Embedded newform data - 54.9.f.a.11.20

Formats: - HTML - YAML - JSON - 2024-09-17T12:00:03.311812

• 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': 4374, 'analytic_conductor': 21.998444943300868, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 27, 'char_degree': 6, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 18, 'char_parity': -1, 'char_values': [54, 18, [29], [5]], 'cm_discs': [], 'conrey_index': 5, 'dim': 144, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 343748378678, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 27, 6, -1, 18, 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': '54.9.f.a', 'level': 54, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '54.9.f.a', 'prim_orbit_index': 6, 'related_objects': [], 'relative_dim': 24, 'rm_discs': [], 'sato_tate_group': '8.2.3.c18', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '54.9.f', 'trace_display': [0, 0, 882, 0], 'traces': [144, 0, 0, 0, 882, 768, 0, 0, 25908, 0, -45756, -21504, 0, 94464, -70002, 0, 0, -182784, 0, -225792, -2071668, 185472, 552996, 0, -1015182, 0, -4137588, 0, -2856132, -861696, -1841490, 0, 10547334, -661248, -12450834, -5104128, 0, 14063616, 4239102, 0, -15673536, -11028480, -4412520, 0, -12558942, 0, 15173838, 3440640, -11347488, -27744768, -3281850, 0, 0, 16379136, 0, 12091392, -13553658, 0, -86547168, -26125056, -34059456, 0, 108329070, 150994944, 22190346, 152091648, 167100948, 13411584, -40190130, -118080000, -251437608, -60948480, 15265278, 41902848, 138868662, 67995648, 564911586, 201203712, 137535768, 0, -23838948, 0, -482857578, -128300544, -343215000, -46237824, 34353810, 47480832, 375969762, 452712960, -155093598, 97042176, 285095622, -70995456, -966996432, -88080384, 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• mf_hecke_cc •

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

  
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-0.3067561761668431, -0.0004181231936069847, -0.407333680774219, -0.26150113581119977, -0.35573600880562417, -0.31757694131535813, -0.29816339197218006, -0.28855311231949043, -0.32232015085228827, -0.4166776386526555, -0.3866447723137195, -0.19288576730435195, -0.3535283949602524, -0.2863965332674874, -0.249767711836972, -0.2971785696368655, -0.20111591490642663, -0.08580072831697043, -0.396408013650867, -0.11917858857033559, -0.18800029001095356, -0.2674665578391904, -0.18691842253647167, -0.41233849629160585, -0.27580947248630183, 0.01922595868651181, -0.41248204968256313, -0.2725573157765161], 'char_orbit_index': 6, 'conrey_index': 11, 'dual_conrey_index': 5, 'dual_embedding_index': 20, 'dual_embedding_m': 20, 'embedding_index': 20, 'embedding_m': 44, 'hecke_orbit': 1, 'hecke_orbit_code': 343748378678, 'label': '54.9.f.a.11.20', 'level': 54, 'weight': 9}
• mf_newspaces •

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

  
  {'Nk2': 4374, 'analytic_conductor': 21.998444943300868, 'char_conductor': 27, 'char_degree': 6, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 18, 'char_parity': -1, 'char_values': [54, 18, [29], [5]], 'conrey_index': 5, 'cusp_dim': 420, 'dim': 144, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_orbit_code': 343748378678, 'hecke_orbit_dims': [144], 'label': '54.9.f', 'level': 54, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 444, 'mf_new_dim': 144, 'num_forms': 1, 'prim_orbit_index': 6, 'relative_dim': 24, 'sturm_bound': 81, 'trace_bound': 0, 'trace_display': [0, 0, 882, 0], 'traces': [144, 0, 0, 0, 882, 768, 0, 0, 25908, 0, -45756, -21504, 0, 94464, -70002, 0, 0, -182784, 0, -225792, -2071668, 185472, 552996, 0, -1015182, 0, -4137588, 0, -2856132, -861696, -1841490, 0, 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• mf_twists_cc •

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

  
  
  • id: 3733103
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 11, 'source_dim': 144, 'source_embedding_index': 20, 'source_hecke_orbit_code': 343748378678, 'source_is_minimal': True, 'source_label': '54.9.f.a.11.20', 'source_level': 54, 'target_conrey_index': 11, 'target_dim': 144, 'target_embedding_index': 20, 'target_hecke_orbit_code': 343748378678, 'target_is_minimal': True, 'target_label': '54.9.f.a.11.20', 'target_level': 54, 'twist_class_label': '54.9.f.a.5.20', 'twist_class_level': 54, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 9}
  • id: 3733104
    {'conductor': 27, 'degree': 6, 'order': 18, 'parity': -1, 'source_conrey_index': 11, 'source_dim': 144, 'source_embedding_index': 20, 'source_hecke_orbit_code': 343748378678, 'source_is_minimal': True, 'source_label': '54.9.f.a.11.20', 'source_level': 54, 'target_conrey_index': 5, 'target_dim': 144, 'target_embedding_index': 20, 'target_hecke_orbit_code': 343748378678, 'target_is_minimal': True, 'target_label': '54.9.f.a.5.20', 'target_level': 54, 'twist_class_label': '54.9.f.a.5.20', 'twist_class_level': 54, 'twisting_char_label': '27.5', 'twisting_conrey_index': 5, 'weight': 9}
• hecke_orbit_code 343748378678 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': 6, 'hecke_orbit': 1, 'label': '54.9.f.a', 'level': 54, 'portrait': 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SZgzVSf2akBa6cGbFxj2bxWceUmh4qqceJ0gyf3uTx/OGLvqZBYtXnX3U3ed5eloqY4fGqcE+c15+Zj5lJwH1203HL1Av/y+1fYND3G+flx5ld8lpoOy03Jajum041p92DvoQVePrF65ZEzi68/cGp56ysnlr76pnd9d/DgFz/+WkPiT/T4C83gp84vU3c1QWx+7vDRY3f92se+ILeuPXHXT737tO4HkyyuNlharbLUdFlqapaasNyMWW6GLK3GzK3CsSXBzPQq/+YHl7h1V5UzFyc5P1/j/KLm4pJlbjHi7ELMfDtifLLP667tcPsecGUFT3lcXPa5sKiZWxZ0BxBFBt811PyYibEIA5yai2h1YMsah1plgLUChEunZ9i8dsDSqgabSJHVDgwisFiWmwEbZh3aPYVQFmEGNHyHzev6rHYFp85rYqOZakjqvsBzIIoE3YFkbllyYclycSXC8/rgRNxxVYe7rhbMNCosrTQ4c9Hj/CJcXIy4uBxxbhmOLVluvmqRf/uDK6wdb3B6bpK5pQoLKy6LTcnyasxKK2SlFbPctiy0BadXBb1+l1/4O3F03bbZJzdt//aXV1eO/u0bbnufhcgIMftaQ+VVH39hGfzwy7/J9h2v42/9vX/ws19+4IF/+AefeXDH/c8vbT14vivvvWGVbeti4lhjrcKm7I2VgAQEQli0sLgSzi9VePqo5Nrty+zZ1Kfqg6MlrqNwXU2tIqk6km7H4dBJnweedzk1P6AVhRw6M2DN1DLvft0K1+5oc/OeJicXIxa7gqrX5/h5S7NV45orJKv9mAMnFfWq5pVTsHO9pR/E9GMXrUMm6nDwjIfSMY6M0A70BpJb93TpdSXX7ohp9WJOna+zba2iVg1YHVhmx7usdFp84iF48UTM3hN9tqxf4rrdLSYmA955R5vvfINl+9o6cTjOiXNjHDvrcGbOcHY+5Ox8zLF5wenVkOt3LfBvfrDNmvFxzsxNcnGpysKqy1JTstKMabZDVjsxKx3LcgcudhWr7Ygbd87zwXfPy3UT3S0nTpy+xvEnfnBqdud6x1n3wH/6zU/ylc998rWGzGUffyEZfOHUh5neXFPPfHP1/9q7v/3//+wDZ9TpuZCFruZ813Dtlov80gfnuWF7jYtLEyw1qyw3fZabDsstzUobVpoxK62I5XbEYhPOrAh0pc+dVy/z3W8I2DZbY7XTYH65wsKyy2JTsNxMJMJK29DqGVoDS7cfMdUI2bzGAALPsZyddxDSY8usYtt6y/rZLhdXBrx0pM5NOy3Vygr7jk5SrwUEgcPUhKHXhys39/nYQ+Ps3hQxGFimxyRh3KPue7xysk/FqXHDroi9xwMuLrlsmPLYtg42rw1QKuTsIriORQjLljURE3VJu+fR6Tq0ug7LLcXyKiw1DcvNmMVmzFwTlvoxmzd0+O57Frlzj8Z3GlxYbLC44rO4qlluCVaahtV2yEo7ZrVjWerAXFtxcTXi1t1zfOiDS+zYUGO52WBp1WWpVeXk6q54IKd/9oWXG/92+9ZO/K9++gdea+hc8vgLBfDFuQNUq5XKwcNnNndWvvmBp15a/XdPPLfCILAsNKHZFyx0JefbETdfMccvfnCZ666oML8ywdJqlZWWz3LLYaWlWWlBs21YbUestCOWW5aLTcH5jgXR4X13N3nnrYYr1vkEQZWVps9qx6XZVqx0BO2uoD+wBJEljkFJi+dAxbOMNyyzkyHa6XPsQsDLRz1MVOPttwVoZ5XnDoyxdR18+emIu6/xmG/28LUiikMmJyAKHbQTsbRU5XU3tvjyE3W2rYNnjwxwqPK2Ww2R6PHysZgTZ320dFkzoZmoCSqewHUFSkBkIAgt/QDaXctqx9DuGla7hqWOpRfHbNnY5Z23N3nfXQGYOkurY8wvVxK93dKsNGG1HdPsRKym4F7uwoWWYqEVc/Oui3zog/NctaXC4so4q50KrY7P/LLLaiuma6foxrP/4g233/TJ+vjG00HQ691281WvNZTyx18YgFv7LDDmNpfO/8hLL5z85T+6/wWxstqXYahp92LaPUurJ1jtCeZ7kgvtkFt3zPMffnyJG3f4LK6Os7RaY6Xlsdp2WWlrVtuCZtvS7MSstiOaHcNKxzLfFlxoGibGu7zl5jZ37InYskbRqDi02j6eIwFFEEmMERgL3T4gDBP1PkfOWYwNuP/ZGoNuhR0bXO68tktoVnnk+XFu2OlwZK5Dc6XB7dd2efA5jzWTlgOnLH/7vS0OnPRYMyl54HnFnVcqlrstjp+Z5IZdAY+83CMaVLnjKpftm/r0og5fe05BLDh2VtOoarSAbk9irCA2ljACpEG7hmbHUquHbFo34K4ru7zlpoipms/F5TGWViustJJzs9ISNDvQbEc0OxHNTkyza1nuSubagsV2xG27F/jZH1/gum0+C6tjrLartDoerY5Lq5tkgftBAMIxlckbbGN2x09Nbdz5293VheA733zlaw0p4C8IwBdWB7LV6b77aw98bsdtO/sf2vfyXmfv4SqdviGKYnoDQ6dv6PQt7Z6gmYL8fDPijivn+bkfX+Cm7S6rrTEWVuo0Oz6rbZfVjqbZVjS70O5YWt2IViem0zM0u5aFjmChA2E84LqdPdZOxnS6lnfcPmDrWkMUS7S0BCE8/JLP6XmfdRMR+475YKrs2ai4cbfB87s8d6TLwmKNq7fWaIyv8MReh1t2+ix1V1lZabB2reXpA4rve2OHZw5oNs46LHaarCxPcuOVXZ7YFzNZGefqHR3mm02e3j9ORde4ebdl1+Y+yA4vnRDMToZcXAh55CWHfqiQEmJj2bou4C23B7Q7ivUThht3QhBUWW5WWW56rHYcWl1FsyNpdaDVjWl1YtrdmFbXsNq1LPck51qCZm/AnbsW+Lc/tsLNO5Obo9mu0Op6tLsOra6m01N0+5IgEjTbES8d6XPbnbeFr79h8E/ufv37jipd+6IQNfNaY+s1z2RGwYAgjH7wkRee/aXW4oHJx+Z7+K7P1IRCtyXdvgARp/91YgEKYZHSIqXmmcNr+Ge/oXnvnct8zxuX2bYhYG6pgedWqHguVc+hVtG0K5J6z2Gspun2Yzq9mDUDQ29gafc9lhd8zp6xBJHh3FyE51lA4CqLloJuTyFwiLqa67cKtq+3bN7QZRC3+cozioNHJ3jrTR43XrnCR79icUWVrRu67H1CsWFcMd3o4qsKQegw34aar9m4RvDiwYAbd1V4ww2LfOS+Hq5T5823WRyvy9efDvjyUzX2n6hwxfoqW9fFzEwEbJsOuWZrjFIGrSxgqXoeM+MeQejQ7rrsO+LQ6Wu6PUWnL+n0oNO3dLrJd2/3Yjo9S6tnWe3BQldxccVSHWvyd96+wF+7c8B1V9S4sNig2fFpp+Bu9xSd9N/s9gXdvqXZsTSqkpOHn3dc6/3SurXPLa/b8Lqfbq52PzI2Xv3fF+DWrAD9H+vPP/Bz548+OelGq9Rqdbp9hastVV8ACiGSpUYIkCLppFHSomSMKyV7j8zwwuEaR87P8967Otx1VZ/xeoPlZpVay6fRc+l0dXJx+pJeX9MdaPoDSz8wBKElDC1RnBxB5GINSCVwtMB3BeN1wUQd1k4bNq7pMj3R5KvPwaMvOEgzxltvcrh+T5vH94cE/QZ3Xi9o9nrML9W4Y5dherxLRXv0I8VCK0QZwfW7NNX6gOcP+bz+xjFuv67N84cU2DFuusrlR9+1zIMvBjzwTI0Dp302zyjWTlaYqFcZq0PFA0dblARj4cAJQRwLwkgQRDAISb7jIFkF+wNDt2/oDgydHrQGsNCRzLdhYPq86YZl3n1Xk7/+ZkMUNZhbrNHq+LR7Lp2eQ6enaPdUCmxBr2/pDmLC0OC7gk47Zt/+JgsLX5/cdqX5j9/73nv1UrP9G1Nj9f/9AN5ptRgM9I8+99wTP3fx1Jdnb7iix+m5WRAWQYySid2XWH4KIQRSkoIblLJoZXGUoeIIFrsVPv7QRr7+Qou7r1nl+9+0yjXbOkyNV1lardLueXR7TgpslRyBYBBKwkgQRclSn9RuJUGl1uC7UK0YJushG2a7RHQ4ci7kE4/4HD9TY9yrcMtVmjuubfH04Sb3P9ngtp0+m9d1+dhDAiU8GvWQ1c4AY0EJmGl0abVdTFTh3XfP8/EvV9l+0eedt3UJwiUeeXmKMPa59apZ3nlLi52bmnz9+S57z1R56YTLxknJZENQ9QSuk9yEUoAQFmPBGEsYpTdraBmEyY3cD6AXQLsvWBkIltsgdJ8bdq/y/W9Z5e6rYqYaFVZaVZrtCu2uR6fv0OkVK0F3IOn1oZveOP1+TH9gGASWQQRBrPnqkytct/rA7O4N7s/ddtvr7NJS8zenpl6bTqI/V4C3ehbfRzhi2v7m7z/wQ77b+lDFHpiuOyGNGqyb6dPqOEiRaMsE3xIhBEJIlNRIGaOUSJdng6MsnrZUtGClr1hqTvCph2s8ta/Dndet8v1vXuWG7U2m4gpR5NHt+3R6Dr2BJggVYSSJYklsBMaKJAsqLJ5rqPoRnhvgOgPOLQ2471nJ0bMuJ85OoIzH9nUuV25T3LSnhfIWePlYnQ3jVa6+AtbOrLDcanDNBklkLF99xmPQlYzXIt52a58vPhJyeq7O7h0OF1b7vHLcYdOaCa7btsDje9s88YpgELjs2TbJnk0eeza2OXZhmaPn4JmDVY4cr1HVAk9Lap7Fd0DK5JRZm9ysUQxBBEEs6AwErb6gFUJgIoztc/POFt//lhZ3XxOzbtKj3x9jqenT7nh0+i7dnqbTV3T7it5A0OtLeoOkb7Q/iBOPf2DylbAfJkZAL1ScO9/lc196cFZx9kOb145H88e/8NGnXl7l3e/587US/1wBbs0Aa7y7X97/2G8++NU/nHzpwKnp265eZsd2F2M0vhtiDKm+TqSJkqCkQCmBVip9NmgV42iBqw2uY/EcS9WNGfcF7YHDSmuCzzza4KGX+qyZ6PKBe5rs2dSn3+tw9TbLprWKQegQx4rYJIkigUVKg6NjTl20nJgTrPYMX3i8yrnFCWzgMOEr1k9ptqzVXLEBrt7ewshFPvzFGsvLY9y2R3P19iZff0kgIofZCUmtGtENXaSVYCVKuzT7govLgqtslXtuavPN5yusn3a57epJ/sa7FvntL7d55lCNTt9habXOtvUVdq/rcuuuNt/x+jbnl5f5wuMeS12PUxcczp1zcZRASolAYKwlNhAaSxwZJqZCrr2qy2AQsmfTgPffM2B2TDFZ9whDnwsLPt2eS3eQrHK9HNgyAfdA0B+QAHkQ0w8MgyBOwW3phzYBfwgCxcmLMDZ+jmeeuTi9r7b7v27Zsi789vfM//7/9Uu/y7/9c/TL/9wA/tSjn+DQc57wKh/Z9tjzZ3fNLR7mh75twLqpPsbG9PpeLg9yrS0TqSClREmJVgKt0mctcHSMqwWuY/AdSyW0VAPLmB8zURF0A0k7qHHibI3/8PuTYCJEFHHTtV22rQ2IIjDWYG2SxJFCIJVAOy6HTrscOOpT8zV1VzJdFcxMSWYnNetnFFvWxezeskoslvhvn21w6vQ4t+1y2LM1phe1efJlj/GKw9SYZbweUK0kUsgYSbOvWO5YlpoxzU6F1129yrMHuhw8rRhv+Nx61Tg//u4l/vvn4PmjNTo9y2pbc3G5wdrpKrMTfbZM9flH39WlUW2y9wQcOiNxHItSFiEMYJP/WYgi2Lo25s5rIuLQIYw8rK3SDxzmFl16g2RF6wcql2+9QNAfCPpBwtqDIMnKDgaGQWDohyb9WXZANxT0QkEvEqwGgq++1ODAyYj33rV3XLqtX//5/2dn9Lfv+fZPbf6tT9qf+Bsf+KsDcLP03xCTZ9Tp/b/2voefWvnwr338MPXxFn/tniaT44JeP0YAUhqkdJHSoqSDUhYlFUqpVG9LHJ1oTtdRDBzJIDB4QcwgtFRCwyA0BIGlEcEgNIkujAT9UDKIPcLY5+DRGi8dhNhaEmgn2tiR4Kqk5qPuwdXroFGBsZpkoq6YGtfMTsLmtQPWzawS2mX+22fHOHZ8jBuvUFyxUbJ94wrfeCXi4tIYN22TTDQMvtvDkx5WCaJYIqwligNWOj4Xlxxu3FPh+l1tHn/eZ82EoOrXuXGX4e+8b4n/+jnDK+fqrHYMq23FwopmerzGRKPCRGOMRjVkphay5cYAz4lwdIRSMVIkbGFJbqowVMwvaMJIEUaKIFQMwvQ5kAxCySCQ9APJIBBJgBqIRFsHyXkdBDFBkGr6MPl5P4B+KOiH0A0E7VCwGkraQYwJIvw1Td58xzwVOag+vn/so79w3+fMvsXKZ3/iX/xO/OF/94N/+QH+2c/9Pp/6el01Khfer+2Jj6wsX/Q3bajz+ad9/s1HQ/7djy9z5cYArWKk9FNwG5QyKOWgpMVRFkcrHG1xAonriOQiOIKBqwjCBOhhaAmiOHFFotIRQxRb4tgQGxK9bcjBnUkhLcFxwNMC3xNUPUmtqhirSibGBLOTEVvWdqnXVvnsNwMeeXmS1cUG125WbFnnsHNTn1is8tVnqtQczcyEol7t8/Ix2H9cc80mS3eguG5nyLXbLXMXYhZWXHr9Km+/pc1je3scOaeoVSSe2+CaKwz/9oeWePiVHl98eJqllmXLbMxKUzPeUIzVHOpVh1rF4nsGzzV4OkYrm5JFcg2sJUlYGUFkJFEsiCJBGCU+dhhKBmHivAShIAgtQQCDMCYIDUGJOAZh+UjA3QsT9m6FkmYI3UGIjHrcuHmFf/nDy9y5x+cLj42z9+Axf2pt/3e/9/b1P3zllrFPf8ddvxO/691/tiD/Mwf4TTt7crnZ/p5PfW3+Vw4cnfcb4xErkQBV4b4nZ4gCeP89Lb7rjW0mGhHtboyWXqqzEz3saI0Tajyt6DsJ0wwcSeAKglAkFydUhBEEoUwchKiw/aLYEMeJuxDb1CnJ5ZBIpVAie1wt8FyJ70lqFUGjahmvG9ZMDpiZaBPZVT71mOS3vzzFrO9z7WbB5nUOW9cbtqxb4bNPWpaXffasVUw0oF4NuXhSMr/i4W6DQSiYGZOMj8ORE5aVlmFu0WfnVp833tTmvkd9purguS5KjnPNdsFPvHMeR87zR49PsP+cz5pWyOx4xFhNUa8oqhVJxdN4LngOaJ04TFKAFCWQk9zYsYE4FkQxKdAhjC1BBGEYJ6QQGoLsOTSp7Zi5MqkFGSWSpBMKWpGkHRqCfsCY1+K7377Ed93T4Y3XS7p9hV9Z4bbrPGrOSX9Mm19/4MWK7gaVPyDhmb+cAH/ym5/j3Er8Q0ePvvCLFXG+Mdvwuf95n4vdpKair2p89RnJk/t8Lqws8bff12WiETHwQlpdH61cHO3gaAc3iAkcjRsk0iQIk1R6wjgiYaKUlaIIwhjiOHESjEkCLmNs1sOZgjsBeBK4ChydAMT3oOob6pWI8XrEzHiP6YlVvnkw4Hfvr3DoxDhbxxy2r4WNa102roHdm1t0oxZPH2hQUQ4zE4rxOozXB0yMRbiuRojk5uoNXJZbIatdS7MTMb/isnltndv3zHP/M10OnWtQ9UIc5SLEGNs3KH7gzYvcvHue372/ztP7xlnqaGYbEePViKovqfgKzxF4jsRxklhFKVL7MEG5JelhNYYc6FFs0tUttRYjQxQn4I5CCCJbHGHiyvSjhFS6oaAVCdoR9PsRJuoxVWnzU9+5xP/ve7tUPYdmq0Y/cLh9N+xe5/DgM1X2Hj3bmFgj/9v1O690P/3ZT//2+9/3/r98AB902yilfuw3PvaZn/vkfRen3nZ7j4mJEFc2WFOBTgQtoeg2qqz2Fb/4SYcDx1Z49+u73HNDhzXTAe1Whd7Aw3UiPNdhEGg8N7H3MoCHoSSIkmU3jFJPOya1/kiZW2IsBbiTJGXK3KBVkjBxHYvvGip+RN2PmGgMWDfd4mKzyy9/weGrz06yvFJjx4xg86xgw6zLxlnBtvV9tLvKxx/RHD9TY9cayURdMlaLkXLAuQWLpyVSgLWCINRsmW3xDDGtrmKlZbm4XGHXRp/vuKfJp7/ucvKih6NDhHAwtkYYSW7atsKW723x1ee7fOyrkzx3ssaGCcF0Labmx/iuwHMErpPEKlqRBM5S5DUZluQmM5bEaYkTwGcgj+JE0iVghyBOal2CLHkUCXoRtCNJO4JeYIi7AzZOt3nDjSu85/Vd3nGLQYsKy6sVgtAlCB0GgUNsBCvdVWJibtl6ZGpiYsuHrrv5e9Tycvc3Jif/bDKefyYAv7jYohvpv/GNhx/+uZWLB2brjstXHq8RmkQO+CLxmrUUuJGgLXyagebj3/B5eG+bG/e0+N43d3nnbU2mxj16fY/ewMVzHILIIQh1HihFkSKMJVEkCWNBFEniWBAbUWhtI8hVic1cmiRZpNJkkesYPDem4kXUKwOmxzv0wh5ff9nyiW+M8fS+cSZch2s2WNZNStZMuayfkWxcE3DFhhX2nuzxhcdmGFOamTFBoyZoVEOa3ZgvP+lTdy1CJMDqDTTvvnPAl55KamKaHcP8imbjbJ333tXh6YNtDhxxqXkRSooE5KZKP0i0/g+8scmudfN8/OEWT+wf5/RKhbUNwZhvqboGXxtcB7QSKEmaIEu+d1Z+ZFKpZkyxwkUp0BOCgDAWhHEK7FjQjwTdSNCJSWKeIKBW6fLety7zPW9ucdOumDUTDr1+jVbHJQhdBqFDmF4va+Hu6yGMXFZWq+w7fmi2MX7/z11/w5tN0F/9Ldcf/4sN8ChY5NCxEEeaH/zaA4//wqe/dP/U224+zy17pnjmFY/ltmHMN4SxQMego8S58CS0pUPXUZxteZx/qspTL3f49LVt3v/GHm+7s8/kuEsw8BhEDkHoEEY6P3FRrIjiNGETFwA3NmVuU9SUCWHToDKp49Da4DoxnhtS8QLqlR4xPR58XvL7D42z78QYIvTYOmFZN26ZHlfMTLqsnZasnwnZvLbFmYU2v/rFGtGgwsaNgvG6plGDRjVEOAGtXo3xukUIgbUQRpJJTxGZiHbo0u7GrLQU5xYqXHVFnZ/89lU+9AcepxZqaBWmN4Yminz6gWTtlMdNO1pce0WHV06d4xPfqHD/c+Ocb1aoeYq6CzXH4mqLo0DLJJ2flTxkDwNYk9x0sRHEFqJYJP55LAjiJEnUiwW9GHqRJYoiTDhgyu/x9jet8oE3tbn7mpCxikMQ1lhpegxClzDSBKGTxkY6lY4SiaLT8Xj2kOT4xfNcs+OrszXf+4VNV9wZRd3zv7PQrbJu5k8P6H+qAG93+mzdXH3P+VOP//dTR77eaC73eOhZn4pOls/xKvTDZPkLosS10LHFkQJXGSqxoKtcupFmfuDzR0/VeGRfl1sf6PB3v7PNlZtbzI4rGlWdLH2RQxQVII8zgBuJsRJrE0kw7K+bNM1v0DrCcyMcFdDqhSy0Qv7LZ31OzE/w/IFxrHGZqghmpy3TY4KphmJq3GHNlGTtVMSGmS5T4yt89QXDc/vHuXajYKIuqVcljaqhVgkQzgDP02iV/H5rIY4lvYGm1w+JjKDdM7Q7luWWw9xSgzt2d7j9qlU+/oBPZVmhZZgA0mqi2CUIkx7P6XGfm7d3uHlHh2fecJ5TC5LfvX+c+dUqZ5c8XCWpOQI3k2EyCTxzIs+kCgmTR1YQGQiNYBBDP4LAWIgjiEKkGrB+ose1W5LrccuVMY2KJopqNNsJsKMU2MkKm9mSkiBShKGkHyh6gWTb+pg9Vzj0OyG/95kHp667Rf33N99960oYdL/wp4nJPzWAf+Kr+5if2KAe+sgndqwuvtjYMHWOd9w+wwsH67Q7EQJwneTMKpEwio4tOhY4yuJGFj8WVJWgpwRd7dGLHZaCCvc/N8Y39/eoeQN++B1NNk5FbF3f446r22iRtIgJkciVJCuZ1EpbW2JuLEJalEg8c0sEMuKVE5JnD2rue7rOK6frBFGVulbMVCyTNctE1SY+eEMzOaaZGhesnYxYP9Nj3cwKj+wb8OH7Zlk3rplpQKOmaNQE9WpExRvwzcOKfqBxagmorBUEkcTXiht29Xjq5fGk8KkXs9pyWFz1uLg4wU++8yJnF5d46sUZHAmIEAM5gAaBpNPTTNR9xhs1bt/V5Q3Xdvneexc4eMbwpad9nj5Y4fDxGpHQDAaKbqhQeelDOfBMcwLWEBmLNQZHxIy5AT4ht9/YYdu6PhunQ77/bQMqrqRWcQiCKs22m66kOiUclXvtGbizI4gUQSjAwlhF0Q/GeXBfxJmFOcbHHmo8713c8aY3f4+y9slYiDv+4gD8+b372L1trfvgA0/+iGX1F4PgOGeXI+IgpFH1EEISRRZEAjQlBSrOAG5TqSJwjMWLLb4SVGPBwEA/dujFDt3Yp92O+YWPT2CjkDUzfa7a3GdqLOL9b+yxeTYgDEWqtyWUmJtUf0ppEFLwmYcr7D1WQ2jNqfNVzl2s4lcUY55gvGZp+IaGD/WKYKyqaNQVE3XN1DhMj0esmeqzYbZFbFf5zGMNep0aOzdaGlVFvSqpVwx1P8JxAr76lM+gK3Fmk27RTKLUKoq339rj0RcMnYGk04tpdTWrbc3cUpUrt9V5/90tnn+lyqnlOkoaIEz1skMYKwZhkpjp9DXNjku9UqVWGXDlxj637e5zZr7JyQuraCfmpeOaT3+jilBJ4RpCDl9EawAD1hIGMVvWRHzgjT2mGzG7t1jWTEEcOQyCOlHksNJyiEJFGOs0DkoAnQE8iYlkWusjSkAXaXGboNWVeF7E1o19Tl04xZV7Nv7i3NmHu7G+5rdPn3ox2Lzlhr8YAD985DRHTyzsGnRO/vL86afl3iNTLDVhekzSqJhkeUYgZJIxVApUbIligY4SnRjGFidONKCnLX7654GxBLFgYCSDWBIYh9DAQqfBN/YaLDGffzoZ2YA16ZFl8VKLTGQViRKpFFGokUbjaEndg20zlppjqHqGqgdVT1CrSOqVRA6N1SUTDZgai5iZGLB+pk3MCv/lD30ef3mW7VMwUU3ZuyqpVyKqlYBatUelUsVTEiVTDU4iB8LQod8T9AYx7YGi0ze0eyZpmau5nL04xuuuGvB3vusiv/RpzelVDyEM1oaY2BJGDkEo6Q+SMtZ6T1PzXaoVn6pXxfdC6pWAm3YGuE7ILTsjvv9NXbSK0iSQQQg7LMpTSWeMRAiJ5yjApT/QLK3opG4nzmKe9IhkEQOlhWsZuDNgF4klkWr85NlzLTfv0sxMTLKwIrjvqy/IOKr88rV7osfanf6+Pw1s/i8D/MT+X2HdmouVJ56bf98zB06JyTHYtdljbhGEMCgpsIgkQxkLImGRxqZFVIk2jFI2j2OIsog+TqP6LLI3onhvBIGRRFYSG01oPOLU9io/8iylAC1EkqlU4Fcsvrb4KsZzwNPgu5aKJ6i4kmpFUvV1AvCaYLxumGxETI0PmJ3ssH52iQ/fZ/jY/WvYNK6YrhsaNUW9qqhVoVqJqVdCLiwZjl3w8N2kpgaySj9BP9BsW2tYO92n1Xfp9W3K4pLVtqZe8alXx/n+N81z/MIcv/6FDWipsRhiExMZSxhpBoGiFyRFUV1fUu1rKp5DxYtptpMYw3XiJGHmxGiZNEpImaTzRXokpStJeXICckHTpFWWJolr4lhijCQyRbwTxaIU4GevS88pqLMjucaJu4WF1bbDatvlwpKh1Wnz6JMvileON9+n6xuP/cKv/k7vH33wfy3T+b8M8L1HNrvP7mv+06i3+E9v3rkoD51aR9VXzE5CEBpiY9Nl1WKkTdlbEKtEnkQGdJz41XGWfDA2fW/znxWvi0q5xMsVeaBU1txAmslLAistTRLUqmTFcJTA0TbxjbXA9yS+K6l4ioqvqFck9aplrBYzXo+YbAyYnuiyec0STx8e8PGH1zPhe6ypGxpVkYC7Iqn5hpofUa8OePoQvHSwyo4Zm+reIm3eGyhu2W3ZubnHM/vG6Q4svX5Mp6dTkDtU/QoVf5zvfv0yLx2e56kDa8EqjImTctjIEoU2ryfpDTTVvqXiK3zX4LkOnhvjaYPWMY5OssNKmbSILbFrkxr8Qs8VwXlSQmwyR8pk9mvJis2AbTIAZ++zbOml4I4NmNL1DkJLt2eQ1uWh57vyjbcs/l93b13jjjdmfxYIXjOAX1zsyyjo/OunHv3Vn764fM7dtanNlbLD/uNjgKA/UIRRkkCIjSVWybNKkwqxsmiT/XnSQJt8cZED2hgSdk5BbtJMXJassNZSyrwPrbhZqjpL6CiZZiwVpaKtJPvnuQrfU1Q8QbUiqFcsjWrMWC1ivD5gaqzH+pkVnjrU419/ZA2nz45zxbRhvAqNiqJWUdR8qPkxFT/Edfo0+0mxmKMsUhafLFmiJWHk0qiEdCNDN62z7vZj2l1Js6Kotj18r87WtSH/9kea/KuPSp48sAaLwlhDHBuiOCKIDEGoEofCk1QGCt+VeK7FcxWeNjhO4vdrZdM6nwTgKpUpQtjhBt00tW9TErFpLUucAj42xXNCRjJ9FgXA09dxKj2TrDIp+BMii9JmjFY74uCZkJVBwKmz513p+j+uHfc/vmYAt/Yi1q787HNPPfj3H31mzj82V+Hwebj32hitwXMTEEqZfeEC6EYWYI9ji8leG4ExNk8jm9yjBWts0kWeloCWD0YAnsruNLBMdb8UKJVIIp22ojla4rnJACDfS8oHKp6l5hvq1ZhGNWSsHjDZ6LF+ZpWnDnb5V789zaHTk2yZTByWekVSq8qEvSuWqh9T9UPCOOD3HqgjlcKRFiUKm9DYbAl3+IG3rvC15wLagUc3BXinp2h3FE1P47sentNg96aIf/ejS/zL3xY8sW8Nxkpik6TVwygpNBsEhoGflLt6nsB3BJ6bZDZdbfOMrVYGqRKZmJUl5wAvUp5ASiIkuYTEbUkD+QzA6dQBkyfXSNmdfMXNVucM4LkUjSxhlNS6RLFlvA7f9nrD1jUxZ+bPTMdy92ePn1l4Skr5z7dumPrzBfgLL50Ba25fvfho5ZqtliisM+hWOXhSUq8kyQXXSTKXUZzKEimI8/RwBu5MfiQ/M3mtRNF+lQBdJHUUGaizEz/yuYrezbTORFIUU6V15AnAJY4jk/oNV+B7ycyTqhdTqyTgbtQCxhs9ZsabPH2wy7/+rUleOTXNxgnBVK0kTXxNzU/qVyp+RMULcJwB55YmcJRASZPackWQGceSKFKsm7BEUUgr9NNOGUOvH9PuSypdhe86uI6Po8fYszHi3/2NBf75b8JT+2eJjUwAHlvCKE6Z3DDwDH4g6bsql2COA45OJFpSp2LRMm0uESDS58tgPJErpEkhRJ4cMmlyKMsWx3Hp56aQILn8jG2+EselGpjYWLQW7NroUlU+5+YsLx0eeLp69i2D1mmhpPhj8finCvAv3ncfC0tx9cKJz7sbJntceYVlrOZxYckljpOToWTCFjIFWazSL5oC3RhLrMnBPgzsTIbYHOg2kyPZ61f5bFIURVRSJitIBm4lZdookckT8B3wXEPFt1S8RD9XKyGNasB4rcf0RJPnjvT5l78xwcunZlg/rpipGcYqgrovqfqKakVQ8ZObI0n1Bzx1QNDpu/iK9CZLNHjWhBAbQRhpar7ijqvbPP1Kg26YyJTeIKbbU7Q9hecqXMdN9fM4V24y/PyPz/MzvwZPHJglNJLQmLRZuujBHLgSzzUJeztFHb1W2UEqUwoZJ9Ms7+VAniWFbAbwFPBx7rxw2ZXXpLFUFoflq3YeUyXvAQYDy/7jMXPLhjPLUK12+Ninv+h+8Ae/rfrkE1/t3nHn2//sAW7tXmDt+MNf/9qv7jsavv5jx12mx7p8771tZsbHafeSyNtaEEagpC2WLUnK2MVdbpS4PGuXAG1yYBdNwaTaO78YQmQtnAm40yIjlQMcVFox6Ogk6eQ6Bt9NC6y8mEoqL+qVAWP1HhP1Fi8eHfAvf2OCl07OsnZcM1M1jFWg5gtqFUW1oqjm7B3jexH1ap9HXnJZbfpMTBRp8gwwJtWmYayYnVK86foOjzxrki6awJRALvEdie9oHO2idQUpDVdusvzcj8/zM79meeLQLKHRhGkFYFL2mjC5F8q8utDVEq3TIiwpUDo7N+SfL7sJM6kisqo0ioTQ6GFKz8aUnvOVt2QymGFgmwzo6bUNwmS0RTeO+ZvvX2LMd2l2669/6Iljv7lu13s++MWHj62++57tf7YAf+XAPFKu/oyMD37P+rEWS+N1llsVnjso2bVJJG1TqR2dBYixEanOzu7y4o7P5EecyxBy9h4KJEeZO0V6lpHLtbfMKugK3Z3ZkVqR1Gdoi+MkjcW+a/DdmIofUfVDav6AerXP5FiT5w8P+Ke/Ns2Lx9cwO+4wW40Zq9oU3Cl7+5KKl7C/70VUvYDIDGgHHkJJnIzBcw0uUnZL/eLQoeb2k3KBwGciA3k/pusmDO65MqmJ19kGtJZrtlo+9MGL/ONfMTxxcA2h0QxiQRCblMUFfmjwnEQqutqkq1fS8qfSFS05P2lXfvZcKszKb8xyrDMC7pyESsRUBnceV9ni9fDPir8jBNy2U1JTa1hYcHju4Cq1qf3f8yN7Nh4beME//zNl8Cf2Hqc+u2HLb3/kN6+ddua4bpdlasJnpeXgOYLYJF3uVtp8GVY2CxxFDu7Y2hLARX6iYlM+YaLEFEVW0pbXzIy1y0FlttymHToqDaa0TjuD0iKkrHrQd+JUN4dU/AETjS5jtTZPHYj4Zx+e5oXja5gZ08xUYsZ8Sz0Fd8VP7MQM3BUvxncjGrWAAyctDz9fw5USR5k0iCt0ZLZ8h7EiMpp7bgrZcUWHY6crzFQp+hwHMd1+ysJaobWTzoNJvOurt8DP/8Qi//zXDI+9MkM/rCTJsMhSTWu4PYcE5DpbvUze2ypVnK9wSooSwEUJ5FyiVwqQ22GA5xWKxcp7uZX58jFW8u9qCRcWNUurgtVOzKkFwa2T5xmsPnHtXff82BZr958S4k8++/BPDPD5iwvMTE9s/eKDz/znmlp8D7SZmBgwNR5yfqHOIFApw4rSkiXyI85Abm0O6vKSlvnDNve0R1ySS9ySlLlHwS0sUmW2YAIGrVLW1hZXGxzH4DkGz43w3QjfC6j6AybHuqy0uzy6D37+99ey9+g00ym4xyuWekVQ80XulSfOi0nY200AXvEGBHFMv+fjq+SCSSGGKvmyREoSaOpEy+sBg8DSC0UJ4AbXjXEdjePIZKqAdHKAI+C6bYKf/+AKv/AHEU8cnOJ8s0G/JhmPLfXI4qcTBzzHpt5/5qTYnL0zqZIBPP+86Ycu4zxXiOlFyVbVAtzDkjKp5iyBfRTopZ9bm3iCnX5IPxScXYFIhVxYNRw80X3PFVtfiJ36Xf9g7vzcybXr1/7pAlzFhxm0/Nsm1IH3nTl1mv1nxzh6cZkfeusSG2YsK60Kg1ARGZmztSl5pQXg0+SMyZZrm54AUToxw5qveAyrwuwiJOMeMvYuuvGL4UBJWayjTTpmIs7B7bkpuCc7LKz0+Lnfq/KFJ2dY7EwwMyaZ8VNw+4nurqaBZcWTVD2bMniivX0vAAIeetFlJXSZ8hiqx0YMr1BxnDQ/NDzNG2/s8tShgHboMZZ3rBvcQVKr7uoE4FolDdlCJgkaLOzZJPmlv9viS0/1+NnfWsPZxQl645pxV1CPDNUIvDAZveyqZKCRkwWaUuRBcPZcDtTLN6YQea9Ifn1gREKWgV2Kn8qAzl2YUn4jsSATI2IQCRY7glD3+OG3trl2a53n95/hE92T79u1Z+r3BoPeyT9VBu90ulSrlZ17X3z47z3x/DPMTAquEVWeeFGydvwC3/G6AdVII6UljLOUbmYjFYC3Za2dgzqTILawoUZZuyxL0hOdMUuWbs5cAJUBXFm0TICd9HYm/Z2uE+M6Eb4b4rkh9UoPrbs88lLMb365wX2PzxKYBrMNwbSfyJLEAsx8cpUeImXuMnuHaD3gm/vH6QaaddXs84wyeBZkS8JI4TuK26/sEZkE4L1QJF3rWef6wCTBoU5nw6T2nkiT6xbB9Ljge+7tUPfO81tf7vHo/inmwgpdX9KILDVtE5DrNA5RNo1L0uI3mZ1DUdSOS5AULD66o2AuVbIRFYxq83L3UFF7njF6XAa+yWRbUlLdCeHb7+pw95U1nt43Tru3ipl/hltv2vn3Xvemu14I+r0jrl/5Xwf4qVNnOHn4fur1sfXnzhx7w4EjMeMNlys2SNZMeVwxO04QRSiVMKOUlliapCZ7SJIU7D0kRzKtTZpMGAJ2yXoo21fCjkiTLCuXVAwmo91MWvOdglsltRieE+K6Ib4TUK32cd0uv3+/5j/8zizHFiZxPJ+1dcGkF9PwLDUPammHfcVLsp1+mhBK6lfidCVI5MliK6YTuLhK4UqbB5iUvkp2Y2e1G0HkUHH6rB3vsdqt0wtFOm4tiRUcJ05tPpXanSoB+FDgmlQ+vufuDrdctcDP/26fj311huWoRtdzqDmShk5qcDwNriJvhtBZ0iefQyPyLHCWACqTyrBYKQOdoRXY2GGpWWjzYQYvmxFhms73FZw/1+CLj3q0u5ZtGz0cPeDFvYffcH7BrG82m0cuzp1jzdpvvf34HwtwY2JmNtyz9fiJlz88d+FpvuvNHVrdcRwdUPUM43VFHBukMDiaFOAiXXYKx8CYLBsmSgFkEWBaREmSiBFpkoHbFmySZt9kGeDpyAk5xNxxCvIIVyeSxHMHeE6Pkxcjfv1LNT732BTHL07QqDpM+jDhxdQ9m6beM3DLFNwyTwr5qfb23OTGadQGfPabmiOnKvjpBK68XYwC5fkYB5vo8DDS7NkC77qlzW9+ZYpOVdNIZ494QRo3KIPWMh1bRwnkTolSk1Vh87Tkn31fl2u3neXX7pvk+NwYy1GFrqOpKUE1BborbXLjpC5Tvvpl5zWzD0n0eZHptJf65BkxZaUTtggcRy3FvIuoXEuU1yElz46CU+dcVlcsVS9gbkWx3A25aueL/OQtez68596739FsNf9YqfItAW5NCEKz/5XnNx4+dGj7574e4dYsP/zO8+zZqOn0XLL9cACstEhjUFJijCkV6phS8U7G3tmRnQSRs0DBChlt2yEdmAFbpL2dUtrSPBWbtqNlBUZR0rmjIzxvgKsHtOOAX/6Uy299aS3nlsYxqsLkmGLStYy5hmrK3NU8fS/TOpVUmqTeeQ5uN8leDsKAI2c9OoHHhJe6OFnSKXMlsiysLdWkhJpGTbNtY4Dy+rSDOj1XUAktgwzgOk4TNSrxsWVWAny54FUxM9blJ9/T5X33zPFbX2rx65+ZYrFXo6d9fK2oakFFWbzIJmwuE6miZVHekGU5L2FyLiNXRh0WGI6lMt1dIrIC5KXsZ/oekvPTDqDZN+zeusrfeE8fEcWcPH5gu5TuxhtuuOlkrxdSqTi82uNbAvz0uYtUKrWZyMhPHTzwklP1qhw9U+E3viz5h999kStmXbo9P+1aTwCr7DC4c8Y2Iv9v7AiDF4wtsJf9JLZkB9oc2EPyJB8WFCcA1zFaxbhOiO8GuE5Asx/wzb2S37+/wWcem6If13FdlylXMO4aaq6l6lmqbgFu35N4nsRLpUmSGEqdiRTgrpNkPk9csDz6XJUgdPBq9pIAM18V8wualKIGocJxNG+6pc3HH+xw6GyNnp+MZhg4FjcCJzQ4gUEpmfjWUiCFLIb7wNCKGRlJ1dOsGe/xj7+7y5WbB3zs/jrPHhhjoVejr1wcR+NrQUWClw1YyuxVmWSh84I1UTr/KZOPFmeVGT0jqFFHLHtfBJ2iAHn6Oqs3Co2gFRh2rlvhR98Rsm12mqNnfF7e96JzzbU3firor1zf63QW/qcZfPOGGbl336HbHn7062PbN64wUZ9l3RQcnxvjhYMtts0M8L2QKM70dtouZkbAPSJL8iMDdipRygw+VPiT9OgkTJ6nlE1e7pnobotWcQJwFedyROuQZifk8X2Cj3ylwf3Pj7HcrCMrPvWKYtyxNFxD1bFUXUvFJWXthLkrnsR3Fb4r8F3SCj2TgtvgOYn+VnrA4bNwrukniZVU3w4nTor6maQPMi3+N5Ig0KxpCHZu6vHy6Yhu6DBIZ3y7AQn4VDZZN0vUgBzpzCnbs3EsCeOkPvwDb+rxtltX+PoLbT761QbPHmiw1K7SlC4dV+MqgSsFniTp4ZTJLnVKFDepEmnZ72UY/JL6lVEmLxGaoazDRf4+YfC0+dlCLxYIabhhF7hiisderHNhMWa+1eb55x4cs+bNt03N7v4K32J40LcEeGvlmLdmsvsrM5WztbNzdTatCVg/q7n7RsM12zVKRhgb4wiTAloOgfpSgIu8w30I4KUTMsQLQ9LEDhXoJ7LEpJrboGScDMTP3AwZstCOeOQ5zZcfr/OFR8eYb9UQvo9Td2hoGHOSTp6KQyo7oOKK9JBpyWmqu92kA8UvA1xHuG6E7wZYG/LQ8x6nLlSYnhQ40qQ6VhSNviW2s6ZcbqroDRy2rBG86cYun3syoBM69EKB7yT9qm46WapYpVTuVyPkkExJDlk0KpjEb694Az5wb4+33LLE5x9r86XHqzyyt858s0pPuPRcjXYUWoikhVBKHGFTqWVRiJI0HLYPL0PmQy5YwdwiD0DjEdaObALwyEJMyuRG87Vnplm6IKg4AQbDuhmXLz86V5vdHP1KNzp9JdD7nwL4K/tfodfr8MqJBVoDyZXb++zakMwf8RyLJWHN7EtY5GWkiBwC+9BFgKR38jI1gUMBZQnYQpjUDjSIFOBax7g6xPdD+oOYQ+fg5HnFJx4Y4yvPNphfqYHjoxsOVSWpO5a6NlQcS8UB30nA7TvJTMKkzFSWDpH+uU1BbnKQu07SnnbsvOHlEx44TrrM21KKXgyhoByEJfXSgihOxjlfs23AVRs7HDxXpecLqpHACy0DRWrtmZS9MzclsyALrZL77KkVaYxKpw849AOHSmXAD719wLvvWOVrz3X45INVTp73OXiuSrDqEXmavtZIlUz1VYBOnzMmz6ULRfB/ySN3UwpQG0qyJAVxLlHIurKKpVwKQTeU7DtniGPLrs1dblkXsNQecOHcIZpL33pg0KsCfH7hlAiD3t/75kMfm+52xzlwyrLa6/IP3j/P7i2KMIDYxPmXs68CaksmXUo6ewjcpVt+iBFsSfMlSY1Ekph0l4cYz0smqUZxzNwSPPANzbGzFR5+usK5lQrHztfA81BVja8VNW2paZO4CE4yON93knFtCYizQ6aHSgFOqrlTcDsxnpOwd3JjBZxYgAMnqzhy2B7MJQpFPXjuKGROikn7GiOHq7b02DnbZd/xiG7kUA8FAw1ulMwEVCWASykQUg4xOYxacCIPZrM+yjB2GDgujUrAD7x1wN3Xtji30uKhZ1yOn/H42vNVzi/5xD0HIzWhqxBSppsRJF35MgVf8r3EiKQsYXwk4Cw0eea2pD/NLbSspzYBhUHQHChWlwS7t7T4a2/osXlinP3HKzzzwtHpv/mjf/3vnTl35kObNmy6bPj2qgD/2KefwNroe1YXztSu2hGze5vlqUMD/uDrlrff2mV2zLJjW4QDRGFyHxfBpiyBOpUipuj3y1g8Y+vhT2ZLEXvB2rkUUTGOFxPGluNnBC8fVzzwdJV9J1z2n6jQGngMAg8cF9Vw8JSgqqCqDZWSD+zprE4jK5tN6sK9VJa4rsJ1ZXoD2EJ7O3GSWXQSne+7IdYEXFyWDKyH1hJXWnTJZhsh8Pxaxna43zGIHASamckAqfp0QoeuFonTERYFY1qZoQykFKUoNht2hMAaWTB5aTCSE6t8/ER34LJ2ImDzmpCbrhjQC3r88Ikm+066PPCUz8snfI6f9gkjBZ7CSgVCEstSNihPUlxGqwyJc1uAdwjM2Tzz1BTPGsej5Dxu3xaybizibbe1UNLn84+PEURdtm04VessPPk9gVYf+v/E4GeO/gFLK131yDfPi3MXqjzyYoDr9zgxP8bFhQZ/cF+Pzet7XLNrwNtu6XHvjSHYZPRwpWaxJv3SRhCFSeCZBZJJMJmBWgydjMRuTOaXONqCMAhpCQNLt58w+smzkj+436MbKl7c73P0jMdix2UQu6BdUA6qoXCloKKgqiy+IhlnptLCI5WwtuuIJOlRBrcjcVNZ4rlJZ1LimiQpc0cbXCdKM6IhFT9gfiXmgSfqNNseE2MCnXrxWdGXeDVmGypnkAwGiukpxdvu6PO1Z3ucbtboOTKRKRqcyOKEmWedeuwyTuxCyrNOZP47jNVDJRNxLHFjRawVkZOMfQhDJ7FSnZCaG3L3NRG3XzngvW/oc/iM5KUDDr1A8bEHqpyYc0BIuj1NHKisfBOrM4CPWEbl9O0QwAFrELFFGIsl8RErtSQhJzC88caAt97c5+pdIVvWQU1pTl2M2DC5hKPGOH5mnAcfPy0m1lyhPvrJL0Q/9IH3/MkAboxgYqzyyxumT193flyysOxzbsGh307GeC10apxY7vLEvgGf/nrA9ESENYYbdwV84M39tLHBMjNmuOGagJqfXEysyHNgl15zkQ/naXYFL+3VLLUkFV/y9AGHLz7m0w8V/VBxYc7FCE1oHYxwQGuEp9FS4iqBLy1+CmxPWTxlkxpwnXq+umBuN+vLzMGt0h5NkbO36xhcNyvQinP2dt0QpQK+8YLic0/WUa5O7LYh/f3qDJ554XGcOR6Kft/h3Xf2+MI3W3zsoTE6kU8t1eFOpsPDLClj824hIWQOsORXyZLWLwHcpKMddMLkjlZEWqOjOAG6ilEqGaQ/4UfcuTvijt0hVgx4/71d+mEyzu2PHvN45oBLxRMsthQv7XNpdWWqkgSvKsrznSeS1sAbbgiYHo+TbqDY8IE397l+Z4g1gplxw+SYAOMQRj7tbo2GW2O2UePcfJW55YjTzaXr3rblml8WiJ/8EzH4y0e7hI1K4+iLn9v9woExdXa+x9pJRd0X+BdjQiMIcAkjGESKuabH3GoENubwacsXv5HMJ7GxZWzCcNt1AfVKUgd82fRk+VZPXYfVjuLZl11aTYXUMpmJYnXCTEIng1WkBqmRUuLIJLXrSYsnDa5MgOAqcFUxoy8BuSgaHnTSCJA1HpfBnTB8WlbrZAwel44IT4dYG3Bu0SUY+HhjEjdNe6u0Km8oiykoyKtknebd6UYRhA4TdcWm6QBX9OlFHr1IUNHJEMyshiRLaClZLm+V+e9KfkfqahlTZE+NSXsmC2kURXGaN1DpXPaIMIpRYZJLSDYniNg4bdIVw3Dl5j6B7SG1odkUPPuyZrUrUbliGQ6qhwjdJl1bNd9y+3UhYxMGGyUruy+TbcqtlcTGJQ6z4Nin2alydn6ck+crtLuSjdOGsbpU07V497e9872N77fLLSEmvzXAtb2I6egP7T965N4rt6ywe1OVfpDM3K4cC3lxLp0cJZ1kcqZJwI2NiaylaVM9pQytVcuFb9RKX/FyAC/rt/TiCIHJtlwgrTkVqghypEytrAzUadpZkm7cmvnGpWeddtIr0q33yMGdtHUp3BTcriYvMU0YPGVxbXDT7KjjhHheyJlFw+9+rQbaTWYsylKCZwh8w0SWsWs2JDQBWzJYJwgdvv9tPT7/SI/9F+t0YodqlGxKm1QBFnNlhMpyAuVgLytdzKSQLBV4ZYfJa2G0VjhxMi/FSYGuZJE0S+rG09fCpIODYrSwCBszXTV82+sMiDjPaiOy/TMudcgKOAgwGhOmDpwVxJEkTGMTa1U+hwUr8N2AV04YXjhoieOQfiDoRy3Wbjx678LSqQ9Fcfy3/lgGf+mF+xBSuPTOMDndZXaygzGCih/SlzFLD06D9pKrZ0UCvNLYr6HgQVliZ6ha4TLfN2O3DODDwYuQMm9BUwIckaSVPZFUCzoyea8laU1F2j2eFRJpSnNQSHdmK7rqC4DLXLZ4rs1b2lzXlAbnRDgpe7s6RMqAU3OChZaP0BpPMiRPZPlrlS53WToMAS91OoLIYaoxYMvaHgfnBvRiTT8GLxY4scWJUh0ekTtLRQpdDXUqZLFdMmnXltoFM2lk0LEhVhKls+3LVVqsFiOVSVcKU1izKchF9rtJpmQJaXPXKwN65oAVECha4CjFY4npMJo/SU0LI5HSMFZv8tIpyaMHLFU3WY1mGoYTx8/wtfvvc625NN9zCcA//uXzgMATbdrdPgMr6QwAEXHwrIOUKl1+swKppCTWpktP8jTC2N9KmgiRLKt5L6BAUqSIk6lU4AiLI1LQphIge53/LCX7ohSUvMHWVSIB+xC4ZfLsZkDPgs8U3Fn3jza5RHF0ok9dNyQi5EvfrHBxoYIzpnDLNRxlB4URRVpOXWf1OqWkT3+QTLB9510dvrm3Tyvy6WpNJTIEaTpdyaIgKis4E8JQdA5lgWapAcWCMelMFQuxSn6nNoJICXQs013sklqeKAV6kUwzeYJNSlNKvKWvZRncqc2b7xXzKtd/KIsthwvvjMzLuoSwyFjx1ltabFkXYqxDv+8QRZI9W0K2zxzFmktxNgTwl55/ANetvO7wvkdveeXwGHuPjnNsLubccsxqzxIjmfDEUGCcmfWZNZVNmPrjNl7JBUmWLBCgsmdh0ZBbbSpNGSfzTQqNqzJgy2SYfjYKoQzsfA6KIulHvBzAs4Az0906kyU21dvDteSuE+I6AXNNw/NHK6DdZJi/tHl6Pmdwhlk8uaai5AOX+1Jl7omHocONOwZMjfdorlTpRoqqAidKvouKkwFKKiwDnATk+S8aAYwVad9kWk6hDLEROEYQK0msDLESRCnIy8VrWTmEzEBeAnVWMiEwKchJS5ozeBZJu6FijKH6FVEquCt93lKdcRA43Hud5d7rJM2Ox/mFOsfOeDzzsmLv8bW3vP0td77uvi+/8/F3vfNtlwf4c4cHCGm+bWWxfYN1Fnnz7S7TB6qcOAcLbWj2bBJFZy1HQyZ+ka3Kl+FRUKf2SdlMyu7yLCtWgMPmDD5awqmz2oi0Bjwr9Uyai7NOlUSWqLx7pQB21nybsHequTW53s4swYSxC3A7eXViiCDkvsc8vrmvjvQ0rhTJ/O28grBooysq/kazmWmdfM7iSaAZG0Wv73DH1T3edXebX7+vThB7dGKJHydbZmtZVCvmMkXKlMXLv+rVmByMlnkrYQbuWEmUMgmjS5mOljClUuRyDZAtQD6Ubc6YPFukSyu6uJTMyyP3yuXSObPbJE6JYslS06HV9Vhc8Tl2VvPisSa1SputVzg37Ny49G2DQfj4ZRn89JlzTIzX3/Y7n3zg++77RpNO1+GmnSFhYJhoSIyNkyXAgoyLOgKbfyh7SVayDPLRuoUyuDMAyBIoZLYsCSiPNsiYO9mCJHtPyuDkbVhDLJ52wzhqGNzJOIUR5k57Nt20vc3RWcNBVDpCAkI++VCD2HqoPHtZDjCLvsbM2RjS4Iy06xmZTIeKs2BTI3D4wBu7/N6XBqyakF7s04sFTkTO4lJaZCTyorPELhxdP2XJmhQlkAtinY5uUCnItUWZRK7EyqLipIIxyR7LvDS5sCjL1Z1FGXPelJIDvZAqlwL80vW9mKCQxSlJ3Xyn77LU9FhsOriu4eYrI67eJpCySacTfd+Gbe98eGnhwtemZtYNA9yYkF6/v2O20dt+3caY2E4gpWFiUoGAyASJHSjSMQM2gXT+2S4TP17uIUSJyUvyJAf6SHlmrsVHNGcG+vJsD6VEocXTiruhYTcpsLUShZOS24FJx33SmGxT5i4CTF1ib88JeP6o5Mh5H6sclJS40qBH6zRKAnzURcmOvNPJiJJfnYA8jBy2rw+56ooOTx6uECqXXiTwJTixRUfpZgIi7cKJUh2OTOTC0K8UJRYXJWlUjPLIZkJqZVJwp+1sypbAndUC2bRMIGNy8tVDlMCNyCZmXZ69v9XDlgLS7LWWhtUWnDiXFLNVK+O8sB9a3YA7ZLB93ZbejiAMvnYJg4eDOUxcYfOai9jrl6j7Y8SxBhHhOQELvZDTL1eYqIh8GS6i4z/Jxy5yl+VySzEK9BK4VV7zXdhuhWQRSfe8KMCdBJki7xbXObjlEMDLw3+SbntyYOfZypy5Y1ydJHaSrqAQS8inH6qytFRBeDrx3cs34WgNCqXTVJJ1xgyz6pA3bRRhqJmelHzXm9o8f7TBIPbpKpdKnGjxrJxVSVJwZ2uFST3xLA2esPiovjXpvMdyT2RySJTJViSbv5b5tuqpBpfZfkeZNJFFc8Qog480rRTpvlezjofz/MnviVk/0+Xx/X0efXmcipP8eWwtyA6VtSvsuWaeTref/0s5wD/+qa+gteL0+VWeP1LhO960yLtuH6CEYKkTcvD8BL24xjg234KkgLYtffBvwd7p/xXyZOS5DOgyiw+NFysYW5YZXIkSi2dyRaL0MMBdnQ4AcrKtA9MMp7Y4eSrepK/joUOrpHNn/yn41P11BtJFSZVmL4dvxNEM5iXLcs5SjOjwVIvHiijWeLHmu97a5yNf6bL3eIVQOXSlxI1N6h4JZGxL58km7WWiLBBN+ruG9y0qM3lsQOcWYjLaWqUlASq2xbDOfC6LyG/oaESPJ9ezXCxHickzkP/x632Bl1QSaXB0xI7NbZZDy/FFHyVj3nlHj+94HZxbOM7DD64giIcB/uiLZ5jetrF66KEPbbtibaK/f+2LU/zh4120jGn3HY6ebTBVLWXSBEMf+JKLOLIcCTH6+lLt/eoSReTAGR2HLEuMnQWZ2dQmrbNNXlPtrUbAnaXvnawx2SQzQ/IWsaynM0qPEOUEHDmnaQcuKJ3KEztSHjt64w6fnOGBRiNeeNqNUyR+NDVHsHtDn71HAmLj0TMufpzUbOtUgyuRbOSaJJYytjRkQWbB5OW6/SSFofPBpsnPlIFYJoBX6e4U0hQTArLpWnHW3Z8bAEVwmQeeI9e7zMiXYmO4iCMvmRagUqG+2vG5Zafhv/7tZTqDZMVeM+7x+EuTfGNfyK03e9v+8d/86eqP/sT3doXYmQC805zDHmm99fCFjT/z/Iv7OL2g6XeqnO1MgEii9S1jFjfrWJcF436ruy+7A0fZO/tSgiSfUwZCAeyij1GVWFENDdXMQE5RI61KoM5fp0keReqFJ+BOAFwMBXLK8qTM3irt63QDltuG/+cP6yz1fITnJPJE2qFVpRic863F29A0gWxOTM7giaMSRZpGVfNT39Hm6883WBq4BFLTkxI37aEsRj6kDF6upxeGrIzWYlJwmzxzWDgrImVwmwfpGdiVFCmDJ5Iozl0UcplS6PCinbCQKVngWaz45RmIl5BjcYZyBo+kTUbdRYpe32XNWJJZtQiUCtm2aQl0kzfdddXPrCy/8HgYdD+fM/iBgwfwPZez5y7w9L4qjnTZszYZmJ6kk20xVu3VGPtVUD7K4pfIlCENLgqQy1GJMjyYJge2FEhVjB9TJVBrKdGpJNE5wDPNbfKg0tEmB7ejs/qLYfZ2VIjrBnziIYdXjlVAOkgp8bLS2JK1me8Rn37JV60mLLF50V1egDwyMt3kyeGa7V3ec3eLj3zFx2iPnnTxpMiTPkoKwlJAN8rkoszkpexhuSbGKFA2WRWMFQm4sylhBuJ8foooAF56TsAt0oxmIU9kiQwLDPzJZC0ME2m28mWZWEuSvV4/1WPSb3L+7FkGgUccJXPzNUDVdfE9l4rjcN1mzcyYxlGJNgtCQz8w9INk1l0U23QnM/vqzkn2JUpuSfLjrDDfXjJQZsgzzgNLUbB5zpB/HMBlAfA80ZMB3CZzslMp4qjCLXFKw4EKzZ2wt6OTqVUrTcMffaPOYtMDP3VPRCkYexWJghDDZGCHL9aQbZdZhkZi4sxN0Uw0FN9+b5cvfLPPUscjUJpeLFN7UqTujSiaseVoYiVh7+xHJmfzbJyDQGfOikpfy/R9Ov46O+9lkAspSt332RDPVJoM6XExIlfEMMCFRQxtQZOAZyhWSRs3BmGye0hvkDRmG2M5etrDdxVbttUQok62MYR+8PFXqNYmtx478uTfWVM7zk1vjYiNw3JT0+0LWh1YbsWstiN6/ZggGp4Em/3yUVrPCMwycrFLQB8+xOUlSpY4GQL28OzvcodLMtydYXBnOxtkzK1KzH0Jg2fjJoqRE1olmcsTJwWHT/kYPITUeXNuUT1Yjh9EydUovny5FqVgclGSJyJ3MvJ2s1iD1ezZErB9XZ+lgxVs7CYsHicyRZdcnII9y4VeqeDOymghbSwQpeATjCzmlJRjG2WSm8ZIUu2dXZeCjHJwG5HOUsk0uRiRKmIED/YyVC6GXJ9i1J2k05cstwQrTUO7G9EbGJZagkHkcPPyeb7v/Tv+zg1Xv+5FG754Uk83JI1GvPaU0G976JlVtmyKefONq9y+2afZrnJx2ePwaU1vECf7UNpiz/UysC9X4z1sC41ag0Uzbhnkw/JElJwJUQo2C0AnDE46Crjsg5ePdEtrVQZ3CeTpfvVOWhqasbdK32sdolTIl56sc2SxAm4hT5ySdTl0w3LpuIjRx/CYs1KhUXl3s6yMNtBcMR3wzju6PLO/CsYhihMt7sRpdjcelkoFc5YtuRTk1g7Nqslfy/S1TFcVmR3JuY/TFUOKlNVNtsLanJiKhE/5dcrSpfa2vO0lY/PR85M9m8xGFckW46Fgftlw7EzAfNOy0jNsWNvlzbf2malrgoH3tuaKWtvveyf1eENQq8HaGcmaCZ8nXpS8eLTNB9+7yGxjFeFWmV8dp9NTWNLkhUx5IJMoNi0sHAW4yPi6kC3iMqDO3o8GaBmgxWWAnbO5EqUm3BK40/mExbYdXApsXQwIyke8aZOCPErkiQqpVAOePKT4/Ddq9PouVDVaChwxLE1GP3/5O18W4Izo7xHLsOyLh5FmrK557z19vvLNLk8fcrE1h17s4QryG03lv7/QwcO+cgLy8pZTSfCZ3mAqYfNYJnrclFg7C+pNGlxKI0r6W5QC3eEYqtDdRVyQ/KwsU0qfKP2YxUqTbf2SyKJ6xTAzFfDS+R6RF7JjTZcPviek4U3y2POSCwswuQa6HdBLqxGRiThz0bKwKrlircMrZ8b4Z79WQYgIR2nWVGFtw+A46WautvRxXq0CtvT6UoCPSpThiaZFcCly0OTz8lRp9wYl0tqUAtwFyLOyWYvWxQhlnW7CpNUw0J2crZNDqSTAdN2AMIj5yhNV9p+uguMgpEpBlc4NKQWXQg5f1FHXKD9neTFROpm1lMk0Ntu2T+aeeBxrgkBz5eaIt9/V4aWTFQaRSywdekbhxox8lmLi2DCDJ8925LOgspvNYFQy191asFJgFUhb6PF8RZUgTWmWoSlWDTkK8NG4hEvfl/I6Qzmg8swcKSyViuGODX3eedcKrjMAq+j2xjhwos70eI81EyGuDMAN0OHiJ1he1mytNXn/Gzs8ftDHn9doNK7WeBpqflH+ObrsXk6aDLH3qDV4GeYeBnXG2OUAs9iBoJAmJaswZ+wM4MXk1FyipMydMLbNmVrnz8VrJw0utQrx3IB9pwRf+2aVbs+FmoMUWeUgJXvwMlnM0vcsX8GsFiVb+oYHyY8kfEoFWEHoUK8HvP3OAV94pM9Lxz3QLn0jcVMtrgyoOLPr0s8QF/KAeAQ9qnBytKKQLjJh82xVyYJ8YxOwS1Mk2oQpuynpNTcFs4/mOEYBPkSKI0pgtL5JyiRGaXc9sDNp+6ChH8acX2ryxF7Jg3ufYXz8YNKptP/wWYQUxFHAc4cintxfYbomGZ+yOZiVEGl2rOSOXO4hRl4OfRkxdMdelsVlCexlzZ2DPNHb5WymUmmFYVpRmLRzpa91eT74CLjTw8mm0KYF/lpFyaFDHCcksjH3PV7h0X0V8DXIpKHZKZXwDpXGlo/ym8s8hmZqk5Wzkjcjxzaba1IAfdB3eMM1Xd75ui6vnPKJIgcrFD2hcWLyzyTigsWLj3B5Ji8PsVcqY+6EzZP3AmlErsNzvz9j9Gy1TRm8IMORa8ww4AuQF67KH/cQBqJIMAhcVlpuco8qS6MacNe1LaQMOHx+BS26KMeiV9prEFIQBhGzjYB33qxylySKk+xYFCZb1WWT+V+1gaGsuUuMXbxO3sgywEttXeWdBYaAPSRVymn60qFGwK1Khy42Qc0A7ZRAnTkniWOSPCsV4johL56UfOqhOuCCdBBC5V1EKt1IVY6wU/Z9MliJ/JyU1rtyWXG56KpcQhsnrXuJg6Dy9L21mg+8sccDT/R59lgySSA0im4s0oKvFHRxBpxSHcgQNyarB4ohoGd/qlLQG5nu55MFxZn2limbi+Q5v4amNLBTlm7+oQRYkfgpzte3jMmLNr84GbMcRhCESYO7tT7G+AzCmOmqg9YO1lr0uplVwkixZrLD+qkOFxYnabU9VjsO7a6i1YVmx9LtJTvqxrHNNdHlWLtg7iKAKDR4acrqiO4upIpIkwWF9ZQBPJ+TVwZ52ppWbDaV7OxQDMAvwD3E2qXnrLE2kypKRThORBhHPPx0hZePVpKZGDIJLl1hS5Njy4GVuCSwGpUn+YUqvcgbIEo1IkPVhbHEqNRRiTWDwOHq7X3ecFvC4r04YfGBcOkb0LEoAr84swsTQBUSJfkA5dF5ZetSSbDKIq1IYq50QrCwAitAWlFIlVJQWZayYgjs5cA3pcERwyE5S8Np/GGAJ3txDkJBp2tpdWPa3ZhOz7Dataz2LGeX+1x9hce29R79gUEfOFkFNCfOGzqDLlas8u47Yq7cVuXsfI35ZZ8T5xNTPWNWWzpHhY4SQ2w9bOaLoS+W21cjjsnwHjEj9SeCfO+dfPfirPl2qOGh2LpEqRFwl4bi5+6JilG6BPBUorg65MgFwUe/UmcQOlB1UnlC3pqmyrsEl52Toaj6VWjJDgO9LFPKmwMYezktrql5kh98e5f7Hq1x6Fxy88VG0Y1VUmUYp8kfRKK/43Qsx8hKYjOglwAubaHFZarRpbFYmVwjK0UCcFOKlTImN+VY6jIrWwnQZY9+yGkpnb4cTyNVmK2u5dSFiPmm4cySZXKiyzvv6hLHiorjM1aVyQbE/+Jf/ec1kXH+4ysHLu45fLLCMwc151cDJhqrXLt9lXPLhhcPu8RhIlGyD5hHyZk2zu7i9H3Zp04ybWW5Uf6zbBxw+pyOB86BO3JkIxPKHnf+rAvdnTgow+Au79VTFFOluz/oMG9mcHRALAM+8sUqv/e1cfA8UD5KaarKUlE2HUdB3uDslFrjikxqORElKSbDMhSgFrFEYTtmN62QpI2/RS+kkhZhDZvWBpxblDz3skskkskDRiiESEppLxf3DAdxxUosyu9HXbKs17bg/eKGpHxzpvO/s59d7ij/nZEcQD7TMivpLRFBme21gvH6gKMXm7x0OuL6K1f57jf2eNP1HnVnHGEcbrrh5rVvuPueB7Xpnxof81bfsWm2w4bpKluXqzx2WPKNlzW7N8cMei5uFLJuImnO1aqcqbtM8HiJNBFDr0f/bvl9cZOUWHuoDtwOaW+Zg6GQJKqkvVW+00NpIyplRyRJVimYsXeIo0MOn5d8/OtVkvkrCXvnnfvZ7xcMjReWpe9dDjRF+Y0FLgcOU77QxVxBm3aVxyYZh2diRaxSLR5rvvtNXT73cJUDZx2QAVZI+rGDJq0Xyc51upswcZb4yaBakk7Wpq2HyWys7LPJFIjSgrSJbMl0t7TJ77Am9cdNGqAOrc7DbH5JLVK+6jOy0hfSJsOGVuC7hnXTEbuu6PKDYYcrtwxoNaf55otrmFuCQdChMt5+x1L7zLiueT1WZchKy2HdjODbr+mzEnX45ON1uh2HDQ3D+olkp9pMm+RyQo4APJUjXAbcl9wQI1H2qH4bqgFPkwnlfWQKDV5sFZjtrKZGwJ1MZDXpc2IHKmVQmd+tIpSMUKk8iVXEFx+vceBIob2lkIn3nXfQcNkLKBh9n3PjkAYv68pyA/KQJ16aSKWNSGpTZJHCD0LNlTsGvPt1HY593COIFQhNLDQ9IdBxat+RBbqZoyIo83EeAttMl4ukPNWmTotMPqMqs66wRYpfgJEJ8E0mU0o+eBnsZUAX8Vh5lSlkXhacyvRuSv6b5PrGRrF2os7MJDRqMU+8HPKFx2Ou3QaTdUGrExESoOs1ly3rJBN3twltzBMHQvaeqLCpoVnfMMnOvl6RVMmyh8V2c8P6mksAXejz8n83mgi4fHPDMGtn7zPWzsCeMXcOdFVm8kJ3qyyIzLY4kQYti6H5SsU4TsjxC4r/8dkGfemQTdAquubTFaRcA13Wk38SO6AEZvIlOqHLodnqpqzBxVB9Smw0UezgxRF/630d/vDhKsfOa1AhGE0oHHpCoOLC0ZDlYHME5Jk3bwGd3XDpz6RN0vMWm7J25ombITa36e8xUiBssXpcaiakwB/V4yNSxKR/N5MxQiRVrWEkaPc0crlGP3CYndRcvb3Dzddd4OmXG7RagrfcbdkoLfqxA4LFZTh6NKbVErx8bIxx32HT2mS3A8+VuDoZTplvAy2z0b2jgUM50Bz5efZacgnrDTU35Np+mLWzRMowuE0hUeQwg+shfzsF85DfXTpkwuKODmgFhl//QoNz8x4onVqDMpUndsj3zl9fJnAausm/FdCHNGnWeFDu0cxS+DI/8mYIqYgjzYaZAT/+njY//1GXZpgEBNZKBkYltmGcfQ4LsaBQ2AXIi/9P/kSld2E6v6l4loXjI9Mdra1IE0DZtUstQysKoF424BxhbHEZwJvSOU7Gu2WfWhFFgm5f0ey4jNdrfN8b21y7rcOZi3DDVV2mJmromVpMf0Vw8dwYNd/hdXuSMQvJUpXW844ETHmNCCnIMwelrKdKoJYZ6Ic80cszdwbsgrWLKa05e6cF9wWgS0yuTcroJpcmiRwxJamSMXaUP2sVor2Qz9zn8eFPNxgYJ5EnQuXyJG8qHrHEhiVadj7KsL48xMvzkQqrsAz6LGVvk32PTKmUNnVVIqPxdcRPvr/D4VMuv/XFRIuDIhaSvkkCThmTM3hRgJVdrCJ1X7YrE1AXksXalM1FUSiWkE5S6mqHEj+JjMl+VwZok5Eco3pcDOHnEimT3pvJrHMIIkFPSoSwWOsg8NB6jEbFsHVqQBTWWW5X0ZtnYurKoG+HRj1pCAgjwcUlh6VmUv8NRZIl09+XLinDweXQh0zLkEdrEy4tzLEjEsWWgsx0i+7yloGq7DqYklTJwFxicllUB+a6O39OZg0ur8Affr3KyiADdwJwRybaW4theTK06mR2WQnPOaxL+C5r7VyqpH8wVNVnRJ5UKXf65HXiUqKMwhhNFGvG3Jj3vbnL5x6vstRWIEMwipBEj49WFw7fcq/O5EkeqEgKZfUpWbBpUxbPAZ365MZymZU6LZW1yWpiZHmAvn11sJdWfxlDKAQyTD55FAmWWhHzK4Yosmgt0crhumsVU1MCje7g+i0mZ1ao+BpXRZhY0epM4jo+Wmf7sWS/tKjnzc5N9vrSzOWly84lAVm57SkHTGlEhLRD2ruw0i4NKrPhNAW446EAMwsys31udIm9nWrEfd/wefrlCqakvZOmhkyeDNeb5K1ZJfam9P3KVvjlSTxbKct14XaohNaUgJ8HnVaibOGLR7GDNhG3XxPwrlu7/O6XXFABCIkVgoHRKCGSLUiyQFMUoB6VK5k1aK3Im8utTc5/viu1LBWKyaSMeoi5bXLD21JLoslILAOwzf6swJQoYSzHlx1RBzmmkkld/SBiodsltgYVSbARO6MmBo3ed1RxYV7zzecdtHJwpKbuCsYrlkbNUnET5i5flNFsffkCXvohhgtssqL4XLeOMLYQI+wthoFduCjpe2XR6YgxKVPHRNpUV5ckSeaYyJJEkYl74jkhx05LPnpfnbm2m+x3LZNB70pQ7NgwEi9cortHHKVvoU4KNs8lyqW+cDHeobQVY6lOXMnsOdn+ZE0t5ofe1eHxlz2OXZQgQkBhkPSFLG0ilYIqBbUYugsLmZT/f57NTK9Dmc1F8joDcyZbcrDb0qohM5lSZFfLyb+CLEs3W/ZSZOfJ5u+lSKYB79ioufEqRbUSI2VMEERs3hLRaMRoa8fwVMza6gQ2XYx8LahWBI1qMhRH5JqrCHpG9goaYvPL6ajspI7q7mzpyk98Xl9dYm6VAX4E5PmM7NHXca69MxbX2ThgFaFkjE5tQdcNGcSGX/1Eg0efryS9bVIn2lvKpGtHFPNX8s+arSyj33WEycs4L2P90gxm4VoUe7yXy2fLZbRJu5nJHJXYEEmNijRvuCngJz7Q4l//qssgkkkGykii1FWRRpQ+W4KUoeZxm7SkUfp8yXtRig3S7noLVto0wBT5DWBTtk7qU4qmB2mL8zLaxjZkPg19nvLNb1P8JedHiJgwSm50T9eQcRVrLd1ewPo1dUStil47ZZmsGDZUQlwP+oEgiiTFHIukPDGKBVEEUZzNtB7OTpVlSpnJ82q2y7on5cE+l2Hv0v7z8nLyRNq82zvZNtuUJEpp7G+mu9MZ13lwKSMcN+KhZx0+92iVQeBARefaO2fvPLBl6LiEuUsozsFeKmEYpe9yYVMxh88OkYlVWZXhcK14bCTSyHTj3WIntUo14n1v6HH/oz0eeFYltiEShCQUml62iqafsqjkS9laZh6LLX02UoswA3X6OSWo9Ptl720qTTKgZ9fXCpEyN3nTTHma2Sh+hlY5m3T7xyYprIrjrDcYLDELy4KjIinA6qc9ms64IBAS3agMWAp6HF1awdeWm3bGrJ92WG1V6A0cBoFiEEj6gaIfSIIw+YfiuFhOh0h8pHs6twazEzvC4qKst8vesiw5Fpn+zfdTT4cP5cmdDMgFsLUaAboqwK1TcLtOyGrHct/jVQ5d8BNpIpKSWJFpb0FpgpS9BNz5apR/ZzGy5H/rR7ISitySu1wKezTxM1ovLqVCmhhpNOFAs2ttyLvu7vD0AZdmkKZfTaLHAxTZPhCS1Bsf7TBIwW9Jkjv5DSkTt0WlLW0Fm2dSJU34iLSGPAd6WY7k+aOhOKzAz6XnJ5vsEMWWMLQMQkM/gCC0DKJku++lrmXTbI8bdw4IQkFMTKsv0Btne8wvhfzh1yuEkeCrswEfeEuLt9/cpN9v0Or4dPsuzY6bt+ubdJ7MZUtnLxNYZoGDLLkpWZHSEHvnAWYB7ALcmQ9eBJcyH8xuhxh7KKDMEjllF0UmnfKGmN/5UoUPf7aOFTrxvYfYm0J7y8t87pGAsrhAw0H4q7H3UCUfI6DOmfzSVjaTpe2NwcQSIxNfXElDGDtIZfjJ93Y5et7hw5/ThFEBcoNgICTKZIMkMt0wJHTTD5bpiuR651da2KJeJAO6SIAss78mUqliixETmSSxeXGaSEGcxQFiSJ3k58YkbB3HliC0dHqWVk/QGkiWe4Ju3Oett7T46280bJpRLDcFL88LTixK9CBwGPM1775FEhqfg6dq/NE3fG7bfYId60M6VZ92r4IQY0lfZllHlQCdXczMJstAfamDMjJmrCxVSh53xuzFTLzU+x5xTGQGbjUiT0b2rFfp3jOJBg9x3JCjc5LPPVyj03Ggoi5l77zmu7S6iCLBU0T9l76GPz7JUzB4CfT5MbzbgTFZvUcJ6DIDusTIRItLqQnDmHot4r33dPnKYxWOXkiTCsmAamIh6KXJeyFAmPSi2gLsNgd16paQJn/yBSdzUrLUfcLeyYx3UZInw0DPgC3TGKBICBUB7yg52PytILaW5Z7gzDIsD6DVj7l2Q4/331mh3xnnj/YLmt2AybUOflWgF1YbKNXh7huXWG41cJ1Zpseh5lTZd6LF/GqMsYZ+t0q7m0iU7CFLrFWA3Y4wd0lv54mRMgPaIXki8tl3hXuSgztjblEezJ45J2Zouw1ZkiVSpo5JyuRaRwxCw/1P1fj6C5VkOLh0EoCPsHdW5KWEGA6GGS06KzH5SID5xz1yNs9T98VhTJo9zHeQTrYiSXS3KWSKkcRComKJEYpwoHnzDQFvvr3HmS87DEyiw9NKKCI0fQHSlLatEiI3sLPUj8qRljkqaa24IAc+QhRkb5NrakUaeA4BvWiINrmsK2blCApWF+VFJT3XjiOoC8WsCqlOtLCiz8Wmw+pSgwefrjDRcDhwtsPZ5ZAPbHHYscFD42xdXV3uf+XY0dm/FoQeOzdFXLO9xbOH4d//wQxnFxqsaThcv1lz7TZJrSpwtC3Gt5FpKDsE6LJrkmczcyYsqsOK5asYdXAJa+dAL8pGh52TYf2t8vR7XHodIWXSqSPdiEeedfkPvz1GbHXhnEiFEDLZB0gUaflhBi87Ppdn7z9BEnOImi4tIy03QKTeONnUq7QYSxSOSq7JZeKNC6OJIoPrxvzTH2lx6KzmkWckxhUpZJMvEBpFj7KgsiVZchlNnnvh6Wqbfd50tc10uEhvAEMxSiKrU5GZFKGoXSkH66RyJUv3Z6tMVoI8PaF5yw7DdTsMM5M9ziyt8nO/J3hkn8O1Wyzb13hsX1fhyq31r1x/zcZVdd01U53FpfljFV/+xJVbO+zcssz+sy1+8dN15hYm2Tqp2TIpmB6T+J7CdUTeBzk8m26kQEqVSknLZa6qFDgOVQZmgC1bgKVETimgzAuqXgXcZamihxI6Sa/l2WXBf/joGI+/UEs25ZFuWhLroKWgIsGTpJtc2Utrt4eOtAE6H5IzPIwoq3mXaqRhuqTri/eidNOPZHXLZFCaAyhGpV75zyxMT0V42vL0XpfVnhxZamQ+RbyoOCwAKC65O/8ky9LwNCqG4ozhXa2zLd2Hf3bp75Ek581xFNWKxNUaYzziyGf9pOCaK9ocPG/Zd1LS7Ro2zGrarfkfev7FfYf0gbN+kuqtrRCrRR7aL3n4uUmCrs+1GwRTdRirKcYbDp4rS8VPhatAKUIup90Ld6GQH2UtPuQnD22LMSxN5GU0d7bDwGUPVQ4s01LY9HXsxnz0C2N8/hs1rK9AqASdQiOkHOq31Jew96vbg0N7YV56zS/xwO3I+0sAMdJtP9rhY9L5gTZlbmtNUaMiJNIoYqGRvZj33dtj/3GHD/2GJvCiIaPeGodBWjsjsvx6nGRrLLYEyiQRY0mzm+mGT6kBlASbIg0gSdg8W7VtlraXheaWeY0KQzo8YW87cn6T97ExBIFkpSUBj05Psdr2WDPV5h98R5eHXlrk7Jxh67pZZifrBFGMvuuqFp4rOT3f5/OP1VhaqjFb0+zaLKhXJNVKsttw1VNU/GQfG62LZMyl2byyTn11YBfOiSUfwStLQBeFTCmKq0zqe48AXJkUwBnIy+COkaXakwee8fjtL9fox+kUfJFZg2nWUtgh7X3Z1HwZ6Ix8f4af/zj2sykCMu/5kowm9pISWitLmU1ZclaESgqzZFqcJQ2x0XiO4Ufe2eGJl1weeCGxCzNvHCkwVjMwSY1RXkQyah2m0iWXUkKgsCmoSyDPmh5SzW1K568AeslJscPZ1RzYtnif7k0FgQEbEdvEum51HZaamrkljzWTDb7tlhbnlts8fVCz95SbTCh74aBCKUGn5zHra67c4zDZAM+RxZZ7Trp3jc6m+Q8z03Az6bdm7DKwhwBetgfL4BbFzl7qEh1uhj3wUfaWcRFg6pDuAH72N8c4fs7D6mK35CHtnUmkIWCPAJrLgDmHsBjG87cQ5GWbMGf2kh43l9Xjl9amGJlWHMoyiytEbBBCIwPDFRtC/sWPNnnin3i0++mXMTL/XDGafiYPsuJuU4DcSsCkoLbkDotKA0orSbuSUjZOQVwkeS4PdJFajsIyBHTyc5uc4ChOhr8OQksvMHS0QLcKjB476zE15jLeGGPneoVdHwMWff2VGwAFpoUnLtCoDdASgkgRhMkM6TLwTGl0bbYtYeagDEmP0eBxaH509lwavXtZiWJKPnipLzFl85y5h1yT0u68qeetdUgUw3//TJ0XDvqJ5y0z5i6cE0cMyxIlLl2lcrCPMDe5VCuGbl6Ory9h8hHnpGiAoChmskkx0yXVhiJh8DzoNDIBeSwxIj3iVKoYw417Qn7qO5v850+ME8Qpi0MeFcYoBibT4iniSiDPJYooZTlFuvV2mc0lCEP+Xsqi/jwDtxCXkS6kQztLZyn73skuFHbo5pAiwWAQwSBK4p6qC9funmLtTJ0gjNGvu+ct1Kp19u5/kS/dfxDPd/BUwJuuN4xVavQHOnc2QDAIFO2epjdQkM5nHk2752Ata/HRn48AWozIkkJ/D+/PWLB3XOjyclJn6EgDSz/mwac8fuszdZo9J/EAU8+btEk3cU6KrGW5lLeswwur8zIzCIfCMpG/F6OAHmHtS/A+BHRLOQFUsHY6FTaTJOUkkEhsxFgqpDVJvUqkaPiGH3t/l+de8bj/SQXViLxwBEAKIiPpk8UUBcgtSWksuW2ZeN5prJqU9WYSxhS6OpMvoiRLskyqtSVGl6Vy2tJqSQrufmBp96EfJj/PrOReIKg2BtxzYxelNDYacO8b7mbXzpvp9tro/sDF81wWlz1e3F+j4vmEUYQnB3z7XSFragMqboCxMb1A0OrW6A3qWKtzPsqChSLyHwW3LaRJprfzm2JElpQkSSFTih12E4DHw363TKxAme+rngSWUkZIHXHwpOZ/fKrB0SU36VpN/e7kWRbsXXKChkB+OXkyJE1GpjW9uuQuZO1ILUrB4kViJW+E4HJp/JEhQVkhljX5prIikyrCIqRGhpbtkxF/67vanJzTHDknsLossARIhzgFOSMgJ00CqVx6pX43pCwu8kAzDzAzFr9EuqQ1LOk6km9tL21+A2QfQQiIDDQDS3Ng6Q4SeVVxBDXP8JarLW+4ukoYOsSxYuNshbGGh++E6DUTEt+XXLNV8iPvMDRqAzo9l7Falaq7zOzkMmeXAr7xksNzhyrMjsGONRpfS0TaA1lk+IYdkSELa0h7F/JkiLlTqaJSGVIweUl3K5O+H03mFEBXKkbKCNeLmGsKfvY3GnzuoSrWUUU6PpUml2NvVboBL3VOSuwiiguQX48Soxc6fBjwQ6x9uarMy9aklHV4BuhyAJp1/iQMLkX2Og0+Y0OEwZGJq9IcSH7mlxQXVwV4ZboVWHTO5IU8SW+07DllbSWTVHrmltisLkUUxVbZPy3yALTE5mLYcUlWEptnO5USCC0YqxvuvKnNzHSTZw8LvvlSjZPzddajOXi0ypkLis7AgBH88LhLbVLRamt0oyqoN7y5i5Xoa5WaftsgWGR6YoLNa2IGcZPf+7rl809Mc/hkAxsqrtyg0JFi46yk6puiACl3PBhi62GAlxhdXOqcCFlsT6dG2Vyk4M6CS5GxdZKplKlrkrxOak0CDF/8Zo0Hn6mmtSaZJShTBs/Yu9g1uDxv8LLFVCX9XVTljWjxMmGLy6H6Urly6ewQkddhZFV65UpDmbopmR6PhUCINPGTOitSSoxV6c8kwiYVh562vPXWPu++q8vvfUUSRCJJ2+ZpQ7A4RFbQN6l2ToPBZMxsWZMnsyttmpCzOYCTgixJ4bxk4M6YW2R6PXVcskA1O29ZibLvSTbMOtyxO2b3lpC33dDl4J2LfP7JNt94cZojF3w2zUZU6gNmJsfox/ZrkfHm+kEX9fP/8b+x46rbVxdW1erJc+qvnzzd54oNUKsv8it/pPgfn19Dr91g05hk9zrBpllFo6bxXYHnlkYSazPUH6nUcPVfuVEhvxFKdSWjpbByyAq0Q+BOwB4PuyYqkynJnJNYGr7waIX/+9fGODHnpU0MRUIHqRFS4EnwZTLIXqdj4LLZ4kUypxgNl9iHxWD+fMqtACllMXlADA8/SiZ1yeHETebUjR7lgHZI8lEiiCKplkwpKMqSL1eSXC6Cw1gmGzFX7og4M684clonCZ8heywVn0Kk3e+jAzAut3SVVqzSm/I8raGFayQeKf9lIbIdqwWep/BdTRh5tLs+4LNljebtt3apVXs8d9hlzPO4cavkTbdv44qNjX+4+v+2997xklzlmf/3nMqdbw4zd3KSNDPKWUIJkcEYk2zjXa9tdlkc16wj2DhgDLsLDtjYxgQbDCwgYZEEQgEhCQnlNEoTNDnPjZ0rnPP7o6q6q/veUSAJvL+jT6tvV/ftvlP9nLee93nT9I57zjn30nhGj2OGCAxWjgWsHq6y7UDIv9zi8ejOAhuGTUaKilJOUMqblIsmeU9gW93Glmk3qQ6Ye6x3LzURfc91qUt2BrrqoScp0GWGiqTglhmHMpUELStiz7TkE9fl2f60AwWjQ0niwE7MvVNq0qmzJAOaFEBZy529yfQ77Y/+Lf6+u4+7KspSwZ7Yaqu+gE9XRZGdLMTe8L0U8ahrKXRHGxcdyy4TLKq465WOtfGgrdm4JuAXX1vjvm02e09kLlUdpzOmIaEUtFJ/IGnhppXuqChaJGm1Se5Jj6LSoSkioSNd6pLstfh4pxooUUoQhMl3EwSKejNiet5AaZt6y2BmwWa4nOPKLQsM5ud4YHuTe3a4DIyEDAwFNBohkAyhOnPrJnJejoe3NfnkFx/l6UMelnTZNCYo5wU5V5JzDXKupJCTFDxNzlU4tsJJZtsYHRkvA2hSR/PkPLyrrKSWXtEN/KgMH1d0E6cytKRzLLHeRsRsTfC3ny5y20NuN0swjVgm4DYkyYTibBvkbkTWEFkruFgWXAr4/RL4c13Z6vqerEKdpS8pZYkB1aEpIgP+TKRTCh0XGCidJDcZ8WNhxNtIKKKG4rLT2/z6z1d5z8fLzDW7akosxIsE5CZhcgnQqaqS3osE2AmdMlJFJQNm2QP2riaephN0q3+SIFAqkQJ0rlYhWkMQGNQbJnM1g+l5m3LeY8VQk9WX1tmxpsXQ+ARD41sotOtdgK9ZOYbpjd/0lRtuef9QYfT3BtcGlHIGltWd9+5Y4Njg2QrPUbhOhGOrTlN5Q6qeKCY9AO/Vv7OzFLscOxPR7LfaKcCNKHkuo3cnYfjUerek5p+uK/CxLxaoRVYSrTR6VJO4d19XOelJqqJrXfqjlz2Wekkwa0TaQuA5Ir2/uj6rovSXBfbni6ejT2Sm5ZvIyIhCxW0VpI77SkaJ7yGEIlIGhJqCFfDWn6lxbMbgQ58u0kypR5rup+iCXMatIWKHZS7fzQAARt9JREFUkwTwMbDNJE9aq6StRIeH625MNKuBiy7tEUITJedURhDKZGxhlFbxxO2724Gm2Y5YqEtsSybjaSxsyyTvehQKJmFr4f2nbNpw05M7j3YBbuUmuPWrf9o4bUruWTuk8f0WkTJptCz8MA4CSNkd+eFYybhrM+okQXXHZaRfbjYa1TsYNEtPpFCZnxMVJSMLyg7nVhlwx9p31nJLGYKleGKnzf+9KUc1MME2gBTYqe4tESTUpHPr6vNpmdySkcosj6VrtReF5jO/81yQ3gnXp2DuOJvdfOsYyDqzCbrKStooSEgZgzkBeSxfSpRQSa6JkVj2WDqUKu79XnBD3vziOjfebfPwjtjCxrwnvY8tgFYGYZojnTynU46hUmstOjJhVzrM5KAk0EiteHx2RO/VL0qdTI0RxmNo2gE02xF2U8X9MZNf9kNo+nGVT7nkMDgwt+f629/b+NiH3tkFOMC6ra/EsnLseuoGDu+/hYGSx9RYjmbbpe0bRMkAoJh3J/39UkrSyZeA7JBRUgueAL43400vQVVUD+/uAbdUSJGJUvaF4k0r4tHdFm9/X4VtOx20Jbu0pGPBZUYW1J1GPv2TGpaSBpeiKT2BHUHmUd8X9qxmvPfHXl28Xy6Mo3uxIhFTkhTUMoloyiSVVmgQWqN0Cvy4Q5ZQRmI1dfy9+JotawM+/HvzvPW9gm27EudEpn+M6F5OUktOqpjEioqSAoVOANXNJ09fI/r5d6KL91/NuikK3WCamdROmxlZOtJx/WXNh2IpwLNqnHnWZl5+5ZU0mk0WAbwVjSDtHNsPjnLXd6c4+5SIK8+ZZrBco9l2aPvJuAipcOwIx45j/WEYN2gP03ZincT8VAuih4vH0UCV5JFrhMho3iJrtTUiw7s72rfRBbZMAjqmpahpyT9el+fhJx0iI2O1RTffBDKyYA+os45x1yr39x1c1BaiB+xdq/4M6SeLvtBFGM9EMfuteq9lXyJnXMd9u5VKVBsRd6ZVKR9Ho4RMrqgy5uNKE6EwheaMTW3e9lN1fv+vLWqhAIuuqU2tOQKUQSQE7bRcTQmstGAirdtMrj6SpMpH02n7JjIgT2V2rYlHtmji6Q1K4CuBiuKXOJbGtWK1Cw2NUFPzFVIKzt5gsWl5ibM3FVm/coBWy+mc1w7Alw1LLNvadcVZ4ukJT6+xzQXufEIxWxNcelqTgUKIYSjyXpt6K2SupnFtxeigoN12qTcdfN8iSECuO15FP0VZysHsWm6RyTfp0BGhMlHKKLbkIsQQEaYV0VDwiS/lueaWPO0UzDJrvWM9Tibg7o7cW2LOTtZ691ts0QV2bzCnK20tRvaz0ZN+691NT+3n4Qo6rYyzFj1LWWJwd6mK0DEXV1IhtIxTUbWOf1YaQWLNI40tNK+/ssGT+0w+cV2BekB8whIe3rmPTR2REvgZkGupkxyZ2FobKQ9PI5upNU8AL0TqeCRzMDW0I0E9FCy0IAx9xgYDPEszUzM5XLXJO3FKc7Ho88pz5pmvSR7f53FkoYQ5Wn76jLPdXXO1aDHAveIUj95/3Y22Xf7Mo/tH3vXtBxc4dmIEx/RYVqlx8ZY5DGOBJw9EfPE2jwefshkaULzykgZXbqniObpjyXu6JqUOp8jKhhmKkrXcidXORiqz0qBMwN1RUMyQmg+fuD7Pez9W5PicFV/LOtY7S09ExnrrRdHKRT1bMopKJwEoC3wWb4IM9jsW/1lXX6JV51jPQ9EFuiZjrbuBH6ESi03GmndUllhZ6fQIJLHeIgG7kghMwkgzNhjyzl9aAA3/8rUCtSCxAH1OZxLiIVIyk00YD+dKC3N1Yr07f39/4lo346VDTfxIUPU1BXeel54+x8subjI6oHjgKZtrbyuw7UCFIPI4b0zw5ouLuG6DXYeP02aMoYniZ275zndvfPNPvWQxwAFaoUMu5319xz7j1QcPD51+6jKTczZKxgcM9h/3+fS3XG59tMLOfTlEaCBNuG2bzy+9/Bj/46eDTNg4+bJFr+VO+Xq/WiKE7lFLOha7XxYUmfRXI0K6mi9/PcdffrTI0VkrdiplP+/ujVhaohvASR2hHs0bTqJ9ix7w9hcxxIfEsxnsZ7Xm2b6FWaoC/ZY70yQziXb2AD2RDIXuauJCJFZbkNynoDcQOubXga8Zr0S885erzFQln7m+AG5y6ehYck2n2h5QSPw4So7qhPRT6003pRaRtKronqbOBSFDF4X2+e+vnuG/XK3IezksU3PW6ojLtixw67YG/3bTGMdnCnzldo8zN+Q4ba2Fb6iH62bh65Jazzk1sg/++aOfpjC0cr9n63M3r1BnnndKxGnrFtByhv99jccXbxtFtfJMlg2WDcBYUWJLC61czt0kafsOkUq+6ozW2WncI7ot1vozBrMhednRuVUfuFW3OsdV7Dpk8r5PlHjoKScZ8ZdNgc3megssGadcpBU76Wz3pcrR+gsd4pnsfTODeh53h2WJ9LmEA3cGa8nMfbfWIBORzLx3dlP1N0ySaZApzeWhWxu6KC+/C6Deyqts/azOgE13oi+lksJzNd991GJ2TmaQknU4eq5ZmatOv4ctujtYJK55N1OvE2AzpcYxIG9r3nCphWcPcHSmyIm5AvVWjqGSw/mbfCaGGtz1pMGhE5ITMwYLDQ/TtK5vzD3x96973S/3ALzHggOMrViJ0pLTRh6h1TrK9fdpbnu0xJFjHqeMGQzmFa5FnGhuCGxbMDFcZMc+j8GSj2OHnRHZCBU7lKJf545B3eXiXaudcm6xCNyZNFhb8fRhkz/+cJlbH3DBzVrtfnoSa95pGwhTLubaSzXz6XlNT+OiPppCWhUu6P26F3P3NAejXyVJQZCdhbOopZsWGQvflQdTdUQkDuZSSVlxu4WYi8dBIolQIIRK6El8ZY2EASr+W6NWyBVntfizty/wRx8usfuIHV8CY5PdjXhmZH+NJOz8LLp/a2LNDaETHT3JX9Hd9hSG1FgGuJZioGiwfc8QtbqRyNFxwY3rRFSKBc5aU+M9v7zA7Y/W+e6jBbbtG+GyiycIwsUJP4sA/ubXXoqUpv/gPXv5+8+d4Oh0npxpcOqkjKOaTjKrJymsdWzJQEnQaEHOTRvNd/l3t6ZSZdJqs3y7V+9eGtypRQ8xLMXe4ybv/ocS19yUwxfJJCiy9ZVdcEtixaSb573E+O0lSu9YApwdAGdekzVWz8hOsk/2fQ8p4AWLuXh8n0mZTR9n8sRJgdQT2ewWQkgVQ1iJbvAn5ugp4LtebKqwoCSuqXjDVQ0iBX/09yX2HU+UlR6Q666gnQA70CLu5Q3YIlZYUsse//Pix2YytUGnFtzQuDZ4tuDEXNwm0LVN0gG/jq3JeQ4DBY+hSpPXnN/kzHVV7tu7gcm1r/GDMAR+/ZkBPjo0CAz+7kJryylrxxqXraz4uHZSl+kJco7AseLrS5DMY8x78S5Dp15yLP8ZmYhkj+UmlgqzakmqpogM9+46lCqpzInYd8Li9z9U4os35/DTuYJLWu5sxDLTvD5zSVyke9PnbGaQ269/94C632x/D6sf1z0RTfrD9glYEguYWvDewgi6/LuHh2dB3mlPFjOThI+TZPSFIVhGxJuvbmIa8AcfKrPvhE2n0qHHkqd/vRE/pQVBJ8e7t3mQkbiWIslUlKIb7URDGGpqjQClFFIIQhWL5rYl8FxJ3rXIeTaWmadYMHj1pRu/jTf1u7rZXHReFwFciCF2PPb16unrve1l3b7kiV2mIYXEcxXFfEgxF4/ba/kmx2ZcglDi2QrHVEkxcnbgU8Yyy6ySohapJyez3Gk4XpqKw7MG7/z7El+8KYefzhXsJFCl5DSVBWNebMneKh0j9QuyPkKqlmToC/RTkT79e0njrLvBn+eD80XgXayLdw/GAZVu7gldNYVEfsuCPbHqPX0OReyMxv/FOnknKKTSlK9YyQ7RmChef1WTMBL83ofKHJmly8mzEmLqoWdBnrxGJ4Ggzr8zzRkn9jXCCEIDQqXxI2j7MU7CSHN0Pu5FaBuCohffXEeiNMwFTpQbLW4/eOKW6pt++qpnBzjEV/y5+drbnz4yeK5hHjtj3fKAgWKE6zTZeyzg4Z0Sojy2dMjnwLZ1kngV4lghthnGYfyMlaYncqkycqF6Bsud0BIjIjQFH/1KgWu+mcM3ZFK40F+ds4Tm3RexXNJydyyz7oB4qfYQWf17KX7diWQK8Xzx3RvNXBTU0T3qSfc5ujIh0DstOd4EWSWFjC4eU5N4Q5AkZKU6eZS8sYhb2yIiMIl4w0sabN9j8v5PFGOu3Q/ynsqNXpArBVaaaEX6XYg4lpQYBhkkvWgMjW2Aa0O5YFAZ9lGyzpO7TR475JG3JJV8wPrlmvPXDT3abNbebjvFJc/tkgBfvenl/PMnPxtF9mr9te/s5R2rakyMNrn2DoPP3Fhids5j1bDNuZsk5YLGtSM8NyDnBniuj23FBQcpsEVq3VK+S1Ya7LPcMk2oUhgiQhoKTMGNd3p87sYc7UUyoKRHEkTG4d3EseyNWGZPboaOLAJ0H8gzljrLtbOATl+wKE32uYA788K+xMLFhRCZHJUO9+68LgG3ivXuGNxpSm3GimeAH98ntZ3Emzw2yEay4Y24+F5p7Ejxpqsb3PekyTfv8pJMwj6QZ5NMiP0glQlUGToGtkh8DpEA31fxxhJCYsi4g0NewWDZ5PzTLFZOKI5XZ/n0LXW+8O0BTssrXnPZPKPLztFCLETnXvTa5w5wgDPPvpRWu/W5p/fu2rDv+O78I/sjPv6VYSxlc+ZKwdSoxUhFUMiFFHM+xVybUqFFIdfCNgMQiijqevKdxIOeQE8CbpE6mJlsQREirQhpwlfv8PjdD5V5YreTFAxnAb44oJNSE2ORY9kbyFlKPVnsVPaOwuvnLT2h+z5QPyu4+8KYi+mJ6GrgZB3LPk08raLRvZY+e98LaKCjnghUQlUQJHp4vPmVMhLZMIGrCNm8JuCDv7XA70i4/jteSqp7Qd7jRGsQcXeGiC6T6Qa3FEJpagiqpqQVxhtNSoVrKabnIh7ZkWO26rB+qsp/fdk86Hmq1QI1f0P9xWdc/DnHcU96jo2TPfGRD3+QX/+lyx9YNVn45a/fvr9818MlKrbFpuWSqTGLyRHJxHDI6ECLoXKDsaEqhdwCLb9BpBs4lo9nR5mLfv/k2pNEKqWKwW1GSAu+fLvHH/x9icf3uDG4ZdoFto+apJmCMrbctuhOJU6HR5nZIE9Wh860l+uvuFmsW4sMvUnBn73vzm9PNfD0WFcXz2w02b/xspU8ZN6Hru4tuv22eya9pZJmJ1W5uwmh+5qs09x5PqOHd35OI9Lp5yUgHh2MOH1jyP6jBtt3G0s419lLWZ8lSPGvNKgQgiaerFPyGphWwFxTUmub8XnWGq1iHt72TRYaLqbhsnmlwDIUTuXiI9t3139h6+Zzg5Ph+KQWHGB0civOwgJSPobUDTatNBkbMhkb1IwNthgbajJcqTJQWmDXYZ+v321x6wNltBJsWdfiN944z3gZ6k2jY4U6PDfLwTPgliJ2KIUZg/sP/77EY09nwb1UpDJVTWLebYvF7R+yLR/6S8AWhd+XsMwd51L03ne+z/6T9zx4eH+L9Y61zjzfzUuJrXonb6XHmnc1cS2WsuaLKYroXGHj7MO0cliksqEw0AoinbGFAWxeFfDeX11Aa/jaHTkgzPRXJsPLkxOP7uQmdV7kt1g5OMevv3GerWsjlBbcfL/HV+8us/dAiZmmzVxLU2uF1JuKWsOi1nQ5dVXE6IDF6aeuw8uVn/HcPiPAJyem2ip67G2XnjP4Be238utXGKwYazM1XsO2aiga3PJQxO2POzx5YIAde/I02jaGENy7M6QVHeIPf7aOZ8c5C70JV3RoisxSFEOBCdff6fEHf1fi8T1OL7gzhQtZgIuEa/dWx8ecu5NzQi8NWURJehzGJSxgFuz0Fj6kO6D34bNDPG3JvVR9YucynhjSjh5Oln5kObrIBJBEBvQxLUkVlNiBzMiGqbqSyCApKxFJ8hRSxvRaZfDpw5ZVAe//9QWUhq/f6dFxaNJ53lrF76ST2d6iW1QSIhmpaN7xs3XefIWDEBZCKDavCHjp2dPsODDHtx/Lcc8TZaonHPbPwIphn1rDxJQmRmVVve7Lty1fNtH+ngG+UD2qRkZX3XvZJS9eKBn/nF8xdoJ6u8UDuxX37TC489EKx+ZdGm2bvCEZ8mBlJa7vbfkWzfow03M2g8X4izGNiG5hRCIXim4QRxoRmPCN77r8zt9mOPeS4E4pSnzGRAbc3b4mSyknegnevbinOaLLv7tgXzw0qQtq0WvVu08vOpZV/nqfEB1z3Z9K2+t09g6N7WwGlXmLpI5T0A/0tGGQiqW7hIsju1ZcaR1z9DTbr8OtddIEqAvyU1cG/O/fWEBrwY13uUTQV6MmOztQCIEjwEk6DFcKDq45xL5DOVqBxLIi8m7A6rE2G6faXHVWi+lqk9sftbl3u8f2fTl2HHPYN2vzrndcubBu7Yp756pz6nsGeLE4iTCME21/1+snp0699YHHb7I+dXOJoyfyCG0igWFbYHsaz9bk7Fja8RxBIWdw+poy81UbQzRwnaCjnEBqxbP0JEIb8K37XH77r8o8tW8pcPc7lrKHmpgZ1aR3WOvSTflT7C2ZHtsB+eJjHez2vS6L6ee7dN+tczxzsD/A2QG2Tot9l6Aqmk7LB50oKgI6hcmL+x6KGNxJn0Ogq3MTn3KlMn+FD6euCPir35rn10K49T4vnRae3BJjlLyNLTUFQ1NwNUOOwYOPjxD5FqWCIudEuE6E54Z4TohlRFgIrtiiuWJrm8Oz0/zj9XnO33pVYOjw9SMDpRPlXP4Zz+szAlyaJnPTe1m+fP1BrRpPP33oyY3SF5y/xqJcEBw4HjC7oLAt8GyJ6wg8R5LzDCpFE9dWNFomOdfCNCNsLTrg7uadxNmBmJqb7nX5rQ+W2b7XiT3EJcFtLAY3GWpCryzYG73sOl9ZupICtBfoi9uuLQnoLPBPIp88q5pyMsAnyUmdNsZLqCQxyLtUJe7Bk1KVeLaNEHHjfCF1N0Lao6x0krrjx6R548lzGXVEaJ2hK8m/LIANKwL+7n/O85sfhJvv8YhS7q0V6Ai0iUi+G9sAz9LkHU2zpdl3BColk4JnkHM1nqPw3BDHUkzPGRw4ZlEuKCaGG1yxxeKMM9c9PbV81cHtO/axccPK7x3gAFIa/Nu1d+wtlUpvnZg457YrxAOsXqZp+E2ePCyRUjJYlORzBp5t4DqSnCspFeIQfjpzUXTeL9W/kwY9ToiWmpvv9WJw73fQ9hL6tsg6mGnUshudNIVeZL2X6ki1+JheZNGz8vYiZ7PPkveCN20f2SszPiuw+8x2f+P4zjG6QXWSAJBS8WlJX9NxPFOrnW4AkdXJRRfsOu4t3m3qKZEymcOpQSqF6hRSJ++YqDeR6ja0F21Yvzzgr//HHL/xAc0t9+ZRkQQ7iP9AHaGQaWYACIgUNNuK2YUwqQGWeElaSDEnGRts43nzbNvj0Gh6jFVMfuplZ7FphX5r7cSde2Vu67PB99kBXhpYTqPRwPO8w9+5x7x9O9suzeWO8eV74OiJPBsmLUaHLEr5ePqDZYJrawq5iLwXl7bFxcl9DTKNEMcJ2D8ruOuRHH/ykRLb97oxuHsqcTIOZTJEKUWZkSgmlqBjuXvyuzPWWyxpvfUSUcteWtJBcY+173Mw6d0cJzHkz7iyWYbpG/VELUUX+FkOTga4HS08yc0WHaueOJkiU7SciXimDTgFotNFK6UqMZizG8BI2rd1CyzQScGzH7FxRcjf/vY87/5nzd0P59g3DTg+EM/ybCuDQGmCCNoB1Fuxb6a0ptkysEywLUktLzGkxcZVcMX5s3zq6xHjo0XGl62+ffmaSw+3Wg08L/+s59V41lcAf/EXf8FZl7xsJlT5aq3RfOOtd+/nwJESK0cc1i63WTkhWTURMlCMAIHnaoq5iFI+pJDzybk+ruPj2D626WOZPp7ns/Ow4L3/XOJvPldm33EHbWdyuXt4draview4e5bsD8fHVwiz08wz0xIi83NvXjfdblCpjNjpTpV9bUa/zujcaWeqTtvkJINRSJG8rlcj7z7uU3Nkt9BiqXTeRfdAz4QJ2bsxl7xSdT5TdzbsSTd16jpn3jc+kLmeiVTgySQ5RDA8EHH52W3Gx0Oe3GUyMyvTpPqY/giBSTrKpZujHoSKo7OKE3OaIFD4gYHWLqNlA89pcdlFWzlny/L/OT+z447y4MbnZDie1YKna/WKcYqFwr0iOu26ylD1taPVfZyy0uK0NQFT4/McmAk4cKiMbRq4tiLvhRS8NnmvTc5t4TltbKsVgzvXZtdh+NN/KnHtLUVaKq3GydCSdAJBXwIVyZdqJn98jySYTZxKLTdLOJkiNpUdMND3nOj9AvsOLXru2b3M52DLdfdl/Zx8cWSyGxjuOJYq9udILTO6Y8G7Vj8N7Wd+7vQiT7m4QnZojujIhKjkTqnkodFJ5BIi5uxaROjEko9WQt7ysgaOrfnTfxDsOizAE0RoqthojKTCXiX5J+DkJaPDIXuP1/nuDpdVMxo/MFm73OasU6bYctqm69zK1L1uqf5cYfvcAb5142pmp4/ufdmVF//mU9ufMsZyR1992qo5tFHj87fDzv0eJcvkrA2C0cGIYs5nsNxgpFLF8xoYpg+EmCJi12HBn3ykxLXfKtISdlyN009FOmjLAp2ePJPerlRdq9zThq0PpIusIBkLBl0L3Oc8dkC+BFen732e89KcZDN0JcB+MHfus/q3yAx+SjP2lEgAT8YB1UkQKH5dh7okoO8GidJSOJnkoag+kKcSr0xasiVZ3iJu3yyFRDUklh3yhstboGb4k48M8PRhBSIg1BbzhkPLsfGjOPfEdcB1DM7cKLj87CpPHqxz6/05vvukh5J5plaPfMWrXPGbT+85sm/t6udmvZ8XwAEGhsa459679r3ogjO23XP/0Vff8NAB7nvKo91wmShbjI7Y5HOaUt5nfKhKK5jjM9+KqPsGUticulKxaZXi3R8pc83NRdrSATOZcpZa6WcI8/ZYbmJ+tUgtOcllt6evCd237TSfEX3PLXEs+2SPwV5kvZ8XzBclWHWAn7nv6YCVAWn6i4tyVES3f6HQmd/LWu5slmLyOUolRkUqEEnhRCoxIpPoZgxuKXUn4ioEmVZxJkJEKG1g2z5vuLKFYJY/+ocym1ZHnLIyBEwWfIdvPjDE/rkcrqWoNSKOTdtUCoNcdXqVC0+p8u2Ha0yOT7J63dnbDu/77r4tWy98Xuf2eQEcYGJijOXLlr3/xjt3rtm2s/qmnK5xymqL4bLB5IhgYqjJ1Ng8GDN84HN5vnTHIEqbOKrBeVuOUcyHXHtbgbZ0wXJjcEsTkZjHJQMgCaBSRzJbvBCDPJsVmGmcmXC7xbxU99IO0fdzH0az1fH9zuRSwcrnEMBcDPIMyrsWO0V55jUi83MHnGnhg8jQkoxyIpaw4h1aQpJxGPsv6cboOKKQyIZx/EIhkIlmqJI0284VI3OOpIwnSyglcZ02r7u0hY6gmNecd6qFChygzRlrjvDeT4+wZ7qAYykcK6AV2IycGGTFuMvPvMhmYGzF50oTW98fNPY97/P6nJzM7PqrD/4N3uilbTe/7Ho73HfZpqn2ijXLNMWcycrxNstG53hkT5UPXFvinsdGGMtZrBgweMkFLd7736YZGw647vYi7SiPsD1Mw8QxJI4Rd5ySiRHXPWgik9/dlQQ7ed5ysRXPUpZnvU83QFpI3OeMxslSXQezW+ybcTY796LjkPY4nj2Pl3AC5WJfoP+qIyXd6Gr6XKdeVHQen7Qjbs/xvsLjjI8hslfQnqua6G7gzkYT3cFXyohvkUGkTJQ20FpiGtDyI/7ko2X+8WsjePYgrjFMEOTZsAzOWD/PdEOx57CLUBqJ5vB0xFzNpFwaueOCKza/QSw8WhucuOh5A/x5W3CA3//Vl7J9+4MNdcEr/I9/9guc2LvAxVthfHiO7zxR44NfqKDaJdaPw/hg3Lz80tPz2LKEZAEMG2F6eKZJ3tQ4STuJSAvaETSTxusqY85TkdDI/Hyy3iVLWe+eLzOzd3oAtdTx7D4T2VyTjnu5NCF5jny8Q0n6+bjutdiksqHovl4neSWkVldkOfkSqbUiEwzKRDlVEgaVoptbToeHd6VDTfc4qRKTgDxKAB5GBlpJELH8Z5kGpqEJo4BI27T8Qb59j0XUsFg+BhPDLueuM9m6dpb/c43i/kcGcW3JBZvbTIw7TG18uf/QI7Jx5umXfy9Q/d4ADuCV16GUujtfWKOL5iOXrJw45hycqfF/vjCIERXZPAWTQybjwyYrJjTloqbZ1tx8b45aO0feMRl0NJ6pks6kEETx7JYggO5wRDoyXk83KpnNOenXvJewXBnQnVQe60HzYqT2UJfO4dSqdaer6b5ff66rmzHY/b0eRzMLVNIGP3T6/C3KHhQsAnmW4nRfp3vA3OmgBWhixxGddqSKN09/nEAjCEKTdmARhnG7H9NQ2FZcZ1/MB7zonDYP7VEs1BU79we0A5tm26PtS9avkPzP10/zm8cMdh0tckrD5uotlzbP2Dp1T0/H3h8VwKfGigB/+Bvv+kDBtUafemT3gcm7d9gQFNmyApaNWEwMm0yOKFZONFg+NsuDOwO+dOcQOcNjxFMUbY1rxhXTEE/Q8pUgUAKVhryE6KRZdpQRCUu1XOsFdMa6d47rHlD3aMGIk1r2Xn14Mf77l3jmp3sALU5yXPe/KMPNOwDNgj7rWHYstO68Nn2vLNC7eS4ivetxZpUm8Tdlkl0Yh/JTitPtDBxHPqPIoN60afsxrEwjLmMMI4ltal57YZU7H5nj4R3D2KZC4+MHFn7gEERDbF2rec15c9zxiOLi8za3ptZc8ddzC/l3DVZOXtDwbOt5c/D+9Z53/hqrJ9zC4enowk9/UxqnTZqsW2azYtxkxXjEmmV1Vo4fZ9v+On/6qSH2HR1koiQYcBUFV1PwoOAKCi7YFsw1NdPNFkQ+6Ty67pDWZNSIPElYPrMB+h3L7PGeUSHZRj6L+HlvIKXDrdPn0gBPT6Cnn5t3eXkPX6f3b4QlihdYYvOmm7HzWPS+R+d5TTYQlBGjEEm9WD+N625IsUgZSt8jbYqUTtiwzADL8DGMkIV6jkPHyyzULXzfJAhj2qKUpB2YjFQEm9dU2bZf8+RBhyiQoKKkgauJxuacjXXaeoVvelvePzc7++dbN28MnwsOT7a+ZwuerkJ+zl89VXjf/qNT/jlr+bPVw6Fcv1IyOdJi7bJ5msECf/0lwXceG+XQ0SKrh6DoKDxL49oC1xZ4jsB1DPKe5JKzaowMH+I7j2k+dcMg2AUQBlKITn+TtEInzfVeOhK3hCxIL3ie7Z7ssSV4SuYK3fuhqW72XFZqoQW9Jj21smT4dXJcZ5pWIrrBGkGWcsTmeCkenn6ITvh75sOS53WnkFlAMhgqvsYpIZFxvwdMGZFzW3zqRptbHykxXsgzVLDJuwaeo8i5Bp4f0fYNWn5MX5YP2fzxz9e544kW/3bDEPfuzrGhEVBtKHzfQBgr1OrlU38249sfPDF3xP9+8fl9W/CPffzfufrl/yUcqCyf2bLWfduq4e1y3VSVkcEZ7ttZ52Pf8PjGd4eQocfqIc1wEQpunH3oOZJCzqCUNxkqm6yYkJy3yefFZ1eZHK5x7+Mmx+dySMvElQLXSFuv9aon/YpDNue7a431ohB91lJn26BlrXTX8mcVlu7rO+VqmbB8jzU/mQVf4ra0tc7ei14L3r+BUyXlGS1+VzVZPL0is0sTPt/rmKRXqNiBzHk+2w9GvOeTQ9xw7zhByyZNjI0VlFhqDCNJyzdpNG2qDZeRsslZ63xWjNeo+T6P7Tc5Oq85Oq3YuvVCtWnDxt8qefLQq17xuu8Xnt+/BQc4ZcMKhkcmduze7b794MHqP3z13lvktr3w2N4RVMtlw4hkpASVgollCtq+Igg1ji3I5wzKeZPBMgwUQ4TQ1BoO6yarbF3t89ieJKlKamypOzQlbVUNLIptZ/XYzkoN8HMAVSqJdbh6Fkj9b5z5GxaF87+HddLU2fTnrEOZuRdZBzTtF67SYatdS/6c/gadavAiEUvi7lepeiKkRGmJaWi27TbYfsCj4BqgFfM1jW2Bxk5yB+KswyAQNH1wLJvpeZvhSo6z11TZvHKebXsXeHxviXWrX6zWrln/9srw2h3aOPqDgOYPBuArVp/KvQ885Z9z5nkfu/amp3P53Nq/Wj++h/kZl/yAyWARBssW40OScjFg+76Q/UcMivl4uFUhJyjmIgq5EMeJRwL6CgIVJ1+5EjxD4xgxuFMFBZJpAEnAorsy04I7R/qoB5zUGmadUOjDc1YqPKnn+f2t/uKHzh7SyWf2S4K6L0BDnzoiur/fBW/37KRtPLL/nJ4aTkCm09WSdmuhYRBFZtyqTypaAbRCQa2lcRsRlhliGSa2JSjnFUdnfLbvE5RyJmNDFgt1g/mqg+e6PPF0lYmRVVx2uv2ODWec/bHqzM5oxfJNP5Bz+QMBOMC5Z21kYfZw9Htve8WuJ58crH7uizcVLzq1jiCg0fJYMS45dXWNE7U5vvNkjsliDtuS5FxBIaco5uJypZzjY1ttvnGXyQ0PlrA9g7wJnhkrLlZSFZ+qAKGKb2nuRqffRgZ0WdAu2eh+EY/v5djPFLXsWT8IkJ9EE++R9xKLnVVXFjfrpJv7LdJCiF55MN7eupe6JB+nlCBSsb6dFlYYUmHG5TxIqak2HC4/o82VZ9X4/O0Vam2Tekvh2QrbirAtiecamKbmwq3HuXu7xdOHSmzyTZSy2HtEE0UWyyemWL/5xdXBFeft2n/oWLRi2fofFCz53gXGJVax5PLEzuZXxpZd+Ks//aqXzAjbYLbqMzoo2LSyTj5/gtsf06jQpZhLrLcHBS/OPsx7PuVCi9maz5fvylNt5Sk5gpKlyFkaz4pL4lxL41jxUCwj+RcoHSfQhyqd8dIX9u93HFPOuoRy0fuaxMFcSlV43sjNvMWSHipLbpJO9l/mrXqOZULvPf0JVTKgSvcCvxtdSvl4Oi49HfaVjB5UkiAwaLdjJ7HlW91b26bedPFsh1dd1GC8XGeuIai3JY2WptmKqDcjGk3NQs1AigIXbmkxHzTZfiDk+ExIMV9nYlyx8dSXzFz9ovN/dbhU+4owcj9ISP7gLDiAMAYAqNdmP3XmWRea+46o9x/e852RteMncHMzfPybJt99aIBTlxmMDloMliSlfETBi8h7AcVcG8Ooc9O9ku9sG6Ts2Ay6iV5ugZ1o5kaiKARR3IE0jKAVyrhdmQAL3Zm3GP9hehHvPqkVF73gy0psJwN2/zGdyG/d/z/LeUvx9mwvzIon9CosHetMUj6p6aS9ptXwUnQzB9Pzkkp/htEFt1ICrS0iJWm1Y7lPi6SfuqEIQ0kUxZbFsRQXnjLHVWfPcM0dOeZaFjkb7KbGMEIMAyzTwnWKXHl6iG0t8OkbBY/uhlJljJ961cXHl6+98PdqzeBT5dLEDxKOwA8Y4OnKFwYI/donXvuKF8m9Tx76y9r0rpEv3K64+6FhtkyZrBi3mBwRjA/5SU/DuNC0kGuy85DPX35mhHqzwGRZU3E1OVvjWMmobUPEY+RE3HVUoTlUg5kamJbAS/5FhkjHZ3QpyqK8kz6Qd/NFstZcdAB4Mqvdr7YtJfcttbJ+ck8uyEl+fREfp5eWAEkyVNruIa3Wid8/benWoSg6VZxiVcQ0I2wrxLUUs1WHozMeczWbMIrHSJpGfPNNRRDKZCMIxgZDfv9nF3h07zy7Dw5RdgVOWxNGimojxA8gUiaRGuCSU+HwTI3rbjUhv/H42NSlf9BqRp8YGa78MKD4wwE4gGkXOLDj2o+ZdiHaPb3mAw89eXjwss02y0YNhiuaNcuq1Fo+jWYuoR0Btt3gS3e6HJ4ZYMWgYCQfB4NcS2Ca3dnlaVmTbRmcv6XBscYM33rI5PH9JXztIEiaOOoux0xlPSOp1jEyxzqKTAbBi5zRhNR3wddXlJxVM7LqxnM5WeIk991s2O7eEal812+5u46jSjel6r6fEBARy5sqS99Ewq2NCM/2se0m2w9E3PyAwcyMydSwhW2BYytsM6GFhqRlGLQDgyCMMwuXjYa87qI5/vf/LdIMbLTWuK6OZcC9Ec2WYq5qMj03wJmrQrhiZGagnP/dT15z87/81ltf88OC4fevgz/T+uCHPs8p5/30IwvNwf2jFecllfxxB2Fx/mlzzLTm+MK3HJqNHBPDMD5cZdeROu/7/Ch56bG8HDFYFFQKkryX1nsKHEvguQalvMXYoMHp60Neeu4C65dP8+2HJLNNF9OQOKlmbqSWP74ZhohL2jKt2ToZgCxFW0R3g2T05E4kk5S+dCc99GreS5Wt9ZbIPaMOvki+THCZucKQ+RuyS+u+HZP5bENqDENjGbHVduyAvNdkodXkDz9e4fo7h9G+idvpBdmV/NqBpNk28IN46BhaYkjJumV17n7S4MR8jomK4JxNknNPq/PUoTZ7D1usGlMcm/dZNrmuev7W8V9dOdb69Bte97PPUbz83tYP1Mlcam1daaurzxn83CnrJn8lMFa1bKvG/bsafPqbOQ4fLWAZJpapELLFv38nR6NWYGpAMVKWjAyYjA3ZjA/blPNmbHkNgWMbFHKSSjFuEBlFea46U/DK8+dxVJtAdS/hnS9UpFeAuK24aYj4/SSLQuTZ1WPT+8B2stXTcerkbX5SzPWGyk9Gg8jMwBF9+So9MmA6VS2+hdHiWxQlpWi6+5mxFff5xt0Wt94/iIGLKRXz1ZBaQ9FqE/+uEszXJIePCw4dNzg6bXNszuPwdIGiW+TVF1UJCAhC8H2L5UMF3vJixRmb5qm2fC45Z1nL8iZ/ZdueZZ97fHf5GZv2/CDWD42ipOuCy17Pn37gmmi+tuza5eMqmptX//bgnXvcZsNm1ajBslHN2ECDE9U2N9w7ybKSYLQEwxWTkQGL4TKMDgZcf19EvaoZLhuYhsCxBa4TYZkKPxBYpsn4QISho65k2LFWXe6eWnFD9vLZjLCQhd+iPI1FDmUGY9n2ayIl7v1qDoutcC8N0os2ULpZO/q+7v68pOqiu/EBEt1ayfR9ZMy5kxzu1MpLGY+UOTrrEAY2jqXxQ2j7irYfdXj4YNlHyCZ3P+YxWpE0WiZhZCLw8JwyLz3b5zO31Dg4P8DB44p9RxxWjhe56owWhjfRmlo28paLLxu8bv9TJ6IVp/ynHzb8fvgWHODd73g9y6eORP+6Y/0XT1s39Z8uOntNY6CkWTUhWD9Vp+bP8RefrmAEDssGdGK5LSZHYM3yNmdtOkJT1ZipaSIVA9TuSIVR0i0rBVi3FUQMbN0BtmXGw7NsM6Y7lhlzeilFD9iXAmJKKeLHfd1OkkqZblFvxoonz/ev3hB7L8izjzMf0Vd21j2efc80PhApQRgK/FDgBwI/kPEtjEPnYSQIEyvfmUqdvIcmiS9E4IcaP1REUXw+B0s+pjvPvbvb7DkccPiEz5FpODpjceh4HoMK7/q5KrlCjR2HI3YfVByZgVCubZjOiv908eXWFx+458iPBNzwIwI4wG//0s/y96/ap9/wXw59wXSnfuWis1bPb1rdohUd573/1+Shp8pMDQnGBk1GBy3Gh2D5SJvVk7Pc8XiL3QeNTutjywTHIp7AZcV9V4QMk8u3QTqSzpC6a71NsBMO79gC15bYlkwAHv+NHb04o0pkwdbh0AkwU4SlIFZK9/x+NuDSuar0AbKj8CRtj6U8yZVCdy1zmkmcgryrEulO9y6lIAihHQhavqTlC9qBIAhkfAtTkCdj2JVEq7g0TeuIViQScGuCQBOEmigCFQk2Lou4+PRZdh6HQycijs3EID98wuHgsRJnrnX5g587iuFUeeJAREutmt+4bupXXv/6nV/42L96+uwLfuVHBbsfPkXJrksufxMf+PBn+e1fcD578OAq64m9Ax/86q2PDwX+YdaOCKZGTCaHY3BPDvusnVpgoTnLP32lzMK8w4rl8VQ3xxK4tsJzIlw7DhCdmIt4dFeBQFp4Rrc3uGXEN8eMge1YEsuUGGZsqvxAoVoRbQVhFNODeOQdXeuaTaTKgi4LvgRkSqUBlO503y5JTgDZx7mzcy+zRdDZ3Ozs5wklUDJuC5G+Vhrxhk6pjEqA7Qfx75sm2FEyK16CEepYz0407TAyiJTFaet8SpUmtbZLIxC0fR3TlEDR8g0WGjbLx1ze9poZ3r7bY/uRYtx6TwDYgIdtDWDoFr/0yiKRc/b0zHz5t79wm/lZrTfyK7/45h8l5H60AAd4x9t/lne8HQ4fmf/k1jNMc3T4tvd9/PM3jrSrAetXGJTymoFiyMqJKlrM8KlbbI7OFZkqCQqeIOdKch7k3IicG5JzfcqFBp+/VXDnw0W0NPGMeM5LfIstt23Fm8N1DBxL4tgSQ0KtqZitKuqtmOYYEixDI6XogDOlOx0qI7rWWiW0pANW0rEhyWZJckPoZOYloKSvCVG3N05HU9d0ryoqY61TuafTdT1RRWIJT+NoRaQkR6cNao3YMbdtgZuMAJSJ3GqbkiCShKEkCE2C0OKiLQ1efs4cn725yELOoNSOKLQVzZai0TKoNgyOzxYYHWrwC1dP8w9fNnn6uIshI9qBz1zVpNFyqAyuZmT5y4+/+uWX/r7yw08aTokP/qjBxgsA8HRNjJeZX6h9fNX6F4mXXWH95ZE9t4w45gnmqx5jA22kNcPfXmdyza3DjBdNhoqaQi5u0Fj04olv5UKL0cEqc40Gn7qpwomgQCEncQ3VkQetBNy2LXFtg5xrkHMleReKeUWkWuw90ebQnEXJBc+OqYiROHLpdGIjUV3SvA6doE8p3QM+0RmnJzpdhDs0JokWLY6qJmV4RpeixPkgMSVQCadWKnl94nUaaUNMoeMpwZbCc0IKuTbVZsDTh/JEoU0hF+eERG68e6SUWIbGtwyCSBFGBmFo0A4sKo7DL1xd5Rv3zHFkbpCcKck7inwzotY0qNYNZhZsKsUSb7niGLZ5hL/74ihH5nOUy4rdR6sY1jBXXHnF8dPPvOgPolB/3HRKLxTMXjiAA5RLBbSuf+zqq84Ltz+u/urhh785MFP1sewFrrvD4Zv3DeFZBsMFRdGTMbjzUC6EDJVaDJaqHF+o8c9fK/DA00MYlkM+oSQdepI4lY4VW++8KynlNaVCxFA5YNXEDEcbbe58chShDUwZb44YorFljTm87LRziwEdj9aIVHwjyfSTmUq7dKR7GpjpseAd+pOMVUmihGnuukYQRTGwo0jgh93+O/FG00Sy+66GETvchZzPQGmeh/Zo7nzSY/VwRBgpokiDNpHS6FhvJ1CEHafTIAgsmm2Pzasa/O4bTvDhrwqO1AfwrHiMZL4esZCXLNQtpudd8l6Rl5wRcORYi2/eLRgu5xgcGebKS66aHV9x9u9Mz6l/HR0pvJAQe2EBHn/RebRufmrdxrNmZmZ2rx0YtP7X9Xd9y6rXK7zukojbHta4lkExJynkDcoFxVDZZ6C8wLceafLxG4Z5bE+FMHIo2XHeuNGJWCYgT+iJ50rynqaYUwwUQwZLTSZHaowORDQjTTMQFKMMHZDd6KltSSxDIo20wgWarYh2oGPwkG6G5Hej2NqqzhDUXnqSTR2Igy4xTzYTLo3QhKGI9eQQGu24qaYh40iuELHU2eX8cQ2ka4fYls/MnMGBaUnRBUOozmY1EnD7tiCIJFFGFw8jg0bLwbFM3nSlz5b1x/noDSH3PjJMzoaCF1FrGMzXDUbaFgdPWHzroQIFy+aqsxts2nRGEGL87nnnnr0rn8t9Le9Zzw0EP8T1ggMcQAhPVWef/MrFl/2M/cCDOxvrNzofXp6/Xcw0jskde0YpWjY51yDvQqUYMj5U5Yn9Df7iswPMz5dZXhI0A8XxhiRMrKUUSdTSSCKgtsRzoOBpivmQUt5nuNLkyIzPzfe5tNoS7XWz7QRJSN+QWJbRcW4dK7aWzZbk0AmYr8UhGMMQWIZO8qUTcCt68j66/+BuempsvWNg22Y8Mdoy43Ho8TQMg92HDJrt+LWWJXFU0sDSSFoY6zS/BkDjOZorz61zy2Ntji3k484FhsI0BZYZ4dgCLxAEYRz4UUnMP84m1EzPF2m3TU5dXuNdPzvP7yyY7NlXoZJXDBQV9abBsVmbnO9w52MtpCqpX3/LBXpyau2v1dSmf3l69yH/gnNOeaFhBfyYABygOLCJ+x/e5Qtr5afWr5W3luThN0zvcN9z2lSDQEGjGX9xY4MNTHuOmx92adfLnDklmBg0qFR87t5T5bG9RUoqBrmRgNwyDVxbkHM0eS8urCjm25QLDfYcD9h1qILQJkZSa5iCJbaWsfX2bEHe0+Q9HWc/5pp87YGA2TmXoRx4tkZZ3c0lBRi6m9Lak+6arGzYPAW2a6t4yoEdUCq0yOWbfObGEYqOJO/FXFprMKTEMgWRiusnUxkx0gIpDNZNhgx5DXbM5qm0JI6psK04sc11DPwgni6skqobQyocu8Xj+zUPP5FnoJBjYiTPhimTq86o86E9HkfmXSaGFJ4TcPB4QPOgxdYN42As/+ORkTVf2LR62f6F6nF/dPmPB7jhR6iDP5d19ulrOWvLRNOItm8/5ex17zPdM/7s4vPWRyODDQwZMj7UxnXn+Mev2nzzziFOm5Ssm7Q4dY3N614U8ftvOsFQqUkQdTP8TINEQRHk3DjvvOj5VApNTLPOrQ8ZbDuQx3OTsfeiC/DY+kscCzw3tv6VQsjYUIuNK2d584sPcbiumG0K6r6gHWiCMA6QRB3rzZK1Yt3P0Z2AlG1pHDsi5wYUC20GK/N89taAbYcEx+Y087WIRiOk1Y6pkR8SV6RnAjYqktSaFuuXCV505jy+bnOiLqi2RZyn3Y4jk34Yh94758lUzNYC/tfnPa69zeKxXZod+1ye2jvEK871+O+vmaYW+hyeifCDgFoQ4BQ3RBeeftqfDUxufd9ju49td8urmqM/oEqcH9T6sbHg2XXuRW/ha1+9Jnrt637x3QeOHDen2995x1D5IadU3M2/3Ki59tYRNo6arBo3WLPcZN2Uz/hwlX//msnxaYsBT8RVPsSSmGUJPEeTcxWFXECp0KRSrLLjYJuv3DUKkUfO1PEAK9m13oYhEv4u8BxFPhdRzAeUCy3KhSYbp1oEQch828U2VNzK2dCYEViqN9mpX0OHXpCbhsI244EBrhOQc9t4TpPtB/JMN2DQEdhmPDHDMCMsU2JbsRWOom4ASClB2zcpFzxefUGD7zw0wyP7R8lbBo4Z4TqKXFsRBCpptNnN8x6uaK44s8lHvhix84AmVCClg+sM8HOXH0OIE9x8zzALrTFe/6rT2xs3X/KBfG7s3d/4+pd42cu//wLhH8b6sQQ4wCtf9XoOHltgckS8882vvVLufHrqwv/1sc/JY0flhVMDC2alIFg7JVk71WT91Bx3PNbga3dXyLkWlqNoJ1+6lLGKknM0xVxApdBieKDKU/ub/PEnBrn7iWEqxVha7KnM76TmSlxbk3MUeTdu6F/wWjhWm2YbIqWoR1AIwDYEdqiJzDQXJF5pBDQNo2erbCC9WsQUxbFCHCvEtgJMGVFwAsIwYq5tkWsJLDOx9AnVCKOu9U4TrYLQZK7qcfb6kD//lRn+6BMGT+0fwbUkOUdT8BR+qIlUnF9iWwEtP6Raz/OKc2o8umuG+7YNokUbKV1GBwy0yvPiswrhBVvCu8ZXvEqNT5xy15Gj5ju1nkWIgRcaLiddP7YAB1g22tFP/+D6r32FX3z5FcW5Wv0j9z+x943zJ47KyeF5pqtNDkxX+cwteYJmkas3a9avn+e6W/MEoYlpCFwb8l5EueAzNrjAzkN13vWxQe5+YoSRkknBVB35L1VQUifVTsrkcq6i4AUUvTbFfAPDavDlOwuECloRNEKJGyqcUONmlJiOhm6k8+JjixvK7GclqatWWssYYhkhhqF57cV1br2/zkyzQsESOKbCsTSuE1vhMDKS90nGo0uN1gaNlksYGZy3aYG/+OVp3vkxya6DQ+RtQcFVtP049G6ZmlA1+dcbTDavLHPhaQ4/d2WVA8cdSgMGTx9VbFqdwyuuUyLadI2bG/ivJ46eqJ52WvGFhsdzWj/WAM+uV7zy1eze93TV85xfX75yzc7tT96/eXr+2Gv37N7JzoMlQr/AWBk2rzS54FTFdd8OiHTcpiLnakr5gPHhKk8dbPCezwzx8M4hlg9JBp0Ix9bUfE21JbHNpKWwIJEHiS/rbtihN6V8lW/cZ/GVuwZQQuJHivkg7pDrWqJTBN19j5jmaA0tX6FDDTr+LK3TipqUogTJNIwArSWvuKDNV++a4Wv32By38rhWMrKxrQk8RRjJJACU8vcWtaak2crh2Iq2b7FlVZU/+c+z/PmnJfsODVDOxTWTfmhgCI0SAd9+dAiCHGsnAxwhedFpEToSrDhnklJu9LpNm8/cVh4a+5ug3apOTW14oeHwnNdPDMABVq9YA3Di2w/u+aO1Z7525cyhXYwMLX/tXfc9yrqJKtsPQD5noZMaLcuI5cFCTjMx3ODpIzXe89kBdu0dYM2woOBEFD3JijHBqhVzfPU+i+njOYYiEhlO4FjxWLu8F1LKNxkemOP6+w3e/Ylxau0iiADdXqAaupi45CxBIVJoHVMTyxR4rmSwpAnCiO17Q4JQUCmaOLaR2Uwaxw4p5luUiwuYho8fODhmkXf/Zx/Nca6/2yRn2uRtRS6I80PCxKE2DCh4bfYdb/CNu0usHcuxalzRapvUmy6bllX5o5+f472flRyaKTNSUbTamiAUcZKVUNSbEbVmwGO7JKvHBxga3co5Z62/bmrV8t+C5l4hVrzQEHje6ycK4Om67MxVhK3Zvcamzb9z/8POp8Yn1/9m2HjwRV+9aR/lwizX3w1B2yI/IMi5guFym4HyHB+/xeXgoQqnTwlGyoITC4KcE7d3vvx0kx1HmtxyyCVSRsc5dW1Nzg0p5dsMlhf46t3wnk9PMjdbZM0QFPIRb7xijno74pM3jzFbz1Px6ADXMiV5D6ZG2zSjKjc9bKFaduwXeHE+tpRgmxHFfJvZap2/+7JLvV3mTZdC0S0wUGrxrrcsIOQxvvnAOEXHTGiGIgjittOGoXCcFk8ehG89UMA722C4HCe37D6YZ7jisnZK8srzq/ztNR7TCw7LWop6y2CZbfOKCxZ4+DHJ/uPD2MMbuPTCU2+zHO9vcE57ZN9Bf+/K5S9cuP37WT+RAAcw3QGAnVrrncC2vTtnJt76C2f9067dj6576JZtho4CDENTzGkGyjU+f5vkrocqbBgzOG2VydoVIV+5J6IdGpiGRGsbreoESgFJUYUVc++iFzBSqXHTAyF//ukxFuaLrB1WLBuSnLa2wOVbFBMjR9h7YpZrvuXSCkXaNxTTEOQcxUCpjRlUWWgVCGoWE35EGJoJwDWWFVHwGnz9PsFHvzbG8rJLWUi2rDWZHG0yNSb441+YQRvTfOfBMQY8KLcTKx4aoMEwojjcjxF3DrMi2mGVOx4tsW6Zi5RDvGiz4uCJee5+ZIhaM5Ya0ZoLN+ZYufysaN2aLTv3z7X+2+qNFx+OFNtzznOqKv2xXT+xAE9X0qRnuw7ntkdR+NJQm8v+9B0XXPPxz32rRONIvpyvcf8On2tvKZKXFsuHDVZOGKxfMYv7iIG/4GIacfhSqzijzzLBsSU5FwpeyECpha9qfOWeHMdmimwYUYxXYGTAJO9aHD5eYqjU4vWXzHHfk02qtXw8KkQIDIOOvt1UIVGkaAckKoZOqIym4IXsORpy7R0lXMNjagBqDZsjMwbSiKW8VZM+rz6vzt2PNThRz1HJqThdwDcIItmJogJESepv1Vc8eSjEkopK0SHnDvDGF80StBeYnrPw3DyFgc31yU0vWVg2H70+V1h9cPkKY69j/WQDO10/8QBPlzAraK33nr51aP/0XO20N74muqDo8pFWbWfhlrsfr1yw6QRCRRgShio++462OHw0x+qhtNJHYZgyzhu34rTcUj5isOwzOrjArds09zxRYbxgMFpWDJZN8q6BHwrmqiZz1TwDuTqVvM/BuXziaOpMMCcezaGI9WWVcUQNI5bqDs0p5qouQzlBOQ+mKag1BCfmTCzDo5CrcO6GY1y4aYHbH/QY8ATlYkSjpWm1JX5g4ochfgRBqKk2DFYvi1g9UefYrMncgs2D221Ma4Qrz3eq2jpj5vyzTjUrxeitRm7tdwcmSvMqQv2kW+3s+rGKZH6/K6lgVzOzC7PrVk3ccHjPE6s2n/WKd/zSW97+2Nt+fuuDF5xVfGjdylJreMDk0IxmfsGmkhdJW4QAyzbx7GQUeV4wXPEZrswzU6vzpTtzNOoOU0OakYrJ+LBFqag5Mh0yW5Ucn3NZMSa5+rwmph3XiWbzWuJyst54fRrosU1NO4j4+j0O+486jJY0laLB+JBmoe5z+HhcEnbwWJ6Sm+OVF9UpV2ocrWlOLGgW6op6U9Joxc3ngzCiFWhm5iVl16JS1kTCoRHkW/NB+SHfPvuxl1793/7iI//2r2u9XHFDvrTsBoPqrGuK/1Dghv9AFjy7NqxZBqBOzAcIIT9uWeEnlGWwYf15RiFf/rBrzW5oim2XXHQwMCZHAmwLbLOOa1sUXEExZzBYjnCcOv9+Z4Bl5CjakvGSZvmwSSlvMFoBYVe5+UGXoZJNtWGCssg7PhAXHCgV12oqlc61yVbmdycnG0Y8d7LVlpjaoOAKygWDzWvrfPE2jaFzFHIm+486jAzkaLbavOz8Jqbh8/DjJWarJtWGRb1p02zWqTeaRJHF8arFjsPLmJgoRZs2bLhjfCi/vdmsvv3oTCuybY9rP/rPemB4ZeOF/r5+mOs/JMDTNVzupGumdjP0W0f/q+XYA8Xhc97r2d+yF2Z3RbYzcFa+rM7OWzMUrADHMhkoRMw3anzu5kF+8WrBVWdM06wpTlmt2Xs0QGmDgudT8x38QBNGAj+wCIOwk8Kqdbe1XAryNE02re5PK+mlVJhWWggd58/k3JA5XzLsaEyrzWN7TBzH5dv3l5iolPi5l82wfU+L6XmDmXk4NiPw7CKnbZhicjJ//5wfPDAdTBlv+ZnL/Epl4A99358dHR4C4Hd+7YX+dn406z80wJdatjsGMAv8d4ADT38LreWLSoWZl2zd3H79yim9seiFuPIRnjpgMVqwGSk1ccw2lbxm06o6h2cESnt4ZpsBt0S5EDcQVcrsdHqyzTi/u9WOaLYNoijOAhfEedxukr4bRuAHMVM0TYkUcfPKhZqm2rDwgxDD0/gq4PEDmpVjMLcQ4jcUR6dLbF7TYv9Bj42btjC5zGFqvXgqP1K4ZnI4/02l9W1v/KnLX+hT/oKu/+cA3r+Wr7kC4LbDR+duu+RibjdEuLZRn1WPP/i0aurNq3/utWt/f7Sym0J+jMnRkPn6blptC5DceJ9gahhGBn2OL0TYh11q9TYSRd6VnL6hxfHZgLnaEKap8USbdhgRRIJKUVLzG+w+IhkdiKskyq5i1UhEpRRyZBb2HzG5+qwTPPCoRIctbBESMcWZW5Zj4jA6tYpXjT7xvi98I9p9zrkXyLHRQZnzzF3nnMMNjld5oU/tj8X6fx7g6ZoYqwDckD4+fvwYF1/lVI4eOXrX3AnI5erBlVdM/o9m0Lj68iHJ5DDc9tR9XLKxRrlU54b7K0zNCqpN8OyIUAWMVNocmvYRYZOZWp0dhwM2LJtjxx4HpXIEUYs9xyz8IGBmTjKYs7nyHIupUbj5QcG+4w6vvXIZU6suZ9Wk5sKLI/ygdOP+Yyf+ypKWNTp5BqOjL7tty5n+3ODQ4At9Cn8s1/8P8JOskZFRgDngywDzs0cQgicPnQjHxidRpVzA8OAuBkoNLFMzU3XwnHawas3lf3L6KbOvskQjGBi1Wa0iijmLobF5DlUtXnqRZGJcsGbCI1eIqAwa+HbIMd+wrrzU++pN337wT5aNWJZpCVqBgTQGOGPrZsaGDDRaHp/NHT3lVHavnBp7oU/RT8T6j6UJvcDrM//+XRRibOXg3rKOFrRh5DgyrSjnJSsmFnhsZxnHlmzb02BqxKNYVByZNoCIvOeKV79oeD5S+mh5/LIX+p/yH2b9fxgQo7bS1VM7AAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE4OjM3OjU1KzAwOjAw5QpLOQAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxODozNzo1NSswMDowMJRX84UAAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 9}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 8554314
    {'hecke_orbit_code': 343748378678, 'n': 1, 'trace_an': 144}
  • id: 8554315
    {'hecke_orbit_code': 343748378678, 'n': 2, 'trace_an': 0}
  • id: 8554316
    {'hecke_orbit_code': 343748378678, 'n': 3, 'trace_an': 0}
  • id: 8554317
    {'hecke_orbit_code': 343748378678, 'n': 4, 'trace_an': 0}
  • id: 8554318
    {'hecke_orbit_code': 343748378678, 'n': 5, 'trace_an': 882}
  • id: 8554319
    {'hecke_orbit_code': 343748378678, 'n': 6, 'trace_an': 768}
  • id: 8554320
    {'hecke_orbit_code': 343748378678, 'n': 7, 'trace_an': 0}
  • id: 8554321
    {'hecke_orbit_code': 343748378678, 'n': 8, 'trace_an': 0}
  • id: 8554322
    {'hecke_orbit_code': 343748378678, 'n': 9, 'trace_an': 25908}
  • id: 8554323
    {'hecke_orbit_code': 343748378678, 'n': 10, 'trace_an': 0}
  • id: 8554324
    {'hecke_orbit_code': 343748378678, 'n': 11, 'trace_an': -45756}
  • id: 8554325
    {'hecke_orbit_code': 343748378678, 'n': 12, 'trace_an': -21504}
  • id: 8554326
    {'hecke_orbit_code': 343748378678, 'n': 13, 'trace_an': 0}
  • id: 8554327
    {'hecke_orbit_code': 343748378678, 'n': 14, 'trace_an': 94464}
  • id: 8554328
    {'hecke_orbit_code': 343748378678, 'n': 15, 'trace_an': -70002}
  • id: 8554329
    {'hecke_orbit_code': 343748378678, 'n': 16, 'trace_an': 0}
  • id: 8554330
    {'hecke_orbit_code': 343748378678, 'n': 17, 'trace_an': 0}
  • id: 8554331
    {'hecke_orbit_code': 343748378678, 'n': 18, 'trace_an': -182784}
  • id: 8554332
    {'hecke_orbit_code': 343748378678, 'n': 19, 'trace_an': 0}
  • id: 8554333
    {'hecke_orbit_code': 343748378678, 'n': 20, 'trace_an': -225792}
  • id: 8554334
    {'hecke_orbit_code': 343748378678, 'n': 21, 'trace_an': -2071668}
  • id: 8554335
    {'hecke_orbit_code': 343748378678, 'n': 22, 'trace_an': 185472}
  • id: 8554336
    {'hecke_orbit_code': 343748378678, 'n': 23, 'trace_an': 552996}
  • id: 8554337
    {'hecke_orbit_code': 343748378678, 'n': 24, 'trace_an': 0}
  • id: 8554338
    {'hecke_orbit_code': 343748378678, 'n': 25, 'trace_an': -1015182}
  • id: 8554339
    {'hecke_orbit_code': 343748378678, 'n': 26, 'trace_an': 0}
  • id: 8554340
    {'hecke_orbit_code': 343748378678, 'n': 27, 'trace_an': -4137588}
  • id: 8554341
    {'hecke_orbit_code': 343748378678, 'n': 28, 'trace_an': 0}
  • id: 8554342
    {'hecke_orbit_code': 343748378678, 'n': 29, 'trace_an': -2856132}
  • id: 8554343
    {'hecke_orbit_code': 343748378678, 'n': 30, 'trace_an': -861696}
  • id: 8554344
    {'hecke_orbit_code': 343748378678, 'n': 31, 'trace_an': -1841490}
  • id: 8554345
    {'hecke_orbit_code': 343748378678, 'n': 32, 'trace_an': 0}
  • id: 8554346
    {'hecke_orbit_code': 343748378678, 'n': 33, 'trace_an': 10547334}
  • id: 8554347
    {'hecke_orbit_code': 343748378678, 'n': 34, 'trace_an': -661248}
  • id: 8554348
    {'hecke_orbit_code': 343748378678, 'n': 35, 'trace_an': -12450834}
  • id: 8554349
    {'hecke_orbit_code': 343748378678, 'n': 36, 'trace_an': -5104128}
  • id: 8554350
    {'hecke_orbit_code': 343748378678, 'n': 37, 'trace_an': 0}
  • id: 8554351
    {'hecke_orbit_code': 343748378678, 'n': 38, 'trace_an': 14063616}
  • id: 8554352
    {'hecke_orbit_code': 343748378678, 'n': 39, 'trace_an': 4239102}
  • id: 8554353
    {'hecke_orbit_code': 343748378678, 'n': 40, 'trace_an': 0}
  • id: 8554354
    {'hecke_orbit_code': 343748378678, 'n': 41, 'trace_an': -15673536}
  • id: 8554355
    {'hecke_orbit_code': 343748378678, 'n': 42, 'trace_an': -11028480}
  • id: 8554356
    {'hecke_orbit_code': 343748378678, 'n': 43, 'trace_an': -4412520}
  • id: 8554357
    {'hecke_orbit_code': 343748378678, 'n': 44, 'trace_an': 0}
  • id: 8554358
    {'hecke_orbit_code': 343748378678, 'n': 45, 'trace_an': -12558942}
  • id: 8554359
    {'hecke_orbit_code': 343748378678, 'n': 46, 'trace_an': 0}
  • id: 8554360
    {'hecke_orbit_code': 343748378678, 'n': 47, 'trace_an': 15173838}
  • id: 8554361
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  • id: 8554552
    {'hecke_orbit_code': 343748378678, 'n': 863, 'trace_an': 0}
  • id: 8554553
    {'hecke_orbit_code': 343748378678, 'n': 877, 'trace_an': 5953211113176}
  • id: 8554554
    {'hecke_orbit_code': 343748378678, 'n': 881, 'trace_an': -3028116062358}
  • id: 8554555
    {'hecke_orbit_code': 343748378678, 'n': 883, 'trace_an': 0}
  • id: 8554556
    {'hecke_orbit_code': 343748378678, 'n': 887, 'trace_an': -8609748789906}
  • id: 8554557
    {'hecke_orbit_code': 343748378678, 'n': 907, 'trace_an': -3871522093050}
  • id: 8554558
    {'hecke_orbit_code': 343748378678, 'n': 911, 'trace_an': -12335350062132}
  • id: 8554559
    {'hecke_orbit_code': 343748378678, 'n': 919, 'trace_an': -2818594429272}
  • id: 8554560
    {'hecke_orbit_code': 343748378678, 'n': 929, 'trace_an': 9558014873868}
  • id: 8554561
    {'hecke_orbit_code': 343748378678, 'n': 937, 'trace_an': -817586637336}
  • id: 8554562
    {'hecke_orbit_code': 343748378678, 'n': 941, 'trace_an': -8806223393100}
  • id: 8554563
    {'hecke_orbit_code': 343748378678, 'n': 947, 'trace_an': 4189334060250}
  • id: 8554564
    {'hecke_orbit_code': 343748378678, 'n': 953, 'trace_an': 716401289970}
  • id: 8554565
    {'hecke_orbit_code': 343748378678, 'n': 961, 'trace_an': 9074012397282}
  • id: 8554566
    {'hecke_orbit_code': 343748378678, 'n': 967, 'trace_an': 6877372640760}
  • id: 8554567
    {'hecke_orbit_code': 343748378678, 'n': 971, 'trace_an': 0}
  • id: 8554568
    {'hecke_orbit_code': 343748378678, 'n': 977, 'trace_an': 16716841393608}
  • id: 8554569
    {'hecke_orbit_code': 343748378678, 'n': 983, 'trace_an': 9743425308504}
  • id: 8554570
    {'hecke_orbit_code': 343748378678, 'n': 991, 'trace_an': 1103743542978}
  • id: 8554571
    {'hecke_orbit_code': 343748378678, 'n': 997, 'trace_an': 12372651331380}