Embedded newform data - 25.8.e.a.14.9

Formats: - HTML - YAML - JSON - 2025-12-10T06:13:44.980164

• 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': 1600, 'analytic_conductor': 7.809625637103044, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 25, 'char_degree': 4, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 10, 'char_parity': 1, 'char_values': [25, 10, [2], [1]], 'cm_discs': [], 'conrey_index': 4, 'dim': 64, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 275012124697, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 25, 5, 1, 10, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '25.8.e.a', 'level': 25, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [5], 'level_radical': 5, 'minimal_twist': '25.8.e.a', 'prim_orbit_index': 5, 'related_objects': [], 'relative_dim': 16, 'rm_discs': [], 'sato_tate_group': '7.2.3.c10', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '25.8.e', 'trace_display': [-5, -5, -510, 0], 'traces': [64, -5, -5, 893, -510, 173, 0, -2510, 6587, -5805, -472, 16635, -5, -19409, 375, -42071, 31910, 0, -48685, -171405, 2268, 197230, 356525, 544720, 170220, -708942, -319805, -565125, -332885, 66235, -39057, 0, -161110, 1156301, 337515, 1920669, -1480960, -2136945, 1307509, -282470, 1955408, -684355, 0, -3558164, -1351725, -2982527, 1018980, 8967210, -3298162, 8550165, -3922092, 8058740, 316580, -6933535, -2889990, 480880, 0, -12912030, -3625740, -10459240, 656223, 15439920, 16010850, 572908, -9903445, 8105266, -25482280, 0, -9378031, 16449030, 2533578, 8757215, 8477055, 20547876, 28650170, -22436480, 20387770, -23613305, -5343505, -44517070, 7686054, 0, -20224125, 10924626, 2795615, 27540603, -3545560, 36319550, -17844415, -67695745, 9123478, -88054710, 0, -15200999, 42119295, 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• mf_hecke_cc •

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

  
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41, 'hecke_orbit': 1, 'hecke_orbit_code': 275012124697, 'label': '25.8.e.a.14.9', 'level': 25, 'weight': 8}
• 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

  
  {'Nk2': 1600, 'analytic_conductor': 7.809625637103044, 'char_conductor': 25, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 10, 'char_parity': 1, 'char_values': [25, 10, [2], [1]], 'conrey_index': 4, 'cusp_dim': 64, 'dim': 64, 'eis_dim': 8, 'eis_new_dim': 8, 'hecke_cutter_primes': [], 'hecke_orbit_code': 275012124697, 'hecke_orbit_dims': [64], 'label': '25.8.e', 'level': 25, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [5], 'level_radical': 5, 'mf_dim': 72, 'mf_new_dim': 72, 'num_forms': 1, 'prim_orbit_index': 5, 'relative_dim': 16, 'sturm_bound': 20, 'trace_bound': 0, 'trace_display': [-5, -5, -510, 0], 'traces': [64, -5, -5, 893, -510, 173, 0, -2510, 6587, -5805, -472, 16635, -5, -19409, 375, -42071, 31910, 0, -48685, -171405, 2268, 197230, 356525, 544720, 170220, -708942, -319805, -565125, 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• mf_twists_cc •

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

  
  
  • id: 3046153
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 14, 'source_dim': 64, 'source_embedding_index': 9, 'source_hecke_orbit_code': 275012124697, 'source_is_minimal': True, 'source_label': '25.8.e.a.14.9', 'source_level': 25, 'target_conrey_index': 14, 'target_dim': 64, 'target_embedding_index': 9, 'target_hecke_orbit_code': 275012124697, 'target_is_minimal': True, 'target_label': '25.8.e.a.14.9', 'target_level': 25, 'twist_class_label': '25.8.e.a.9.9', 'twist_class_level': 25, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
  • id: 3046154
    {'conductor': 25, 'degree': 8, 'order': 20, 'parity': -1, 'source_conrey_index': 14, 'source_dim': 64, 'source_embedding_index': 9, 'source_hecke_orbit_code': 275012124697, 'source_is_minimal': True, 'source_label': '25.8.e.a.14.9', 'source_level': 25, 'target_conrey_index': 1, 'target_dim': 64, 'target_embedding_index': 33, 'target_hecke_orbit_code': 27021597898441329, 'target_is_minimal': False, 'target_label': '625.8.a.g.1.33', 'target_level': 625, 'twist_class_label': '25.8.e.a.9.9', 'twist_class_level': 25, 'twisting_char_label': '25.3', 'twisting_conrey_index': 3, 'weight': 8}
  • id: 3046155
    {'conductor': 25, 'degree': 4, 'order': 10, 'parity': 1, 'source_conrey_index': 14, 'source_dim': 64, 'source_embedding_index': 9, 'source_hecke_orbit_code': 275012124697, 'source_is_minimal': True, 'source_label': '25.8.e.a.14.9', 'source_level': 25, 'target_conrey_index': 9, 'target_dim': 64, 'target_embedding_index': 9, 'target_hecke_orbit_code': 275012124697, 'target_is_minimal': True, 'target_label': '25.8.e.a.9.9', 'target_level': 25, 'twist_class_label': '25.8.e.a.9.9', 'twist_class_level': 25, 'twisting_char_label': '25.9', 'twisting_conrey_index': 9, 'weight': 8}
  • id: 3046156
    {'conductor': 25, 'degree': 8, 'order': 20, 'parity': -1, 'source_conrey_index': 14, 'source_dim': 64, 'source_embedding_index': 9, 'source_hecke_orbit_code': 275012124697, 'source_is_minimal': True, 'source_label': '25.8.e.a.14.9', 'source_level': 25, 'target_conrey_index': 1, 'target_dim': 64, 'target_embedding_index': 32, 'target_hecke_orbit_code': 27021597898441329, 'target_is_minimal': False, 'target_label': '625.8.a.g.1.32', 'target_level': 625, 'twist_class_label': '25.8.e.a.9.9', 'twist_class_level': 25, 'twisting_char_label': '25.22', 'twisting_conrey_index': 22, 'weight': 8}
• hecke_orbit_code 275012124697 does not appear in mf_hecke_charpolys
• mf_newform_portraits •

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

  
  {'char_orbit_index': 5, 'hecke_orbit': 1, 'label': '25.8.e.a', 'level': 25, 'portrait': 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ZRW1+P0AoTaQxvD/k0R7W7K+SWHsbrLZZsStm3oUKuGCGmIIkGzW2Gx6TFWFbjS5fyCx7FzglNzCWeWE/xKl7fe1OG7bwZfjnL4dIMz84oLOXMvGo4tGW68cpFf+tFVNo2Ncvr8OBeWqyyuOiytSpbXEpabMZ1eSrurMb7Lj71vTO/eevUnEJM/Y0zYuv3O73qtIfGXevy1BvjCUpN6IIgS8yuzs0de35//jPzKI+b133j2kPP/+6kUT00xtxyw1vZYbjosN2GlmbLSjFleS5lbg+PLgqnJNf7lh5Z53d4qZ+fHOb9Q4/ySw/yyYW4pYXYxZaGdMDre5/arO9yyHzxZwVc+8ysBF5Yc5lYE3RCSRBN4mlqQMjaSoIHTcwmtDmzf4FKrhBgjQHh0epptMyHLaw4YK0XWOhAmYDCsNCM2T7u0ewqhDEKHNAKXbRv7rHUFp887pNphoiGpBwLfhSQRdEPJ3IrkwrJhfjXB9/vgJtx6RYfXXymYalRYXm1wdt7n/BLMLyXMryScW4Hjy4Ybr1jiX31olZnRBmfmxi1zr3osNSUraymrrZjVdkqzYzi/KtB+l3/54+c5fu7a5PEDtUf/2f/2XXrXzn2P9kPxj8dHDcodea2h8qqPv7Ya/Lc/+inuvO0GfuHv/h+//JW7v/m///En7919evHkjumx03LjdJvvuiNGxy7GKAzSgspIrLUvEMLgCIMn4fxyhSePSa7etcL+rX2qAbiOxHMVnudQq0iqrqTbcTl8KuDeZz1OL4S0kpjDZ0M2TKzwnttXuXp3mxv3Nzm1lLDUFVT9PifOG5qtGlddJlnrpxw8pahXHV45DXs2GfpRSj/1cJyYsTocOuujnBRXJjgu9ELJ6/Z36XUlV+9OafVSTp+vs3NGUatGrIWG6dEuq50Wn7gfnj+Z8uLJPts3LXPNvhZj4xHvvrXN973RsGumThqPcvLcCMdnXc7OaWYXYmYXUo4vCM6sxVy7d5F/+aE2G0ZHOTs3zvxylcU1j+WmZLWZ0mzHrHUsuFc6cKGruDAXs2PjKsfnW3LvlpUdo+rszn5f37x586aKX5m478Wn/5Tf/MinXmvIXPLx15LBf/0jn8F1t6t+/8A/q8vlf3rwwGn1/NEeR5YMbqXHVH2NX//ZFa67rMbc8hjLzSorzYCVpstKy2G1DavNlNVWwko7YakJZ1cFTqXPbVeu8ME3RuycrrHWabCwUmFxxWOpKVhpapabmtW2ptXTtEJDt58w0YjZtkEDAt81zC64COmzfVqxc5Nh03SX+dWQF47WuWGPoVpZ5eVj49RrEVHkMjGm6fXh8m19/vT+UfZtTQhDw+SIJE571AOfV071qbg1rtub8OKJiPllj80TPjs3wraZCKViZpfAcw1CGLZvSBirS9o9n07XpdV1WWkpVtZgualZaaYsNVPmmrDcT9m2ucMH71zitv0OgdvgwlKDpdWApTWH5ZZgralZa1vmXusYljsw11bMryW8bu8Ffu1vLtKoBvhqhBOzUxw5O0p9dCq98ZrRX756zy3/6vjZQ+meaz74WkPnosdfK4AfPXKESiWonDt3dttXv/nyDxw6c+5f6+556o7LuUXN7ArMthSLnZgbds3z6z+7wjWXVVhYHWN5rcpqK2Cl5bLaclhtQbOtWWsnrLYTVlqG+abgfMeA6HDXHU3e/TrNZRsDoqjKajNgrePRbCtWO4J2V9APDVFiSFNQ0uC7UPENow3D9HiM4/Y5fiHipWM+OqnxzpsjHHeNZw6OsGMjfPXJhDuu8llo9ggcRZLGjI9BErs4bsLycpXbr2/x1cfq7NwITx8NcanyjtdpEtHjpeMpJ2cDHOmxYcxhrCao+ALPEygBiYYoNvQjaHcNax1Nu6tZ62qWO4ZemrJ9S5d339LkrtdHoOssr42wsFJhOSeDJqy1U5qdhLUM3CtduNBSLLZSbtw7z4d/doErtgesNEdZXK1zfrHO2TmFcpa5fM9GvGDP/ymrV//55s2bz0RRr7dnz77XGkrF468NwA8dPkG9Me0tzR/+iRPHj/zGNx58Vhw905ZRAiNVQRwb1rqGla5gvqu40I553e4Ffu2nl7l+d8DS2ihLazXWWj5rbY/VtsNaW9BsG5qdlLV2QrOjWe0YFtqCC03N2GiXt93Y5tb9Cds3KBoVl1Y7wHcloIgSidYCbaDbB4RmrN7n6DmDNhH3PF0j7FbYvdnjtqu7xHqNB58d5bo9LkfnOjRXG9xydZf7nvHZMG44eNrwt97f4uApnw3jknufVdx2uWKl2+LE2XGu2xvx4Es9krDKrVd47Nrap5d0+PozClLB8VmHRtXBEdDtSbQRpNoQJ4DUOJ6m2THU6jFbN4a8/vIub7shYaIWML8ywvJahdWWPTerLUGzA812QrOT0OykNLuGla5kri1YaifcvG+RX/7pRa7ZGbC4NsJqq8ZaO2Ct5RHGkpFaTC+E+dVRPbnxKrN7156fv/7afX947vxCtH3n7tcaUsBfE4BHSV+2u933fOXrX9i9c0J8+NlnnnfPLQpWWym9UBMnhjAydPqadh/WupKFnuR8M+HWyxf4lZ9e5IZdHmutERZX6zQ7NvBc6zg024pmF9odQ6ub0OqkdHqaZtew2BEsdiBOQ67Z02NmPKXTNbzrlpAdM5oklTjSEMXwwAsBZxYCNo4lvHw8AF1l/xbF9fs0ftDlmaNdFpdqXLmjRmN0lcdedLlpT8Byd43V1QYzM4YnDyp+5M0dnjrosGXaZanTZHVlnOsv7/LYyynjlVGu3N1hodnkyQOjVJwaN+4z7N3WB9nhhZOC6fGY+cWYB19w6ccKKSHVhh0bI952S0S7o9g0prl+D0RRlZVmlZWmz1rHpdVVNDuSVgda3ZRWJ6XdTWl1tSWPnuRcS9Dshdy2d5F/9VOr3LjH3hzNdoVmx6fV9ej0HPqhJEoE3b5gcTVldi7k+ptujnfvSP7hW9/8vmOeV/2S61b1a42t1zyTubIW0m7FHzp98qF//+hTB8a9KxaYHh+lH7sgJG43pR+mKGk1MBhAI6VBSoenjmzgH/+ew/tvW+EH37zCzs0Rc8sNfK9Cxfeo+i61ikO7Iqn3XEZqDt1+SqeXsiHU9EJDu++zshgwe9YQJZpzcwm+bwCBpwyOFHR7CoFL0nW4dodg1ybDts1dwrTN3U8pDh0b4+03+Fx/+Sp/fLfBE1V2bO7y4mOKzaOKyUaXQFWIYpeFNtQChy0bBM8firh+b4U3XrfEH325h+fWeevNBtfv8o0nI776RI0DJytctqnKjo0pU2MROydjrtqRopTGUQYwVH2fqVGfKHZpdz1ePurS6Tt0e4pOX9LpQadv6HTtd2/3Ujo9Q6tnWOvBYlcxv2qojjT5hXcu8r7bQq65rMaFpQbNToV216Pdden0FJ2epBdKuqGg3TU0O5q1Dtz38CPu1vHav3/48c0rd77+jr+XJv0/Uk7wPy7Ao7CFEPFPHT34yK/ce8+D46dPtljZ6jA9Yqj4mnpFIhBIKZAyRQgQwnbSKGlQMsWTkhePTvHckRpHzy/w/td3eP0VfUbrDVaaVWqtgEbPo9N1aGcXu9d36IYO/dDQjzRRbIhjQ5LaZ5R4GA1SCVxHEHiC0bpgrA4zk5otG7pMjjX52jPw0HMuUo/w9htcrt3f5pEDMVG/wW3XCpq9HgvLNW7dq5kc7VJxfPqJYrEVo7Tg2r0O1XrIs4cD3nD9CLdc0+bZwwrMCDdc4fGT373Cfc9H3PtUjYNnArZNKWbGK4zVq4zUoeKD6xiUBG3g4ElBmgriRBAlEMbY7xjalbAfarp9TTfUdHrQCmGxI1loQ6j7vOW6Fd7z+iY//FZNkjSYW6rR6gS0ex6dngV3u6fo9gW9UNDtGTo9+2+nGsYahl6ryctHHhhvtZ1/88633eG0Ot3fa9Sq/+MB3MSr4IiffPKxh39lafaeaWU0t14xgiNSeiF4LlQDA0YghMpATgZuUMrgKIOrNBVXsNSt8PH7t/CN51rccdUaP/qWNa7a2WFitMryWpV2z6fbczNgK/uMBGEsiRNBktil3mTVokoaHAcCD6oVzXg9ZvN0l4QOR8/FfOLBgBNna4z6FW66wuHWq1s8eaTJPY83uHlPwLaNXf70foESPo16zFonRBtQAqYaXVptD51UeM8dC3z8q1V2zQe8++YuUbzMgy9NEKcBr7timnff1GLP1ibfeLbLi2ervHDSY8u4ZLwhqPoCz7U3ocxufm1Aa0OcZDdrbAhjeyP3I+hF0O4LVkPBShuE0+e6fWv86NvWuOOKlIlGhdVWlWa7Qrvr0+m7dHqDlaAbSnp96IaGfj+lF6bEsSbwwCQ+LxxxWG21eeXUfdONKr9y7bWvN2fPrf3+1s2vTSfR/+cA/+QnPsq51gY+8icP/Xi9uvjhSff5SWW67NxcIYwMJgsLfFejdVauLgRCSJR0kDJFKZEtzxpXGXzHUHEEq33FcnOMTz5Q44mXO9x2zRo/+tY1rtvVZCKtkCQ+3X5Ap+fSCx2iWBEnkiSVpFqgjUBgkMLge5pqkOB7EZ4bcm455MtPS47NepycHUNpn10bPS7fqbhhfwvlL/LS8TqbR6tceRnMTK2y0mpw1WZJog1fe8on7EpGawnveF2fLz0Yc2auzr7dLhfW+rxywmXrhjGu2bnIIy+2eewVQRh57N85zv6tPvu3tDl+YYVj5+CpQ1WOnqhRdQS+I6n5hsAFKTMRZ+zNmqQQJRClgk4oaPUFrRginaBNnxv3tPjRt7W446qUjeM+/f4Iy82Adsen0/fo9hw6fUW3r+iFgl5f0gtt32g/TK3HH2mixKCNoRsajp+NCRPDWmeV3/vEPdM/Fp758GUbJ5JTB7/wx0+91OYD3//D//0C/N/9xsd455VLfP0AP/ziwXP/8YsPnxr90HvmePdNLqtNTbvnEcWSOFY4UiIESCmREpQSOEplrxpHpbiOwHM0nmvwXUPVSxkNBO3QZbU1xqcfanD/C302jHX5gTub7N/ap9/rcOVOw9YZRRi7pKki1TZRJDBIqXGdlNPzhpNzgrWe5guPVDm3NIaJXMYCxaYJh+0zDpdthit3tdByid/5Uo2VlRFu3u9w5a4m33hBIBKX6TFJrZrQjT2kkWAkyvFo9gXzK4IrTJU7b2jz6LMVNk163HzlOP/rdy/xh19t89ThGp2+y/JanZ2bKuzb2OV1e9t87xvanF9Z4QuP+Cx3fU5fcDl3zsNVAimtrNPGkGqItSFNNGMTMVdf0SUMY/ZvDfnAnSHTI4rxuk8cB1xYDOj2PLqhXeV6BbClBXco6IfYlSC0wA6jlH5kDYAosW5OlBiafcFCF/bsPcUYc5OvHLjqPzqVTfEv/0b3z156+qNcfdOH/vsD+Bc+/1ne+z3vFf/5I3/2/YvLZ3+3uTZbrXseX3sy4C3XLbNhwuA2a/T6Lv3IwVEKqZTtXpcSJSWOEjgqe3UErpPiOQLP1QSuoRIbqpFhJEgZqwi6kaQd1Tg5W+PX/mwcdIJIEm64usvOmYgkAW00xtgAVgqBVALH9Th8xuPgsYBa4FD3JJNVwdSEZHrcYdOUYvvGlH3b10jFMv/psw1Onxnl5r0u+3ek9JI2j7/kM1pxmRgxjNYjqhUrhbSWNPuKlY5huZnS7FS4/co1nj7Y5dAZxWgj4HVXjPLT71nmP38Onj1Wo9MzrLUd5lcazExWmR7rs32iz9///i6NapMXT8LhsxLXNShlEEIDxv7PQJLAjpmU265KSGOXOPExpko/cplb8uiFdkXrR6qQb71I0A8F/ciydhjZrGwYacJQ04919jMrgcIY+rGgE8FcR1Krt3nvLT06nQkOHzs+un9v93f/0y/tTH7zU3d98rOf/pS56/s+8N8PwH/zj/6Ax062VPiZj941WV3943Mn54LA86lVE5496tGN+myZlKSpwFEBjpPiOC4q1CipUEplelviOlZzeq4idCVhpPGjlDA2VGJNGGuiyNBIIIw1YQJRIujHkjD1idOAQ8dqvHAIUmPIvRklwJXgKVvzUffhyo3QqMBITTJWV0yMOkyPw7aZkI1Ta8Rmhf/02RGOnxjh+ssUl22R7NqyyjdfSZhfHuGGnZKxhibwevjSxyhBkkqEMSRpxGonYH7Z5fr9Fa7d2+aRZwM2jAmqQZ3r92p+4a5l/uPnNK+cq7PW0ay1FYurDpOjNcYaFcYaIzSqMVO1mO3XR/huguskKJUihQ0mDPamimPFwqJDnCjiRBHFijDOXiNJGEvCSNKPJGEkLGAjQRgZC+pYE0aaKAd2nP8c+tnf7cSC1VCy2EvZMtXh+j0Rzx/WxEmVZ19cqB4+Vf/jN13/cf3+9/Y/+/Rjv5nedNvPfecD/P/6D58k7FeV7ix84LEXTv3RW688Hrz3jioGw+6dqwRPdqlXYipBjzB2EMKgpJ8FkU4GbIPrKFzH4EYSzxX2IriC0FNEsQV6HBuiJLWuSFJ6ppCkhjS10X6qBVpTgFsIUBIcCa4LviMIfEHVl9SqipGqZGxEMD2esH2mS722xmcfjXjwpXHWlhpcvU2xfaPLnq19UrHG156qUnMdpsYU9Wqfl45jO+63Grqh4po9MVfvMsxdSFlc9ej1q7zzpjYPv9jj6DlFrSLxvQZXXab5Vz++zAOv9PjSA5Mstwzbp1NWmw6jDcVIzaVedalVDIGv8T2N76Q4ykotmYUwxmATVlqQaEmSCpJEECfWy45jSRhb5yWKBVFsiCII45QozkCdEUcYl5+WtXsxdGNBM5KsxgYdh4T9mMcP9fniIx2OHPcBQRAcCG68cuJjpw5f9r9Mj2/61ImXP5ZedtWPfWcD/B2va8l+uPqDjzy7+Ft/es9skEQRH3zzKoHSbN/Q5YpNcP8zDpvfETLaECipUUrbgiTHxXVSXMfBjR18R9F3LdOEriTyBFEs7MWJldWAsbQOQjKw/ZJUk6bWXUhN5pRkbokQ1p1R0soezxH4niTwJbWKoFE1jNY1G8ZDpsbaJGaNTz4s+cOvTjAdBFy9TbBto8uOTZrtG1f57OOGlZWA/TOKsQbUqzHzpyQLqz7eTghjwdSIZHQUjp40rLY0c0sBe3YEvPmGNl9+KGCiDr7noeQoV+0S/I13L+DKBb74yBgHzgVsaMVMjyaM1BT1iqJakVR8B98D3wXHsQ6TFCBFCeTYGzvVkKaCJCUDum39ixKI49SSQmyDxzgDuLUdc1cmsyATQS+2zN1MBO3IEPf7jPhN3nRTh6MXDOeWO/SQOI7mrjf0GHHawTefHP3djmk4CO+/YHnmOxPgv/UHn+epg+mPnzv34q/H3XONTaMVvvKoy+OHPRwTsrxW5dhJie/HLLXX+Ft3dRlrJAR+QqsT4DpeBnIXL0qJXAcvstIkim0q3TKOsEyUsVKSQJxCmlonQWsbcGltMGbQNW59dZEFrgLXsQAJfKgGmnolYbSeMDXaY3JsjUcPRXzsngqHT46yY8Rl1wxsmfHYsgH2bWvRTVo8ebBBRblMjSlG6zBaDxkbSfA8uzoZA73QY6UVs9Y1NDsJC6se22bq3LJ/gXue6nL4XIOqH+MqDyFG2LVZ8WNvXeLGfQt87J46T748ynLHYbqRMFpNqAaSSqDwXYHvSlzXxipKkdmHFuUGMMbY1SsDepLqbHXLrMVEk6QW3Elsg8biGVtXpp9YUukmglYsaCfQ7yXopMdEtcXPfe8y/+BHO3ie5K7bFplfa4H2mB5pcObCNEeOzzauvSr9TzdefY13/JUv/OGuK7/nOw/gJm6Dkj/1Zx///K987cDihE4VnqMZdSUnTo3T7BlCrUkrKf045tc/7nPw2BrveUOHO69rs2Eyot2q0HN8PDfB91zCyMH3rL2XAzyOJVFil904yTztlMz6I2NuiTYMwG2TlBlzg6NswsRzDYGnqQQJ9SBhrBGycbLFfLPLb3zB5WtPj7OyWmP3lGDbtGDztMeWacHOTX0cb42PP+hw4myNvRskY3XJSC1FypBziwbfkUgBxgii2GH7dIunSGl1Fastw/xKhb1bAr73ziaf+obHqXkf14kRwkWbGnEiuWHnKtt/qMXXnu3yp18b55lTNTaPCSZrKbUgJfAEvivwXBurOAobOEtR1GQY7E2mDdZpSS3gc5AnqZV0FuwQpbk7kiWPEkEvgXYi6STQjTRpN2TLZIs3Xr/G97yxw7tu1LiiStj22LFBsWXSpdWpcW6xTpxIrtsDSXd+4vCJ3odvuf19an6h+Xsbpv/b1JT/NwF4u90iSp3/9aGHvvErbvLc9A37XE6fV6y2EkYrmm2krFUErVjRSRx6jkcz8vn4Nys88GKb6/e3+KG3dnn3zU0mRn16fZ9e6OG7LlHiEsVOESgliSJOJUkiiVNBkthgNdVioLW1oFAlxjK3FDZZpLJkkedqfC+l4ifUKyGTox16cY9vvGT4xDdHePLlUcY8l6s2GzaOSzZMeGyakmzZEHHZ5lVePNXjCw9PMaIcpkYEjZqgUY1pdlO++nhA3TMIYYHVCx3ec1vIV56wNTHNjmZh1WHLdJ33v77Dk4faHDzqUfMTlBQW5LpKP7Ja/8fe3GTvxgU+/kCLxw6Mcma1wkxDMBIYqp4mcDSeC44SKEmWILPfOy8/0plU03qwwiUZ0C1BQJwK4jQDdiroJ5a1Oyk25okiapUu73/7Cj/01hbX703ZMO7Q79dptrzsWrn0Qo9Oz6fZ8ehHkpWmx/HZlGby4vTo5Niv3Hj9m3Wz2fyDkZFvP8i/rQA/dW6NiuwQhnzokce/+W+fffobE1vGV9ixcYROzyGMUsJYUEsNwoAnNVUl6CpBR7l0PcVsy+P8E1WeeKnDp65u84E393jHbX3GRz2i0CfMTlocu4UjkKSKJM0SNukA4NpkzK0HNWVCmCyotHUcjqPx3BTfi6n4EfVKj5Qe9z0r+bP7R3n55Agi9tkxZtg4apgcVUyNe8xMSjZNxWybaXF2sc1vf6lGElbYskUwWndo1KBRjRFuRKtXY7RuEEJgDMSJZNxXJDqhHXu0uymrLcW5xQpXXFbnZ967xof/i8/pxRqOirMbwyFJAvqRZGbC54bdLa6+rMMrp8/xiW9WuOeZUc43K9R8Rd2DmmvwHIOrwJE2nS/EcHWdBoy2N12qBamBJBXWP08FUWqTRL1U0EuhlxiSJEHHIRNBj3e+ZY0feEubO66KGak4REmN1aath8mfYeTQD126fdfaj6FicU1wbiGhn3a4//77pj3Fv732ujcmCxcWPzo1IxDi29fB/20FuEm7CL/2PQ8/8eh//ugnv9ZQco59b01pt12iuALCygHfFRhjgeZIgycFgRJUUkFX+XQTl4Uw4ItP1Hjw5S6vu7fD3/6+NpdvazE9qmhUHaLYMkSSOAXI0xzgWqKNxBgrCUwRUGapfmVssshJ8L0EV0W0ejGLrZj/8NmAkwtjPHtwFKM9JiqC6UnD5IhgoqGYGHXZMCGZmUjYPNVlYnSVrz2neebAKFdvEYzVJfWqpFHV1CoRwg3xfQdH2d9vDKSppBc69PoxiRa0e5p2x7DScplbbnDrvg63XLHGx+8NqKwoHBlbQBqHJLXJsF7oMjkacOOuDjfu7vDUG89zelHysXtGWVirMrvs4ylJzRV4uQyTNvAsiDyXKlgmT4wg0RBrQZhCP4FIG0gTSGKkCtk01uPq7fZ63HR5SqPikCQ1mm2fMPZIEicDtyKKrZzsRw5hZLPGGCsHYzQtHTMzcYKV2c9NnGro/7xj1+tX263uF76dmPy2AfzEiePs2LpRvfjUH+w+d+JoY2mpy6nlUZ46kjBZk2wfj4rl0nPshRbCVuo5yuAlBj8VVJWg5wi6jk8vdVmOKtzzzAiPHuhR80P+l3c12TqRsH1Tj1uvbOMI2yImhJUrNitpa6WNKTE3BiENSljP3JCATHjlpOTpQw5ffrLOK2fqREmVuqOYqhjGa4axqrE+eMNhfMRhYlQwM56waarHxqlVHnw55He+PM3GUYepBjRqikZNUK8mVPyQR4/YC+zWLKiMEUSJJHAU1+3t8cRLo7bwqZey1nJZWvOZXxrjZ949z+zSMk88P4UrARGjoQBQGEk6PYexesBoo8Yte7u88eouP/SmRQ6d1XzlyYAnD1U4cqJGIhzCUNGNFUpIhBDrAs8sJ2A0iTYYrXFFyogXERBzy/Uddm7ss2Uy5kffEVLxJLWKSxRVabY9otglSVRGOIooUcRx6TXOa+vBdQ07Nmpuv7bN2EgLJXyOnYn5xOceawSjy7v/j5/7MXX02PF0z+5df30A/vwLr4CseU899cxPHD0mf/2xF5ap+Yo9k4Je5BK4tismrwx0HRvlSWk1sEogVgI3NfipIUgFVSdjkdSll7p004B2O+XffnwMk8RsmOpzxbY+EyMJH3hzj23TEXEsMr0tocTcZPpTSo2Qgk8/UOHF4zWE43D6fJVz81WCimLEF4zWDI1A0wigXhGMVBWNumKs7jAxCpOjCRsm+myebpGaNT79cINep8aeLYZGVVGvSuoVTT1IcN2Irz0REHYl7rTtFs0lSq2ieOfrejz0nKYTSjq9lFbXYa3tMLdc5fKddT5wR4tnX6lyeqWelQvHmV52iVNFGNvETKfv0Ox41CtVapWQy7f0uXlfn7MLTU5dWMNxU1444fCpb1YRSllwi3VjKY0GNBhDHKVs35DwA2/uMdlI2bfdsGEC0sQljOokictqyyWJFXE6WEHj2L5GibIxUfaMEhsjpVoghbUwu/06qa7QDx3iVDNVn2PDxr2//tILz3Yv37/jD0+fPBRt37n/rwfA5+ZmWVtd2nvu3OxvPPro89IkAfVAg28DFiFEoQEhi+yFQUphq/YkuGmekBH42hCkhiQVRNoQpYJQS8JUEmmXWMNip8E3X9QYUj7/ZIwQqb1Ixl4kyMwS6wUihEIIiVSKJHaQ2sF1JHUfdk4Zaq6m6muqPlR9Qa0iqVesHBqpS8YaMDGSMDUWsmmqTcoq/+EzAY+8NM2uCRirZuxdldQrCdVKRK3ao1Kp4iuJkpkGx8qBOHbp9wS9MKUdKtvM0dO2Za7mMTs/wu1XhPzC98/z7z/lcGbNRwiNMTE6NcSJSxRL+qEtY633HGqBR7USUPWrBH5MvRJxw54Iz425aU/Cj76li6OSLAmkEcIMi/JM0mktEULiuwrw6IcOy6uOrdtJ85gneyayiIHiRJIm0gb9aV6lmQX/aUY+WdIpST3A+vEGECbglRefl470f6Pf7z7cD/svfzuw+V8N8Jef/gRTk1HlhZdP3nXy+GkxUnfxPVttFiU2yWL0YCk0xqA0pJlFlygbsaepwU0hySP6VJBoM4jstdWH9imItCQxklQ7xNonzWyv8qPIUgpwhLA3koKgYggcQ6BSfBd8BwLPUPEFFU9SrUiqgWMBXhOM1jXjjYSJ0ZDp8Q6bppf5nS9r/vSeDWwdVUzWNY2aol5V1KpQraTUKzEXljXHL/gEni2/hbzST9CPHHbOaGYm+7T6Hr2+yVhcstZ2qFcC6tVRfvQtC5y4MMfvfmEzjnQwaFKdkmhDnFht24tsUVQ3kFT7DhXfpeKnNNs2xvDc1CbM3BRH2kYJKW06X2RPW7oiAJGBXNDUWZWltnFNmkq0liR6EO8kqSgF+IP3SQbqJBFZ4Jo5WtnKmluVaWo99V4I7W7KE0+9KCZmenc1Ji87/p9/7/O9v/VT73ttAb7UrHpnLqz9o3PnzvyjyZGmrHgBrY7EcyVhrIkTnXmtWYLBGFJt0FqQpgZHZwDPPGtrV1lPNs2zbtqWfxZp9qxSznq5ogiUypobyDJ5NrBypMaRZKl/cJWVSr5rs5eBLwk8ScVXVAJFvSKpVw0jtZTResJ4I2RyrMu2Dcs8eSTk4w9sYizw2VDXNKrCgrsiqQWaWpBQr4Y8eRheOFRl95TJdO8gbd4LFTftM+zZ1uOpl0fphoZeP6XTczKQu1SDCpVglA++YYUXjizwxMEZMAqtU1sOmxiS2BT1JL3Qodo3VAJF4Gl8z8X3UnxH4zgprmNLjJXSWRGbLQ1GGAQDPTcIzm0Jsc4dKZ3bryUrNge2zoBcAN1eK/sz++eDBJPIvHeIswxpL9S0OyntcE26tdP/bOOGmje9YeSXgeg1A/jySkdGUe9f3Pf1j/69Y6cWvcu3u/iuRiBtdjBSxLEkTgcgT/UguZAq+9lJTXbiDDo7MWmRfcSycwZynWXicgYwxlDKvA+tuHmqOk/oKJllLBWloi2b/fM9ReArKr6gWhHUK4ZGNWWkljBaD5kY6bFpapUnDvf4F3+0gTOzo1w2qRmtQqOiqFUUtQBqQUoliPHcPs2+QUmFq6wcyx/2wkvixKNRiekmmm5WZ93tp7S7kmZFUW37BH6dHTMx/+onmvzzP5Y8fnADBoU2mjTVJGlClOjMrVD0fEklVASexPcMvqfwHY3rWr/fUcYCXFmAq0ymCGGGG3Sz1L7JSMRktSxpBvhUD14tMcnsNQf04H3x8xKJpWlWHpAVbfX6KWudBC0MnbXz3unT3k9L6f2b1wzgadxE6/iXH3nuob97/PTJ4E3XR7S6HmmaUquQNSgIQilwUkWSZODWBp0O3qepQStTsHTO9Dm4rUcLRhvbRW4olrj8yTqAZ7I7CyytRFFSoJS1y5ysFc11JL5nBwAFvh3JUPENtUBTr6Y0qjEj9YjxRo9NU2s8cajLP//DSQ6fGWf7uHVY6hVJrSote1cM1SClGsTEacSf3FtHKoUrDUoMbEJt8qXc5cfevsrXn4loRz7dDOCdnqLdUTR9h8Dz8d0G+7Ym/OufXOaX/lDw2Msb0EaSaptWjxNbaBZGmjCw5a6+Lwhcge/ZzKbnmCJj6yiNVNYbt7FQCeCDlCeQkQg2l2DdlkxL5wDOpg7oIrlGxu4UK266boXOSyjixNa59MOUbt9WKWojeOyAw21Xnp7csf26z84trD4hpfwn05N/tSTQXxngTzx/CmPMLc+/8mBl9+Y5Nm9I6PdhYaVSMKzBWlIqgUTaE5AUDJ6DewDsMkNrPWi/Gmg3k7E2ebkzZt1x5QDPazByazJnb8fJ604kritt/YYnCHw786Tqp9QqFtyNWsRoo8fUaJMnD3X5F38wziunJ9kyJpiolaRJYAfsVwOb5q/4Ea4bcm55DFfZAjJryw2CzDSVJIli45ghSWJacZB1ylg2a/clla4i8Fw8N8B1Rti/JeFf/6+L/JPfhycOTJNqaQGeGuIkzZhcE/qaIJL0PVVIMNcF17ESzdap2OBe5t549noJjFu5QpYUQhTJIZ0lh/JscZqWkkalepcysHNSS1JjAR7ZdrpeaGj3YK4Jq2lC7WzqN0aOvq3XPCqk+KtvRPJXAvjvfvRunn4pqW6rftZbmo/5xPNj7N2xxN///lVGM2M/yhhbYF0TJW2AqFJBKoUFtMNAnw8BO5chpgB6HqAWzP0qxybFoIhKSjKnRmRpa5k1SuTyBAIXfE9TCWyjcy1IqFZiGtWI0VqPybEmzxzt80u/N8ZLp6fYNKqYqmlGKoJ6IKkGimpFUAnszWFT/RFPHBR0+h6BIrvJrAbPmxBSLYgTh1qguPXKNk++0qAbW5nSC1O6PUXbV/iewnO9TD+PcvlWza/+9AK/+BF47OA0sZbEWmfN0oMezNCT+J627O0O6ugdlT/JZMpAxsksy3spkOdJIZMDPAN8WjgvXHLltZJzWJ7mJJdXLNpj1qx2Bc0k5h/80AX2zozw4HNVfv0jX/X+469+V/XM4bu72/a96789wDtrR6mObBz9w4995bfvfbbzhv0bmzTcGk8emODQuSW2jmoEJmvaNVlCB2QCSgtSlX/x7C5X4tKsXQK0LoA9aAom097FxRC2oEjIDNxZkZEqAG7b3lzHMpnnYjuBvKzAyk+pZPKiXgkZqfcYq7d4/ljIL/3eGC+cmmZm1GGqqhmpQC0Q1CqKakVRLdg7JfAT6tU+D77gsdYMGBszQxapZfCs+z1VTE8o3nJthwef1raLJmMzC3JJ4EoC18F1PByngpSay7cafuWnF/jFjxgeOzxNrK2XHCUmK3u1TO7Hsqgu9ByJ42RFWFKgnPzcUBxffhPmUkXkVWmUXbDhpy69al16LZkKujANTFHgVS5n1tmFTFLB5ds63LIn4MJSlTNLXd5808obnnj41O+P7Hz/z75w6PTatfu3/7cF+MryBdqtpV+sqeM/uDrf43OHGmBga8Pjvse38I4bIUpkkYbHsYMwpRQlZ0SgFcVdbyc0DSyknL2HAsn1zJ0hPc/IFdpb5hV0A92dVww6Cluf4Rhc1zYWB54m8FIqQUI1iKkFIfVqn/GRJs8eCflHH5nk+RMbmB51ma6mjFRNBu6MvQNJxbfsH/gJVT8i0SHtyEcoiZszeKHBRcZuWYFY7FLz+rZcIAoYy0HeT+l6lsF9T9qaeCffgNZw1Q7Dh392nn/wW5rHDm0g1g5hKohSnTGiIIg1vmvwXNu76mRxh6NsibCSMjs/WVd+/loqzCpuzHKssw7cBQmViKkM7kFclQO8LFfsf+86gk0T8NZrG8wt2kaXD96pOT4b87VHTv3g7Tx3PI7jf/LflMGPnbhAfWpm+5e/+FtXh615rtldYcOy7ddzHMHUmGR+Faq+zjpzbH+gFBmAZV7UM6hJzkejmTyYNINAbMAUg6ykKa+ZOWuXg8p8uc06dFQWTDlO1hmUFSHl1YOBm2a6OaYShIw1uozU2jxxMOEf/84kz53YwNSIw1QlZSQw1DNwVwJrJ+bgrvgpgZfQqEUcPGV44NkanpS4SmdB3MCjyJfvOFUk2uHOG2J2X9bh+JkKU1XoZ72ONvjKWNhRto1P5ufVcOV2+NW/scQ/+Yjm4Vem6McVmwxLDNWshtt3sSB38tVLF72tUqXFCqekKAFclEDORXplAHIzDPCiQnGw8l5qZc6rF3PzACzAG1XB+YUacSxxHUMYwbnFhEifYm7rw1f/8A//7e3N5bOnRyb+8nt7/qUB3m2dp1Jt7Dhz6tH/22Hxe6r1ZUYro/i+T69vT0jFt0N5IOsmUfZLSgnKGHSayxFRWsrKy9wggCkviRcxiOWWjMHXgVsYpMptwUwqqYy1HYPnaFxX47sa30sIvITAj6gGIeMjXVbbXR56GX71z2Z48dgkkxm4RyuGekVQC0ThlVvnRVv29izAK35IlKb0ewGBsjeZFKWln1yziizQdKyWd0LCyNCLRQngGs9L8VwH15V2qoB0C4Aj4Jqdgl/92VX+7X9JeOzQBOebDfo1yWhqqCeGIJs44Lsm8/5zJ8UU7J1LlRzgxfFmB13GeaEQs4tiimtVKr8tScqydDHrgV66vkrYv9fsJFYBYDv4zy8l9JKQrWdb33P3Nx5Lb73x6v/txKlzpy7bsfnbC/CXDs4SBMs3v/jSobseefIY+3YIds/ETI069AJ7CnIgOZnHKsiDkYyl1SCbZWXIAPDDWvtigOenuKwK84tgxz3k7J3dUFmdS97T6Tga19HZmIm0ALfvZeAe77C42uNX/qTKFx6fYqkzxtSIZCrIwB1Y3V3NAsuKL6n6JmNwq70DPwIi7n/eYzX2mPAZqsdGDK9QaWqbHxq+w5uv7/LE4Yh27DNSdKxrvNDWqnuOBbijDEq6CGkTNBjYv1Xy7/92i6880eOX/2ADs0tj9EYdRj1BPdFUE/BjO3rZU3agkZsHmlIUQXD+Wg7UyzemEEWvSHF9KK5T6drlbhclUJu8NNcM6fY8RityG9qO6jNAGNp4YvsWSPtH6TU337W8UP+Tfr976tvK4GG/i+dX9hw+8PDfOXf6EItLY7hSMFWFSpDiufbLFAyaReQmB2XmYQ/uaDFs++l1NtR61i7LkuxE58ySp5vz36lygCuDIy2wHWXB7TopnpviuQmBF+N7MfVKD8fp8uALKb//1QZffmSaSDeYbggmAytLrAWY++Qqe4qMucvsHeM4IY8eGKUbOWys5seznsGzQFNL4kQRuIpbLu+RaAvwXixs13rmbfdDbYNDJ5sNk9l7IkuuGwSTo4IffFOHun+eP/hqj4cOTDAXV+gGkkZiqDnGgtzJ4hBlsrjEZCDPz+GgbkhIkAxYfP2OgoVUydkc1mlzcwmtPgBznqSz50bYADlzcnI7daQq2bvRZ8Ooy7PPHaYxfvnfedudtz3X7vSO1muV/3qAf+OJY5w6cg/SaWxauHD4jVsnF9n+pgb9SFINUip+ipAmG5xT4lqxPiDJtbYYMHpZazMAeuFx56n3AW1nEb5ZJ03yrJytGLSj3XRW852BW9laDN+N8byYwI2oVvt4Xpc/u8fh1z46zfHFcVw/YKYuGPdTGr6h5kMt67Cv+DbbGWQJIVu/kmYrgZUnS62UTuThKYUnTRFgUvoq+bnIazeixKXi9pkZ7bHWrdOLRTZuzcYKrptmNp/K7E5lAT4UuNrKx++5o8NNVyzyqx/r86dfm2IlqdH1XWqupOHYGhzfAU9RNEM4edInW/lkIVUGCaAyqQyLFdZds4tX4ALg2mTff1ieGJOtzaVrnAMf4IXDdnJCL1qjMXnwjd1evGlxqX3UmJcR4qr/OoBrrTnTu30H4VO/U03u4YbLE1Id0e17WSWYyDxSUQSDBTjN4ILaTFgJ5OsDSQbvMaJ0+ko3TXYSBnagKa0aJtPcdvLsgLnTDOQJnmMlie+F+G6PU/MJv/uVGp97eIIT82M0qi7jAYz5KXXfZKn3HNwyA7cskkJBpr19z944jVrIZx91OHq6QpBN4CraxRigvBjjYKwOjxOH/dvhu29q8/t3T9CpOjRiO3vEj7K4QWkcR2Zj6yiB3C1Rql0Vtk1K/vGPdLl65ywf+fI4J+ZGWEkqdF2HmhJUM6B70tgbJ3OZitUvP6+5fYjV54NMp7nYJ6ecgBto8zJ7X4rN1xPa+lVgtQPxkqYVQS9O6D/6KO9828zvfM+7rnqX1s2/UKp8S4Ab0wUqPP7U01see/Hsrs/fW2N8MuL77lji1ssFvuPTjzzixCnaxXRWbpnr6pxdhgt4Bu8vdUMUJ6u4pc2QDsyBbV+zoqEM3NY1ydk7xXUS27njJPh+iOeEtNOI3/ikxx98ZYZzy6NoVWF8RDHuGUY8TTVj7mqRvpdZnUomTTLvvAC3Z7OXYRxxdNanE/mM+ZmLkyedclciB4Ep1aTEDo2aw84tEcrv047q9DxBJbZj0bxMXrmZRHFy10OoVwleFVMjXX7me7rcdeccf/CVFr/76QmWejV6TkDgKKqOoKIMfmIsm0srVRw5KG/Is5wXMTmXkCvrHRaGmXwAbHER+HNGt3VHg64iO5ZCU/FDbr5yjbtujxjxAlbOze46LDds2bf/plOr7YixuvdXA3hzdRHPb0zt2Cg+eUg96c7UR3jyFcNDL9a4Zd8SP/++JrdcoQijgDADetEylpValqvSLmZuUQDZ8OrMXRRyZicacquszN5ZlZyys8QdJ8VRKZ4bE3gRnhvR7Ec8+qLkz+5p8OmHJ+indTzPY8ITjHqammeo+oaqNwB34Et8X+Jn0sQmhjJnIgO459rM58kLhoeeqRLFLn7NXBRgFqtiocEtGUSxwnUd3nJTm4/f1+HwbI1eYMtIQ9fgJeDGGjfSKGVrfKyMkIPhPjnAc49dS6q+w4bRHv/gg10u3xbyp/fUefrgCIu9Gn3l4boOgSOoSPBlZqPm9qo0Wd0+JZAP16ysL84qM3pZYhbgXgfqAbhFVkUqiDT0UkEngSSJuP2qZf72+1a4cbdLrz/F0wfG+cyfv+z+zZ+6+ZOTK6vXNludxb8yg4+MTcnDh4/efO8DD48cP2JnS28bh7NrFe57ahPHznr86s/O8dYbInpOxfbkxY7tjzQSo2WxFBcyhRJ7DzH3MIMPFf7YHh3L5EVKWRflnlZ3GxyVWoCrtJAjjhPT7MQ88rLgj+5ucM+zI6w068hKQL2iGHUNDU9TdQ1Vz1DxyFjbMnfFlwSeIvAEgUdWoaczcGt81+pv5YQcmYVzzcAmVjJ9O5w4GdTP2D7IvD5HEkUOGxqCPVt7vHQmoRu7hNmMby/Cgk/lk3XzRA2sr9MogvjMhoxTWx/+A2/p8Y7XrfKN59r88dcaPH2wwXK7SlN6dDwHTwk8KfAltodT2l3qlBjcpEpkZb+XYPCL6lcuxeRa2O9dYu00uyljLehr6KfYTXbjDu+4aZEP/0yLLVN1zs5NML9Up16BfVsTjh+8b6Tuv/nmmY377+ZbDA/6lgCfvzDnG21+6+jxuRomYLyh8JwUY1JAcWJ+in/4W4Zf//kLvOWmNrJXJVa2Ly9NVVFDrEs9kmWQU3ZMMgYfPmtlaWKGCvStLNGZ5tYomdqB+LmbIWMW2wkPPuPw1UfqfOGhERZaNUQQ4NZdGg6MuLaTp+KSyQ6oeCJ7yqzkNNPdnsDP2TsHuJPgeQmBF2FMzP3P+py+UGFyXOBKnelYMWj0LbGdGSo3VfRCl+0bBG+5vsvnHo/oxC69WBC4tl/Vy+qmB6uUKvxqhBySKfaZr6Iyy5o6VPyQH3hTj7fdtMznH27zlUeqPPhinYVmlZ7w6HkOjqtwhMCVAldKXGEyqWVQiJI0HLYPL0HmpRisdPNlxJYay9ipgdhAqG33VpomqLDL229e5N/8zSabxhrMzk2wsFxjYTWg1VEoFK2VC7U0Fb+1vDx3OdD7KwE87jyNpzu8/doFzi7WWVhRnF+UpDomTDTtWHJ0doxf+bMu1+5bZLIqsgH1VpNro9BaFgGmZW0xxOBWlpRskuzMlJdBUQK2zYxaSSIygDtOiufEBEFMP0w5fA5OnVd84t4R7n66wcJqDdwAp+FSVZK6a6g7moprqLgQuBbcgWtnEtoyU1l6iuzPTQZyXYDcc2172vHzmpdO+uC62TJvSil6MYSCsi5N84aA1I5zvmpnyBVbOhw6V6UXCKqJwI8NoSKz9nTG3rmbkluQA61S+OyZFam1yqYPuPQjl0ol5MffGfKeW9f4+jMd/vy+KqfOBxw6VyVa80l8h77jIJWd6qsAJ3vNmbyQLlzsgKxn8LxIK29MSbOy5xzcVlZp0DEkPTaOtPnHP7LGZRs9zs3XWWsHLK4FnFtUnF/QLKwZTs/3WOUQ9fq33j3iVQF+/MSs6MTdv/PEk789ubTWYWasx6apOnHSoNPTtHoJQRuMp3jlaIVvPuPyg2/vow3ZkHqF1hnASxo8b4ka0tzlgJK8os2UNJ9NalhJorObKMX37STVJE2ZW4Z7v+lwfLbCA09WOLda4fj5Gvg+quoQOIqaY6g52roIrh2cH7h2XJsFcf6U2VNlACfT3Bm43RTftextb6yIk4tw8FQVVw7bg4VEYVAPXmjQ3EnRWV9j4nLF9h57pru8fCKhm7jUY0HogJfYmYCqBHApBULKISYfMGWpjFXn9edZc3DqEroejUrEj7095I6rW5xbbXH/Ux4nzvp8/dkq55cD0p6Llg6xpxBS2pUi68qXZBlPKGRLTkjrnZWyTNHFzW2yTKgGk4JJQMeIsM+b3tTmit0J/bBW7Dm02nJYXDG8cDKkVmux57KUsP3C5E//4E/+nZ9cm/1wfXTLJcO3VwX41+5/DJ2mP/jss7p2en6UsXrIzhmbKJgcdZlbNax2UtIwIkzh/IpCeAluHCJNipOBW5uMwcnnlMhiKc3v+XWOailiH7B2IUVUiuunxKnhxFnBSycU9z5Z5eWTHgdOVmiFPmHkg+uhGi6+ElQVVB1NpeQD+05ep5GXzdq6cD+TJZ6n8DyZ3QBmoL3d1GYWXavzAy/G6Ij5FUlofBxH4kmDU7LZ1hF4AfLUDPc7RomLwGFqPEKqPp3YpesI63TEg4IxR+mhDKTMTWqAfNgRwsZAZtBaljtdbqqK8RPd0GNmLGLbhpgbLgvpRT3+l5NNXj7lce8TAS+dDDhxJiBOFPgKIxUISSpL2aCCvi+hVS6i9NxGyrv4dQZuC3KRJGyaiKnWUpy4z0Sjy5HToyyuSqQ0vOE62LVZUQ985pf7tVNHH/tBpdSH/18x+Ge++BUcsaZq4hnhhQlj1SorrQqdnqAxIZgeE2zZmPDm15/n4RciHnnORvNpLHCqMUonYCSkkiS2c0rK8mQAajF0MnKHREib8kdohDTEkaHbt4x+albyX+7x6caK5w8EHDvrs9TxCFMPHA+Ui2ooPCmoKKgqQ6Cw48xUVnikLGt7rrBJjzK4XYmXyRLfA98jc01sytx1NJ6bZBnRmEoQsbCacu9jdZptn7ERgSN1UTKQ42D9w+Sp60KLS8JQMTmheMetfb7+dI8zzRo9V1qZ4oCbGNw496wzj12m1i6kPOtEFr9DG6f0OyzQvVSROorEzcY+xK61Ut2Ymhdzx1UJt1we8v439jlyVvLCQZdepPjTe6ucnLO733V7Dmmk8vJNjJMDfJ1lVE7fFi6CLk6ASAxCpwWTKzclNdDpCB58xnD/c4K4bxBxRKMmmRgJWGsGnDxrOHQm4anjB8QPfPcV6uXnP5tcdd1dfzmAGwORGfmNudnkGoFhzzZJPwSloFZJmRiJ2bKhx45NfX7sbWvMtTQf/UqVH/3n4/zIO/u2FDKFqRHNdVfF1AJjx6dl2c71ijs/E/lwnmZX8MKLDsstSSWQPHnQ5UsPB/RjRT9WXJjz0MIhNi5auOA4CN/BkRJPCQJpCDJg+8rgK2NrwJ3M83UGzO3lfZkFuFXWoykK9vZcjeflBVppwd6eF6NUxDefU3zu8TrKc6zdNqS/X53Bcy88TXPHQ9Hvu7znth5feLTFn94/QicJqGU63M11eJwnZUzRLSSELABmf5Usaf0SwHXW9e5YJncdReI4OElqga5SlLKD9MeChNv2Jdy6L8aIkA+8qUs/tuPcvviwz1MHPSq+YKmleOFlj1ZXZipJXPIKD5IANk1fCzTXXRczOZqSphqdGn7kXX1OXVC8629NMrtWox9NsHNSsmMiYrQhWWvbUoV+ZP/+aDW+ZstM/TeAn/lLMbgxK8BY48/+/JP7njuSqrFawo17Ygy2bqHiJ4zUQ0ZqPaSE6THNiTnJVx8NOHzC52sP1uy/o2FkLOXma2LqFVsTvK5y6iKAk7kOax3F0y95tJoK6Ug7E8U4lpmEY+806YB0kFLiSmHBLA2+1HjSAsFT4KnBjD4LcjFoeHBsI0DeeFwGt2X4rKzWzRk8LT0TfCfGmIhzSx5RGOCPSLws7a0EhY9cZDHzjh6GE2BFd7pWRLHLWF2xdTLCE316iU8vEVQcOwQzryHJE1pKlstbZfG77O/I4h+tB9lTrbOeyYE0SpI0yxuobP+jhDhJUbHNJTgqRcqELZM6WzE0l2/rE5ke0tE0m4KnX3JY60pUoViGg+rhK23LaGuB4ZZrIkbGNCa1f1bz4OAph0/dX2XxhIuqSpZ7En8tpRelVDyNUvbfvHZPi8u2o3q9eN+GPd/fOHam3dq9rf6tAb6wsIyQzQ9fNnXqTdGelGrFYcNED9+1Ke9iSGW1g+f2OLMM//A3Rzl0skLqKpp5NC+htQYXvnlRkeXFwGZ4eTNCoPMtF8hqToUaBDlSZlZWDuos7SzJNm7NfePSq5N10iuyrfcowG3buhReBm7PoSgxtQyesbij8bLsqOvG+H7M2SXNx75eA8fDlWIQYBbyRFzE4GV/OB8SasFm7dUodvnRd/T4/IM9DszX6aQu1cRuSmurAM2gE0flOYFysJeXLuZKQJYKvPKnLmphHEfhpnZeipsBXclB0szWjWfvhc4GB6U4wiBMymRV8123axBpJjMBUd6491JknldUSUyiCiiYSHP5joQP/9waP/7PfM50PBY6ijhVNHpZiYGyseDLJ+ocPqN55ezsm/723zj7YZOkF+2JchHAP/bJ+xBCemfPn+a9t1xg84TIWtDyTGGC50b4QZ9HXoLf+swYz5+okbqeZVUxLDpTt/ylLoXvnN2EvSuKz5YKhJRFC5oS4AqbVvaFrRZ0pf3sSLKaiqx7PC8kcijNQSHbmW3QVT8AuCxki++ZoqXN83RpcE6Cm7G358RIGXF6TrDYChCOgy8ZkidFen5dEVFZOgwBL3M6osRlohGyfabHobmQXurQT8FP7Xg7N8l0eELhLA1S6GqoUyGP7WwuIh/FIUrSSOOkmlRJlJNvX66yYrV8SJDOVovMms1ALvLfjV5n5ZoC6LkDNszp4hKLubUapdAok3LVzpRf//uL/ManYx59MaEbB/SMixvbRJQrDRdahumxPm+9/QBnjnzF0+bifM/FGrx/BqkEj79oOD3vsWMmJI1t96gwacYWAuVU+cJjNV45WsP4WaOjUCWwXkqDXRrgoijJtP+ttaByzzUDtbDOhCNNUeORvy9+lpH9oBSUosHWU8KCfQjc0r56OdDz4DMDd9794+hCoriO1aeeF5MQ85VHK8wvVnBHFF65hqPsoKw/G0MFR2JdEKjoh3aC7btf3+HRF/u0koCu41BJNFGWTldyUBCVF5wJoRl0Dg3cquF6j2ymioFU2d/paEGiBE4qs13sLJnlQB8k03SRYJNSlxJveigJV5gFouSRrZ+7UvCdyAXVwBZONIGX8D13xOzeuMqXHusiHVUQqDC2pzeOFdsmYc/mUZ58/lzWbPMtAP6bf3IfQRDc/sQTD97ki1WeeXGS+56wgj5MEpJ8nFR+Aj0J9ZJ0yEC6/otcykUoBEmeLBCg8ldhcABH5P2MNmVs55sMNG4+19C+imIUQhnYxRwUhe1HvBTA84Az191OLktMpreHa8k9N8ZzI+aammePVcDxcDJ54pQKlPJs3/r73bpJpfrpoi9VFp54HLtcvztkYrRHc7VKN1FUFbiJ/S4qNfYZlwGOBXnxi+S6Ss28Nj/LMCtNqgWuFqRKkipNqgRJBvKkVLyWl0PIHOQ5qEsTsgSW1QclzTmoB1Wg65fxIWiUbpA48ZB9zZ7NCf/wh1IQMYYEk2Vlw8ij2/dZa1U4M+9zw35z0y23vOn2D33/Fx+Z3PbeSwN8y3iC54bfVfXEdRUn5Zptgk7fsNqVrPV92rGgn0KsS8l/Myjml5S/VOkLDIoCB9nJEsAFg8E4A/a+uA5CCgrtKXOwi0Gpp20uzjtVrCxRRffKANh5861l70xzOxR6O7cELWMPwO0W1YkxgpgvP+zz6Mt1pO/gSWHnbxcVhIM2ukHF3/ps5qBORxczABWpVvT6Lrde2eO772jzu1+uE6U+nVQSpIYwIVu5ylV/OpNzet0N9WpMDtqRgzF6GbhTJVFKW0aXMhstoUulyIMaICFL1ZxlBs9xUMimUgwmLr22iwIgg+w1wtAN8xVPkBpbedmPPNpdn2bbp91zCKM+deNcd/CE/i6dykcuyeBh5xReUH/H0Ve+9iO9/efY1vC4sCyZW0rwVxN8R1MLBf1YEGtBUlSEDQ7qL/BICjYffm+GWLzorWRQrlkGeg5suwVJzuRkDE7RhjXE4lk3jKuGwW3HKaxj7qxn08va21wnbzhISs+YiJg/v79BanxUkb0sB5iDvsbc2RjS4IisEz2XKdKO0kjzYNNB4PIDb+7yJ18JWdMxvTSglwrchILFpTTIJJ/WqzO7cP1SLUvWpCiBXJA62VgHlYHcMSht5UqqDCq1FYw2eyyL0uRCquS1QcXrIEFH6fq+OsCH9XnxKR8Imlejaju1NortbhErTZ+5ZZcLS3BuwWe52+QNd3Z+5Hvf+/YHXjp24etX7944DPCz85qRerr7z+/v7zp88Dw/9o6AHa0xnnzFodu3W8tJYSPYeGgQ5kC1fKuBPK8G8gHDmWGAr3u/XnPmTF6e7aGUGGjxrOJuaNhNBmxHiYGTUtiBtuPeNiabjLkHAaZTYm/fjXj2mOTo+QCjXJSUeFJbSVWu0ygJ8PUuSv7M+1OLqstiuKUiTlx2bYq54rIOjx+pECuPXiIIsnHTTiJsEVQ2lkMmmQ5HWrkw9CsvLlcuzzEZuCu23sWCO2tnU6YE7rwWyO5AXRS+5fKoAPggwBxcb3NJubr+Ua40zWvck2wSWBgruqFDq+dwbhGeOhixFvZ5/xtP8bbrd++qOf3dfr3/9YsY/NS5JaqVDmmYcOhEg1/7eMTbbrjA8blpktR6xsbYkxnrfC8XM1T6mIN8cCdeDO5Lsvg6vZqDWwkzAPlQIT4oIWz3vBiA2waZougWdwpwyyGAl4f/2G57CmAX2cqCuVM8xyZ2bFdQjCHmU/dXWV6uIHzHRvXlm3B9DUr5JJSbAPQwqw5501oRxw6T45Lvf0ubZ481CNOArvKopFaL5+WsSpKBO18rdOaJ59UflsVZp8d11itbnkplnxKl8xXJFO8tkOWQFhfZ97aglkWN/jDIS7JjHQ7KmClwMzTVVqAzOzNOZbGznqs0u7Z0WYtWeMuNCZ6p0WunKD2L1oPiwgLgDz34KRIt2TXd5KYrFF96bJQLcykTVcNozYLGx7Klo+1EomKbvrxLp8zir0Llw5OThguRRBnQZaAXk5cGTbHlmYMFwAsWz+WKRDnDAPecbACQm28dmGU4HYNbpOJ19j4dejrKdu4cOA2fvKdOKD2UVFn2cvhGXJ/BvLSDUHJSSm6Kzhg8SR381OH7397nj+7u8uKJCrFy6UqJl+rMPRLI1JTOj7HtZcKUfovOftfwvkVlJk81OIWFaCf+qqwkQKVmMKwzm0gr8kZlAcmQDi/XEK1vkHh1Bi8aX4ZkVJ4Aywfpy2Ics+cYpsclV+/2qfgun3mwwrknD/GmM0fpRwPwOQAmPQ1yW/X3//A3d75woM3xs4Jt44aqJwk8a6oLIUiVwcl2YYilTccncjDgpRyxv9qj+LLZ3SyHAD6c3i4v9Tlw1o9DliXGzoPMfGqT4+SbvGbaW60Dd56+d/PGZG3HXhQtYnlPZ5I9Y5QbcfScQzvyQDmZPDHrymPX37jDCB8eaLTOC8+6cQaJH4eaK9i3uc+LRyNS7dPTHkFqa7adTIMrYTdytYmlPNDX5EHmgMnFIMOZ1cM4xYQD+7N8gwJHk3UQGaQeTAjI2TzN2VoOtHcBcmky02EA7lcLMPPijUKWFHNzbDNIWuyBKrOdIuy/o3VAGDoEfsy+bTH1qiARe3Z+8Cd+vnrNbb/YveGKTRbg52cvEARrb79i1+gvnjiq2TQWkNQHs0aAYrPQODXIxH7RRBpkOjwKIN9lwVxCo1ykwbNgEjFo6xowtxhi8JwV1dBQzRzkDGqkVQnUxfssyaPIvHALbgvgwVAgtyxPyuytsr5OL2Klrfl/PlNnuRcgfLdIOpRXlcHgnG+dDRiaJpDPiSkY3DoqSeLQqDr8/Pe2+cazDZZDj0g69KTEy3ooByMfMsDl3nKmi/MyWoPOwK2z6s6ysyIyBjdFkJ6DXUmRMbiVRGnhnmTjK/IxzCX2HrwvXfNLeOFDK1phXAwXh8XpYBdruy1KNldHCGTTQcqAODbMLUSMTG/4xReeO/xIv9/7fMHgjz11GN/3OHHiHKutlKmxCkpah8RuCmqKWc4y0sMamozBxfBEqldlb4YZLge1ZTsxYPESG5alSd4hUwBbCqQajB9TJVA7UuJkksQpAJ5rbl0Ela6jC3C7Tl5/MczerorxvIhP3O/yyvEKSBcpJX5eGisGF1mWbliEuOSyfPFohQFr5SBPtG05SxKXq3Z1+Z47WvzR3QHa8elJD1+KIumjpCAW+Qjki5lclJl8fRCXA12BMnZV0EZYcOdTwjSkBXsLyvNv8vni9vsL64WXAD243qa4/q8G8vIc8rwZxLongjCWhJHtVY3ifHdme94cBVUvhv5Jls5DHNu5+Q5AN67R1x6uV2X/do9qJdsAKpb0I0G3D72+pifT4iSVh7ZoLexyVdLfF1UMioEPDmZQpM/FVXeDwDIHvChkyV8McDkAuCrVUDtZXYpLIUVcNXBL3NJwoIHmtuztOnZq1WpT88Vv1llq+hBk7okoBWOvIlEQ65JfZddpvW1XTCWQ6DR3UxzGGor3vqnLFx7ts9zxiZRDL5WZPSky90YUEkHK9YkVXdTiY0AXbD5gTSd3VlT2XmafJaSK4ryXQS6kKHXf59errMXL7C3WJXwG1inCDDruSwye5OwdC8JQ0A0F3b7d8qTX14SRzkZ1C9CCLVslGycF3Z79Lc5LrxwlqIzvmD39+C90OIIYX7bbeHguc8tVlpseza6iqWz5ZZKNvlXSoKU9vPxCXmrHhYK5y47CJYZmliVJAeqMyZWgmJtXdJSXZn+XO1zscHeGwZ3vbJAztyox90UMno+bGIyccJTNXJ48JThyOkDjI6RTNOcOqgeHJdbA1RjQVrkWZcDkoiRPROFkFO1mqQPGYf/2iF0b+ywfqmBSz7J4amWKU3JxyoAaBLp5k4EsjsHqIlEKPkHLwdzIcmyjtL1ptC3zHyS05ICMBrJEDMmVQT6AUvy1PuNdbkTPEjtpvlmA3eMnSgTdEFrdlFYnod1NWWnDhTVDNYhwVcrdj19g5+4rfuHNd975/OLc4VOOIUUQzvQi/Y6nD5zn0BlJEBi++/Yu26djHGcE1/EQOPYX9Af6JAci0m7NPTzeGNbr7hzsOautDzBFCdRlHS4L5h4GdvGqyEYBl33w8jPb0lqVwV0CebZfvZuVhubsrbLPjhOjVMxXHq9zdKkC3kCeuCXrcuiG5eJxEZeSKcPzQgZJjXSdFo8ih8smI959a5enDlRBuySp1eJumg35TIelUg62wUTH3DaU2Vi1i+fUaJm9l9mqIvOnPfdptmJIkbG6HmwLKYr4w5RucrNuRTNDK9ql5qsMsry57LXHmmoIQ02rk7DSSllta+Zahk0zPd5/e5tqAI+93Eep5B2dVn8mjpNTjpICzzX0+4qXj06QapdWC547ELHx1oixRpSlrT1aXYco1iSJKRo0bBbS6o8h6W245Be52GEYsPn6AC0HtLgEsAs2V6LUhFsCdzafcLBtBxcD2xkMCCpGvDk6A3li5YmKqVQjHj+s+Pw3a/T6HlQdHClwxbA0WX/8ZSv0VTVnWX+vswzLvnicOIzUHd5/Z5+7H+3y5GEPU3PppT6eoLjRVPH7BzJhAO4ByMvhng0+sxtMWTZPpdXjusTaeVCvs+BSalHaGUJQzjbnRaUXrdSlz8XqfonzkoMdsrILx7YNhpFmfsWCuxPaTqfX7a4w3agRx4Jrt0dUXEU/so0dTi0IcZTDzk0R73ujzrq7JfWKRIiUsXqXmYmYakXw9acnmVu2GxoNLS7Z2rP+YpY/DwG8tHReLE9EKbgUBWiKeXmqtHuDEtkc8AG4ByDPy2btThPF5NtsEyZHDQPdLdjaPpWyAabnRcRRyt2PVTlwpgqui5AqA1VWL1MKLoVcdzEpf+/BFSxYOx9zptclN7KxD7pkF0aRw+XbEt75+g4vnKoQJh6pdOlphZey7lhyL5x1DG5fzbpjQeU3m0Yrgcr1sBQYZeOrXI8XK6oEqUuzDHVJouS5C3FpgJfPSSGhysAp4UcpOyl4pJai6XDvyzC34lF1BZNVw6HjgrPnFWFsaHYEY1tSJjdGNFsxzr/+f+4m1S41f4HLt64wUmmxZRJ2zKRU/JBK0OeV04ZPPjjCPc8ato9pGhXrSEglihqS9WxVaO2SW7JejhTMXWbtPLAcCjAHOxAMpEnJKiwYOwf4YHJqIVGcfLSzzpwUnQFal4CdsXcWXDoqxvciXj4t+PqjVbo9D2ouUuSVg6Xir0tlMcvas3Tl8loUiy7B8CD5dQmfUgFWFLvU6xHvvC3kCw/2eeGED45HX0u8TIsrDSrNXY3sGFIgAx5pGewDYJvMiSiki7Rsnq8qeZCvjQW71INEm9DlqcLZtdQDZl9vHlwa4Bf/PE/zq+z6jVRjrrisTSzafOrBgCOnRmgnDit9w7aZmLFRw+R0iJ8+yOqZl+mHMc7KygpSCRYXIp59YYaljmbr5jY7N4YIY9Ciwt1Pj9JqNdg8Yu/wVGcAM8OMJcUwqIfAvf7nFwWaJTlSBJXrGdzq7XI2U6lsN4esotC2c1HsETSYD74O3NnTzafQZgX+jkrs04lx3ZjEpHz5kQoPvVyBwAFpG5rdUgnvUGls+Vn+cKmluFQXPkhyDJqRU5PPNRkAPey7vPGqLu++vcsrpwOSxMUIRU84uCnFMYl0wOJi6Na6mMnLQ+yVyixDaa+1/SyQWhQ6vPD7c0bPV9uMwQfsvW6lZh3gKUspUYC7cIIybS8F2SBTTZJ6/MhbFO+9dYV7n12z3V/aYecGj+1TNZZWG4RJn9lzF0AYnNdfmQL21pTaprk///QIf3T3KELbSrJ6FTY27IgzR16sqy5KblwSwMNfIp+tkW8aNXxC1gF7SKqU0/SlZ7ZjwQDopacz2AQ1B7RbAnXunFjHxL4qFeO5Mc+fknzy/jrggXQRQhVdRCpLW5cLw0TpZs5hNaiRL5mnOajKOlyXNHhWg6FVNvqh2CfewRiHH3hzj3sf6/P0cTtJINaKbiqygq8MdGnG2iXFXVbeZHXpqOEyi0yxZDehdcuUlKg86Mu1d0ZyUmRkl4NSl5ycsnU6JE1z9209wxubwFlnXJhsb9Fu32VptUGj5vLDbwnxnJg0hfufbfDbn50CDGMjDkGg0NrgTE/0kVLQj2Ka3ZBqNWZi3GFmrEogJa60uwIErh2S4zrDfnSxTJUAWmjR3Pcs7lZROAvrdfdAf4ssWVD+HWKo0GoI5Flr2mCzKVNoNkcOg3uItUuveWNtLlWUSnDdhDhNeODJCi8dq4DrgrTBpSdMaXJsObAatjqHyXsYWqb0pmiAKNWIDFUXphKtMkcldQgjlyt39XnjzZbFe6ll8VB49DU4qSjkgUxzu9BmNgcSxR6AHeNhLrYuJRhlkEagDDb7aQTCCIwAacRAqoiyXVi+2XP5MgD7q6/glihMdu1NcZLsapRKm8ns9V2MEUSJw1q7kiXkEhaafZZ7K9QCWGrXUH0PYwzO3Y8FKCVo9yQLaxpHOuhYsHNMF98439Ap70h3nLLmHejhi0Gbn1xR+nK5dSSG7l4L6vIeMevqTwTF3juD3YszYA81PAy2LlFqHbhLQ/EL90SlKKcE8EyieE7M0QuCP767Thi7UHUzeULRmqbKuwSXnZOhoONVJIoZBvqQPaZLQDeX0uIONV/yoXd2+fJDNQ6fszdfqhXdVNkqwzRL/mQOl0izsRzrVpI83CwDXJqBFleZRpfaYKS9RkYKC3AtBrFSzuR6sKoPM7MF+3q2LpOfzgnMWBYvN7XFQoBQRaN2GNn56Pmxb9+Q8qF3aoQxpCZrUkejPvtn/2HDlkn/30TN8/s3jrhM1HzGqg5Vz95RrrJNur6b75a7fkNRMRjpW0q4FE+17nPpqfKlTwpk/pr9W4Ursu6Zj0woe9zFqzPQ3dZBGQZ3ea+eQTFVtvuDExfNDK4TkcqIP/pSlT/5+ij4PqgApRyqylBRJhtHQdHg7JZa41T53MhB8ddgMixDAeoglhjYjvlNKyRIVW4Xs++F0WydiTi3JHnmJY9E2IuqhUIIW0p7UdwzlEnMbkJTvBt8NiVRU2pqKew7zJCcGZoDTjlZM2Bic6lneWZlaT58PiSqmBPE8EzLfLZLlCg6PYeF5YDzCwHzSz5nLwTMznmMbrh5Zmb7m+5zlpdfGTUsvmtmwwKXbxf4yuH8kssDzzj0IzuiQDCQCXnHjJUHcijLWEiLoSVIlJht/TZ1w5+Lpa7M2kN14GZIe8sCDANJokraWxU7PZQ2olJmnSTJKwVz9o5xnZgj5yUf/0YVO3/FsnfRuV9umxOl42VYmpSX4EG692L9bWswyrUhg7mCNvDMsppGolNFqjItnjp88C1dPvdAlYOzLsgIIyT91MUhD9Cyc51m8EzzxE8O1ZJ0MvazwQw0eMHoGUsbK1ty3S2N/R1GZ/64tvJGD63OXPK95tIsL6WxtqTI7Uoz1JSRl0aQ3QwLq4b7nku5sJJS80K2bwgZ3XzhXSHpqHP0tOLUrMsDT0iOnotQvqbXSzm/GKC1bcgt134U9R+FZVfWnuISAcX610sFlRfrt6EtpvPG4+L3l97nQM6r3XINXgJ30SWejR52nGwERu53qwQlE1QmT1KV8KVHahw8OtDeUkjrfRcdNJe+aIL1nwtuHNLgg/fDDchDnnipJsPRwtamyEEKP4odLt8d8p7bOxz/uE+UKhAOqXDoCYGTZvZdEejmjkrJJsQMQmAz0OUDiWKliTEm0+LZU5hBil+Alhb4OpcppeBSlwhMi2FQCwZ1M/mfFQkkaQZ14SIr+Epz/FkMeK5m60zI7Td06IYpDV+zY0owOpUivRRn24YUXxgunKpx+kyDhWZKmsJIAI2KlSPlstT1KfNBUZQY0lPlzU8vjpTF4IutA8nw3unDrJ1/VpKiAF/JAXMXQFdlJh/obpUHkfkWJ1LjyMHQfKVSXDfmxAXFb362QV+65BO0Bl3z2QpS7GMzvCHWt0zRlYE9tHxnbkbRhFCqTSml7sv1Kal2SFIXP034ubs6fOaBKsfPO6Bi0A6xcOkJgUoHQZ4sB5vrQJ578wZw8hsu+5k0Nj1vMBlr5564HmJzk/0eLQXCDFaP9UBfn/SR5hLOnB7gK699kTqLfZT9MyezbhpVxR37A5JUsLjqc+S0YTzyaIxInPllh1ZHsGUmZeuMx/FZRauTZKParK5cn1EcJGAubfENJThKgBa5u/Iqy1YZ2GIdaxcNyBlrW9DrgUSRwwzuDPnbGZgLJk+Hn9KyuOtEtCLN736hwbkFH5STWYMykydmyPcu3q+7OOUbvcgFvBrQy1LlElstFn2TRhbPohlCKtLEYfNUyE9/T5tf/WOPZmwDAmMkoVbWNkzzuh8DqWCgsAcgH/y//ROV3YXGUDC3yjObGbtLaQYMbkrXLrMMTQHsS612g3Oj9cXnTwoGDkzJIrb2p8VBLCky74urPs224Ni5lH7YZcdlKRvGDU41MMwvaebW2tx6RUK3P4ajBEmqh2u05cW6eWg0GcNOSTlz+Wrp2ksxd1E8n2vc0pTWQnNnBfcDQJeY3Mm3MxkA2sqRYcCrbMhk/uqoGMeP+fSXfX7nUw1C7Vp5IlQhT4qm4nWW2JDuLuRZGdaXhrgZEGjJKiyDPk/ZG7TWRXazSOFruxV44CT8zAc6HDnt8QdfslocFKmQ9LUNOGWaH1e5ACtfcUzpmPLsag7qTKrkoDb2Js8LxfJrJPJdqkvnxpR+V+6eXcTilyCDi8C+znosn/swY9E4ESytppxcCLlmd4fAT+j1wdkwIYh6DocPjPDyMRvgBL6y9bV5wVT5rlsnOfKOnPUHyKUOlovv0uHqQbNOophSkJlt0Z1vOlVibRv86pJUyUFcYnI5qA4cfk0y3ztmZRU+840qq2EObgtwVw4ma5XlydCqk69sJTyLS+C7rLULqZL9wVBVX76XqC6X0pbqxKVEaYXWDknqMOKl3PXWLp97pMpyW4GMQStirB7PqwwLwA0dmijJFHswqqTLVSkplNenKKzmJmPxAtCZT67NX0RupsDWAENl/IhLgn04xrE/MMZqc6kkV+/08Bjh/KKPV5E4B04Zmmsa15WEURUhsgo8o4ZASn73UwJ9WXKWXnNpUj7A/M8uKU1KOnZo+7pyjUcRWJaAXQosndI+mU5mq1npMQgwB8yds/aAvd1qwpe/GfDkSxV0SXvbpoZcngzXmwz5uOUbWzB8k78qiWfAKnzw0u7PeeF/CfhF0Gkkygx88SR1cXTCLVdFfPfrunzsKx6oCITECEGoHZQQdnIYgwwipZ7JIU1e9sFthGqDTMlQACpFpsmlnfEyYO6LZUo5oTMgSvuXNECR2RxgrThtJbAXZFrCXH7ojiOQ+IRRzKbplOkpjbN12rAkNefcFK3tVCMoSYYhRhpIj/I1Gv47FwNdlsGfacH11WaDtqd17C2GgT3YjbckUYoRY2YA7pJbkidzlEozLZ6BXFr3xHdjjp+R/PGX68y1sy5raQe9K8Fgx4Z18cJF7FK+8b+1OhmweSFRyh5xaQ/RUrBpykVYqd0/x77a7U821FJ+/Ls7PPKSz/F5CSIGFBpJX8jSJlIZuIYCTS7xeRB8KplZhtlmVMYYm+3MAC9Elv00oIvWtew9pTa2PPFUKAEzTJD5MZRxlpsVZbyV3udJQgGgIEwlcyuS0AicJw8rwo5LowLjIy1Ona/guhLPHYxr+FaPcuJ36JoOMboZYrc8KBuAvFT5VmzJfTHA14M8Z+yBNZiNGMumoiqZB5S6BOwEJVOczBb0vJgw1fz2Jxo89GzFpmmlHSQqpbRdO2Iwf6U41nxlGbpxL2by8jkR687bcAZz4FoM9ngvl8+Wy2htu5nOHZVUk0gHlTi88YaIv/EDLf7Fb3uEibQZKC1JMldF6nVdPiW2tAc2HAuo4uDy8lnL5lJmKfzMypMym8KSnR8t8voUkUmXYTKAwU02jDFTOmeCixA2tNDYm0cq8FyF68Lp+ZCKq9m/LWHLpghntC6InIT5VpPTx32qjk+jJqkGFkjlCzDILF38fvjQ1l3cV9Xg5cE+w7M9hsGdbck3pLuzQZdy4JrkE1CHgktZkiXZjOsiuJQJrpdw/9Mun3uoShi5UHEK7V2wdxHYMvS8iLlLKC7AftEFvPj8FeWzhTQYFF8ZlVcZDteKp1oitZUqOdCTxKFSTbjrjT3ueajHvU8raxsiQUhi4dCjtKIakY12GKDGyFIpb/a5AFNelyKzbKYAlX2//LilyGpVpCnkiRGD8zDcaT9g80uSZxGF66GVLj9x+bCpHKf1quL6fV1Oz/dZbSc02gan5gq6a4qjp2pUgwrbtkqmx1N8VxdNn3mVWzkgGqRUB0z0ao9hXW4KY1+UmVCWAF9YgmZIhytlLhlkDoCsS8xdAnppmHuhvaWdErvWMXz5kSqHLwTZABhbEity7S0oTZAyF4G7kCzF9xQloP8Fy19BHKKw5Iafg71Fy3UpZUcl1RIpFVKnSO0Qhw57Z2K++44OTx70aEZZ+lVbPR6hyPeBGAb3xXLFYJM7YG1DIwbZw2E2t0VSQwye++PSZkeH6nXIdbS59Ckq8GWKczQMcFNke5PUvu/27I0yMdJg32aJ7yj6ocI5uZSysgxBEHDzFYpNUz1G6hHGiGJ6Z5KKUiA0uAA6Y/Xy7iSDpuPSbI4C3Ov163CyRJY+y7IsEcOfc7dkMJg9B7lZB+6MtUuvObhdJ0GT8tGvVPidz9YxwrG+9xB7M9DeQ9bgxUAvS7J8cS2o/FUvYJnB1+tvU5zj9a1s+e51Wmt0KtHS+uJKauLURSrNz7y/y7HzLr/zOYc4GYBcIwiFROl8kEQG7rImL5YWqzPy43NE/uMspV+w+eBnMmNsW/aaA90Mr3R2+RiK18rMXK5Pv7hm3v7FfBqXnX4MqUlZaGpWWi7X7IZNUyHj412cvRs0vVpCb7TL1k0xJ+d6nDok2THjs2XURalsWcGsA3deIyAYbpwdvvsudlXMkPYeeh2yBgdedzHNVKy3B0vgVuvlyfCe9Srbe8Zq8BjXizk2J/ncAzU6HRcq6mL2Lmq+SzefGCR4ROn7rX+fa8u/iMOLstCy/00Z6ANg5/UeBdBlDnSJllaLS+kQxyn1WsL77+xy98MVjl3I0q92Zi+pEPSy5L0QIHQGblMGe0bbusTsMmfyDHyZ1smTPXngKTKZIkpAt/61GSK6Qn+bdWydnQudDSIaItTSeqO1/fd27wzZsqnHhQXB6dkq/UMwOlNl04Y6zv7dsLwU89XDa3zq0Rqraw2aHY/rdru88WqHyVHbAZP71OVtN/I5doNgaHAw5ceQhSjWM+Awa+cDZMqBZT6DWhXMnQeUOpMrJYlS3t4732NGZo5JxuSOkxDGmnueqPGN5yp2OLh0LcDXsXce8CohhoNhSkVl65l8XYD5Fz3KMc76wFPrLHuYOynZViQDqTLQ46mQqFSihSIOHd56XcRbb+lx9qsuobY6PKuEIsGhL2zdhz3kLArMszc6I7RMkysGAFTZP2Oyv5Pr7vyYRaa/5UVAX2f3lSXKELBNMVYuNcOfc2jlFZdbphzuuA6u3xuz1ktYbjd5/CXN+aYhdFycx0/tXVs6b+5eWJl534hUbNsmGW8IxkckvmtwnZTAs05FXoij87kdqcimzNobPc0r4krLzTDATUmilJIlpVFg+Tje9bKkvG2eLLsnGZjX6+2yHZin4qW0nTrSS3jwaY9f+8MRUuMMnBOpEEIWW6bkTD3M4GXH59Ls/ZdIYg6QXV6SKa+EZkiuaHJSsckfLQaOStHDKa03LrRDktj9hf7RT7Q4POvw4FMS7YmMlu0XiLWiRxY3ZAcksngAZXeDKH8RQ5bFpMzk1klBDCRLrnaMHMxIyetUBkaDGDpFQ9ra5ANB7fzLfOptTqA5wH1XEMWGl44GzM5XGW9oRmsJOzdqbr0luPuaK8bWnNHmp+bHG/zy1huD9/X7KSM1u20eArurmmttNpktW9rk20Ib4sRuECVSSZodanEQ6y2yEnsXIM+BLUrALmTKOvZWuUTRQ2Bfz9wDpyTNJEyavc9ZPOHskuQjn69z6pwPVadg7oK9Ra69h1vSLp1iHrYFL3KLGOQP1oN7SIfnnjcl7blOqqyfY6K1IJUZe2uF1Dr7nCWAYjst4Wfe1+HESY/Tq8J640LYoBNBhMyqDUtQy5k80w/5zadKmpxcf8uMWfOOHEpdWyZj7nJLIwMcrD8n+epvpxZbcMdpNj5QQ5KWnBMB/djQi1IWVg0au0te3Ve41RqPHjz3y3B23tm3YxXXEaw0Y14+HnJqWTFaS3jdvpjA8elHbrGU2F8uiRNFHCukUICyS6axvifYZWlIomAukidlt6QM5PUavMzgZfZ+NWmi1DpbMC+Fzd6nXsoff2GEz3+zhgksqJFWfwsph/otB/2N36JjvgByse5e/Fj340FKfIjIh9q0yoFmWYMWTko2P9BkzG2MHtSoiAzkwkH2Uu56U48DJ1w+/HsOkZ8M3ZFGu4R57UwupvO2NjGoD8+/h5UrkM/BKfR3WbYIOzgoZ2ap7d8vnyuxjgTzR75rSO6QRAmECUSJIE5tTXiZQHsxeF6fm/b3Ga0Z2h3D2YVRwiiwK/u9Txl8D84vGh55UdLsuASeS5pEfNetbSqBm7GMZY98G4l+6BaNoFIaRJ5AGDLIeVVgD7smegD4V5MnYgDq8p4xQ8ytyiw+SOrIouYk5d6nfP7wqzX6ab4zXG4NZllLYYa091DzRekilbX4JVl9vVR5tYKrjDly7/mijCZ53DOoSTGyNFpClpwVYRtttcyKs6Qm1Q6+q/mJd3d47AWPe5+TWTtYpsmlQBuHMM2CTkrMLXNwZ7pEmsHNKKwuL8CtczQPwJ/vcGEKiTJsLqzfsMyQ3SBZBWVqIEqgGwn7TCRRCvmETNtBlPL+GyN+/O0pgWdYbaccOB2y1snqk54/NJHdySlbx2KcKbtvpEkCkmSBiZEWQsX2PjaSNHXpRwHNdo0kUfQjRR5h5F++fGGLnsXS+zJrF1tgXEKaqCH9XdLehYOiL2bxoaROSZo4Md0Qfvn3Rzhxzsfk29Kt1955ljQHNeuYm4tBXIotB0AWlzgZ60C+fo7jcEazXHxV1uOXKMqSWcWhLLO4QqQaIRxkpLlsc8z/+ZNNHvuHPu2+KGRKflyptHtxgqCYoqrzY7YyA10KNkW+Wg/YnUKu5AVU9iaRJezL7J+1mc1BW93QKcoPT0OUwlpfstAVhEmCMAnG2PpajctETaGSBi8dcfAcgZSazeMOuzY6tqv+u+6cQghFGjdJo3kc6VGtRGyfadPud/niE5ovPlbDGEPV17z/jj63XB5R9ew4t0TbUsXcKy8zdxnQxassBWtynSxZJ0nyjZUGDooufjYAdToAfHlH3lK9iePEJCn850/Xee5QYD1vmTP3wDlxxbAsUWKYtYcqINcxt/1BqZn6Vfj6YuHJwEEo3ud2qxlo86IIa9g61LnDInLpknnjInummVTRmuv3x/z89zX5vz8xSpRmiITMXRGkKEJdYlaZ3WW52JA2wM2DTcgdnkHwmbN1/l5mK0J+jkyJLAofvuSuqCz1DravthdLWmnM1HiLO65sctcdHaqeRhvB5x9rcN8zUzx6oMq5BU3NFxhidu8YZXJ8hDhJcS678rvxvDrnZ5+lc+HP2b8dIt3hwQOCP713jCNnq/Rjh0QDJuX+51OmxmLeemOfN+xX+MolTu2RDw9aLBLQiDKAS1JkWHevB/kgmJRDrG0GwWOux8tJnaFnNsQnSLnvCZ8/+HSdZs+1HmDmeZM16VrnZJC1LJfylnX4YNDRJWYQDi25ovgs1gN6HWtfhPchoA9Guxm5DthGZtWHZjgJJKyNmEqFNNrWqySKRqD5qQ90eeYVn3seV1BNLOJ0doTS7qjQJ48pypZhJlcy5s69cmMoljqrv4cBnrssMvPMcwaX5Cn8DOOyRIrkO+QJrh6P+MnrFnjnTR2mRkApD6MVqZZcu1PzwTfO8Sf31Xn85SpJHLB1os+73nYdt950Hc1mG2d6VFKpSNorigMLmq89B4fPjLO6FqCMYv8URDG0I0E/tQuUSis880INP/HZs8Uh8GyJrco63lV+DmBId8lXc0iklSoXJXWGdtYtB5rpsN8trRUoi33VbWApZYJ0Eg6dcvjNTzY4tuzZNiVR0t5ZxaCbzToZ7Mt5iaCS4e80WFHFRT97VXswj7zMOpCv092D1HSmw2Eo4BwqxpLr0vjStreJXKoIY6VKbNg1nvBz39/m1JzD0XMC45QFlgDpkmYgZx3Ic/lidJ6az0podanbJ2sGvnj3FFMkD3Jw5wFqPjsx7/3Nd8kLPMWebYrb9k2QJg2WmwkAcezQ7XuEkaLupfzcd/f54J1tDp1t8+wBlyh2aPU8OqGLs7CmGReaF45rfvtzVTaN1RirCnZuF1R8+93W2ppj51Pi1JZr1HzDREMiDTQ7+X1pv4AUgDLDwC57yFIPCqnUOqekxN7Fnxfb1uXJG43ds3F9MmcAdGsLJnh+wlxT8Mu/1+Bz91cxrhqk478Fe6vy8V7knKwLIkufYZjRBz8cBvwQa68De/6zQQOyBQ5DOjyvTRk4KUZmCaCsA0hmLG6likILTZJqXGldlWYo+cV/r5hfE+CXIkEjMDgFk5etw3yMsZFZqay20FTCDPR3biWW9PgQbWevomyTFufTgttVAt+T1GsOqRGcmFVMjobUKzGumxInkqNnaqw2HYSEamAYayRctTXi5t3L7NgT0qilVNwUxwiFFv5co+J8/b23zbxjxOtRqykCDwLfMFaPOXKuz7OnPUY9Qz0wNCqCamBnfKSZP5nv0mXU4CrlyZCBI6IHQFYwnIrX64JLPSxPhC45KBolcrbWQ5aglBbcrpMQofnSozXue6qa1ZqoAtjD7D3YNbg8b3B9MdV6/S1LwC6yl+uYuwig1muRdXLlopqLQuRdrMN1NnSnyHBK23kvRBZsCoMWGilLNStSIrKKQ98xvP11fd7z+i5/crckSkRWaJKzOBbkRtLPAs2i/sTOcxgwcvYliyRQFowWCaAM1KYAt6VtsQ7ogzxCPjlYooTdwqTTkziOm1UMQiXo88xxxckzAeNVCHyB7zkEnmLvzl3MXOZ/vVpXc72WwHn9Dfs58NyfnHr9Ff7/c/Wm2js6Kydx3QAlNbVKxNxqxEcf8OnFHhtqhqovqAaSwLc7l0mRX4jSNSz0qxkweF7HLSjS7eX6kpylxXpbcEimDJhbDiV00gzsaZatTEiE5gsPVPjw7zeYXXLBU5a5i8DS7uk4yFqWkkyFyzOcnBIlpmHoogw7KENSZQjz4iKgXwr3wxNn178vuSo6G1SvrVVbBJty0MsphEILu+WjPTZDHGq2TiT84k+2aPYln3+oRpx3Bhfbatp/P5GCfi6VcpmSmdimpLtVdhPk8jQHOrmVmC/0mVwRNitkcyfryzvEQNnECfRCieM4KGnLRsZHUl531RyPHxzlxdMVgsDOrEn//+29d5xkV3nn/T3nxoqdu6cn59HMKI40ikgCkaNZgmFZ1jZeexfLZo3tddz12uvXa8Pa6wBrewPBNsavQQILSYBBEhKSUM4aSZNz0ITOXemGc94/zk1V3SMECATe93w+dyp0TdWtW7/73Cf8nt8TtniF3kxU5X+07n3g0If/7buTKWunO7iu5siRkEefUUy1OsRxjOtqjp7xeWJXjeV1TdUXVHxByZP4rqkcpeO0uwshPfMuU5dEpHnsHn9bamORu4JKVXBpulODveBOsyVpStBxYg5OSD59U4Xd+z2oWlm2JCvsJEUdt2C98/0t7D/0BJd0l+nTjIkQC12VBZY8z6IsGlwiMGL0uduyAOQUrDmmfC8FSWrQcLbzLIuZRJz64VKkXfk2YUezaW3IT719nkd2uBw6U7hUZUEnaGURIZN8dxJwJpkTE0im1t34zyRVzQzoadqxMI8WDUIbWkBamrdSdyyLLzRxrAlCQauTqqfZ2JZmeq7MFRs7uO+e4ciZOVwX4tjixCmLwcGQWqmDb3WAZAjVkqXb8P0yrTbsP3qEx/a45kqOwHck64Y0/WWolgSVkkXJt/ASgJvgsqfzvZgpyaqOxUpkd347s9jWQqDL1B0ppAKNdU9z3DGWSDZpVKqm5gUf+2yNu5/wc5ZgBuzcNXGFaWjIc955l44lWNTnFgUcdJHIFrPEZws0i9a7aL16gkzdC3LSbErBgoukHzJJW6SBpxCSWIBQZrx3mjYUwjKnkVDETcW1F3T40L+a4/c/1cd0K8+mJOTuLDUYJeA1lp0u650CPy3fW+kJII1YT1e+vHBo0m77nBKs86nLyWS/VPpOJsUprR2UEnQCmw3jLc5bFSKkAiweec7C7V/JheefT7vVzAG+ZuU4fnX09vvu+6ePblxe+/WSFTFr/o5jgetIfFfgu8Y18VwL35V4yZz3dExIZpWtYsYErEUyIbmbkgK82+/Orbrqck+sNFsiu5mCMmlHawvN/7qpyie/WGU+dpKsv3B+jQAARdlJREFUSbffbbT7kvHbSVC5GAW2t3qZWeoCeDNLLdIfTC7imnwbkBfAnN0vsgvpAboygEk54jILOjFWUcmE4KTNAMGkEBQn+oVCKGJlQaSpOiE/+855Tk1afPyzNVrFiDgDNaAso39ImgYUhSpmXp6XiWW30qA0yZZYaRtRkjpOa0pCGSmJOFXDTWI64yqq5PjKfKxiJOgEgrmmzekpDyeZNjI1C9NNm0Fn6qMbNmy8fe/+53OAl2pjPHrnrzTPWy0P1pw2cw3wXJ+yJ0jTnGbOu8BzJI4jshHY6Zz3TIs765dUicpUWlbvEeeRve5HmjEp+N4JwI1fHi/wv2XCMUlBrm3Fc3td/uH2MnOhnfjdxXK8ZQBOCu4ix2QR35tFrHfPc10WvAvsL96UZ+X6gjXPuuzJeShSF4lYPb55UtGUOge+SFwUpZRxpZRlsiupy6I0Uaio+hHvfU2D2x50eXKPSFxnkVnwPOVnpp3lee40N55cVVQ3sK20pFl0UXLuYAb0LjpHosQVCkCorHwfK21oIoGg2bZwbJDSCJuXfU2jPc+j+zXN3ZMHb/7W7zW/+L9/Jwc4wPCqH6dU9tlx+D6q/tNsWmUkahutJPctu6eW2clQ1eKIkF4RzFxWLRfjKXbidAWRBTek6Htn2RORg7sryEwDSyfm6QMu13+0nx17PbQjc7cks+CykBbUyfi9hZMaFksNLq5e1V1mFosg/MVY8aJDvpgl71JoRRirnFrNguWWSZApRQLwZFM6Bb5RyBLKADw2zjAi0Jy3LuQvf32Gn/0DwY59yeVNFvYtA7lFjMmuxDKh8AqNjZl6YSx2EoBmhKzkBOiCdl7iL448lIJMKNTw4WPiWBBECjuQtAqqvRpotiOCUDNYl7ztuvPYsOUqwqDNAoA7/jiWU2JspMZF58wx1Zzh2JkhBqplPMfMmFwwi0bmSlNWquCaCu50ddrobr62zIPNLmBnoC66LHEO9B6Ay6SYYzsx81ryP28q8+SzHnFXMSf1vS1AYotCMwMvYL0LwWYvoLty4AXg03P/2yG8mDlYmAcvWHV6QF4IPFWiNpUWfmSWPUkyXEllMxbmDZSQuSslLITSxChsoblwc4cP/liD3/gzh/lIgJMAuyuXrQEbjSRUqaFPgl5pXD9bJr500U0pnLBFS54X0BLCXhKIa62JtRH0CTNeuSKfyyRwXcnIQJsDZxo8tMdl4xaf1ePDNJvN7FBmAG+HFq7v7tt7orz/jnuG1lq6w4pRh76qoloyDQVCFJoZCvlLmXwpyy6oSWVSaXnHu50APNO7FgW9616gC12w2gop4h6Am2ql7UQ0leDTX6pw4zcqdCw7B7QoBJjC+KVZWlD2uCiykDHp9cfPFlx2/3MW9uC3c0+676duCYVqZlrRNG6KzgPRwkQISd5CKETuqojEVZFSJdqGOslgyCQAtRBaESuNG2nedV2TnYdtPn1TlUaIAXlxR5XOLLlGEib7FQmBSzrS3QzEUknuXCWuvAF6bp11jyUvDsjSWiCUJhLp98+l+gWm0ln2LUb6fK7equm/wmbTFmd/pWLvc2yZHdOsLPPnf/YnXHvtq/YP1isjVXvumvGBOTaviVm5pMlALcT3FL5runtcWxX6KvNJC11i87bOfHAn1SbJVF51Bnar4KfLooXvynnnRR1ZZAhaMY1Q8KlbK/zBJ/s4NZUElQVlqizvLY319pL+W1fkVx87BbvsmZrWW7aXuYR0JiNdfF7kIw7TTRSfE6L7PXpcoaLmXqZ7WJCF65p3s0gAnNYeip0zWfNBFgQXu2p0V0wBUK/FbNscMNcUPLvfDP9dkNjvWiJxmyBO3Kc8bshrJKSdXumb9FBPRddWeA9lKLOtQNPqaFodaHRgYh6mGjHT85ozU4JqbRXj4xv+4vixo59Yt+GihRYcYGjAw3EqX22NN9/6zYcbFzy0N+TijR3efnVEs9VHGBofNogs5houjZZNnI2TS4FbkC22c+EdU2lMg0WdADV3RVILLkRuvUXBD0+B3XXf19z81TJ/+IkaJ6dtg1xpL/C7ixXL1HovENkv3C5muYtjudMfYbEf5sU53We35t3+Nj1Fn3QrFn7ydJ0JLBPXpJAPF4XUobHaIJRKMj46Sx0KIAw0S/pj/uO/mWNyTvL3X6mCH/XwXHs2KdFaEgmj4x0W6Q8anKT4mQ+xMhXvnHOTyzpnLl5yoYg1NDua2ZagExmDEsQwGwa865oZtq0POD1V4tjU+JNBVP5qo9XsOqZW8cEnPvnXXHrx8JEgVNsf2x1e9OAzkkajxPplgpF+zVB/g0ppDkTEfLNEo+WYFiVJ7oPbxsLbdpyNxzajsVUy4Cnvmczorl18EpVZ8jw1aFwUWUgLWp5m33Gbj3y6zhO7PJMx6bLcTlbcEVLgSEO5MBMa8hHcdmql0/k/gkx7PAV9NoNIFl4jRWEaRW6dRWrRk+fOZsFF8QQTdFn13FqLvMCU/I3Ca9IYIasc91B7e6173lVTnI1TdKYSCTalqfcpSp7mgacdpqYl2Ri1RU/Lwq3OrXmMGWmisla81NtO/JX8IgDk7l96dUx/k2YoODEfc3I+ZrJl40rBhqUx732VzQXrI9qBz8Rs7Sv7D+76iw/85E937Z3du7vnbx3GtgUP7wq54pyAjctd2h0fIU7x5IEmtz5U5dTpPi5Y5bFkwKZcio3ClND5eD7bgNpJtbjt3j7JxDon1loIlRx0nVvv5LnUaoticcfV7D9h85//so+7HvPByws4ueXOLXhmvTN3JC3mFHxw8h88vd8rzSaL5rpgtcWC5xa5CiSP80v2wqBLd6VQCoFZ8RKfPZ/62KYqmObDUz88s+IJZyVOfHGdkLAkhrMiVO66pBkW0KiW5lXb2vze9bP89l/WOXDCBSex5OnOy8QUi2SkQ9olJCRapBZdEACWErgSPK1xtSCWJkdvGoF05pgISSY2lPrZ61cKPrBhnuenp7n14TKHjgxQtlwe3lHlzGQZ27dwK6PJu3WvBQBfu/HHsCw7eP1l/8jk6d2sWtJmZGCerzzc4eM3j2FFFVYNSibqFrWSwHNFRnW1LDPUyU0AbtuRuU3BnVUhi+DuBniqwSKkQpICWyHSINPRHDpt8zv/s86Nt5cJRJK7NNOaelwTc0mzRZIOJG9kKFq7Lgm5xaxg4fj0ArcX2GddxT8uxkfRheRZj1Hs1QtcoIBFLuUhhAF96q4IkQA/SSFmufEkyNRpZkWZbkshNEJbxErj2zHvfk2LWMFv/0Wdw6cdgxhhGddEJbckDZlCJLeJiZCmsTkWpk800oKOEnjSxEKxLIpGmVShJTUq8SssC8qeZKhuM1qvsW1DxBsvneTjN0d88+ERphod9hyNuPD8dfzLd701iKOI3/qlD70wwB1vGdWq/2ur1w5vfuCpp689d900dz0d89HPD1O1yqwdhmXDkrIv88uJpXNgO2Zzk4lluQUvpPdS61wANoAQKrlNsr1F/1wopK05fMbmNz5W54t3lAmE7KlU9m6iq0s+a0Xj7KzBLvBSSAf2pgt7AN9ltr+LVSSrZbljCr73AmAnHVRd/nkPGWsRPzy17OY5mb2hSDdl/HGERRRpHBTvfV0L24Lf/Fidw2dIxz8km+kGSruCzMFKshhKZBadjLZrKpKBFGZCg86q/AiMKq0lNa6VCP9oTaMFh54voZVg5bjFr737NEEsuP+pOu/aFjCwZOyba1au+LVOu/XtLXhfX4nP3njbHIztLjlLXrHnWMu64R6XPrvM+lHN6IDFUL9DvSIpeTGuY3xu14lx3RjPCXEdo/vn2FGuJpWy/Qruh0gKDcX0P6kF77LoCmHBiWmb//gXdb54e5kgjRSzy2LBcpNb75TnXZQ/Lmqb9Ir5LMhKsHDrMtddCQadg/87wXkPgItWPQd8Afhp2kwbH1csCDyTaQsit+KiAPIUgBKNFjL5v7qQQrRAaYSUxLHGRvGuV7eIYvj1j/Xx/BT5XJPUPdEqPzhdsgrp54nsd9LSJlA2obToaEGoBRWt0drkYCxpquNhBO1AMdeMOTNlI/EJY8GaccG7r5plZiJERcviV5w/uPvAzq/Prd38+m8PcMAIbkaz1w8Pye2fuLV6oep4nLtcMDJgM1h36KsJ+qqKWiWm4keU/YiSF+J7Ib4b4Dohrh3iuYEBeTKDUkplDsiCa7BxTlWie5FrGia3FkS25BM3l7jxayUC2euOJBuSvGJJFsn38k16q5V5e5o+SxZlsfa0QmYlA3lu9r9DfC+oZlIAdJ4TT+8XrHZSbMkrmjoBczJtYRFLnvniGehlZlSMD28KQUpbxhOJNTaad7++xe6DDh/9VJUIkqKPSICefAeVWO7F1FhT45OQ3rTl0rEcIscmVIIoJY2LlLSXxmDm7cLIph14tDuDjAx4fPBt8+w44j49PTN//fBgbdFjuyjAf/I9r+HvP/eF2Oo/Xy8ZeADCiGUjLoP9FvWKpuLHlEsx1VJEtRRRLgWUvQDf6+C55rbsd4jiiFhHnJ7UPL3PQgln4RU8sR5b1kasHo9xHI0KisfEIPS2+zw+9/UynWI6Ib38dVlxmbkmi/VYntV6Czh7inChq5KclgUrlf+96zd9MeAuvLDLTSG33hRclkzFoMvyF8riOhXH1F2+eA54MhclDTIVabO08TvTYNOoAVtoFeMpzXte1+KRnTZfv99PqLAiPxsDsB3F6qUxm9eFPcpY6fcUaCQ79npMzLrE2qPV8Jn3HQJlmixUcuaa76GJVUwn1DRaMXMNm7mGTTuoYlkeF23ZoGfmonjb5a978QAHuPKqK2i22p97+Mk9G0dLk5UNK2OG6m1zkiqBYytKXkTJDyj7ASWvQ7XcolJuoQjYe0xz8z0ex0/5HJ1wuP1Rn1hbOQJS84NCK8V1F3R4w9Vtrru8zbmrovRPCEtw670+v/bnNZ476CYNw3l+O99ycItiYNlrvekJJkk3vSi4C3a5O/9dBHwPkHu8l7ODu6eM2SsjkVHx6HZhUkMpis+lrkvhfppl6bbgEqEVIinhp66LyBqYk/gxcVVSt0VrhYg1564L+JNfmuVXLfjKPX6+Q7Fg6+qQV13R4Y1XtbnugsDk53XaHJ0fNwXc8ajN0TMWx0473HxPlb1HK3SaZSZ9j8CXBEom0m2aTqSZbykipdBaMViTzDYsrrh4uHHu+Zd+znb8sx7jF/wN7rrzy6U4auycef5rK8/Mtdn/vM3lmwUrhm201vheQMkPqJZa1GtNzkyH3PeM4JE9Lo884/PQjgqNdtLoa8scDVolWwwqMrdBTK0WsX1jh3e8tsWbr22zerni5tt9fuvjVZ454JoktpA9zQvdOe+0YulL8KROGhp0lv9OJzXYKY8mzYEXKplZXjzJaVuyO/+dD6QVi9ym/OX0tflz+QBd8vewFpncLHWel0/l7KQpoOWPVTIAAIrcni5Zuy4Ofs4LymU3is3bPU0kPboyaYpWSI10BTsOOPzmx2vcervPquURb3plh3e+usX2TQG1ikZ1LLSyUNrIyHWDXOE6ynCI2ooHnrF45BmXR/eUuXtHndOTVbyyR80X9Luaqmv0F8fHAi7b0uDQ83D8TJWfesd1h/vrlXPe9KY3t86GYfuFAD64dBOzszPc/rUaR45BFPusGtasGulQKrepV5r0VRo0Om1uvNvihm/UeHRnheMzJbQ2wJZ9VkLsya2TUhjxFh2BCkCFYIXMtTTfeMTnoedsHn3O4bxNIZ/+Ypln9jng0u0rZMFL0ZrngeVC8cyzWO8XCC7psc6LuSwUXtdtOl68H97rrhanHxf/nltn43in8YrSZMpieaVT9Fj2NFWY++Zpx09qwU3jRLcchUChTdbc8EO0Qkdw7rqI3//5edaNx5x/Tsi7X9OmVo7RAURNm0g5xLFDFNvEyk46/vODJoRJBbt2xFVbIl6xJeL07DQP75rnC9+ocMsjfUzM1miVXAZjSZ+rWDZgcdG6EuetiZhpu1yxfSXVSv0Fj+0LAtytLOlMHJ3/YKW87oa1Y/sr563XrFvWwfMCButzxHqOm+6T3HDPAA89Vef4fAkhHGzfwrFEQkdNumOS91SaJB9qBpWqOFE71RpsU/uabwgmZwXtlmBmVvagp5i/k/ltct+iMFOH7g550cuGzALNs1UAe6WRe3VPCj73Iu7Mi0kZ6kKclhqA4t8yHb4UpOT+ddf/ZxF3JWkmSAtBxj3RGb1WdHUFJSBXadEn/btECwPu9KzWiRvTX1d4Jc1AXVMra3QAcSSJtU0Uu4SRSxg5RJFlBtfqNJVovqkUmnY6dsaOqZVCXndxyPZNDd62o8UX75nlnx4d4EyjjiUlOw9bhHf6bFmlufbKNY3hQfnBav9o57sGeL89ra68cM3DF69Xs7uffKzy5H7NwdMdNqye5cxck1//RD/37xhgpl3ClhYDFYFrpV3qOlNolYXfWWmIlCBQgkYkmMMh0spYcW0Gjr726g6/f/08a1bE1Mqa/+d/1zg1axWYQ4XAMgX5Yr73WTROFnC9z5ImXCxz0htoFk65hc74ghfkIF4k/CogeSGVdkEFVCzme3dzVVIfPL/VptCDMpxyIbKCjyjkx2UqH6GNqGdWYk8+y5JwclLyR5+q8OmbSnx5hVEkfv2l7eQqIolimyB06AQeYWQbkKvcTTHnf9p4npPqbEvhuxGvuSjgqq1t3vXscf7TJ0LOzPdx0dYIz4/46mMlXvmma2ed0pqHnz85r3iB9YIAHxsbBZwzJxrNd02HF99172PPONddbHPw1DR/dOMI33h8hJpjsbJuyuBdKqyFXsciGAzHVxPEAjuxHHPKQmmBpWJeub3Nn354lk2rQoQUvPO6Nl+62+f2B+20GpCjLMutyuzL2F2A7paNk0LnfIcMwPos4BZdjykAPf+ByJ7sLf6cDdwvuNL0YOH/FMlXvbcqSQcuBHieMuxqWk50TLJGicRlSKuduRVXedaFPM1YLAY8ucvhxjt9mqHFMwdtfvlP+/j4f9C86iJjUGNlEYQu7Y5LJ3QII4s4Tt2UXoCTtSkKoZkVGlsqfC/kmvOa/M5PTfNHN0r6nRpXbNRcc9mFYaPdeZfn1c6UqqUXPKQvCHAhXHbvPYznbz22YoW1/32vO7DJto7xJzcM88BTfawfFNS9PE8ZJ2d46uNmtZjcNqGV0XoOY3NSRNqiEYJQMa/e3uDPPzzNhuURqmO4CePDET/x5ibP7HI5MWsV6GEpuNMfqZDvZjEX5Sz01AK408e92ZGuTEkR9HTf/15Wl5UmdzkQucJrzogmb4govDbnphS4KskceJW0n4mCe1J0Q5TIrXjqg6ec8+KlSUo4PmPxmS+XOHnaMdE8gt2HLT703wf58w9Pcd2FMWhJJ3BotD3aHQPwKBbZSWaOZSolojOJEY2R6NbKGMlqqcoVm+f4lXe0+euvOIThGB/+2Qv2X3T+xmNTZ44yOLLiuwe4+QEtqnzp0PjG/p+dmV5+98f+dorpmTKbR2GgBmXPqHg22op2mI6SI9NASRl26TLq/Zow1ni2oKMUTiPkym2z/NmH5lm7xCJs2QkZK0Z0Yt54WYf/szbkxBNOYsWLKMvz3rYo+N8LgN1NrFqUd1IALYWPSR90eSC9qO4JOr8rhL/A00XeiTkGRallkc/IWZAqTAhVMn+ctrZlwWYC9KLkRHo/GzaVXlYE7N7n8NUHfZOyTbJX2pLsPubzix9z+LN/P8n2jTHtjsfMvE+nYxFGkjgZw5IdrkwmW2WaNFpDK7BptCziGCqlmJl5j2UDAf/6tU1mxQruf27uZ297+LZDP/eeq77tYf22AN+wbhmN5jxOqXKir/++e64+/+jVO/fNMtcosXzMZWxQ0A5CHt9l+AN504AoUFBFZsLTCQbplCzHFaxf1eS3/3XIipEKjWbyhRPheggY6o85f33IQzs0eUTRbWqtgu+dc717pNfosdxn2wrBZf5JOnuToqhmN5YNNyM9B1n0NYuDd8GLtMheoQtuS6//TcHnNsFq2iyQ81HS3LZInsu673tz4IkvXqyApt1E6QoieHqvzcSUXZht5IJ00I5k74kav/q/qvzO++eoOmVm5kpEylxB0s8uAjxrlMlSmsYAPntA02oLxgYdVo1LpuZjTs+M85Y3X3TPxRdfeaLdaVLyK987wAEq5SrNybv3XnJB+WMzM2uvfmjHI4wPu1y6NWaof56b79OcmfMZrIDrmEDTtgWOned/cyuUfkOBbUnWrxBcvLlC3YdTUwGeE+LYIY4TgGX0nnWs+PFXt/n8bVVOzxed4m7GYJEGu1j1sqgYm46WXuC6FE6CrkCzAOrFeCi97ky+Xrw577LWIve3FwSp6d/JLXs2iRhjPFK/USS8FI3hpqT0H1Hwv9PHUi4cl5K7KAaQMw3J579RSiyXZcBteUjLwbcE1TI0Zh0+++UK2zaUqJYdbFtnTQzFzJAUBtyuDY6jcG2B5yqG+1oMDrS4+d4KI6d8bEvSX28yvuJ8Dp6qfmzvLQ/sfe/brnhRx/RFARygVF8DVv3hcr1z09Xb228fq+wlFvPc8aTiwWeqDJQEvksiLWHEE40wkFG/gu6xcNIyCllDfSBFmVNTgr5qm9jvUPLyAyrjGEdFjPXH2ClROMucGP/PpAYT31v2BJa9jQUF16SLi5KBuTjLsQDTRXG6uAP+PXkoPYDOeCrFYFGQnQE5D0Xn/1fnQE4m7SUzTSVCqaQKajp8TDeQGW6QiXZmOXG1AOhRDCenUv6PA5aLtFzKtqDf0fR5ioGSRkcWJ85oBvs0Jc8Ut1SGAfPdLAmOI/AcjR9LlGtSmK7jctmWFjPtWZ470OLOJ6q88zXnc8UlF9xEed3DKpp90cf1RQNc2Cs4ePDYoXM3X/mLx48/aU2car/1y/cIWq0BLlzjMToQc/SkqTiVPEm5ZFPyJJ4rsBOABxEEoRkqZFtGvdaxNUEI7Y6F5zhZx4+UCiuOUNJCa0EUFX78Qg48Cy4pimcW04TdjcVCLu62FNN/WaBJt1XupdEu9Me/W9udo1mLRZ/uSS0W1a8S6bRiylB0k7GUNKAXClTBsmcBZ5I6FCINNot0W9ljxc1QOmOCTSXZsQQVS1NxFGVHGzltB6JY0erEgGWEWmNNECrCyCDctiSua/CilCl4h7Fg5yGP0f5hLt/U4Nw109z2uENkl27Zet6Vvzg1cfLw4PDSF31I5Yt+JbB69TL2H/zm4S2bL9gxOb+KslXl1Rd5vPHKFkPDc5yejbEsKPk29YrFQB2G+xVjgxHjwxEj/eYyZDi/SX9wojYaK0kUS8JIZjlTlZR4F9AvCxmUnBLbM3pkka1rPieL5cZFt+9c8MmL/knv3px1vQiEL0a6W4DuFFz0pgPpDjSLDEOdT0dORz+qdMyjztOEqjgmvPj6RE9FJQBXmRUvfjnD4HQF+JaJwZyk3U9AxiWJkzmXQaSZmA45ORFwejJkciZgei5irhHTbBul4pH+FifmpvnKgyF3PlRhdqqfV29fziUXb9vx8OP3HB4cXvKdQPbFW/B0LR1dysjYko8+9+zza9eOPPieIDzJP3xTceR0hSFHUi1Z1KuSgZqmrxZTr4TUKwGu2+GR5zwmZyqJen/SPUJevo+VMOM3kjkzWtPThFQ0tcY9MRJsBV5JTy6+t99x0QATA+7e57s+8jsE7kuxukjFKf06PWCimCpMrbjoAr1SRsU1VXpQCX2bTNEnaTzOlK8SdVqRSDELZYQ2MyNTkA1JDlwx/rEKSgRFTp3RuIRaSTPfafPUYYuSLaiXoFZWRIlF9z3J6IDNu6+d49jEDF+6p04zHuZfbNz8uY0bL/romdPHv+Nj+B1ZcIDRJRu5+66HZ9av3vrTZ+bUvZ/7RpXpyX6W1zyWjzkM9DkM1mG4P2RssM2KsTlWLDnNfc9N85e3hhw8EdAOYuJEijfnqIgs0s4yAcXCeOYk58xBKURmvW2RysaRE5Z6MiqW7PG7sxOhIOjDQvCnoF48cwI/CMQXGYYL8uV0W/Vs9HdquQvPxarwt6IVT8efKCux3AbYqmdL2+fSPei6EtJjHJKdlBb4HqxdFvHBf3GGSy44w95JxeEJwelpzdRszPRcxOSM5tDzPqfPDDNUHuYnXgsb1nDv8NCmn37w3rtn1qxc+x0ft+/YggNc+6pXc8+9DzTPO/+dz8j41stazaYz37aIYouRfhgdCBkZaDM+PEetMs3n7ob//sUxRrwSUhoSTxc8xCLAydJJJlp65oBLO+zuubRFMvYvm2mpk9J8N9GqaFmKei69j4vZkxy231nzwku9epMoGp01QaUBpkj5KSTNxwm/O5Nbi0FYyXOpFc/crTSeASHMcKc4Tvo20ykR2Wbh2RFb10TsPEwxKOja4S7JucRMWTIZIhzW+ZV3nCRWIV+4c5RGxzGjAXWUnBgOx89YzDY8RoeX8P73vi2Qgua27a/ju1nfsQVPl2U56ODwz59zzoZd42MxltXCc2D5aMjK8QbLR6doR5P8/Tc1f3zDEiqizJK6xndJtJ6LAjtJa5rUuXBN4jOLpDT3d18rMdPINU+kMF3aRf9bCrqpqIUgs+ibd3NTul2TXq5JBq7Ffsxvh/xv519ztuzMi1xFliHdFc2iD25Am8gUK9Nhn1rtOGH55Y8TSx7L5G/Jps1tfxne/7oWSU7EODo9XPZULFQlufVYmfazVtvi9FSFoDPEf3hHyL+87nncUoP9k3DoFBw/ExOGMaEOODMXdOqDI3f0Da1+sG949Xd9iL4rCw5w5RUXc2qipdud5i1P7jmz/uipA/6rL27Q3zdHpTzL/lMd/tvnqjy+b5CRksPSuqK/Iqj4RnrZcUQm4pmpyxb6MGXSaOy6Mc8dtDh+ykVlmidWolKlMymIdLMyTnXulnRpnCRezmLgzjIo5H75C/glPUgTiz77va6zZSezwbHJRwudPwemV1OisxI9GNp92mYmCu9u/PB8wKr57hqhFFKZqcnpePBYWSwdjdiypsOzh8poWxEjDcdIkbtESSEviiEMNZ0A5luCqTkHy6oxNij5tfdM8frLTvCRfxjkxJkqXgt2HxNceV7EuZtGJ4ScevvYSP/893L8vmuAA4wOldR/+pNbf7e/tDR8w9XTv3Fq4qB7770dxkdbPHGgwgM7Rlk9JFjar+mvCPpqFpWybTTGHXCcVN4tHTiVa4KnokCOG3H/cw4HjnikMmyWlPgyEdEsNC9kDQ2pm1Kw5ql1z4Atu33GIuNR9IA6SyX2gnZxXH9XwO7Nu7/QKtTKkvuFcdvJfTNKRxiXMJE8ltmHpJyWPNjMzoLsZDcd9jLWSGFhSYtYGm732hUdrtjc4tm9VbSOCZWddMebq0SskvnyiYh9ECozhqQpkdIGzBUlVpIrz5nkZ15/hicPzLBssMKTu8ucmF0VvOHVKz6xbmU5+OkXd0jOur4ngAP85vuOBOWxykce+VY9+OajI7+no5ZUwPHTVdYMSVYNK/qrklrZolq2KJcsyr7Ad3WiL54o0WZqtPm4bteJmG8o7nvSZzZywXYRwsaV4EuNK4wFd7pA3mPFixa8EFAuSpHtynH38L0LQCziOs8qFO4UMh4pf/usoC7c6b1QFEG/qCtT2JHU9zY0FSN4KTDYzb5bKr+me0/CTJcNIQQxeRNyqkArYxspFWHoUHEjrrqgzT/cGdAIYyJLEyhBpMwsILNposikBu0wRrYBLCNkHwk6oaATWqAtlg5OsGMv6KCPy7dU1EQw8Hufvn3wTzxrNuB7XNb3+gZ/8Mdf5vWv/blIOqsnl4/VP6g6B+ST+yUTZyqsHpYM90kG+1wG6kZqouJDyQPf1XiuxncUnqvwnBjfjfDcCN8N8dwOtWqLf3rI4q++0M9UuwJOCce2qFiakm3yrq6VKFZZC8GdbSLnxxQt+WKSaTJpvBU9wMpPhJ4O++xxPuE4Fd0s/q0o5dbLh8ml2LL0fg/rsUgKEzndgO6TUmesmfxyk4hwFIU5zrJ6Tq30JO9NqQqNaytGhwJ2H7LZdcBHuy6ulPiWxkl0mCyLXKaOZPZ8rAlCTScUhJFFGFk02g59FRthxTy5y2Xjpleoi8/d+OHVo+L4B3/qHd8rPL93Cw6wbu1KRsdX7XnsCev65p6L/mpy4ml52UYPx5YIKRmoC/qrxh1JxTo9W+M5Ctsu6IinUm9WhOeGzMxHfOneGoeny+B4WJZF2dKUC0UFW9INbqsI6NTvLuoIdudps0JO92+7YBUaa7LRd8WcdBbl9Zr4F7sWuEgFSPamlxZzi3TvY5G9VzoTPuOwyEJuvet/pTkHhYhl/nmJHUxjo04QM94X8barGtz5RJXZwKctJZ1YUEpGSsaxJopNlVoAShlXxVQsJfNNm1bH4vSkw8HjNc5ZDb/wga3KKi29fqa1fc9A+cBLAc2XBuBjS8/hljsfCza+8spPrtx1uPyBtw796bGTR9h7dIDRfotVYyFLR+eZnrOZmCljW5imUzsVw9ddAHfsEM/vcOejNvc+XgNdQtgupaQk7FngWhrXygNMy8rz4Fk2xSIRvCxY60Jh5zvNYOSsbJFXFRcBtC7eW6T2Lha535sqzaxz8flijnmx/dMLgZ4SxaRM3CVZ6NGUqusSbs5Rme1BLxc8SwBIhedGXH1Rh2s2z3PrQ2U6jkNbSUKlieOccxLFeYRgSzgzr5lpxCwdVLiOy+hQxLMHZzg5t4rXDQz9yhvedM0n4f5YiCtfCmi+NAAHeOurtvH8yefjt7z5zfseeHh07un9N9ekbjFQs6hWp9lxaJbHnhvj3NWCVUsiPNdMrE1/TDMFwugZlv0Ouw4qPva5OvtOV6HkU7YlNVtTtnUGbscqFHWKllvkl0irC9yim2fSA5Yu7ctCCq7XUKdgyBhyma+dW84u33yRqLNYKc19cZ2DeLEYAd11v+CJZCX9rokQhc9JSVdSJ1c1TVKhVFmPp5VJechcXIiFJ44UmkZLsWIo5kPvneXAmRLPHPPpOC6hMl1bKcMgVtAOwIs0K8YcrriwzWP7ZzhyosbMvMVgv+KCTYO88tor59auu3TfmTMn4pGRlwbc8D3kwRdbjlfCo3XLK6+8/Off/PrXTo6O9DE6OM+eE00+ecsIZdtnfChifGSaSLWYa0iC0PCnZTLmxHVCtAj4yoMOdzzWD24Z37aoWZqKrfGTzbWNi+Kkfl8WYKZSDKIryEwfpxyY/DWptHF3kacX9GluN80/ZD98JsbTg/5vSzJZCPIFFpzUanb7wMU2Owr/JxvHV8hpR7HJWJhp1OZxFJthUnGSB4+T18SxICpwgsLIIgzNFkSmxzIIHDqBQ7vj0e6UuO4ixRsvn8WiRTvSdGLDKdGYkdy1skA6iuPTiucnFe12mZ95o8ua5Q2OTYS0O2Ji1brLH12x6vIPnTjVuqVSLn3b4/adrJfMggMM9fcBcOT4/GeWr36t/ZpXlz76+BO3jPzTA31cuqHExZsVY8MTPHOkyV0Pj7Bhqc3GlTFGj86Au1Jqs+uY4vN3DoKo4jkO/bam5iaBpZ1kTSxd6BoqFHEyjZJc1zt9bJiHYsGlPu9jNN0vRetdvIWE6ilzNkcXN7uI7x7Mv6jVBeJuukCxf3GxK0+2f0l5vkjGMm8tskA2lRVMN0sL0qKNTN5PJszDdEy44QmJbGqDybhofDfix1/V4o6HZnn8sE/L9YiSCceuLVg97rBuZcCdTzU4cLzMIzsr2PYQr9k2ySN9PitXX/qNiQn140ND9W97eL6b9ZICPF0rllbRevrT46Pb5T2PHv3DDWOPjVy6JcD15/g/X4k4cWaQkXIJ1zY/nG0pPCei5HWYb3b45C0Vnj3aj1Py6HOg7hoapmeb0YW2XCz7YfzqLqstBNIqAL0nVZhe2tM2Oq1yfyJt7yoghNShUgqETOUbit0zuVVflPe6OKYXbZnrAnoPxTcVszc7morLF+ixylhRlZb0KfzfRD/csnr3WWJplZ3sMtEOj4VGSkEUS2JLJ/2SaROyZrahWL805qffOsN/+Zsys4FDv2uuGBoIQoFvV/nXr+lwbHqSW+5R3Pd0mcviGu99/ebTAyvf8jVTgfr+rO85TXi29V/+y0fYcu4rHu+veKe3rp665uGdx0q3Pmix73CdVUMlNqywGRsSDPcFDNRb9NWaDPTPcMfjgv/0qaXEos5ASTLgKqqupuRCydVm+KyNGT4rzbStfHrCwpY5WyZj5yyR3JemyyjpNLJkQZQoJSsljRnpJb9LsyTNuvQEq1nxSNCVEuya7JA+V7zqFNvrZM/zxTx+psqVzhRNskMiLfgkljbO3RBTTMkpsbpIedWF3FExok3z+Ipk7LfMqMxxLHtos+bWc2DbxjaP7lbsPOCjbZeSBb6tcSxBGNuU/RLnr4lZv3KWIGpzurFhctO69b/amTvy6S1bt/zoARzgxhv+nr/6i997Znh8008eOHJ6+Iln2ly6scx56y2WjWiG6iFD/W1GB+cZHprm/mcjfvczYxyfGqCvbDHoaWqepuJB2dPJtGWBZ0tsW2RuR5YvLqQFU3Cbnr8c5JaVg9yWAmnlExqU1kl5WROlwVLBCmarCPIUZDIHb34/AXWaF5c5F35Bt1EPsFOCWDpvNCOMZQF1gcNTALjxnwVhlANdKZFZ3WIDsc6+A+TBrkjoy+nJkrxfLM1Jo0TGESdxe5QWeA5sXNZi/9GYPUdKxNLBt40yVrsNkzMWjVaZpUMRdm3tXGyt+Pk9x6LPvu/db38pGA1nXd8XF6W4yv3ro5IK/82l561aU/e8/7OkttPvxJJGq8pwf8CKsRk60RT/eI/mjz4/znOHBukv2wwkmnQVF8oelDyB7whs21hKEumJMDKgTLMdkkJpfhFw50FlLnUWWxoZKqLYMB3T9y02yEqZT/gF4zYIXZB0SDva6XbI8wwH3SnsRXKFXR1GpHnnQnyR0Rl0crUwnx0n0W8YWcQKOiEEoZkxmVZUsyubJVBWWl3tLiApAaKgmBXHkiASRFHCKZdmdHsYqUzfpBgvbF0NH/25Of7kBs1dzw5zYKKCFFArdzh0ep6nDtr8C/e8tl1b8jOBU/2C7wcvKNrzowFwV+jb/umGbwXxhge2bIxa+4+M/93Ndx3xt2+QbNvY4OuPtfn83XV27K4yEVQZqkrqjqLsQtnVlD1BxRdJeV/iuhJLmvanVjsmiuPM1yym19IMiZUA3LZlbr2l8c1lUnlUWtOxBEFkfrx2YECegUOApTTSMv2feYaDTHckLf4U/fA8+Du7P56COq9c9jRIp8HloqPQU5Ks8anDWBLGgmYbOoFpPk7BZ05usBXYiX53gSxrJhGn/G1hQogwhnYgabSM5bYkuK4mjETWV5mS5IxrJ1k9ZvHRn2vw2O6Az3+zn0eeGubyzTav3jjBqeaWtnaWvP+yjStv2nf0dPye97z7+w2/76+Lkq7P/N0N/MxPX6Wvua6684bb6rtqfu3NW1ecdJ442ObvvjaAK8s0sCljM1ZRSZUSyi5UfUG1bLgstbJNvWJTL0sqZYsgUkzOKYLQBHUySwMaUDuWwLFlshmQu47pA/RsgeeC74LvCSol86PtOxEz3YAgSimmoruQI3KOigFmdzk+c0Uk3X540RdflCNTjB9yFVnbKo5RTydKKxxH4dhmqobvRpQ9owC7/6jN6UlTbQwjnVyV8kZfXUguCsgrvOmxs03q1XUM2s9MS05OaOZbmiA0QNfp7B+ZSz4oJWl2PJSymJqDRnOAK84RzAUBB074vHL72uZVF4/95Fv+/Qe+cPWlD6j3/QDA/QMDOMDf/O2X6JTfy3/91U8+u2ls24Hdx9uv+dxtsb9qsMoHf6zBVCsibrqsGZMESjHfgr6yoF4RBtRVm76qTX8NhvoU65a3KZXneXS3pNGUOLZOZIrJLLZtC1xb4jgS1zbW33VMUOQ5hg9T8jTVsmJ0IGb1sjnu291i9/OeabZN9l0XQV3wu7sot7IIZrL7LwTwnOWoe3L2qSpDbrHNkN1kkp2dgNuJKXkR5VKHob45Ts3OceNdJZpNjVKKONbZnJtMOyUR0UxPzpxDb/g8jqPw3Ji+Soiwmnz9McX+o+YMiSJFHBsBeylMM7nvavprbWabcOhEFSksHtun+eStg6waqnDplhZ2ZXhm98n1/+5fvnv2c8ce3MUrrn3/Dwp2PziAA9x7++f54L/6ZX764+t2OP7o8W2bVlxzyfqZcjs+xdO7PZYOlLj8PEFbz/HcQYvlgxYDdYv+msNgXTLYpxnujxgb6rBhxSQTzVlufaRMFDiUXJ1YbXBsiZtab8cyVtsx4PZd8B2N7xlwl0uaejlmoN5hy9oZ+qoTfPNxl6nAz1RxM1BTaE7u6gwSWfYkz6jkQaXM0pSLWPBF6AVW8X52VVLJsC9t5iI5Mb5nRsfUKy0Qs/zRjSXue6ZO1TF+kkpSmErlfjWkOfF87md6hXAcjWdrSl5Mf61DyZ/mnx6N2HHAxxaGT6IS6WYhjAEp+5pV41M8sqvD/U/VcWyfWrnDziNt2sESrr7skok3Xj344Te/UX92Wvr8+Ds/8IOE3PffB+9d4xvNmLebmzN/K6VjHz1Y+8hv/uncSKuhuOxCi3XL53juRIDnlKmUBLWKTX9NMtSnGOyLGOxrs3JsDmlPccfjPs9P2KzoywPN1AdPRedTASLPAc8Fz9Fmc40iqu/FlP2ISilAac2rLgpYu2KaB3aWsCwXS6guKYo40cxLOda6K9PSTZctBpopbztdvV55lvemO3CTXT54ytdJLXiE73WolJo8tifmrseqaCGZ75ip0sXGA6VUokmTolwikxRqnFn53OfXWjE+FPPai6d58Nkyu54vs2ZYEUZxUgcA17Woly06gctMu82+EyEl1+bK8ytc/86Iaa44vW7LNb/RCcO/rYv+HzTUgJcB4Onyy31MTDc+1Td+nXjLa0p/OHPsjpHR+iyWPcvuIz4rhmwG6zZDfRYj/Trp82wxNjRLM5jh9ofhG48P4EgbS6gu65RWNG1L4lgS1xbGejsa31N4bgpwhe8aS+i5EWjFSL/g4vVNHt7Zohk5lCxhWIvKjKWONVgqYeQVK4IsrB5mwM6CTZ2nSMzOdjfqFjkohZJ81naXgTxOhu2aaXZSdnhin83ktEe9D9qhwAuSAFSn8g15FTLt3batNPVHoUKZ0lsFkXK57sI2Ow+c4iuPDbN3osqKyMzM0RjL7zkWh5+vs2lZh5tVm92HwasM8nM/cdXpVRuu+k2IPyVeJnDDywhwgKH+Cp1265PvfvOl0fNH1Z/uePLegbufmmV2usxFa23GRxzGBhVjgwHjww1WjU+x7/kGv//3VR7Z3U+nXWGglLa6FdNhJr9tJxbcTfxt31eUPIWfgNt1jB/rJqPGpdDEkeSdr2zxN7d1mItj2rFFWZlUnMknazNnPZVroJt60kVDLSImXb1U2m68L2AXFntEUwH/FOiGWhzSDiJuuKtObJv8dKRMkCyTqWlpE4LxVFR2hbMtc3UzuXKdl/gxAJ9vuPRXqvzye5pcc/EJfv+zw+w52kcnEmgdZ/tqW2Uu3Fjj2os6nJ5eyfmXXDtVG7n0V+fm7b+p19yXE2IvL8ABPL9EHAefGV956eTu/afW9Q+v+W/bNzzhnLNaMz7cwXM0q8ZnqVbOcNuTEX992wAPPT3ISEUyVFMEaaaDgtZg8uPZlsS104BSUfYUZT/G92J8J+7ioYtErVVpyWifQhKiVUyo7Uy4prj1grrXmqfSxqnLUlzFLEzXVijP56/VkI0415nLUgR5GCtOTTukDBmtjUR1JxKJVLVR8zVSHUbFypImEI8iky+P47ziCWnqT3J6uoZjV7l6yyy/+68m+fs7WtzzTD+dsITWMVPzmslZSaNV5q3XXRruPlL9tddes21fuex8ueQ5Lze8Xn6AA1iWq+5/eM8tw8vf5F5W3d/csrL0l82Ze8TsXEsuHXZ56lCLWx6qc/8TJTpxiS1LYMWQIBaKx49EzAU2feWUJpuo2loC2wbHAdc1lrtciqmVQ8p+gOcY/kMUy1zlSUu0loShZWikOjbNtIWSfZdlTu/rXLYhG/dHWi3saVnrtd5dTMEebkqRWCV6TwIz40ZIhdAa25EIIbuGDkQKWqH5EN82KUNQSCGxbZONiRyZsAvJyvpCCEp+QBC1efbACOgSy0Z9Llo3yQXrZ7nzccWXH6gxO93HYKVDR5XUirVX6KGR9b/w/les/evm9Img5G16uWEF/JAAHOCK7RvYtWt30L907DNBf+euO+8/992WOP37Tx7Yz91P1al4LkvGYhozgtUjgvUrXS7cNE/5wTlue7CGwMoCytR6mzShxnc0JU9RLYX0Vdr01Zq4bosgcDg1OUAUW0iZCEBqmfjNxvnIXOgCv7pLEChdSQouFY0vBp8vtPLxhYUxht0tE+TKsen/Sf9fOi3aPCuEGUTn2ZqyA4GCk42YVgS+ZTOqNEKY6WyuYzqqokgTxSIr74eJvETJa3Pn05pbv+mwbZ1FpCpUSx0mGuCJAd73qg63PTLHumVr2Lpp6D+X6qtuqPYtObJ/30Swbv0PB7jhhwjgAJs2bQRoffR/3LL713/hgx85sfd/uF+4ben1a0cbtTdfMe89cqDN1781yIoxl/XLFauXtKmXQqTQeE5e7XRsmemf2JapvpX8mGopYLBvnv0n5vnjGyuM1fu4fGOVpSNmEFLFt8hHdRQ94vxuV9qwSLmFwpSyxXC9sI+t+DFFBmGxkSGl8Waz6XvewVAD8qkJjtT4DvRVYMmwwwfOnWZ05AwfvWGAw0f6sWVy0ru526IURBE020ZSr142x2G2BQdPafr9EN91GR/yueWhiMefc3jn1RUuvWAw3ndy7L++5ceu/Mjhnc/GS8ZfukaFl2r9UAE8Xb/+C2+lefov45Ln/Ncomv/D7Zds/VJD73rdnoNtVg5J1q9UjA61KPkdHNei6lsMVAVD/Q6eI2m1leF2J5U51zFDa2uVNr4/y199pcQjO0fYvsri+IBlKqUVMydIYNrnUv2VBYFfofKYkr2gKHZjuma6syvpKJDkfeh2P3IabK7Alb5nrEx+PRfKLPLUU7k10LFxuUxmA+plydIhm+WDNS5c3+BDbznNL33cZ7rtU3EVQWSEMbXOSVwz89DuSDzXZb5VohMEtAPNqZkI9ygsGfLYtm6SIHLZsOWKziWXXPffl4wN/Q7WX/ORX/+plxs2i64fSoADlEeuBwgOnZgBeHTnnj3e8ekvyjddbF8x3zli33x/iXde7eJYIUNVydigzYYVAikbfOMRm2XDjnFbJLi26SGsV9p86xnNgzsHWdkv6a8CAsKIxPfUuG7As4cdQuUjpINVYEcJYUZtOElBKZWFzrnjZg6lTuSKzR9f+HumYJeiULlMmoJTUKMVUgqcjIdt/qPWgii2kTicu6rF4RMRSrsJ98Ts19Scw/HTfVyyocml505x/zPjDJaMlHUcGxfMc2DpSMDtj0bY2sFxbJaNlFFRzNJBzesvD3nu4DwnpldF73uDuv+tb32HGhjdfL+UwX+cmJxnaLD6csPlrOslbVn7fqxV432sGu/7rdV9x1/5yd+59s3XvmLLjdpdrapumRMTMYePOywbtFg2arF5zTzKmuDMrMmL25bRH3cSgMeqw+e/WSZs+/SXNSUv4ahYJOPrQiYaER//0hCdqIorDVU0iEXW02hLE7ga6m5C/NLmJDGXfLIKYm83TboWUG+TzIgt8/21pMldtzuSVmARBJJIGfFLo9ilsG2IIxdLlvm5t7UZrs/TDMnSgmEMzbZkZt7Fd0r8+CvnsayAViiMKE9sQC6EZri/DfYMzx0JOXYy5sTpMmvHJMP1Jo5V4+or1qiR5efeeOdzP/bmf7xt5pWWNfSbQoz/UIMbfogteO/adMHbOPX87rn14+d8yK+t27t/7xPn7j1af/vs9FHOX2uxconCsub4ygMl+sqSesWiVjbuiZSGoBSpkKf21ym7IuGXSzONwlGUvQjHafFnN1Z49tAgS2o2FT+iRcTpaZtSJOkXhufiu4JKyaLsSxptxfPHYyyh8F2RfFbuL+eufLdP39vIKxI6rOcofC9CCs2eIyXmW5Kyb/6n75kCi2NH+F6bk9Og4hoVr8yG5TNc/64p/uhzNRodO5FLU7Q6Nq22Tavjc96aWWw7oBO7KG0owY1WzGxDMjvv8abLJvnjA22OnDLktk2rPN7yquUE4bKbzjv/kh0DI0v+POi05zavXfNyw+FFrx8ZgIORbgbO3PvEkd9ecs67VoXuLn5icO/bp04/i21NctdTijOTJS5d77BpdcBwf4sTZyrEsUiammPKvoUTge8IfE/iewY49WqbR3bFfOGbw1SEy/phxda1MRede4bP3uXxxM5BxhA4NpQ9SX/NYWxQ0FdvMB21eG5fhfG6wrENN1wIkYxFKU5n010ZkeIMy7R1z/ciRgea7DjY4aHnoFYqMTZoYVuSaskoTpX9gId2RfzDHX1s39DPeWtgzVJ419UT3PXUDLv3DbM0ULQ7inYHWoFFu+PQCFzCSBFL0wziOnDwZIe5lmag5rJ9a5mrzpvl2V0WjaCP0uCruO7S1TeNLV/5YVTrkLDGX24IfMfrRwrg6XrFhSuYnpo8tGHJ1l9tzvifef70ml8MG89e8+C+pxirK85ZA8ODUzy1VxN1qowOpD2YAktIpA2eKyh5goqvqJRChvrmue/rDs2wzLpBWD4sWTNeZvv6Mien5nnomRClHRxb43uSvqpkfDhmy7o5psMG9zxVYbgsuhoMpJWTrrLWMpJNgRLkZXJtYgDHUfTXm9y3M+bh3TFbV4T4rqDsGwUCAMfucMcTZR7fOcBwyaO/LPHdiOVjLV6xucFDTw4w15G0OopWoGl3JEFoJbPpzU4oJRgfthkebvLE3pjnDknGBn1WLyszPHoJr75yw92duP7n1f71T01NhYcGB1d8T7/Zy7V+JAEO0D8wCLA3ivTe0eXsOLqvM/6m127+X1Pn71k/Xr3f2n2swV2PjfOWyzXDA9PJ5bgMiIQxZzQSK6WI4f42J2c6PHNkgLpjM1TV9NdsPNei2faQNE1pWjo4tqDkWVTL0FcNqZU7VEshsdJZc2/aWJE1VyS88HSl2REAEt5MlAa6aCwZM9+CmZZktqmYb8a0OpIgMj2RQsbE2qLkSjodxeSszdScx1BflXNWTDE82OD0bJ3RuqLZVrQ6giC00FJScy08GXNyXrFi3uENV9gcmmzzzJES1119efz6i9btfWJv/O8uvfSqE8Du4n7/KK4fWYBnX8AWALsPHJ7avXpV/Pp1y0rLRoY239j41lfrF2+KKrXacf72azErhga4epup4vkulH2LSknQXw0ZqM3xtSdt9hyq0edDxReUfInvGrdGYwT2HSlwbRNcln1NtRyiCDl0yk5IXQo3dX18C9c2jL3epZPqaBoMag1SSkqBsbRhZLNyrElsKeZbklYnph3YBKHpkVRaZpXKTqBptTXzTZv5ps+m5Q6Xbp7nG4+UmW5aDDdjGm2XdmAhXZtqyeV15wmWjc/yrSc6HDq5hAs39ze2v/+1s30l/a51a1cc27jBOvSjDuwMHy/3DrxUa83KAbSOD8HQEfTpres2ve3yreeJ/33o6FPVbz57oL/RatBsG5BWHOirSQZqipH+Ng/tjvmrmwZRHYfqgDadP7YJPh3HDNZyLYln66wjqOTFVMsBE7MRN987QM0zoqIVX1It21TLlqGixkZhtbe8byQVTGOCbZl8tudYNNsWzZbHj105w833d5hr27QDTScwHTVBaBFFNnEMUaQIoqTVLhbMtx3q1SrXv22G6fl5jh/rY7SumJ5VzDYsysKmVorpr/pcdv7o3OD45sk1q7bblTI/Oza+5oHlY30zQYRKjMY/i/XPBuAAQlgAamri5NTA4Jqv1cKvri5tfedP/taK5i+f2HdHcO8TT4u+kjpn6aDwh/s6+G5MoxNw91Muql1l21o4Pp2MObQxTQVuiO9rPMcymua20TYveTG+22HPYUUQeoyUNdWSpFa2GahZDPVrHDvm2GlJHCdaLNl+Gh+dMOLkRIRjC8LIxrEtyr7N9LxPveqzakmLXXsrtINUldVY+E7Ho9PWtEJNEJn9taRGiIAn9lRZt8zimvMa3HSmRKNjcXJS0QpqLKvJ9k+80dop3e3O1m0XfeZn3v6OP/7bj9/srRivtzthS72ctNbv1/pnBfB0DQyNAajpuQBbyk95bvRp25YsGdtm/eQ763/pOe2NM1N7X3H09Ekr0AE7D9isHRFcsy3mM3fGRLGNa0PJU8QqZGJW4DsWZdcEp44NvqewrA63P16i3fQYGdbUyxb1msXogGbtsnke3ddmx8EqywYcSp6dzYtHQsmFdctadFSDJ3bWWKM0nisp+zZnpn3Gh0u85qIGz+yJaHecpBnaptG2aXVcBusNhBXT6liEoTmZLDnHHQ8NEl5Y5rw1Ac/ss9i0osLoyFC8av2We4dGSru316evf2wnsW2X+dY/3qoHh9c0X+7f6/u5/lkCPF39ORc5dRCiyanJf+v73sDxExf9wUMP3Ob2+Tvj7Vvr2wYq5YvHhg8gVBNLmubmkYEWx87A1x8o0ecL+mqmaz1WGteOOTMXc/BEhZWDguE+i1rVoVqSjA21sL1Jbr7Po2Zp5JDAdUUy0NbIU3iOoL9m8ZarG9z3nMPJ6TJ9tZiZeQfXcTh6so+1Y036+0I6sZMQyGKmZwWNls8bL5/m3h0xJ6Y044Mhc/MxtUrMXOgSyRUEtB/1y83HtpyzwXrNq18ZlMoDvxVFwVS5MgLAz/7Uy/3r/GDWP2uAL7YGTfZlCvg5gDvvvJvXXMM1rhW9bqhv/F3va0WbKrZirPws002LqTmX2fmYET+ir26z53iLvmqJajnk8IRi7+Ear9goWbfCIghjgkgw1Nfg/l0KqaqsXe4wNmRRK0cEQcyuI+Z17Y5k3xGfresHuWRzg4ef9jnPgWYnYs8R8JwSl53ns2y4zckTFfprijVLp3juQIlTk4L+/piRqkaVXZrKZXT5OYwsgVdcU9+1duXAjf193tevX6Pv3nbJVS/3IX9Z1/91AO9dr3rVNQB3B61Td8O597xnTK9rt2bUkZ371HR7fM3ytUO/cfm2owyXqwzXjvGtZ44TLIXnp+a56VseZUezfERwyZY5Hnw2YnqunyNnNPc9VWPlsMvokKBeaaEJGB/ucNeOGkO1mPmO5OSUQ9/JMldvbXHyZEBf1Wai3eGhnTa1sst56x3ectkc/+/XPKLQpeJPosQa6oMb8csjvPNN5zA1PfORx5+dPHDO1ivkkiUDctkGex/wtWUjgy/3of2hWP/XAzxdbmkU4GvpY62OgnD7jx5//v7zz/Gp2F54zrp1vzSyQr121YhNLFos6X+E2rlTDA16zHZCTs67eEIzMxfhUGL5aIeZhmDp8Byz84LRvjaNls1Yn+bMvMvS4ZC9RzSrl/pYjsZ1YzaMaE6cEUTK4cmDNfr7xvnVD27HtcqsXtpCDji3DfarP5X2sHPRyEV4lRV3v+H17elN60Ze7kP4Q7n+f4CfZQm5HGAauBng9JljADuXLFNjtZJQJ6dDLtiwh+dPzmDZDhOzPscngvD6H7/sd0v2ibdYvhOODkacmXZYvbTJfEMy3B9y2bYSI3WYaLmsH1NMzir8uuTcc21nfEn11rK+/XdXjPqO41gcnfSpB2P8xOsuYL5dol5RsjYoTyI4sGTJ8pf7EP1IrH8+Cc8fgnVwz30gxNjs1N6+g8csPTQQMTHtsGS4TbNl0VcLufdpn4EKTHUcVgxoJuY0gxU42XDEqiXjM1rrk2967f/dfvNLuf4/XDeeoRxBeWsAAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMDdUMTY6NDQ6NDYrMDA6MDAgovMKAAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTA3VDE2OjQ0OjQ2KzAwOjAwUf9LtgAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi41LCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvSM8oowAAAABJRU5ErkJggg==', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 7901832
    {'hecke_orbit_code': 275012124697, 'n': 1, 'trace_an': 64}
  • id: 7901833
    {'hecke_orbit_code': 275012124697, 'n': 2, 'trace_an': -5}
  • id: 7901834
    {'hecke_orbit_code': 275012124697, 'n': 3, 'trace_an': -5}
  • id: 7901835
    {'hecke_orbit_code': 275012124697, 'n': 4, 'trace_an': 893}
  • id: 7901836
    {'hecke_orbit_code': 275012124697, 'n': 5, 'trace_an': -510}
  • id: 7901837
    {'hecke_orbit_code': 275012124697, 'n': 6, 'trace_an': 173}
  • id: 7901838
    {'hecke_orbit_code': 275012124697, 'n': 7, 'trace_an': 0}
  • id: 7901839
    {'hecke_orbit_code': 275012124697, 'n': 8, 'trace_an': -2510}
  • id: 7901840
    {'hecke_orbit_code': 275012124697, 'n': 9, 'trace_an': 6587}
  • id: 7901841
    {'hecke_orbit_code': 275012124697, 'n': 10, 'trace_an': -5805}
  • id: 7901842
    {'hecke_orbit_code': 275012124697, 'n': 11, 'trace_an': -472}
  • id: 7901843
    {'hecke_orbit_code': 275012124697, 'n': 12, 'trace_an': 16635}
  • id: 7901844
    {'hecke_orbit_code': 275012124697, 'n': 13, 'trace_an': -5}
  • id: 7901845
    {'hecke_orbit_code': 275012124697, 'n': 14, 'trace_an': -19409}
  • id: 7901846
    {'hecke_orbit_code': 275012124697, 'n': 15, 'trace_an': 375}
  • id: 7901847
    {'hecke_orbit_code': 275012124697, 'n': 16, 'trace_an': -42071}
  • id: 7901848
    {'hecke_orbit_code': 275012124697, 'n': 17, 'trace_an': 31910}
  • id: 7901849
    {'hecke_orbit_code': 275012124697, 'n': 18, 'trace_an': 0}
  • id: 7901850
    {'hecke_orbit_code': 275012124697, 'n': 19, 'trace_an': -48685}
  • id: 7901851
    {'hecke_orbit_code': 275012124697, 'n': 20, 'trace_an': -171405}
  • id: 7901852
    {'hecke_orbit_code': 275012124697, 'n': 21, 'trace_an': 2268}
  • id: 7901853
    {'hecke_orbit_code': 275012124697, 'n': 22, 'trace_an': 197230}
  • id: 7901854
    {'hecke_orbit_code': 275012124697, 'n': 23, 'trace_an': 356525}
  • id: 7901855
    {'hecke_orbit_code': 275012124697, 'n': 24, 'trace_an': 544720}
  • id: 7901856
    {'hecke_orbit_code': 275012124697, 'n': 25, 'trace_an': 170220}
  • id: 7901857
    {'hecke_orbit_code': 275012124697, 'n': 26, 'trace_an': -708942}
  • id: 7901858
    {'hecke_orbit_code': 275012124697, 'n': 27, 'trace_an': -319805}
  • id: 7901859
    {'hecke_orbit_code': 275012124697, 'n': 28, 'trace_an': -565125}
  • id: 7901860
    {'hecke_orbit_code': 275012124697, 'n': 29, 'trace_an': -332885}
  • id: 7901861
    {'hecke_orbit_code': 275012124697, 'n': 30, 'trace_an': 66235}
  • id: 7901862
    {'hecke_orbit_code': 275012124697, 'n': 31, 'trace_an': -39057}
  • id: 7901863
    {'hecke_orbit_code': 275012124697, 'n': 32, 'trace_an': 0}
  • id: 7901864
    {'hecke_orbit_code': 275012124697, 'n': 33, 'trace_an': -161110}
  • id: 7901865
    {'hecke_orbit_code': 275012124697, 'n': 34, 'trace_an': 1156301}
  • id: 7901866
    {'hecke_orbit_code': 275012124697, 'n': 35, 'trace_an': 337515}
  • id: 7901867
    {'hecke_orbit_code': 275012124697, 'n': 36, 'trace_an': 1920669}
  • id: 7901868
    {'hecke_orbit_code': 275012124697, 'n': 37, 'trace_an': -1480960}
  • id: 7901869
    {'hecke_orbit_code': 275012124697, 'n': 38, 'trace_an': -2136945}
  • id: 7901870
    {'hecke_orbit_code': 275012124697, 'n': 39, 'trace_an': 1307509}
  • id: 7901871
    {'hecke_orbit_code': 275012124697, 'n': 40, 'trace_an': -282470}
  • id: 7901872
    {'hecke_orbit_code': 275012124697, 'n': 41, 'trace_an': 1955408}
  • id: 7901873
    {'hecke_orbit_code': 275012124697, 'n': 42, 'trace_an': -684355}
  • id: 7901874
    {'hecke_orbit_code': 275012124697, 'n': 43, 'trace_an': 0}
  • id: 7901875
    {'hecke_orbit_code': 275012124697, 'n': 44, 'trace_an': -3558164}
  • id: 7901876
    {'hecke_orbit_code': 275012124697, 'n': 45, 'trace_an': -1351725}
  • id: 7901877
    {'hecke_orbit_code': 275012124697, 'n': 46, 'trace_an': -2982527}
  • id: 7901878
    {'hecke_orbit_code': 275012124697, 'n': 47, 'trace_an': 1018980}
  • id: 7901879
    {'hecke_orbit_code': 275012124697, 'n': 48, 'trace_an': 8967210}
  • id: 7901880
    {'hecke_orbit_code': 275012124697, 'n': 49, 'trace_an': -3298162}
  • id: 7901881
    {'hecke_orbit_code': 275012124697, 'n': 50, 'trace_an': 8550165}
  • id: 7901882
    {'hecke_orbit_code': 275012124697, 'n': 51, 'trace_an': -3922092}
  • id: 7901883
    {'hecke_orbit_code': 275012124697, 'n': 52, 'trace_an': 8058740}
  • id: 7901884
    {'hecke_orbit_code': 275012124697, 'n': 53, 'trace_an': 316580}
  • id: 7901885
    {'hecke_orbit_code': 275012124697, 'n': 54, 'trace_an': -6933535}
  • id: 7901886
    {'hecke_orbit_code': 275012124697, 'n': 55, 'trace_an': -2889990}
  • id: 7901887
    {'hecke_orbit_code': 275012124697, 'n': 56, 'trace_an': 480880}
  • id: 7901888
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  • id: 7901889
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  • id: 7901895
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  • id: 7901896
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  • id: 7901899
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  • id: 7901900
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  • id: 7901901
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  • id: 7901902
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  • id: 7901904
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  • id: 7901905
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  • id: 7901911
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  • id: 7902000
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  • id: 7902001
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  • id: 7902004
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  • id: 7902087
    {'hecke_orbit_code': 275012124697, 'n': 983, 'trace_an': 88671927485}
  • id: 7902088
    {'hecke_orbit_code': 275012124697, 'n': 991, 'trace_an': 149632839823}
  • id: 7902089
    {'hecke_orbit_code': 275012124697, 'n': 997, 'trace_an': 397337061785}