuFVZOZMszUUtpdlShWmGio3HZNnxNzIUmc8fAejzuv0VFVhTdPd/YeO/uVF/7n7/yHPxvgAKv+1ciSTM07hVNf5NmDMoFvUPVcZioqZUdmopEyWQ9YP7VKO+jw5OsSX3m2xPlLJlEkc3l1kUatxe/fX+KLT4/jxx5VW2a6keHpSe4OWzy6rzTRHIz8THmwEHKtIbjLbp/xaovVXot/9+kKrx2pMVMWouWhlrE4MGaiSudBSqqSISkqkiyLCl6ocQbswULgIA/m61cq69NvmqKoaoxhRBy9JPPGaQdZUzELl6uRvn6Q4sswuntAcY3F2C2INK5e57Ntss/x8xG+pRHknijDdf1w1CYOmIV/ijQUS1zBER/hhicySZyQkhJnudwsHYK9uHn8UGFhxeGmzQG//EOL/H+fgjOrlZyCm/f/+fcRpWmu5h/hm0SiNzcCBUNX81GqRqdv0OyIRdENG7vs3Nhl54Yev/+Aw0duU3nvTSZhnPLeG1b4yvMqe950mTtls3EsotVLWGoqlN0y0+WYSilk82yPI2cVts26vO/OTWRZxv/8Hf58gO+44f2oihruP/YVFha6rB+H6UZC2VnhzLzC9ZttKl4f21rlob0Zj79a4txFG1tW2TymMFZRee/1fV497PH15xvEaZk1VahZ4gBp6UM/7yJZTVcF38DUc5maCbaZ4ZiCsVjwy0uuT6PSpu23+NVPuTz04jiTJZmylWLohal6Ydp+JT/b1CMeeEFnYcVAl+WBan4wBpSFoeawBx+p3vIw8lt8vWzAGDT0mHY34bl9BpfahrBvloX1hKIMbzppJGYtLYxz0iEA41QhiFRqJZm7bvB57nBAJ7II1WLJw9D96oqY7mEfniRSzi2XrlD3FHPr8arMB27r8aXnE8JUyTnoeaJwMUWJZPxApt3T8WyXD9zmI0nz/JtPSpxvVQa2beKQm//ZMbmCSBlWcT0Tky5VxtAUdF3F0hN6pkY/0OkFOhM1hQ/e2eLFIzKP7Z7Eli3Gqinj9T4/8+EOpxdWeXxfh8f2VFjs6tSXU67f1mbfaZOKpTFdV5koZWxaP82td703TJP4rXD+ZoDXa3XcsvvzH7pnzfZX95265/i5Je7f5bJ+zGP9JIzXWpxdavFbf+Jx5oJH3VLYWJeZrKlM1BTWTWVsX5dydr9JptlMmTDtCeWOWMoU6Wej3tri94zcXNM2U2ErYKW4VoRnC3DXym3a/Tb/5hM2D740Sc1Tqdv5SV+XhzEZBbsvB7eqCIvmvcc1Oh0DwxS+g1fK04baS/WK6Ulhw5YNt5dKYQMt1vOL7ZSjpwzSwECzBTNwoHqXhuO40SjvAuSDfjmWCUOVSklh+4aIuu3TWk0IDI0wFwNHBchH9ZvJkMUXx7k5UDwigijcphKVkiNz85aALzwZE6Z6fiOkA65LFGcEEfihTLevsdo20LUyH75zCVWb45f+WOJCu5yPX9OB1USSJgO2Y5QoRLGo4nqQp0orGZqWFzBDxfXFxEVGEkZSksah0woNK2XNpMZEXWe6YTNd7/KzH27xwdvm+e0ve1y4VOK61OXe62DtRIf9p2ButcZicNUzldqan0+i1v8a4I2qx8svPNjOUI+eu6zfnSVl5QO3SNhWxKWVHr/2eZhfHmd52WDbuMREVWGspjFelZgdj9iypsVit82zBx08VWe2lFIvIRT2ppilaqpyBaFJzY3jDQ1sI8XOOeGuFeE5IV5OvuqHbf7tn5g88MIEJddgzEqE90pho6zlOfTaqLur2GL6UUKrb5PJKqbCoAcfBrgyUO6oqnSFkaaWHyoLQXEhZNCUBFmK2f+mwotHLDBkNElCkdIrnFyLa6hwGVovCJAPudu+r3HrtoAdV/U59XJMkKhE6bBNGebPF715sRHMcsPOYX5SHMviKtqgRMO1hG1dGNuEhbttLJKRozgliARXpOfLdPo6RsdCU8t86PZlkuwiv/BHMpe6Xj6ZScmyNP97FGDPiGMlX8SNLM/ylD3TkOlZMn4gxMoT9YS3Xdvh1aMdXj3l0fVTWl2V1bbGUrPMZN1iutHhn39Xj0urixw46bH7sM2hkyXWjEVsWqMnjZp19NEnn2i/713v/l8DvHiEBkH7p67eqNzy0sHk+kalzUtHNC7Mu/R8GTnM2LFGZqKmMlZTmKhlzIz1Gas2Wek1+f0HHXYfrLCpkTFRkah4qhAkW2JbpSnDPyfLyKMGhbDYNoYkLNcW4K54HarlJr/5eY2vPDeG6Vo0rBTPyrBNaZjPqEvCuk3N8mhA0Sd7dsBrxyWe3euRoGGPxKgMXWPlQTrxIL1Yzb5psaPkN42SX7IUM78ksbBooJTlkTycIQX3CvN4rvQdGYA8k0gyMXqbamRM1SPkLCRKTeFEm4wKIIYK9zgWMd3C6UqkkkVxPj+P5eG0I9LIMo17b+xzw5Yur7xZpm9JA4CHBWckTPEDoW43dRVD09FVC0Up85G7Vzhy5hK/+RmZSzhkyDnAC8OgdHD4jRMxFiV3yCITmUamIWgWPV8mjMTk567tKdJ3rfJ7D2YcvuSy0s2YaSc02yorLYPVlsZkw6Zuxdy6KeVMuc+eQzIbZiQutryDM53OT1VK7reC8rcG+B13fYgXn/lMsnb2qmx5aRdHzhrUXQ3PTjhxPsMzNTat0ZhuwOx4wGS9g6y2eWRvwhefLdPreGybkJmsSdRKGpWSQtkRacdOrrVMEomllko/EIAydCEsFoIH0Za4TkDF7VIpNXnyNfjCc2MolkvDhLKZq/ENCWvUI/yKNAdh2aapIUcvqKz2TCxVwlDSYZCrmuddFtkxg4iNYRa9yOYZHjCFuDjNlToJMTooKrIko44og6S3VvBhh/ItQS4uhTRW0EiQspgkTQlTmSj9Zu+SUS/DOE4JYwktn2ZEkUSoD0EeRuIQ65oKW2d8Xjwc0ovM3IBHTEfEBCSlH8qYgTBkNTQNTTVy5mTCd97VZu+RBR7fPwHYAuS5iLr4uwlbDFG5/TBjpS1uThHKJcQu3b5Y9YexTZLIXL9B5Td+YpX7nvV5fHeFxbbO1GrMTDul3VORZJU4CzlxHqLE4qo1AWcu69xy/Yas246S7/7Iu//iAAfYfu3bCMP+58+cfXPrsQurjmfFzC1J2JrO5vUq124OWDe1Sj/sc+h8zBOv6jx/oIaWWWydzBivKtQrGvWyTK2UUvUixqoBFa/PUjvk5EWHICyRZSKq2tQzbGMIbs/xKXs9ql6Tx/dl/Ms/nOL0XJWpElSsVIgoTLCM3LdwxBxoGFUiEtsuXI75zONlFroW054gWBXz6SJKYxgkNUxrUEdM7ItLkZP8oCkmKJebGU++aoKsCAbiaM8tXbEoHJq4DtqU4SpdLGVyuVmq8M6bQu5/PuRCuzgQSoNRYQHuKBaU4ShOxQ06Ep4qQC4CVcMol4v5GmNVje97d4/HDnRpdgz6sUQYQxBBGIqQ2iBM6Qe5e5eqoqk6mirasg2TKb/+Ex3+1cfneXjPJGAjOJnpAN7iySXyPQ0dXM/n5HzG8XmDmpMyXkrpuAk9X3iA+4FFL1DYPKPxk+9f4eq1Czy+1+bYGYtTl3XWjWX0A4XNawymx/rMLcc4hkSqT3TvvOPWz1um+WfB+M8GeKW2Jjt64Eu/vWH91p/6+nO7HF0x0ZWIHZskpsbbvHamx8HzIW+eU3nxkEdr1WbDmMSaOoxVNRpVVSyByhH1is9ErUuUdNh1OOWJfTbNVZkdazOmGxKeLcx8ir7btX3KTo+a1+SRvSm/9MeTnJqrMe5KVK0EN1/lW3oO7twBa2AMlBvfG1qM5/o8vl/mjVMupqpiq6PhSEWkuDy4imQwEUFStDJpLke7MrFBVVJWOrDnsA5yIYPLhlU7Ty/+pp14jvahTdqo57bgkdx8VUjdi7jQTIhyi4lBFR9UbtGSKHKGGomni2Dm5Vc+kzbyhVIQidjBa9b73LO9zWefKdOzVfxIymmtGUGQ4GvyIJ6xp8lomoqq6sISTklZO5Hyqz/WRZLmeeiVCSRskcompciSOLzrWoaqysyMSezYErLUbfHEPp3dh0sszulMl4XLlfBBEY64vb7C7LjBB25a5rZtbV465HPknIUsyRw+5dLpG1y7WcJSJBoln/HKlqVdrxz57R//wQ9mf2mAA2DuxC43ufGqvZybj0hSiSBp8ezBmP1HHcbKFS6upsR9mWtnMybrChM1lfGawng1YbLuM17rMlFf5bWTEf/piy4nL7ooicHGhkKaiFW5pmaYRpKreQLKbo9KSYD7X398gmMXa4y5MrUc3EVrYprD0aJIdhDtianHmLrwAwyjkP0ndZZ6NiVTcB4EcEdixTUpDyx9SzKbVvTx6aA1UUYjSXJTH00TVNNRW+LRtqT4+JtalPyDIcgLFqBMGIqelixX/YxMUooMeiUecmkUJUWJcs9yVSIsrmJjGooxZN838ByNnZv6fOXFPu3Ao6RJ2APudoYRpvihjB4UN76CqmiDA7YkZWyYzPjVf9AG4OG9k0iSlXPoRUtn6sLcSJZVSEvcuDHl+k1NTsx3+C/3lThwrMxERWGqk9Dpp3R9Na/oDj1fZf10k23TGWXDoVYJGa92ubQQ5pmeMWeXa/zgu7ZQ9sp/LoT/XIBr1kyQtNv/aHpyzX2+f9xR6zG7Dmp4psMHb1W4Ydsqj+1LeHm/x8yYysy4zvQYTDd8Zse7ILWIpS6//TWTp/eNcfq8zXRJZmYcpmoKFU8eiiByoXHZ6VH2WjyxP+Vf/dEEJ+bqNFyFupXi5eC2DHFYsXR5BNx59TaGBpyu5XPsQsILr7mQGbi6yLYfrd66KqOrysC5Vi88EAe9fDI4sBZWEANbZCnNC7NA8yiwR+v1W2v3YEc+IkgQHw5BPhy5iH42ym2WRdL0kGZQGG6qOfgER0YiyG9gI5IJokwYXYYq/UDDcwzu3tll+5oOB886dE0JJ5Yw84OmHybooYyvSYMnnKooeSCsMXDLXT+Z8e9/rEWaSTz26gSqZKHKqQiZ0jP8IGW1nXHqokkYVZke07l+XZtf/sEuT7/W40vPe1zs2Vxua6zpRvT6KX6okaQGuu6w640OT+6RuW5jmR0bQzbu6PPSIQUymc1bNnU1Tf1HkzOTwV8Z4J6xmE5ete4Vz723dejYKSfsarz/1oTJRpNTi/Dy8YhDJ13WjKmsn9JZP52wfrqLZTZ57bTPp540mVueJPJNXFVmx1RG1YVaSaVe0aiWJCF+sGNKthA/lL0WTx9I+IX/McmJuRr1AbjFvNvK2W2FrbJIWiN3ly3cr4RoWZJ8vvGiwUtHS1RdGUdLc7FCHhxbZKpr8jDOTsu/jpG3OfowNFZVRmzYpCIwSTD0YAjswSV98wTlrSAfbVGuAPyo2zJZHhWSG2MWkX/kPBuk/IlS5AclaIpCqArGn66K7aShC35Iu2dx45YeH7qzxevnKrQDC08HKxK9uBFlBGGSn0eUQXCrIqv5398Y3NjrJuDXfrxF+j/gqQNTKJIx4OwIe70IVdHIMoN+qLDSNmlU+nzfO7p89K4WF1ZX+MzjJQ6d8FjpQs/PiBMNXbO4Zn3AcmeVVlfnvmcNJqseW2YiYknhbXe9vVWpr3/l3MVWyp/z+nMBXh8bB4xFVT7xsWuv2fn0I0/v1rJU4eh5mdfP6iyvOmyaUNm2TmPbupCNs6ucvNTm45/XOXqugZwa1G2Jci3Ds6BkK3iOStlTqXpQKyVUvIiS16dS6lHxVnnxcMz//QeTnJ2vMeYp1MxEVG6TEeHDaMIaA/tkI7dPNvUI1/I5fDbhy8+XkWULt8htVEXAlKZJGGoR+53zkvVMGH3mTwHLiEcAHqMoowY+eXXOcmpu8bHEX/j1lq/E6Bxi8GQYeaUIo0yS0TYnz9rJmZGiiucLtEhCjyT0SBw0/VDBDAXTL4osPnJnl0debnHgjEnPlLGjNK/iGXqYomkpelgsz8SOQJZViqVscYZYMybzmz/Z5p/+d5ldhyZQZF3sCeQURY6RJIkkFWeAbl+h1dHwHJuyE7B5rM8v/2CXIxc6/PFDFQ6ed+mHGVmms31Dme+6S2GxGfHG2QxJCnC0DpNr3hH1etnHahVvUTfsP/c9/nMBLkkmR46ewnE2XZieDk/OTr65rdftMF03kZSQMxc0rt2kcd2WHo67wgMvRzy9v8TCgsuWGlRcQZA38qArO3eyKrtQcWNqpYhquU+j3KVeXmHXoZh//vuTnF+oMeFJVM38QJkzDcXXemu62qiETMjHbCskyXwe36ty6EIJx1QG1bvItDfyVGRDz58AhqBrWkaST3PCHODCXWDUPDMrBAWpLLgcSWH9fiVF9y+B9W/6HDkPbC1MilSpsMWAJJYIEgldFoY7aV7+5dy+WSyu0kGboqsSfiDkd0GoEgQqnb7Jlpk+997c5PXzZVqBiaOBGebnkBzkgZqiqcoIwIe58kk6JHRN1WT+yz9u8XN/kPHcwUkkSUeWUjJSkjQSS6RQpdsXiWmWrmHoBrbpUvUqbB5v8zMf6fDkAZ9nXinTOZYRxzqKrHN2PmJuyaRR8zH1Ca7bcfXJbVtnLzSXz1Kpr/urA1yAXOHVV58747jlf7hu7VXPXjzzEstdiSxVuXsnrJ1qs+I3+doemcdfHmNdQ+Ouq2TqFYWSI9beQST4HXYeElvKE9kqnjiEVksrvHA45p//wTRzixVmShIVMxUOWoNE44LDIo9cYtw3qo009AjbCmj7IS++USGNLEqlbMBcLIzth2FWUp4skWKZKY4pzgKOFeJaAa7to2sJQaTS6RnEiYIEKHJCkqjISOhqMnJq/PPBO2rBybf4dySR6RPGMikKyCqmImHm/JYohaYvph66BiVToZIKD8ZCnTTai+uqQqBJQ8uGUMEINbp9g0rJ4K5rfD73SIf5rkHZEFU8jLL8SgmjlCCSBxHmiiznTxMG4C7cbCcqMv/xJzr8338wz3Ovj5MmRr78ERYSQZ6cZhkKiiIRRmLBVnYNzl7SWTvh8SP3LjNRarLrdZM3zjl0A401kybVUo9mE7asq76+tHj2+x84sufMe97z0f9lwfhfAnzblrWstvqUPHNu/z7luX7z4NvOXAzZMJ1y9cYLfPF5g+f3u7iazZ1bFdZOqqydTJke81G1gJMXLYK+hWmkOZc7HnBLGpUOvbDNQ3tSfuVTM8xfLrOmjJiWWCLXR9eKRGGuSFjQ8nSF4WhQANwyQgzN57WTEofOlYRXuZbmMYNSnoYswqyEDEv4j1tGofSP8OyASqlHyelwuRlw/oKCodhYmgqZRqxFyLLIpxyryLzz5oBjD6YMa/yf//qz/p8iO0eWU57Yq3FpVUdSVRwlw9UFvzwho1Ht4+g9zi6pXFjx6EcaWSYCXRW5UB0VomMZbURMbYQKZqjhhxqtjsW2mYD1sx3OHirRDnVcHcwIMU3JQa5FKeGgigPIwmswzPAD0fqEkUKcyExWFX7jH7b595+5xN6jY5xacfCTFD8SyWleIBiipi7jRwGn5hMU2WCmpnJhweDi4iQ3bexw945Vnn29zwPPmCR4rBmTcVyX8wvBr5y9dPD1X/qFfwf87F8f4ACVksWDj710XDcqv616N7yt6+9iqSXz+F6FV9+osHXcZN2kzKZZifXTPfpRh8MXY5ZbEpeXDLZNZ9RKEY1KQMkRFhH1co+55S7/+fMG39g/Rhi6rKsWxpxCOW8agh1YIGJAhlJFtEiRRT+aCW+ZAWHi85nHPc7Pu0zW8t5bI8/3Gfbwps6gettGgm3GuFZAye2RZi0+81TGo682OH7O5qaNKt92s8FEDVxLRpVTgkijWpK5aVsID2RXFvHREeFfBuk5J3vvmzpLHQPLkXDVDM9IcQ0Yr8K7bk+4YVuP4xdCHt/X4v6Xx1noWyiSLGb1cjYgg6mqhKapg6dWUcXNUKPTM5gZ1/mhd3V4/WiXdqRTjiSsiIG4IYpT4jgliodUABBPZfEzEWv9IBQ5mUkiM16T+I8/2eTJg+f59c9OcmLBY9xTKPlQ9TMaccLsuMz1GyVmpnsstnqcndM594bDxUWNhRWP9VMWt25eodv18fsJquLztjtu4Labb6DX9xEA/1+//kIAB1izdgrX9V4Jw/b9y8uXP3p5/iQ9f4KdG2CiqrBzU4xuNHnxaMj+oyoXL7uMOSZXr9eYqMdsmG4zXl/BtbsYesSpiym/9imXL++awDIdke3jprmZvoprCzWPLEt0+wn9IAGEzKzwKdHUEXAbQh5nGj67Dkl85aUqlqNdWb3zKqZrIwfUAuCWcNZybZ9qpc3XdqX8P384RSyVWV+GsKdwbl5DlWNkUgw9FgkKkUIYIgjV3wq0ErlG9FvW7G/6SM5tn3VdQlZVDFnM7m09o+bJTDd0LNVAyTTu2bnCO29cod2HB56bwVC0nF+TmyKpKbqaEmgpgSbGfkYoY4ZDxU2rY/GB2wK+9HSTJw+6dEINR0uwcn5K4QeepBlJNvx+e75Ep5ciyxK2peCHQ3P+DInJusR3v20ZU7vA//snY5y4aGGoEiVTY6qvomspkw2TmzfL1CotLix32Hesz6tvelxuWvR8WGqZjLkmi2nKhvVb2bZt6/12bfYVO+n8RWH7Fwf4ddvWsbx46cwH33XnPz1/5pCSBJe+favbZP9xk4laQCqv8PlnZA6ddKk7JtevU9kwJbNpNmbt1AqLvVX+51MmUVKl5jY5dTHh/pcbmJbNmnJK3U2pejJVV6FSUql4Co1KSiZFPPlqQhZBzRMnHEXOKZgFwPUEU4uwjIAgCrjvaYdez6HhgaNlYoU/KqzQRqt3MnCxtfNIxGPnfX73wUlSSmysZsxWMyqOQhxLIl4jEgSmOFFIMwWyBMiGB0zpyl//vEnhFUr/PMNHljKQhAuuLgtqr6GJg7aqSKy2Fc7NO6RZyux4yj/+YJujp5c4Nj+GqcroSiKWWVqGr4ppSAFwMxQjQz9UMQKVbt9kvGbwXfd2ePFol1ZUoRSLxU8YF17ggkRFJpZMtVJEye3z1B4FMo1aSSySkkQlTaV8XCqM/j9w8zJZepHjFxw80yJKJB562eLovEecwEpLZ8P0GOumfD56V4uNM20e2hWysGox2UjYe0xh7aSN5dS/5tbu/aenT186u2HDtr95gAPUGpO8cfD5s++6a+frDz1++dtPnOty01Y4dKHHF581sTWbmzdpbJqRmW4kTI91mRpb5jNPpXxjdw05tpmsqtxwT4Zpt/j6HoO6CVU7peLKVFyFSkmjUZEZq6asm+yBusrnn7PBNynZOddBETwR0YOPHC5Nn73HMh5+oYJhaHj68GBZTE6KjHvRshTpETGWGeJafSy3ze/+scf+4zVmSxIVK8kV8eJwJZQsogcdtWagmEm/dRb+ZyA7G2nYh+Srkc8YEUcXgVhyrhsOIikftxksGQ47Ngb81EeX+Se/ZbOslbBVOV9UCcqBoScEkYweyQMlvB/KmKFGEGp0+xYfuN3nk4+3ePmQS8dQcXPtZRgLzxUxKRJPzbFKSJCucmTOQc9kkdWZZmSoICnI+ZjQNGIy+hw6CgsrdT5wh8tkPeDuHU2+8YrP5x+rsdDKOL8gc/y8yaYZg6mxgH/80Sb7j3V55WiZtY2A2ZkpZtbf9vobR145e+ett/5lIPuXAzjAmplxvOrUr1934fTGNfX57z19YYnLSxXuvFqh6mqsmQyRlR6O3cfxOnxhl8GDu2rUDJ2tmzSu2Shx2zaZh141KBkKdTujbEtCq+lp1MoyjUrKVN1nw/Qyn38u4PyCx9qy+OGK6p1PT4r2RBPtCfj8t6+4rPgudU/C1pJBe6IXi528NTEGMYTC2sIxQ2yrxxeeUPjGnjolQ6VqCmfcQkyh5F6MRcr7W8Yf+T/ZlUueP2fZMwrs0bX94D/ylq+RCaFDGEM/UOj6Gp2eiWO5vPumZb73PYt87lmL1UAbKNUNLSMIi1ZOwtcljEjCzHtxYdxj0Kga/NOPNvl7b1Zphx5lXcLKI0uieKgcAsF+XDMec/M1Tb70lIWhZSDFubejIhKXVWGoqao2/SThxcM2qmSxY6PDVestPnL7ClG0xCN7HJSuRi+WOTVnsGbcoFJqsGHa54zZZq41zo7yps9v3Lbz1+cvXvjLwvUvD/BSbStHD3yjec89G//BR37yzZm1HndftzmmHwaM1RJOzbd45bDK9VtjDpyzOXCkxrYJhY3TGptmZW7c1mSl1+fh3WVsSaHuppRsGc9RKbkyVU9UiOnxDhdX2jx1oIyUajhGNmT8acPqLXIwQzy7z3MHM144XELRdTxVxIKPtiZCPiXnKclF4q6YvJSdPpdXfX7vS3VWOw4b8vS3wmRIU0XvPwh2HcQCMlhbFk5Zo+v6wf8ysrjJch/zofih4KCM/jqy9hnQanMdZJThh1Ie3qTR7ppMNix+5jvbPHOwydJqnZIuYWqp+PvrKUY+7ht6mhROryqBrtH3TW7dHvC261Z4Yp9Nx5BxchKWqORpDnaJnq+gYPGO61Z59vU2Z5dKucOuGASIbHkVXTUoOQ7vvaXJC4f77DuhQabSC2w2z6r84L1LXL1uhUOnXW7YLLPnSI+5+TKmHbP/mMxVsx733BI//+KZbf/g0Yce7/3Ad7/vLw1w+S/9GcDWne/ntcNq71f+6QfDt9+sc+JiQhBovHw05LHdDteuK7F5xkSObbaNq2xfp3PVepnrtrQwrUW+/LzB8qLL+oZIaHNtkc5WcqBaipmo91GUJr/3oMnuN8qMubmwQVdyWmw2cM0y9RjHCogTn/uesml1XDxNwtavXOzo2kj1zkeLRfW28+r9mSd1ji6UqZgybh4pbgy8CqUr0ozlPINekVNUFfFofovf+Fu54FfMwfMDWzYai50WLlwKSQJZmgqRQ66DLLjfUSzaFD+U6QciV7LTs1jXUPn7714hDCOaoUw/kggiCEIxgw7DVHycf26Qu736kQB42db53nvbqFqPZiDRyz/fj8TnB2FGP5Do9BWWmg63X6Xyjz+8TCCHzK1KNDspnW5MuwetrsJKW+fMpRKT5RLfeVePdtzjwKmYo6cjDp3UOHG+jpRVefOswxvHGrznRpVbru5gaQprJ2MOXyqhNb4/fMct4V8J3H9lgANct2MtO69Zu7syfkv/+k0Klhmw2jJ4/60qa2aaPLpXpdf1uOkqjRu2JdywbQXXm+dPHtd5eneDreMK6yZVPFvB0IU5fslJqXghE/U2J+ZDXjlaYtxRqDnDcNlCjFwcDC0zpOKK6v3EnjJoBiU9r955wOxgBjxSvQ19yDqsuD7HLkQ8sc8lTE3KRoatZ4PqL2i0Um7XXMQECoZhEKdcWlYhV+oXvfKwmkuDq3gVlVvEeI8IkLMiU0dhqhZja3GexDYqOBbVVNir5fYMgVjcyFi84wafzWtarHahF0o5OIdLmzBKRQWPiioujHr8QKcfWLzrpoh37lyl00tphRK9QKIfZPQDkYLW6We0uwrLbYPlZolbNqdsmG5xoQkrHWj3hHmPH0o0OwqnL5ocP1/n3Te4/Mh7WywFPfaejNl/LGTvYRVHK/Hum2NOLnT4+oseFcekHaQcv2jzgXtv6hulLbt1b+tfFaZ/dYBLUp0g8H7ptlvf9V/XrBn3Ly9LbF8Tc2HZ56EXDMKux73XyVy7tcu6mUtY9hwff9jkmd0Ndsyq3LRdZcv6jH4iqpRpgOfENMp9mr0uX33Rpt10mKlmlB2ZkquKNDdHGAA5ZoRtitakH/b51OMW876Lp0vYgzjuIbh1bVi9i82noYutpaL4fOMllUOnSlR0Ub0Lv5aCkDVQ9qhDVytdi7m0nPGlZxwUWR0kJV8RhTLKLsxLeJZX5AGwB3EkQgEfxRrfeU/AmnpAEGfCdXWgn8yIIgFwP6/EAuQ6Pd/k6nUy337HKjEhrUDOud4MbIzDsLg5is/NQR7mVFpd54ff08Q0O6z6Eq1A2Bh3+xmdfkKnl9DsSqy2NS4tOVQdl4/e3sHxeix2oN1PCQKxcDINnyNnA/YcUjh8qsa7r3f5sQ806SQtTi31ee1Un2f2qXiax4fugKnxLkfOSdTdmJmZKf+u2+75r7N185c2z3p/ZYD/pXvw0Zdtm+kXv/y1/9f3N0dTk9EvnDp7WS85KjvXKVRLMtdvW+TpAxLzqwpzTY2Hd9W5YZ3C9vUaN2zt8fr5LvMrNmVLxzYyal5IrdziC8/BA8/V2VCFhidR9oQlctnNKDsxZSek5AS4dp+q1+XRPRl73ywhy0Y+Ocn5KSOEKgH2fDmkZ7mrqWhv/Chg75ESncBmzCPv3aWR9kYaiCA0Ld8QKgmqGpFkCc2+jqooeZTKSGqbIgKshG1EgfCRfrqwW0tGbR6EAt4zQZND/DglzI114uLQl/fFQSgNNol+oNLuGVRLBrdsC7CMHq1ApxpKgmMTMVLBM0J9KIgoPAX9QCeOTW7e2uId167wtZctIVmTpYHRkaaIJ5qhKVi6iWOV+eidPkcvrnDfkyZVW6ZRFuqeyXqf/acD9p0ooygGqlLl228LabZXmFsap17q88JrIUniUSk5lByf2fEIyxkPN65f+xvHj7z8q7ff/f70r4PRv3IFL16r3Wbo4/3axPj4v719h5rWK10kJWHT7DKvHk24MFdGk132H6uxtqawaUbj2k0hleoyr59KkFKFqidT9hIqpR6vnQq479kqNUNjqpJRLalUS8LYs16KqZcDauUe1VKXeqVNN+zxpWdsLix7lAwZR8053zkwBx7fmjTYepr51tPUIzy7z8HTcOCCh2cpYm4+shjS8s/VtVGlj/h8soinXtVZaZmCApB7rQyFzEOnLDk/hBYha4Xt8dD8J9dPJgp+oFF1Fd52YxddjunF0ogCvmhR8kqcHxz9cEiF3ToDN29o0/ETOnHejgy2kylhPOzFhy6xwgq52zcZr+h89ztaVK0mS+2Yiz2ZhbbMchtW2gmr7YjlVspiU+XSkkW7W+G73xZy7ZYmS11o9RJW2hlkOtdujFjq9njjVMTxcwrn5yvs2OgQhRbrGjY3bIs5cakHhMythrxxtppW62v+7c6rrF/TtaXwr4vPvzbAf/yHf4ir1kr9G3Zuv99u3JSdvGgyVok5fCbj4kKNe2+MeONcwOqywbY1Kletz6jXVvnqC3DqnMvsmEajmjFR83GdVT75uMWFSyXWj6XUSgq1skqjIjFWiRir+kw22oxVl7GtJXS9yWN7ZZ55rQSKgauRg7NIgcjbiyuq9zDj3rUCVjoh9z1jc3LeoWQi2puCszKQbjG4OXStiPSIyKSIgycM+n0TS0PYUeRbRE0d0goKe4zikFko44UCfsQAPjeZ90MNx9K4fmOAKfn0YghiRmJBskElDkLwg7wKByqdrsGaMZXvvKdDrdSj7Uv4kZT7B+a+glGaPwVGTe6FrM0PdaLI4G07Y9538zIkK3SjDuc6KeeaMovNjKVmzFIzZnEVFld1zl7yWNPw+JH3NGmGIfOrGUurMefmLTZN2nzo7i7zbZ8jZ2KOnLYYK9lctXGVx/fJTFddtm1ImVuVWDcm8f57r8mqje33v3rM6N942w/9deH512tRipcvbSJKG8fq49Wf+vb3SL938MALcrtbYvNan1PzIW+ecFhbN7hmo8x4fZX7ng15em+Jq6YM1k0pzI5HjNdW+dzTsO/NKpsbMF6RGatqjFVlxqsRk/U+sxOryNoq//GLOi8cqqHiMzcncbFlYtoS5sDwsmhNhiZDRjFa1AohQ4RjB5xejHn9pIMlaXh6vtbXi89V8v49Q9cLhY9Q6ht6wBunMh7a46HawmxTL5IiBmqhXBGjySiKjCSJ1iROQYqL9DZQVfGUCaNUKG8ilVbH4L03+3xiY5e9Jzz6sSx66KKXjlLCOBup4DL9UKUX6CSJxY4NLaa9Hm9ecujZEm4EYVHFozS3iFAIi5FhXsnDWBxaG2WZ//AzK/zj7+ySZQa73rD43S81OL7kkJIhSVFueSdU96ZR5aZNMd/zzkW+9uwElUWJkqNQckp85HYf217hsRck3jhp4zkVrlnbZXm1w7HzKhumDHQtY2z27vTGa7b+1NpN6471Vhf/JqD5NwPwd991NXMXToaT0zd9/BOfPGZXylP/xTTO88IbFhXLRNVg46zC1nVtFrurPLu/ypqqyeZZlXWTKZtmV3nw5T7/48ExZlyNmZrEWEWjUVUYr8ZMNXxmJlZ5+c0OX325wvP7a5TtjHfdNE/thhZ/+mSJ5dYwisTQQBuodUT1FuzDwk4iwTQjJClg75sqRy+5eJaEraU5d10aYR4WpK50ZO4eo+sBC02J5aaN7cpC66kJOZw2slgyNDElUhQpTxDMiGNIlDw7RxJsyUCTMGKZKHeb9UOdellhstIniyO6kYFfqN8LKms4nIj4oZL30qIXXz+ucMNVHQ7NV+iGBoEhDchT4qmR5TfIcKISRuIJIiFx/rLCZ54qUzYd3rnT4nvuDpmuXOarL/fY80YDyFDlOI9XVFEVC12r8hMfWCBKl3h011geB2ng2nXuvXae3a+3OHpRplGxuM7KmCqbbJmJ2f1mwJa1s6ybMH5u7aY7Pn7o8LHkmquv+z8H4ABTMxvpts8nP/z97ztx6oTXfuDBjrdl2ufQuZCybbBxps8DL/bYfajCuprF1lmNTbOwfcMqibzM06/XGLMM1o1JTDQ0xusqk7WE6UafmfEVnn29y698qoESu1wzAVvWqHz41jq1asDjryastsgZhnwzsSqv3lpuCGRoMZYestiMeegFl37HZLyR99555Td0odM0tWyo99SLrWlANwj57a9UyBQTVwFLFZMbPT/YFqIMYdwvvjc/yuj2EoJI0FjTVDjdqqqEFsqCL6LLmKFKkLcKP/3RDrte69KJdDHXLkx6wiLcqZiEyIPNZKdnsHZS50N3+Dz5Wp9WVx+0OINJTJzmdsfSYKJStCmSJLGwqvDlZyYZMytoicrWdSG3X7XCrVcv8W8/lfHCa2MoUookRbnhqYqieKhKxj1XL/PwS23eOOehKSGaphPHE/zcxxZ4+cgSe14fY+OsTL3SZv9Rjw3TLtt33tG+6rpbT5w6dym55uq/+ljwra+/dg8++rJdk2Mns69VGvf+9Mc+fO+yZmiYssbd1yXsOxNw4JjHxobDximdTbMS12xsImlL/Ocvllmed9k2JTEzpjHVUJmsJ6JyjzfZdajLr36mhpK4bJvI2DClsnZSQ1M1wkgDScJQyMGYx20Msnxy854ilEkTbleGHnH8Ijy8r4Rly8JOQmMgqii8Ek09wzCGek9Tj7ANn8deUThwqoSmKaLy51K4IbiFDbRjQdlNmR4TZ4jLrYBLSzHtbkzXT+gHGX5QLF7EyC6IVMJIpR8Y7NgA775tlSiM6UQSfshw7BemgpMdgT+ynQwilVbX5N4bEjbP9OjHGX6c+4zHo6PGFD8Syxs/EHZqQagSRSpJKsTYUQSn5+DEeYuTF2rIaYNf+oEWd1y3xJkViUsrKQvLIXOLMecuKRw/V2KyUuPnvqtPKHV4/VzMyfMxx88bnLowxXUbbK7Z0ubp/RqtjktjzGTzVe9a/vA77/zpMTf8mqJaf5OQ/Jur4ACS1AAg8Jf+tFG7R33bXdqv33HNN8a+9lKHi3Mu33NPyNxiSq0ssXNzk0xb5Hfu9zh+osJV0wozExoTdZnxasxYJWDD9CrN/ir/7asVgp7H1VMwVVeZamhM1lOqns+qHxFlKrZBLm0T1suWqQpLN42hT7eS5UacMVEcsedNFTITVxOUVGPQmsi5HZzQaFq6IA6ZhmActnoBX3jCoe/b1DwJq/BQGZm7m7pIpXDtlIqbsG6yy1KvxdlVh17TRJISJCmPQVQFXzsIZUJ9GAnihwYN2+D73tXlkX1dmmEFT5ewouwKBbwRSASGPJiJFwkLtqVzy7YerxyL8GM9n6eL4CqRxSNs2hQ594TRFexApRcYyKioasTyasbCcoxlyGiqgSxX2Lo24ac/vMo/OmFwYqGEJKXESZjn9KiEcZnta2R+5qNN/seDcOC0i2XIdAJ49oDH3deGdPwOjx2c5P/60Xsv33brnf9ytRv9aaM29jcKbvgbruDFyzDrSLL/idtuv/kX7drGy6srBh+41UdW+thWys1XLaMal/nDB11OnKywY63G1vUa12zMuH5Lh82zLdZMtEBe5TPPGKw0y2xswGRVZrymMVaDiVqA67R5/g2Fi4sWDUcIm11LxrVFVLhtiMVOsV4v1C6GFhOlEc++ZkGs4+RbS+GMVVRgIWUb8lUiTD2k7PU4v5Sy90gZRddxCyHzSAzhsIKDY2aUnIiK5+NYHbphyHJXotPL6PmC5x4EqajMoUSY98JBpBKEGj3f5OZtCZvG2vS7Ma1Ioh9K9MMMPxyu0P1QVPFicdP3NVRZ4x3X9SkrEUE8mqlZWCWn9IOEbj+l3ZNodxXaPY3llsVUVefOHV2aQczCasrllZj5JZm5RYOzlyrUHY/vv3eVWO5zZknmxKWUAycjjpwKOXIa3jhRYvtMhR//gE+fLntOBPhhQioFfONllYmSwdvv3HR5647bfnGxHX2iUav8bUDxb7aCj74kaZzf+eP7Py5la5Lbdzb/08LiiVq35zLZiDk5F3J6weD0mTK3bdXZslZish7huU36UZeSK1NyE548KPHA83VKqsJ0DRoVNZ+qhKydaLPU6fHI3gpqquekLYWyKyyIS7Y4cBavjDxRTRa2a0udlFagi6qlJnnvLuc6TUVEIBZpcaag03pOn5W2z2efsmmnNq4uYapDIyFdLQ6WQ7W/bQq+uWWEaEpEkqb0QoleCHYgbiAxFcmN42Mpz78RAA8CA9s2+L57W5yZd2n2K7iqjKkmGFphc5Hk1VsiCIpeWhPZP7pPqeQzt+KQpDkXJmcNiENnTBgmIvhJUjA0BdswaJQd3nfjKk/v6XJ2sYRnxbn1tYahWbhWmY/cscC+E02eedXENlMqTo9zTYO2r7O4otLqeOzclvL+23ucm4tYaElM13RW1IBeun75+95u/7zc/MafrN/2vX9bMPzbqeDF62f/wUf5yPuu+/Tb7/3uy27lespuwKmLMucXbE6c87h5i8qNV7cJ0yb1ygqffcrnE18v8caJKgurEk/vdyAyWduARkXYwY1XE6YbPTStydd3a5w+7zFTyai4srCjKCmMVVLWTATMjPeIkzRPzBWUVEGISthzSOPoSRvP4grOuNBpiupdgNMxQxzTp1bu8sQ+mc8/WiNKzeFSSWXgZ1hoII3chqLgq+t6jCwnSFlKkCD65ryXLsZ2RaBTWPgJRoIIJWHwA++JeO9NK3Q6IcuBRCeUBUckFDwRP0gJ8l7ez+P92j2d7RszbtjeI8pNPiVEkloh/L2wnHBhMWZpNWK5lbDSlllpa1xactk8ZfL+21r0soiLK7C4GnF5NWFhWeXcvIMqlbj3uojJqs+OtTp///0S3/OeJS53I0xrmT3Hu+w7YrFlymKmrrBhKmNhNeKGq9a3GxNTP/vIK8kn1/4tgvtvHeAAY5Mb48nZzT82NTX7w7602a840AkkpusWqtHnkd0p/b7GmxciXjtWomSWqXoK+09KvHzQY7YiMVlTGKuqjNdSJus+02NNXj0V8YmH69RMlYkyVDyFakmlUcmYGfPZMLPEcvcy+94MWW1BGEq52kSkM7T7EkFo4GojcSr54VRU78KjXMjYGtU2u49E/MEDFZZCD9eQsApwFx7jqpwvl6Qr0pB1LUZTYhQpgUzQTv1IukK5Hg4UNMIZdugKq9Lrm5iqxT/6cJs7r15kuR2z3Jfo+BI9vwB4IsA+0qb4oY6tqZStRPh3Z4IIpqky1ZLKTdtTSpUuJxYS5pZTlpsxy62U5ZbK/IpJs1PmR94bs3PLCmdWMhZWMhZXIhZWUuYWNS4ulrhzu8rOTX2WW9BpVbhhg8nmNT0sw+L9t3eJ0xaXFkxcK2VpKeHeW2f8scbUj5eN+ucblvbXWsP/HwFwU5Wy//DbX931+KuNz2ru9A/1tfV+p6ugGTFHzsnM1m2u2xLywus6GxoWd12bYtpNnnjVwJIN1k9IjNV0xqswUQuZGWvRDlrc96yHFNlMlaHiyVQ8sc4fq4ZMj7U5fqnD795vc2k5ww9TokRwrYXraYJhgaKpQ96KXhwuJWyjiE+J8JyAeqXNwZM+v/xHVXYfa2Dkvbc2iEqRrhREF4r/3CdR14QTrSSnSFlCkIIfFyQoMfaLo3Tg7V2Y2BfcFGGYY3HtRo1/9+NL3Lx5kcudlBVfphtAP0iHVXyg2Ck8UAwCPyNLE9Kcwq6q4qwxUZP56e/osHZNh/PLGUvNhNVWzHILlpsaC8s2qlThe9/Wx3Y6nFmRuLyacHkl4tIynJ6zCMMq994Y04177DoAZy9WuWtHzKvHZc5fKrFlDYSRj6HA226d9Deta/zQd3xn/Utvu3E5+Z7v/dut3n8nAAf4d//iY6xbcyn501Nbv7x948yPzKyZ6R09m7BhQmPH5h7HL4VcnLe57WqJifFVPvm4yvGTHtesUVk7pTM7DpONkOmxDr2oyS9/0uXF1+psaqQ0ShLVklC310oJjYqPaTZ5Yp/CwrKDawy/Dyl3fur5KXuOmWi6LKqwVqS8CaMix0px7RjPCaiV2xw+0+df/WGNXUcmKdkmdSPDVLKBVbKck6tUJY9jUYubJhmo/TUtRpITSAUXpBdLOchFFS/U60WA1GiYaxwr9HyT1XaZG7eY/IefuMx1G5e53Mlo9iW6fkY/SIZVPMiFDZFgGd64RTAvozxwqiCl93yFibLFu29s005iLrdgtZ2DvClxeUXn7KUSd15t8Ss/ehnN6nF+RWJhNWHucsjpi3DoZJlrZj2+/719zjd7vPyGymzdYtNsj/2nUk5esNg4HTI7M9nTzbU/cvvbsy+/9srFZGbrj/5dQO/vBuAAP//j389/ec/p7Ad+4eR9jrP2x2+5dl1zsZPwxmmNJITrN2lsWNPm0T0yK0seO9drbFmrsn1DxMy4T6PsU/ZW+c9f0nj+1QZryhJjFZlaRYheK57gkldLPc5dDnjklQoTnvAx1DRpYGKvqQnNbsqDL3o4ujRCqxU+KXZu0O9aIY1Kj9Vuj1/7bIndR8eZqaqs9VJMOSPMudxZ/ibKgzx7wRs3dEHqMg2hFZU1n0BK0QmREp9WkNELcxJUvlWM4yL/UggihMGQcLSNYo3FlRIXL9e5fqPNL/7AItVSh/m2RPuKVqWYqIhJTM/X+cDtESU3ws+zNONEPDX6vsxS0+Z9N2XMTnRY7GU0eynNTsxyK+HyqsLCssmlpQr37tT5ue+Z53I/ZrGVcXEp5vCZkKNnMw4cqzDhlnn3LRHHFwL2H3XRFI2r18TUyz6ZurG5ZcPaH//Idxy479OfLWfX3/qTf1ewQ/k7+5OAT/7pF/ntX/sxTjXl10OpcvH6LVNvl6WWffIcbFuXsOcYyInD23cGJJnCpjUJQdKm01OZnehx+EKPzz05RlnTmK1nTDY0psc0JupZbgUXMlZd5Y8eVnn9eJWNYxJjFRFYWysnVL2QWrnLcrfLF56p4agaY25KxREH1IqnUPUSauWQsUoP117l63vgvuenGDN11tcSpmsSkRSz1Behs64BjgG2JZILXFvGczJKTkzFC6mVuiRpi/ufgQNHNDZuCNkwG3Bq3iCIdGGXpo36tYggLvEUiah4fRS1w8KSxtlLdbHYyjSmaiEXl/u8dsZGkxQsPd/C5vQA0yBPzIhQlICvvqDR7DpUDMTOwMi3rDrMjgVkUoen9oubXpXEzZZmEoqi5oFhChOVmMPnI5aaNhunJDItZLUlzhu7j2RMljVmpiKOn5PYNJUhaRVuvuGGpfe+zfq/NqyPPv3iC7N88MM/8ncJub9bgAN848Ev89LjX+L5R/7gtZuuv3pxcdW4k+ii8+oJH1MxuWtnm4uLEYaq47gdHt1tUHUMqtUmv3VfGVOycYyURkll3ZTOlrURtZJPlkmUnIiEFve/YBP1bNY0JMaqKo2yTK0cUy35VL0Of/SQxO43a0y4MjUXKq4yNAQtJ9TLPuO1NofP9/kXfziJltpsaqRM1xU2zxq89zYfTVvhwGmbiinhmmL+7lgqri2USWU3ol7uY1tNfv/rEv/fn0zTb5f5h9+V8CPv7RMnIS8edtGRcYxspEUSqiXXSii5AbVykwdfyfjK0zWS2BJ+28iUHYm7rm3z4hE4t+iMMCml3HVXEnlHZky93CfKAp4/UKakg6UX4bsKlilRslPStMvzh00MScM2YLWX0fWFJrXkyChKQhDa3LA55OUjEpsnTO7eGXD8YoSpadhOwIETCevHNKbHenSDKh99/7suT254/7/sJtv/pDr2dj7+P7/6dw23v7sW5a0vsfXU/vjD33b3L15z/TsuN7wKmtZj95GMgycqlL2UI6czZqsGG2e7PL1fpW65vPOmlErFxzQU1k8lZFKTXYd8Ts+Je/XYRZm9h10myuQiCYWSm+JacX7gCzl7WSPLVCw190zRZSxdGngTenaArnf46ss2va7L2nJKvSQOu9PjMjvWw997b4fxekgUF9bJeWJcnm4g/FZ8XjsV8fGH64xVXdZOepw5tZ6F+Wl+7H0+129u0soXNKPK9dyCBFXJmF9J+fSjLq+fMpm7LJYtl1dNLi25OIbHR29vE8UBq4NeXBw2/YCB/4mEyrqxiCRO6EUyPT+j3UtY7SSstmUWVixu3qaweSZAAtZNytx2XUCm9jhzKaEfwHKnzxN7FJqrdd55fcCxSxFzCzZXb4hpdiN2rNW4+aqAdreNZdT4wHvfcXlqwzt+0TLVP96wpvq/C2b/+wAuQOGwuJR9/Ppr7/gX3/ed71kJmSJNbOrVlIVmzLlLLutnEh7fF/LC/hLXblTZurZDq6cwUZOZqHfZczTi2Vctuj0ZRU4I44ySqVFzpZxLnjHd8Jmo9THzWbQ+6L3JTYCKraNoC6qlHq+fSfjaizUmPYmKCxVXpeoplN0ETYlo98W0oxAVF3F5wnFLOF/Zps+je3Xi2GV9LaNsyzQ7Bucveyi4vPfmFv0wpR9J+fQkB3gqDQyBVAVKtojPbnUTVtopKy0h6F1qunzwVti5YZXLPTF+7Qcp/TAdbDaDPHwqCBSyLKMfScw1ZS4uZSw3Y5aasNzSaXddbDUiSsExVe69TuKm7V0urYbML0HJhqMXQg4e17h7h827b1nl1KWENQ2TWjVifiUFyWHn9im2XPP+lRtuevu/GK9lH5+om399oPz/K8ABxhoO1bL5pxs33/SjO7dt/2d33npTtG6ix3ILNs7IHLkYc/ikzWxNZ+u6gLnVCEu12b4+ohd1OHxaY7amM1HLMI0+D7zg0nAk6mWV8arE5tkeqbTC62ciVjsaSaIiSTKWIshRZs47sc0Mx4opOQGS1OXTT7n0uxbjbopny3iOUP2XnJiy5/PiGxqXl1V0NRsIGhR5GOFhGTELqxH7T1qUDAXXFOPEKIZOX6Xbt7l+Q0yt5tOLIEqG2fNprvgJY4WJqsSt1/is9jJa/Yx2N6HVhWZXY7lpYRsO3/PODgkBzX5x2CxIXGKrGcUqaSYjyVB1Uq7a6JNqPifmEi6vxCyuKqy2HT50Z0gnjllYybiw4HDNOgXL7nL4TIrf9xivRxw5nzC3YLNjncHmNV1OnlcoWRknLkZs2nJzND6585/ddfvNP6rI+p9K0v9ecP8fAXAAXTfSl/Yvfa229qP/fWL66p9Zv+mupOpZ6fxKn25X5frNEmsmJCqlFvvftNixTsa0+jz1mkTo22ycVlgzEfLMwYjXjjpMlCTGqgrrJkP60SqffDTjgec8zl5y8UMdCSUHt5RPTqRBqnLJ6XF8LuKpvVXGHQb8FsdWcO0Uz45QlD6dUMHRhEOWqjDQXSqymNaYesybZ+HYSYeaLXpjRRYjwCBUaHYMdmzIuGpdj14oqneaZnlmvJiDB6FCPzBx9YSAmFYvo9NP6fQyOj2ZVldjpe3wruslts62WOpLdHzo+Sl9PxUswQLgKJgqrBuT+MgdEj/8/jaa7XN2IWFhOWNh2eLGzRr33NDi3OWUk+cVTMXlbTeEdKI+b5wyuGGzwmrP58y8xKtHbTxLZbzWQpHt9NveeWdyw84tP/P2d77nv5va+a8pqv63vsT5i7z+jwA4wPvfsYn1YyfC+ljjTw13y9W33bjul3duneL6TV3iLKVeCfjMkzJh4HD9loj51Q67DzhsnTFYPw0z403mViQ8TWW8qjI9BhP1Ns8cjNl72KNiGsSxKoJnVQUr9/qzTBnbAsdKcO0Qx+rw8Ydden2Lmp3hmhK2qWCb4v+peD7nLsc8trtM1ZKwdSFPK5ynkEBWMiFpkzPiTMfRhcJHABzCSKbva5AaSGlMPxYKe2Cg2wxjWZj6dCz+f+2deYyc513HP897HzOzs7Nz7Ox6D3vXu+tjHTuOHR9N0qYpDW0ohZZSSkFQjooC4hAVl4AKASr9A8Q/IEACJKQKiaqqSilNWlpwGsfEiZvDXsfnHt713rM713sf/PGukwiBkHo5CXykkWb+nPf5zjvP+3t+v+/3ncdihqpdGl0J18vsG7quoONkbbGWbvHTj7bw/ICmJ3C8rNbf9bJat+urhKGcNZtJgmYrz/EJlQcOt1nZDlneiFnZVHCcPP29EYuNiLnlmKvzNqf3qdQrHV64HmHINh98pEOj5SER8uzlmECMYZWnfvfo9O79/dXy368u3w6EeuBuy+kVXjcCB7h3+iD79467gz3Xrgpj9ycffWjw9wcHx+KpIYVyscHGusGh3TKJ3OXcjMX0iMXhiZS9Qy4r2wHPzJj098jUyjIjdY/1doenLhoM9upUSwLbjOl4MY4rkzfudB5K5K1s710uupydSXjypSJ9JuQMstZbPdujZ0f3HotbgiAyqeSyFAtNEdmcY5TdgTPzzJjl7Szi0NJSdD2bsI9jgetLOL6C4xnUeiMikT1YCnHHBz2bl2y0VTZbFoqwGOxzaQbg+uAFCa4PXS/r/mu2bU4dhPunt1lrC7oedJyYjpPQcWQ6jpb9UM2IrgerWxLLqz2cPhDTU3KZW4tY2UxZ27Q4sS+lr8/nxnLE89ciLl3r5dikRiR5XLyh0V+0WG06LG7Y7J3aHzeZ+P3HHtn7ySfOb1wtlqbc/oFvzyTOt4vXlcDvcOT+j3Dv+HY8Nv3R33vk0Y/98bHjp/3FzWEO79XYVXV58UaCmuZ4670hQdJhYS1kdUsm8E3qfQpDtRTLaHP2ssBzbYYrEsW8oNzj88wVmQszFn15QSEnUyoISoWIghViGQ7zmwpxaOy03wpM/dWpIFOLMHSXT38lj4FEf1EwOqBi52CpEeP6mceLEFkr7N9+MY+tCvJmNp9o6hJekNLsCNpdFc83+Mi7XHJGlCUDy1k84mDFo+O4zC4KVjZ04tjmQ28P8MMAN4QwTPDDFMeTaHVUttsGqmQxUvZxgoSWC9udhO1WxHYbGi2dY5MS90z6bLZTttsxC2smtprn5AGXbhiwuBZze11Dk3NUelN21WJU3eFr30hJQpvD4wHzax4vXO/h2IGKu+/A9NWf/vBHPvUHv/ojv/d3/9SOP/qj77/bsvlv+Y61y36rVEZ/EsfpcnMx/O3B3e+SHlKmTj7xlS9ImrlxsrEVK4fGA7q+x80lmb6CxuVFlUpOYWJEor/P4/w1n89+tcCBQYVKr0Ixl6JpHjdXBLauUspLVHplBio+PTkP04jYbCV8/qkcOVWiXBD05GU0VX6lSmLqCYsbEc2uRq8lKPcqjA+l3FjrMveCwnBFJY6lrN9FiZEljR4jpWDL1MsyOSvg0s2ErqtRzMl0XI1E0kjimCRVkSUwDRgd2OL5Gyk3l/oo5DQG2yY9VouBiks30LIyYgp+AFttBV0zKOYtHjvV4IkLAY5v0HRjRCPCMrNGNcexmRjocv1GTLMjsbqpUMr38MMPOWw2u9ycVXh5Qaav1+Sx41tcmTUpFiVeTkKevy4YH5Qp9dnRyJD9HydPPHzxmZcWf94yrbTZ7NDTk/vWF/w7xOtW4ACWZd95+5vzV/6GX/jwrvzyav2v1ltbH5hdvCUlcYRApq8nRF4yuW9SZC2yScTZGY2JusX0Hnkn/CokTgO+8JRJUReUe2RG+kP8eJszL8rcP6VRKSu0OiZ9FtT7ZEbqMm03pNmF/kTCMiK+dEFnYUljXw168zLlosdS08UPbcLojgNuiqaF6LqCLUPekhmsJGhWi6VvKOQ7Mruq2dZBKCphGBInBkKIV0qMnVBioxWz1UppdVXGRyQePOLztbPZXr6Yg64fsdqAONaoFC0KZgdDiakX4L4DLlcXBbfWZKq9Gm3X4D2nGnzhbELXTdhqJTx/TUOWy5zcv8H8QsxCI0S9rDI+ZLPeSugrwkTdp5jXsHMTiVEb/sy2MH728fOr7V/6iR/hu3sm+c3xuhb4axmZ/Agba3PtfQeNX/SkpeudM88cDNzGe5ubcyysp9R6stO0y3Mye4Ziuh2bk1MgKz5eIDD1GNMIMU2LHkVQLUn05Ds8cSHg4tU+xvtlBvuhaEuYicyuqsLEaIfzl13WGn2MDUoIkcVTW5qEZUjYpiBnRmhaghDKTghU5pp1bkbGcWTKeYFlShSsiFQL8CIJgoSuK+N4Cv0VhfsPeMwvFLIqSgpxItMNBR0vpeumdD0Z19OJwixsSpFVaqWYuc0WV6+pKLLNUE1HUg3iKKGvoPDgtEyh0OGr/6GxtqXQbGuEqYEbxHiBiqnHBJHL+RmVYwds8rmYPQMJm62IjS2DasnFcRKOTI9QKRc/Vxs4fTGWR/6M1GlPTYx8y+v53eINI3CAcnUUYOPJ567+zsPveGxka2We9tbAe7/+zAwDpW0uL8BoRWd+xePgsEq96vDV5yQOj8XUSg5CgCwr5CyJainGjVxeuGGyp6pRsEOu3BKISNBXlKiVU5zA5cxLMNqXvrK3lpRXB5JNI8UwQjQtQd4JaVIVsM2QMy8aOB0Zs+9OoltCLMckyZ3ksuyksWApnJr2uHQtq4VHsSAMVYIwfHWYwctSiuM4BNJXfMrferjJzGyO1YbOZlNloKayb9hnu5uysJzn0G6Hr78QsLZl0O7KqIZKkgpWmtmgxOEpj399NsKezTFc7+D7gvHBgGsLMUcPFOirHOTIvWOfG9nd/8vgzwvx7Z+Z/E7zunzI/N944OgER8fz848+fOTje8aPvO8H3/MDZ04cm6ZaLFIstLm2aFLpjXlxLmVXWUNWu3ztAtxetwFBzhD0FgJaro+UmAzXJKoljycvGjiOQikvUymG6LrPesvC0O7YIMcIKd2xp8hq4JYRUDBDzB27CUNLyVke+bzA1sVOo5JAlrLsnSRNd6yQM3dYx9VodwSOF+EH7LwUXCd7aM3sIbJDnyThFV9x15co5VQ6IWy0YhpNgaWrHD8Ys9qMWViREEmOgh2y3YnouAKRCnaVVN56b0Asuiyu2hwYC1jfjhivK9ze7CJEL1MHj/LgAz945sg9h98nG/d//NZSfV6IQ3d72b8p3lB38NeiGkWA62maXgcuzl1br3/4A0f/8vbSN8aXN27IKQ1ur+R49+mYmYWEyMuzd8hFpIK8LVAUn2cumQz1aYztiqmW2ghJwdRlevICy/R57lJC2ZYxdZFZIZOiSgmanA0Ym3pCx0l49rKCvTOwXMhFrLcibi4ZWWeewqsu+OlrPMJTiCKB62vsHUgpFgOajrbjwa1wYp/HzZ3U32yUTSaJgTT7N3E8QaNlc3isydkLJtvtBMfVSBKZtWbIjdsyuwctjk95fPGpiLajIgno0aG/qOMlXS7OwmOnFBZWHW6vFzl5/754evLA9fWO89HRidPLScJV2/hm4mxfP7xhBX6HHd/tq2nSuJok0TtNQwxWBh74zOe/9NXCe96yZKvqbUI/R96KabQlQNCTS7k4F3Nt3uT7T8WMDjTwwxBV6BQsiVIhxTJdLlzPM1hSyNsybQfCWGDIySvtraYR03JSzs1YVEyBoQsKdsAzVwSzt2zqdpZvE4TZ1iNVssYVRRboGshySqNlMFY3OL7P4eastdPPLXN8f8pnnwI3uOPvLRHH6U5vCrSdlOV1k0N7OnzpXEKjndLsqsSxhqolzG84XLhq830PyCyMOTQ7BmkqKOUTum6Kbcs4QZunLtV49MFyd3zykdb6dvT+WnV4aViW503tjS3sO7zhBX4HIZVI03R+eE/l1q2V7oEPvCc6UesN/vpfn74S1SoLpZeub+TzOegxJEqFADeOGaka1Gtdvvycyli/gS4S+goS/X0hxVyHaq5IvSiwLYfb6zq31hTOXdQQaRYrbmhZfKEkm2hyltomySH/cs6gqKmcmIb5lYBGSyWOBUK5M8QgKBUSnNBn5iWNR+7L8+4TG/zJzQQvSAlDiTBSM9+TNMXxAWROHwxpNBIGazFLmwFXFjT6qzodJ2BtS6PRlAhinfsmdCYHHV684bGwYhPi0GlGtDoafT0wOerjhAPtn/jA3oZk7lcGytLPTE6Onpugp5nEJIry5hA3vEH34P8TO0kKyVB1c2t8b//jhp2f+Lt/+PuxD33wQ3/40KnTl3YPVZ+fGCx4pqVz9kWVI3sDWk6XWysGLUfQdRPGBhMSPJodnbyRib1gd5CkhI4vmF2xMTQFQxfoWsTiRkzLUUh3TiFtIyBnZe5c0+Mxhh3RcbMke0EMxCAEOTOhFXi8cDNmac1gq23R9hOiOMvwKZgpwxUHP0zxfHBdjaGqhm5kx/1bfsRyI6Hj6OQthVSOuXk7pWhGlOyQXWWVnO3y7MuCU1MhhqnhRlXPsAefH9v7tkvvfNeP/+G/PfnpsUKhMKGag48//7KzJQnxphI3vInu4K9FyCOQxak78wtzqKryKUWWP2UWDsmPPJz/8167NbHt3XrLQG1O/uLTvYhU4+pim9llnb1DHucugSKb2LpE10u5sigY6IU4DtjVa1DtkQjChLYX8eXzJrYmYxghSaKgaz5lSyClEnkrRIgs7SAlpO2E9OQU/G5MkkjEaUrbTWg0VSRdIQ4DZMnCDQL8QOIdxyI+/7UIXUu4tihR7ssjyyEdR+f+iQ5XZwUdT6FWSjlxMOT6rZiT1ZjI6yJLvbzt3pSnLxmYuSPxA6f3fH3PoHV1aLT7MSF5saYb/Pov/0XaXx917vZ6fSd5Uwr8tYwMj8Kr2U/R2lr7Z1Nh9U5O3fqj5dl/1J670o1r5dy9iuoftc1tXr61yeaWws2VhLabUK+mbHYspkcTzr2soig6xw+0OHcxx7UliUbT5uM/1OX6rYQoNvnGNYn1LYl9Q1DpdUjSLH5wvRkzt5rnnhHB3G2POLVQpYCNps5WW2VfLeXohIssF7k4F/G5Jwt88O0+ewdDDCPi7GV41zGZE/tcZhdh/5hGyxXUKiG7qy4FXWGo7DO32k+ut5dUUZ4z1c6F4ZEB+fD9jwUjQ/2/FXrelmYW7vaSfFd50wv8v1Kt5gG2gJ8DePniGYQQDzbb3e85NOW9v9FuT25vB1y6PoMXgettkVNkBssea60UW5FY3HCRZZu8mVK0TcLIZ7OtMFIRbLZkklSikEuYWcjiPNb8mLlVjeeu6fzcu9skO0FS602ZiZGAZldDQtBXSPBDQX8tc8Ldbts0PYlykjLU32KzmacbaVxZDNg3KtB0j3Ihh6ErVAfupTqsgtRzJZ83PxOE9hNCpGd+7Kfewid+7WN3+7LfNf7PCfy/MnXwQYAzvrt1BnjS84Mxt7uZdLsLSbVc323l8r+xX6xwYL/PjdVlnI7PP51TOLrbZ6jcolrQWFjX2O4ojFZDpneHOB2NvB3yxDM9PDDt0WgkJGlWPYniLM4kShIWlgt8730u52dSXryp8fx12D8Uk9Ml6n0Ja1sKs2sh9Z6Ih6e3efpFg75agaHhXfTXQ06erLC80v3k+vXN2fF9b5Fq1ZKUpuoN4PF6rXi3L+3rgv/zAr+DbvYCPH7n87OX19E0vbi8vPx0u3eGWr8THjh0z6+U8tI7xg/H1HtiXnjpK9TLCrW+GF1RydkpfqAiiRhL7yAigzAQtJ0IVUsJAkiSgDTJ4giJVHxfYq0V0pNLsSwdSVO5tVlgy4vRNYn3PiTYP/kwu6oRhbpNX2/y5fis+6fFEureqUkOH6+d+V6CbSF23e1L+Lrk/wX+P3DfvgrANvB5gBtzK0wf5OWcEdV2jZKIxOef//08e8s+hVxAEMrEsR8euue+T/iS9Fit5IdHE52hgZRpZAq5FKsE9V0uoZqlxnmyzGA95WAomByU1cKA/oWNpZlPeJGmBnFEkgqO7YPhyYMYukq+LEu9BWl1apJZKz9wty/RG4I3V03oLuNsfg5Jovb1815PKe+l1xZ1BiopN5ckbCtluSE4td9jpSGTN2Vu3Japl1MuLsBEXREbQakpSFd/8n1vv9tf5U3DfwKVk5rfjAaSjgAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0wN1QxODo1MDoxNCswMDowMM1en00AAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMDdUMTg6NTA6MTQrMDA6MDC8AyfxAAAAOXRFWHRTb2Z0d2FyZQBtYXRwbG90bGliIHZlcnNpb24gMi4yLjUsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy9IzyijAAAAAElFTkSuQmCC', 'weight': 22}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  Showing the first 100 of 258 matching records in this table.
  • id: 20014932
    {'hecke_orbit_code': 4503599996469298, 'n': 1, 'trace_an': 1}
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