Embedded newform data - 16.13.f.a.3.10

Formats: - HTML - YAML - JSON - 2024-04-29T20:57:08.634479

• 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
  conrey_indexes	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_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	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': 2704, 'analytic_conductor': 14.62390107642057, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 16, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 4, 'char_parity': -1, 'char_values': [16, 4, [15, 5], [2, 3]], 'cm_discs': [], 'conrey_index': 3, 'conrey_indexes': [3, 11], 'dim': 46, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 343815487504, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 16, 6, -1, 4, 0]], 'is_cm': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '16.13.f.a', 'level': 16, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'minimal_twist': '16.13.f.a', 'prim_orbit_index': 6, 'related_objects': [], 'relative_dim': 23, 'rm_discs': [], 'sato_tate_group': '12.2.3.c4', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '16.13.f', 'trace_display': [-2, -2, -2, -4], 'traces': [46, -2, -2, -4232, -2, 72928, -4, -478172, 0, 2806780, 2668318, 7885108, -2, -26829652, 0, 49704280, -4, 15306190, 51868606, -72195860, -1062884, 47303908, 298270076, -131729232, 0, 526315336, 970053760, 711713336, 704570398, -6112100060, 0, 7182362248, -4, -6346386988, -3815032900, -11830365748, 364298398, 14395577488, 15553507196, -19774396184, 0, 1899889176, 363863518, -12173301164, 489344130, -10837581892, 0, 7988573928, 67229109258, 1530058950, 33806024892, -9789537692, -11168756642, -21820351456, -74491808260, 61228226264, 0, -33805733192, 104334793054, -76265037280, -106371743810, 280885397040, 0, -234402872384, -75186419620, 148565995972, -43778233922, 232865553776, -214340079908, -411016751104, -188251854340, 632336686420, 0, -207892484228, 308961520610, 21519708868, -341607754084, -115706090484, 0, 477844371304, -941431788274, 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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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'label': '16.13.f.a.3.10', 'level': 16, 'weight': 13}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  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_prime	boolean
  level_is_prime_power	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': 2704, 'analytic_conductor': 14.62390107642057, 'char_conductor': 16, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 4, 'char_parity': -1, 'char_values': [16, 4, [15, 5], [2, 3]], 'conrey_index': 3, 'cusp_dim': 46, 'dim': 46, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_cutter_primes': [], 'hecke_orbit_code': 343815487504, 'hecke_orbit_dims': [46], 'label': '16.13.f', 'level': 16, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 50, 'mf_new_dim': 50, 'num_forms': 1, 'prim_orbit_index': 6, 'relative_dim': 23, 'sturm_bound': 26, 'trace_bound': 0, 'trace_display': [-2, -2, -2, -4], 'traces': [46, -2, -2, -4232, -2, 72928, -4, -478172, 0, 2806780, 2668318, 7885108, -2, -26829652, 0, 49704280, -4, 15306190, 51868606, -72195860, -1062884, 47303908, 298270076, -131729232, 0, 526315336, 970053760, 711713336, 704570398, 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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: 3787595
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 3, 'source_dim': 46, 'source_embedding_index': 10, 'source_hecke_orbit_code': 343815487504, 'source_is_minimal': True, 'source_label': '16.13.f.a.3.10', 'source_level': 16, 'target_conrey_index': 3, 'target_dim': 46, 'target_embedding_index': 10, 'target_hecke_orbit_code': 343815487504, 'target_is_minimal': True, 'target_label': '16.13.f.a.3.10', 'target_level': 16, 'twist_class_label': '16.13.f.a.3.10', 'twist_class_level': 16, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 13}
  • id: 3787596
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 3, 'source_dim': 46, 'source_embedding_index': 10, 'source_hecke_orbit_code': 343815487504, 'source_is_minimal': True, 'source_label': '16.13.f.a.3.10', 'source_level': 16, 'target_conrey_index': 47, 'target_dim': 46, 'target_embedding_index': 9, 'target_hecke_orbit_code': 343815487552, 'target_is_minimal': False, 'target_label': '64.13.f.a.47.9', 'target_level': 64, 'twist_class_label': '16.13.f.a.3.10', 'twist_class_level': 16, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 13}
  • id: 3787597
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 3, 'source_dim': 46, 'source_embedding_index': 10, 'source_hecke_orbit_code': 343815487504, 'source_is_minimal': True, 'source_label': '16.13.f.a.3.10', 'source_level': 16, 'target_conrey_index': 95, 'target_dim': 46, 'target_embedding_index': 15, 'target_hecke_orbit_code': 343815487616, 'target_is_minimal': False, 'target_label': '128.13.f.a.95.15', 'target_level': 128, 'twist_class_label': '16.13.f.a.3.10', 'twist_class_level': 16, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 13}
  • id: 3787598
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 3, 'source_dim': 46, 'source_embedding_index': 10, 'source_hecke_orbit_code': 343815487504, 'source_is_minimal': True, 'source_label': '16.13.f.a.3.10', 'source_level': 16, 'target_conrey_index': 95, 'target_dim': 46, 'target_embedding_index': 9, 'target_hecke_orbit_code': 4503943442858112, 'target_is_minimal': False, 'target_label': '128.13.f.b.95.9', 'target_level': 128, 'twist_class_label': '16.13.f.a.3.10', 'twist_class_level': 16, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 13}
  • id: 3787599
    {'conductor': 16, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 3, 'source_dim': 46, 'source_embedding_index': 10, 'source_hecke_orbit_code': 343815487504, 'source_is_minimal': True, 'source_label': '16.13.f.a.3.10', 'source_level': 16, 'target_conrey_index': 31, 'target_dim': 46, 'target_embedding_index': 9, 'target_hecke_orbit_code': 4503943442858112, 'target_is_minimal': False, 'target_label': '128.13.f.b.31.9', 'target_level': 128, 'twist_class_label': '16.13.f.a.3.10', 'twist_class_level': 16, 'twisting_char_label': '16.3', 'twisting_conrey_index': 3, 'weight': 13}
  • id: 3787600
    {'conductor': 16, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 3, 'source_dim': 46, 'source_embedding_index': 10, 'source_hecke_orbit_code': 343815487504, 'source_is_minimal': True, 'source_label': '16.13.f.a.3.10', 'source_level': 16, 'target_conrey_index': 15, 'target_dim': 46, 'target_embedding_index': 9, 'target_hecke_orbit_code': 343815487552, 'target_is_minimal': False, 'target_label': '64.13.f.a.15.9', 'target_level': 64, 'twist_class_label': '16.13.f.a.3.10', 'twist_class_level': 16, 'twisting_char_label': '16.5', 'twisting_conrey_index': 5, 'weight': 13}
  • id: 3787601
    {'conductor': 16, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 3, 'source_dim': 46, 'source_embedding_index': 10, 'source_hecke_orbit_code': 343815487504, 'source_is_minimal': True, 'source_label': '16.13.f.a.3.10', 'source_level': 16, 'target_conrey_index': 11, 'target_dim': 46, 'target_embedding_index': 10, 'target_hecke_orbit_code': 343815487504, 'target_is_minimal': True, 'target_label': '16.13.f.a.11.10', 'target_level': 16, 'twist_class_label': '16.13.f.a.3.10', 'twist_class_level': 16, 'twisting_char_label': '16.11', 'twisting_conrey_index': 11, 'weight': 13}
  • id: 3787602
    {'conductor': 16, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 3, 'source_dim': 46, 'source_embedding_index': 10, 'source_hecke_orbit_code': 343815487504, 'source_is_minimal': True, 'source_label': '16.13.f.a.3.10', 'source_level': 16, 'target_conrey_index': 31, 'target_dim': 46, 'target_embedding_index': 15, 'target_hecke_orbit_code': 343815487616, 'target_is_minimal': False, 'target_label': '128.13.f.a.31.15', 'target_level': 128, 'twist_class_label': '16.13.f.a.3.10', 'twist_class_level': 16, 'twisting_char_label': '16.13', 'twisting_conrey_index': 13, 'weight': 13}
• hecke_orbit_code 343815487504 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': '16.13.f.a', 'level': 16, 'portrait': 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GkJQ0GzW2Ku6TJSFjjSYWrW5eQlwdnpmPMLMV6pyztv6/D+O8CTDY6dq3F+RnF5LmFmIQX3yXnLrdfP8Y8/ucT6kQbnpka5vFBmdlEzvyxpdRLaXUMQ97n12hYwRsduNnt2bvvcaKP2M0EYtd79rg98tyHx3/T4Cw3wy7NNXCchScQvLc8fv+f5Z74om+3wnii6pHdsqLLQUmycsMwtVZlZ0Cy1YbGZsNiMWFhOmF6GUwuCifFl/umPL3D7rjIXZkaZmq0wNa+ZWbBMz8dcnEuYbcc0Rvu8ZV+HO/eAK0t4ymNm0efyvGZ6UdANII4Nvmuo+Akj9RgDnJuOaXVgyxqHSinAWgHCpdMzbF4bsLCswaZSZLkDQQwWy2IzZMOkQ7unEMoiTEDNd9i8rs9yV3BuSpMYzVhNUvUFngNxLOgGkulFyeUFy8xSjOf1wYm567oO91wvmKiVWFiqcWHGY2oeZuZjZhZjLi3CqQXLrdfN889+fIm1jRrnp0eZXigxt+Qy35QsLicstyPmlhIW2oYNE5bpZcn6dV22rF0bC1V57kMf+KC5+bptz0WR+IflskWoxncbKt/28RdWg//WZ7/M2+65ib/xc3//Xzz51FN/b/+LD+34yjOtrUenluWW9Qv8wN0hNd9BSjBGYhFgJSABgRAWLSyuhKmFEvtPSvZtX2TPpj5lHxwtcR2F62oqJUnZkXQ7DsfO+jxywOXcbEArjjh2IWDN2CIfeMsS+3a0uXVPk7PzMfNdQdnrc3rK0mxV2HuNZLmfcOSsolrWvHEOdq639MOEfuKidcRIFY5e8FA6wZEx2oFeILl9T5deV7JvR0Krl3Buqsq2tYpKOWQ5sEw2uix1WnzucXjtTMKhM322rF/ght0tRkZD3ndXmx9+m2X72ipJ1ODMpTqnLjpcmDZcnI24OJtwalZwfjnixl1z/NMfb7Om0eDC9CgzC2Xmll0WmpLlZgru5XZCs2NY7AjOzimOXzLcs2+aO/Ysys3j7a0vHTy/zVe9O7Zs2ViSzvijr77wBf7zb37uuw2Zqz7+QjL4pz/7FXRlqzKtN/63wycu/qMtoyeUsoKHXtS8dtYwObnI//mpWW7aXmJ2qc5is8xi02ex6bDYSpl8qZmw1IpZbMfMN+HCkkCX+tx9/SIff1vItskKy50as4sl5hZd5puCxaZhoWlYahtaPUMrsHT7MWO1iM1rDCDwHMvFWQchPbZMKratt6yf7DKzFHDwRJVbdlrKpSUOnxylWgkJQ4exEUOvD9du7vP7jzfYvSkmCCzjdUmU9Kj6Hm+c7VNyKty0K+bQ6ZCZBZcNYx7b1sHmtSFKRVycB9exCGHZsiZmpCpp9zw6XYdW12GxpVhchoWmYbGZMN9MmG7CQj9h84YOH79vnrv3aHynxuX5GvNLPvPLmoWWYLlpWG5HLLUTltuWhQ7MdCSzLcOtu2b5Pz61yNrGGIdOjPDgs4p6PeEj796UxGLbv7h974Z/dvzsXHLL3R//bkPnisdfKIC//vpR6tVS6fnXzmw+c/7Yx2R84Z8vzE4x17S8/dYub56s8+DzmiOzhuu2zvCv/to8N2wvMbc0wsJymaWWz2LLYamlWWpBs21YbscstWMWW5aZpmCqY0F0+PC9Td53u+GadT5hWGap6bPccWm2FUsdQbsr6AeWMLYkCShp8RwoeZZGzTI5GqGdPqcuh7x+0sPEFd5zR4h2lnnlSJ2t6+Ab+2Pu3esx2+zha0WcRIyOQBw5aCdmYaHMW25u8Y3nq2xbBy+fCHAo8+7bDbHo8fqphDMXfbR0WTOiGakISp7AdQVKQGwgjCz9ENpdy3LH0O4alruGhY6llyRs2djlfXc2+fA9IZgqC8t1ZhdLLORk0CRj7JjldsJyx7LYhemWYraVcOuuGX75Z+bZtaHKmUuTfO25EofPdbnvRsWlGcmGDWu4cdea/9/e6/f+caz2nLdJp7dxy67vNpQGj78wAH92/wlGGmvcqUtH/uqbx4782utHDoi6H8g1DYfTFyUnLvdZaEuCnmShL7jUSrhtxwz/8lML3LzDZ365wcJyhaWWx3LbZamtWW4Lmm1Ls5Ow3I5pdgxLHctsW3C5aRhpdPm+W9vctSdmyxpFreTQavt4jgQUYSwxRmAsdPuAMIxU+5y4ZDE25OGXKwTdEjs2uNy9r0tklnnqQIObdjqcmO7QXKpx574uj77isWbUcuSc5ec+1OLIWY81o5JHDijuvlax2G1x+sIoN+0Keer1HnFQ5q7rXLZv6tOLO3zrFQWJ4NRFTa2s0QK6PYmxgsRYohiQBu0amh1LpRqxaV3APdd2+b5bYsYqPjOLdRaWSyy10nOz1BI0O9BsxzQ7Mc1OQrNrWexKptuC+XbMHbvn+OefmmPf1hJzSw3aHZ9OYFhoOZw6X+PUpYjxRsCmtdpcv/cOu2nT3r+5efu1v9Nbmg7Lo38xQP4XItHT7RnZ73c+8NTjX96x2DK/cuC159RIVTC7rFlTd6iVoKodAmVwPAuAsZqXjq/hF39b8EufmuOW7QmujtGqiusYXMfFczW+q/B9TdlXVMsxtXLCWNWwvi6Y61R58JkqX34y4IadPdaOJnS6fd57Z8DWtYY4kWhpCWN4+g2f87M+60YMh0/5YEbZs1Fx800Gz2/z7Jtd5ubrXL+1TCyWuDzrcNtOODsdMV7xmRgFb1rT7XvMLGoc7bB1fZM3z4xy87UeZ6ZanJ9q8P47E2abC+x/s8EbZyvcurvEj97XB9nh4BnD5GiHmbmIpw469COFlqCNZeu6kO+7M6TdUawfMdy8E8KwwmKzzOHLHssdh1ZX0exIWh1odZPMLUlodQ3LXctiT3KpJWj2Au7eNcc//aklbrqmxMxinVbXp9t3CSJNv+fRbGuwhrWjloszsWx1nmGpKf/DywdPlb//fR84aW3yNSGU+W5j67vO4MfO9RDEP5k0n/23n3/g2VHNDFMLFmsdqq6LsYo4siw2I5qdhHbf0OlDqy+Y7SkutxJu373Ah+5e5BPviGmUK0wv1FhqlWh1XJodh1ZX0+5KWj3odC3dfkKnl9ALDL3A0u7DYkfQ6VvC2DA+EuN5FhC4yqKloNtTCBzG65qtawXb11s2b+gSJG0eeklx9GSVd93iceeNS3zmIYMrRvjQfV2++nzMhkaNjeu7PP5KiR+4O+SR12DbhM+6NYs8+EyZD93r4Hjz/O6DNe65rsw772hx8Fyfx/ZrwqDC1jUu16wXbFmXMDESImVEp5+glEErC1jKnmWiAWHk0O66LLUdOn1Nt6fo9CWdHnT6lk7X0OkltHsJnZ6l1bMs92CuK5lZspTrLX7s/jl+8O6AG7aXmF+q0ez4tLse7Z5Du6tZaivmlyRRbICYSrlDbC0ziw7Xbptk3TVvW/z+d93yd11H/a4Q312H5bvK4CZuI4T5X1548elfem7/N0ZtGDLbgYZvODftMLpOkySCRCT4nsQYgxACJSxKWpRMcKXk0IkJXj1e4cTULB+6p8M91/VpVGssNstUWj61nkunq2lnF7vX13QDTT+w9ENDGFmiyBIn6RHGLtaAVAJHC3xX0KgKRqqwdtywcU2X8ZEm33wFnn7VQZo677rF4cY9bZ59MyLs17j7RkGz12N2ocJduwzjjS4l7dGPFXOtCGUEN+7SlKsBB475vPXmOnfe0ObAMQW2zi3Xufz0+xd59LWQR16qcOS8z+YJxdrREiPVMvUqlDxwtEVJMBaOnBEkiSCKBWEMQUT6HYP0Zu4Hhm7f0A0MnR60ApjrSGbbEJg+99+0yAfuafKj7zTEcY3p+Qqtjk+759LpObS7ik5P0e1LLJAYSZxo1pdLXJgzTDQS3jwxzZmZr4x6fvx/3nPH2/Vis/dfRuul//kAbu0U0P3pgwcO/NLL+78x+fwbS3zobsnSYoPpBcXmNQolBUoCpCcULEIKlDQoZdHK4ihDyRHMd0v80eMbeezVFvfuXeaT9y+zd1uHsUaZheUy7Z5Ht+dkwFbpEQqCSBLFgjiGxFjSits0qNQafBfKJcNoNWLDZJeYDicuRXzuKZ/TFyo0vBK3Xae5a1+L/cebPPxCjTt2+mxe1+X3Hxco4VGrRix3AowFJWCi1qXVdjFxiQ/cO8sffaPM9hmf993RJYwWeOr1MaLE5/brJnnfbS12bmry2IEuhy6UOXjGZeOoZLQmKHsC10lvQilACIuxYIwlirObNbIEUXoj90PohdDuC5YCwWIbhO5z0+5lPvl9y9x7XcJYrcRSq0yzXaLd9ej0HTq94UrQ7Ut6fQhCSxilCuT8tAsknLkome32eO+OaZ564uHJflf+0g0332GPnJn/rWu3jf/PAfAvf+mzjI+u5bFHDvyENbO/ErZfHA/7Md1mjT9+vMVPv2+JNaOjzDdVehJjgVYCKRVSgJRJCnxl0MrgKIunLSUtWOorFpojfP7JCi8e7nD3Dct88p3L3LS9yVhSIo49un2fTs+hF2jCSBHFkjiRJEZgrEBgkcLiuYayH+O5Ia4TcGkh4MGXJScvupy5OIIyHtvXuVy7TXHLnhbKm+P1U1U2NMpcfw2snVhisVVj7wZJbCzffMkj6EoalZh3397na09FnJ+usnuHw+XlPm+cdti0ZoQbts3x7KE2z78hCEKXPdtG2bPJY8/GNqcuL3LyErx0tMyJ0xXKWuBpScWz+A5ImWpOa9ObNU4gjCFMBJ1A0OoLWhGEJsbYPrfubPHJ72tx796EdaMe/X6dhaZPu+PR6bt0e5pOX9HtK3qBoNuX9IO0b7QfJkSRIYoNQWRZbEHH9PipDyzjMMqrb3b53Fe/Obm4MP0rE42R+IGvfPMzne4UP/IjP/mXF+Bf+NIXuHT6VXqh/NGwc/bf9duXGicvxdx+bcJtOys8dajCqakZ7rlOo1WVVlfTCyS9UGRsrlBKoJVBqwRHC1xtcB2L51jKbkLDF7QDh6XWCF98usbjB/usGenysfua7NnUp9/rcP02y6a1iiBySBJFYiQ2B7c0ODrh3IzlzLRguWd44Nkyl+ZHsKHDiK9YP6bZslZzzQa4fnsLI+f59NcqLC7WuWOP5vrtTR47KBCxw+SIpFKO6UYu0kqwEqVdmn3BzKLgOlvmvlvaPHegxPpxlzuuH+Wn3j/P73yjzUvHKnT6DgvLVbatL7F7XZfbd7X5obe2mVpc5IFnPRa6HucuO1y65OIogZQSgcBYS2IgMpYkNoyMRey7rksQROzZFPCR+wIm64rRqkcU+Vye8+n2XLpBusr1BsCW9AJBLxD0A9KVIEgIQkMQpbKn3bdcXLDcdVOb0XKdp16pcHm5z227Wjzx9Evju3as+3c37F4XXb587g++8uXP8oMf+rG/fAD/ky9+Dt9eL7bs7n70lTemfvPkybPld93e4pZdPlvXhWATwEfLMkol1CoRVoBSKi0ZVRKtxPBZCxyd4GqB6xh8x1KKLOXQUvcTRkqCbihphxXOXKzwL/9gFEyMiGNu2ddl29qQOAZjDdamSRwpBFIJtONy7LzLkZM+FV9TdSXjZcHEmGRyVLN+QrFlXcLuLcskYoF//6Ua5843uGOXw56tCb24zQuvezRKDmN1S6MaUi6lUsgYSbOvWOxYFpoJzU6Jt1y/zMtHuhw9r2jUfG6/rsGnPrDAf/wyHDhZodOzLLc1M4s11o6XmRzps2Wsz9//aJdaucmhM3DsgsRxLEpZhDCATf9nIY5h69qEu/fGJJFDFHtYW6YfOkzPu/SCdEXrh2og33qhoB8I+qGkF6SSpB9mwA4M/cgQhJZeYGj1BLGBOCrz1IEKb5yJOD0n0FKgdJu6d7LRasa/OTaxLf7ge3/48w9+9Yv2/T/ww395AP47//WLxIyrc/MHPhz0zn9mzD3ue1sa/OHDkrffPsMdey1CuIzVfepVFyEsvhdjjEAKi1IKrS2OkjiZ5nQdReBIgtDghQlBZClFKauEoaUWQxAZghjCWNCPJEHiESU+R09WOHgUEmtJoZ1qY0eCq9Kaj6oH16+DWgnqFclIVTHW0EyOwua1AesmlonsIv/+S3VOna5z8zWKazZKtm9c4ok3YmYW6tyyTTJSM/huD096WCWIE4mwljgJWer4zCw43LynxI272jx7wGfNiKDsV7l5l+HnP7zAv/uy4Y1LVZY7huW2Ym5JM96oMFIrMVKrUytHTFQittwc4jkxjo5RKkGKQdSCMZIoUszOaaJYEcWKMFIEUfYcSoJIEoSSfigJQpEGqKEgCO2ArYPQEGbA7oeWIDL0AuhHIKzkpcMl6qWEpR7MdCxvv3WJ77uhzGOv1Jh781z5Hbe5n3n8iS+ZLRs3fOnpx76YvPX+P3+Q/7kD/Ff+wx9yYUGoRvfMR0Q0/bsvvDLlG13iPXe2uP92zXTTkNgmGyehWvYxRma1JekFUtLiKIujFI62OKHEdUR6ERxB4CrCKAV6FFnCOEldkbhwJBAnliQxJIZUbxsG4BYClAQtwXHA0wLfE5Q9SaWsqJclI3XB5GjMlrVdqpVlvvRcyFOvj7I8X2PfZsWWdQ47N/VJxDLffKlMxdFMjCiq5T6vnyLtuN9k6QaKG3ZG7Ntumb6cMLfk0uuXec9tbZ451OPEJUWlJPHcGnuvMfyzn1jgyTd6fO3JcRZali2TCUtNTaOmqFccqmWHSsniewbPNXg6QatUakmZXgNrSRNWRhAbSZwI4lgQxZIwFkSRJIhS5yWMBGFkCUMIooQwykCdEUcQFQ/oRYJ+BEECcSRY6MNSF2rVFmsbXb75UoPZZo/33Skw/dP+kdPis64X/+T126tfOPbaHya7b/qR722A37DVynav/YnnD039Z8ce8+/a53J2RvKV5wUbJxZJ4pCHXrR8/P4F1o2X6fQ8gsjBiXQaROoErTWOo/FCRd9JmSZwJKErCCORXpxIEcUQRjJ1EOKh7RcnhiRJ3YXEZk5J5pYIIZASlExlj6sFnivxPUmlJKiVLY2qYc1owMRIm9gu8/lnJL/zjTEmfZ99mwWb1zlsXW/Ysm6JL71gWVz02bNWMVKDajli5qxkdsnD3QZBJJioSxoNOHHGstQyTM/77Nzq845b2jz4tM9YFTzXRckGe7cL/tr7ZnHkLF99doQ3L/msaUVMNmLqFUW1pCiXJCVP47ngOaB16jBJAVIUQE56YycGkkQQJ2RAhyhJE1pRlKSkEBnC/Dkyme2YuzKZBRkLepGgGws6saQXp5Zk2WvzA3fPMVIPcbxp7hktc+5Sg/MzgpH6UX/LmvA3n1rcqRPj/SEpz3xvAvyrX/sqQWx+4tEXX/nXSTBV6wUV2t0Oa0cTzh2s8NXnJonjiHqpzXx7lp/7cJPxhks/TBMLjk5wtJNq7TAhdDRumEqTMEpT6SnjiJSJMlaKY4gSSJLUSTAmDbiMsXnnfQbuFOBp4CpwdAoQ34Oyb6iWYhrVmIlGj/GRZZ47GvLZh0scO9Nga91h+1rYuNZl4xrYvblFN26x/0iNknKYGFE0qtCoBozUY1xXI0R6c/UCl8VWxHLX0uzEzC65bF5b5c49szz8Updjl2qUvQhHuQhRZ/sGxY+9c55bd8/y2Yer7D/cYKGjmazFNMoxZV9S8hWeI/CcVMZpJVGKzD5MUW5JJw8YwwDocWKy1S2zFmNDnKTgjiMIYzs8otSV6ccpqXRjQTsWdGLo9mNMFDBWbvOzH5rn732sT9lzCcOE108JDp8K2L3VUvN9jp48Ubt1X/ff473FffzRb/zOO975vu89gPd7baSU/8sXvvSFX1panB57zx1dhPV57vURXj8RMurB3vWC6W6J2bbLv/m8w5HT8/zAvR3edmOLteN9Wu0S/cDDdRw81yEINZ6b2ns5wKNIEsbpshvFmaedkFl/ZMwtMZYhuNMkZcbcoFWaMHEdi+8aSn5M1Y8ZqQWsG28x0+zyaw84fPPlURaXKuyYEGyeFGyYdNk4Kdi2vo92l/mjpzSnL1TYtUYyUpXUKwlSBlyas3haIgVYKwgjzZbJFi+R0OoqllqWmcUSuzb6/NB9Tb7wmMvZGQ9HRwjhYGyFKJbcsm2JLT/S4psHuvz+N0d55WyFDSOC8UpCxU/wXYHnCFxH4miBVqSBsxSDlLUlvcmMTRu2kyQFfA7yOEklXQp2CJO01iXMk0exoBdDO5Z0YuiFhrgbsnG8xdtuXuaDb+3yrpsBW+fCdI3FZoVm22PfVsVSU/L4S4LEiRivXRyb2DjzK/e+/UfVwlLnv4yNVL53AL6w0CRO1E899tizv/T733h98kN3L3P99j7CQrU8xvFzZS7OxJy8FKYMYhQLvQafe8LhqUMtbt7d4kfuT6vgxhoevb5HL3DxHIcwdggjPQiU4lgRJZI4lkSJII5lmv00Yqi1jWCgSmzK3FKAUqnr4CiD6xg8N6HkxVRLAeONDr2ox2OvWz73RJ39hxuMuA57N1jWjUrWjLmsn5BsXBNyzYYlDp3t8cAzE9SVZqIuqFUEtXJEs5vwjRd8qq5FiBRYvUDzgbsDvv6iodm1NDuG2SXNxskqH7qnw/6jbY6ccKl4MUqKFOSmTD9Mtf6PvaPJrnWz/NGTLZ5/s8H5pRJra4K6bym7Bl8bXAe0ShNlUuZMDnl1hsmkmjHDFS7OgJ4SBESJIEoyYCeCfpzJkYQ05glDKqUuH3/XIp94Z4tbdhkmRxzanQrLrTLtrs/0QpkT5zwuzBhOXEw4OR8QS4myhr+++fnJM8e2/NLeG99q+r32b/ul6l9sgM/OLXFxpkuzx4+feu2JfzV/4dGxDZUeT7xc4w8fLbN5bYef//BF9myp8PDLFQ6fkyhhqTsWawUtXeFiy2XqxTIvHurwhRvafOQdPd59d5/RhksYeASxQxg5RJEzcATiRBEnWcImGQLc2Iy5zbDkRgibBZVpHYfWBtdJ8NyIkhdSLfVI6PHoAckfPN7g8Jk6IvLYOmJZ17CMNxQToy5rxyXrJyI2r21xYa7Nr3+tQhyU2LhR0KhqahWolSOEE9LqVWhULUIIrIUolox6itjEtCOXdjdhqaW4NFfiumuq/MwPLPMrf+hxbq6CVlF2Y2ji2KcfStaOedyyo8W+azq8ce4Sn3uixMOvNJhqlqh4iqoLFcfiaoujQMs0nS/EyuIjA1iT3nSJESQW4kSk/nkiCJM0SdRLBL0EerEljjMp4vd4z/3LfOz+NvfujamXNGGU1uUHgUcQOlgrcZ2QNy9aHn0VXKfLz31kiU3jPrMLVfYfUpx/7NHJH4nMv7r77jviJDr3X5NkBNf/s5vJ8mcK8CjssnVD+YP7X3rpP37rkUdqN+08z7vuaHDwWJVWK+H1Yy7//Pe6VMoxpy4FzCyWKCvwlKXhpjZdW7p0Y81s6PPVFys8dbjL7Y90+Fs/3ObazS0mG4paWRNGLmHsEMd6APIkB7iRGCuxNpUEdhBQghR5mt+gdYznxjgqpNWLmGtF/OqXfM7MjnDgSANrXMZKgslxy3hdMFZTjDUc1oxJ1o7FbJjoMtZY4puvGl55s8G+jYKRqqRaltTKhkopRDgBnqfRKn1/ayFJZDrKoh8RG0G7Z2h3LIsth+mFGnft7nDndcv80SM+pUWFllEKSKuJE5cwkvQCh/GGz63bO9y6o8NLb5vi3Jzksw83mF0uc3HBw1WSiiNwcxkm08BzQOS5VCFl8timfnZkBEEC/RhCYyGJIY6QKmD9SI99W9Lrcdu1CbWSJo4rNNsuQeQSRvkKqxFYNk62+aF39rnpOhjxJVvX1Lk00+DsBcXB0z2Uc4GDBx4eq/jOf9y5+9alMOg98GeJyT8zgJ89c4r169erh77+2R2dxSO1iUqX339ojFqtxfvvTL3dw6fgzGXFm+1U91WcFNRaWrS0OFLgK0NPC7rao5c4LIQlHn6lznNv9qh4AT/53iabxmK2rO9x1/VttEhbxIRI5UqalUxrpa0tMDcWIS1KpJ65JQYZ88YZyctHNQ/ur/LG+SphXKaqFRMly2jFMlK2qQ9e04zWNWMNwdrRmPUTPdZNLPHU4YBPPzjJuoZmoga1iqJWEVTLMSUv4Lnjin6ocSopqKwVhLHE14qbdvV48fVGWvjUS1huOcwve8zMj/Az75vh4vwCL742gSMBEWGAONaEkUMQSjo9zUjVp1GrcOeuLm/b1+VH3j7H0QuGr+/32X+0xPHTFWKhCQJFN1IoIRFCrAo8s5yANcTGYo3BEQl1N8Qn4s6bO2xb12fjeMQn3x1QciWVkkMYlmm2U1DHscoIJ19V0+ywsR6bRyUbG5L55TLHz5Y5dBIuL7X52LsWqHkNvv5cj9fPPll7y22Xd/zIxz6hjp84leza+WczFPTPBODPvHCEiwvj7uXp/X+114/+dbM9w66tDp2gxFMHBU8d6vC2fSUWmw7WGOq+pRfaLPAj82fBSSxeYvETQVlnLJI49BKHbuLTbif8qz8awcYRayb6XLe5z1g95iPv6LF5MiSKRKa3JRSYm0x/SmkQUvDFJ0scOlVBaM25qTKXZsr4JUXdEzQqlppvqPlQLQnqZUWtqhipasYaMN6IWTPWZ8Nki8Qu88VnavQ6FXZutNTKimpZUi0Zqn6M44R880WfoCtxJtNu0VyiVEqK99ze4+lXDZ1A0ukltLqa5bZmeqHMtduqfOTeFgfeKHNusYqSBogyvewQJYogShMznb6m2XGplspUSgHXbuxzx+4+F2abnL28jHYSDp7WfOGJMkKpFNxCrryI1gAGrCUKE7asifnYO3qM1xJ2b7GsGYMkdgjCKnHssNRyiCNFlAxX0ChOSSaXi8aIrC6mRD9QzDcdLsxKpub7vP2OJmvqdZ58pcG56YDRxhTYLf/6jcOvdK/fu/13FqaPhmNr9/zFAHjQOYvnzey6MHX21w4ceEZGImR8pMsdeyPWj5eZXhjBWEm5JGnUNIgYPzBEcRbU5EFOkmpAN7H4xhIngtBYwkQQGEmQSELjEBmY69R44pDBkvCV/RFCJOlFsulFgswsSb1AhFAIIZFKEUcaaTSOllQ92DZhqTiGsmcoe1D2BJWSpFpK5VC9KhmpwVg9ZmIkYP1Em4QlfvVPfJ59fZLtYzBSzti7LKmWYsqlkEq5R6lUxlMSJTMNTioHosih3xP0goR2oOj0De2eSVvmKi4XZ+q85bqAn//oDP/2C5rzyx5CGKyNMIklih3CSNIPHDo9RbWnqfgu5ZJP2SvjexHVUsgtO0NcJ+K2nTGfvL+LVnGWBDIIYVeK8kzSGSMRQuI5CnDpB5qFJZ3W7SR5zJMdsRzGQFnhWpzFQelrQRhJun3FYkvS6RmkEJy/NMb+Qw7n5jrsuabFRF1y4LUXpau9X2u1es/0+73DfxbY/B8G+Nce/AJGqtKli29+eP7yUeE5FV490mCx16N5a5Obd/ZYO9Zgat4DwHMEZT+1zMI4taCSQvSeV8ElRhAbO4zsM5ZPD0FoJLGVJEYTGY8ks72Kj0GWUoAWIs1UKvBLFl9bfJXgOeBp8F1LyROU3PRGLPs6BXhF0KgaRmsxY42AydEO6ycX+PSDht9/eA2bGorxqqFWUVTLikoZyqV0TuHlBcOpyx6+m2ZkIa/0E/RDzba1JrVD+y69vs1YXLLc1lRLPtVyg0/eP8vpy9P85gMb0FJjMSQmITaWKNYEoaIXpkVRXV9S7mtKnkPJS2i20xjDdZI0p+AkaJk2SkiZpvNFdqSlKwIQGcgFTZNVWZo0rkmSNMscm2G8E2dAzl8nSepm5T+HschihjRbik3nwxw8Aehl7tgbc//NDs1mhWcOSZ547hVx8w3tD+/etf3UA1/7Yu+DH/gfS+f/DwN8x2bhzi1M/YMjpy7/gzOXluXbbwy4Yccozxys8OobHmcvNtm6xlDxLIkRKCXxnNS0kzK1slIPNsuwGVJGT+zg5/SwwzR7VimXerliECgVNTeQZfLSwEpLk7Z3qdRZcJTA0Tb1jbXA9yS+Kyl5ipKvqJYk1bKlXkloVGNGawHjI102r1lg//GAP3pyPSO+x5qqoVYWKbhLkopvqPgx1XLA/mNw8GiZHRM2071DSdYLFLfttuzc3OOlww26gaXXT+j0dAZyh7JfouQ3+PhbFzl4fJYXj6wFqzAmSYkgtsSRHdST9AJNuW8p+QrfNXiug+cmeNqgdYKj0xJjpUy6BYtMS4MRFsFQzw2D87SE2OSOlMnt14IVm7O1EQOApz9nWdIkTcYFoUibt5WgVtVsWBexZb1kpFznxYM+z7xuqTXmeMveRMZB5X9783jZFaryL4Dwuwbw5WYgw6D7T149+Ot/N+iccY+dK7PcCXnfHYt8/1sqbF1X5cjZMWYWYKyeXmAhQetUJ0thC+BOGdtkr5NB9pGUnTOQmywTlycrrLUUMu8rVtw8VZ0ndJTMMpYKHJ0XbaXZP89V+J6i5AnKJUG1ZKmVE+qVmEY1YKzeY/3EEi8e6/FPfncN5y82uGbc0ChDraSolBQVHyp+QsmPcJ0+zb5FSYWjLFIOP1liUtaLYpdaKaIbG7pZnXW3n9DuSpolRbnt4XtVtq6N+Gd/tcn//hnJC0fWYFEYa0gSQ5zEhLEhjBT9UNHzJKVA4bsSz7XptFttcJzU79fKpgBXKcBVJlOEsCv7F7PUvs1IxGa1LEkG+MQMn9PrJwfXsQjwuNBhZEwG8Ipmol5heanEC69ZDp8L2Lapyfff3WOyXuWR/Zfc0QnvU57r/Z/fNYCfvrDA/HLrX7zy0sN/59zZKb/s1rl2vebcjOJPnupy740tbtgW4XtjnJ9WRInAWotK6TRNkUuDGjC1RScWY+wgjWwGHi1YY9Mu8iwwLR6sAngmu7PAMpUoaZNEapfprBXN0RLPTQcA+V46kqHkWSq+oVpOqJUj6tWQ0VqP9RPLvHi0y//+O+McOz/KltHUYamWJJWyTNm7ZCn7CWU/IkpCfu+RKlIpHGlRYmgTGpvrU4cfe9cS33olpB16dIO8X1TR7iiansZ3PTynxu5NMf/8pxf4x78jeP7wGoyVJCZNq0dxWmgWhIbAT8tdPU/gOwLPTTObrraDjK1WBqlSb1yKdCUdAHyY8gQyEiHNJaRuSxbIG4bJNAtmkFxjAPAkScEfZYmjJKs6MQYuzQouzCZcbna544Y2b92n8eQajp/1SeKE+ZnL4297y7YvGXP5RSHkLwrx37dN4n83wGenT2OMufOFl/aXrt00zZrRKtdf43Pqos/x85on9rscPZVwzVqDEBolU41nrchkgyWRAqVsysyJJVFDhjZm2H6VAj29QXLnhfzEr/pcOcDzGow8k5ezt9Z53YnEcWRav+EKfC+deVL2EiqlFNy1Skij1mOi0WT/0S7/5LdHeePcOBtHBGOVgjTxNRU/rV8p+TElL8RxAi4tjOCo9EZObblhkJkkkjhWrBuxxHFEK/LTTpnA0OsntPuSUlfhuw6u4+PoOns2xvzzn5rjF38LXnxzMuuJNESJJYqTjMkNgWfwQ0nfVQMJ5jjg6FSipXUqFi3JZAqI7PkqGE/lCllSCDFIDpksOZRni5OkkDTKyiQGEjPJa4GGxLRpreStt1k2jFU5db7C8fOCk1MxhoDxka63vHTx+86cPi/EasfnzxvgX/jyN5hbEOUzRx5w+70lfvcbdXZt7bNtfZ/rN1t2bi7zrRdKzCw4zC8J6lXQephgMCar4LMiq4WwGJ2DuShD7ADoNpcj+etv89mkGBZRSQlSigG4lZRZo0QuT8B3wHMNJd9S8lL9XC5F1MohjUqP8ZEmr5zo84//ywivn5tgfUMxUTHUS4KqLyn7inJJUPLTmyNN9Ye8eETQ6bv4iuwmSyVa3oSQGEEUayq+4q7r2+x/o0Y3SmVKL0jo9hRtT+G5CtdxM/3c4NpNhl/+1Cy/8Bvw/JFJIiOJjMmapYc9mIEr8VyTsndWm+JkN3d6kMmUoYyTWZb3aiDPk0I2B3gG+GTgvLBy5S3ET0XSgvTaaC0YqWkqus6xs/D1lyJ8t8meXRG71ht2b3R4/fQSf/KVB92f+PgPlg++/M3ujbe9588f4BcvnmL9+k2Nr371i7++Ze3cWxu+pqSrnLhY5o2TEc/VQhoViTSWsbqi5Mt0aVQMTp5VhZOixKDZdwVrFwBtBsAeNgVj7UrdLdKCIiEzcGdFRmoA8FT/OTplMtch7QRyswIrL6GUyYtqKaBe7TFSbfHayYB//F9GOHh2krUNzUTZUC9BxRdUSopySVEesHeC78VUy32eOuiy3PQZGRmmyXPAmEynRolickxx/40dnnrZpF00oSmAXOI7Et/RONpF6xJSGq7dZPmlT83yC79hef7YJJHRRFkFYFr2mjK5F8lBdaGrJVpnRVhSoLQYNHXnny+/CXMiEnlVGsOE0OrDFJ6NKTwPVl5bYO4M4FIgkHT7gvmmZqwe8sl39xmpGUbLPtPzFV44pHnleECt0X7rS6+d+K13v+eH/vrFC2eWN27a9ucL8OnpGebmln4h7h37RGtpls3rDdWyZv14mUtzmoWmR2Is1YqkXlH4nsyWxsJFLp4cU1jqsuRMzt4rAsnVzG2HbJCDPA9iZaHGW6lhxaBWpPUZ2uI4aWOx7xp8N6Hkx5T9iIofUC33Ga03OXA84B/8xjivnV7DZMNhspxQL9sM3Bl7+5KSl7K/78WUvZDYBLRDD6EkTs7gAw0usmU8KxCLHCpuPy0XCH1GcpD3E7quyrZEkTha4+h8A1rL3q2WX/nrM/yv/9nw/NE1REYTJIIwMRmLC/zI4DkW10l7V3UWd2iVlggrKbPzk3Xl58+FwqziNRsw+ipwD0ioQEw5uPPfGVu8ZpAom0ksQRxrapUal7t13mjCpVnDqcsBy1EHK7u8dPDEJ7ZsOXQqCKNf/HNl8G5zilJt3ZZHv/Hr+86dn+fY+Qk++2ifv/PRGe65cYRTF2ssNDVBlAYlSmUaT6ZZPMRqcIvBl8/v/uGfiwJTDLOStrhm5qxdDCrz5Tbr0FFZMJW2vKXAdrUdVA/6TpLp5oiSHzBS61KvtHnxSMw//PQ4r55ew0RdM1FKqPuWagbukp/aiTm4S16C78bUKiFHzlqePFDBlRJHmSyIG3oUeeAcJYrYaO67JWLHNR1OnS8xUYZ+1hLWDxK6/YyFtUJrJ5sHk3rX12+BX/5r8/zibxieeWOCflRKk2GxpZzVcHsOKch1vnqZQW+rVMlghVNSFAAuCiDnCr0yBLldCfDCSjsAeHEFNgw6tYRIEz6dnmCxmf57aXe+4cRlw/h4i3/4owHHz44wtTDP1x9/Zd/f+Omf3nL0xOVze3au+7MH+IWLM1hR2/rNx1/+v3qdqQ/es+8Sa0cnuLxU5QvP9PlbH5rituu7zC3WWGh69AKV2kRGDICcf8m8syQNGsUQ3EYMwV9g+isYJOWWARusALewSJXbgikYtMpYW1tcbXAcg+cYPDfGd2N8L6TsB4zWuyy1uzx9GH75D9Zy6OQ44xm4GyVLtSSo+GLglafOi0nZ200BXvICwiSh3/PxVXqTSVFY+snlWZYMiXWq5XWQNvFGogBwg+smuI7GcSRaKZR0BgBHwA3bBL/815f4V38Y8/zRMaaaNfoVSSOxVGOLn00c8Bybef+5k2IH7J1LlRzgg8+bfegizgcKMbsodnCtCmBfxeQrb4L8tclikTSR1w9hri253EzwK20+9bZlWu01PHXI440LTT5Sn/3g/KXnky0bb///LM7Pnh0dn/yzBfji/EmCbumOhZnXP3zgwDkmRjzmuyFzPcGTb4yx1Bbcf3OHt+9rM1avstyu0O469EKdddkU6rOtWOmMDIC9UooUAZ6f4qIqzC+CoBgs2Uye2MJwoLQs1tEmGzORDMDtuRm4RzvMLfX4pd8r88ALE8x3RpioSyb8DNx+qrvLWWBZ8iRlz2YMnmpv3wuBkMdfc1mKXMY8VtRjr1zBUh0eRpqap3nHzV1ePBbSjjzqg8ZegxuktequTgGulUVJByHTBA0W9myS/Nu/1eLrL/b4F7+9hovzI/QamoYrqMaGcgxelI5edlU60MjJA00pBkFw/lwM1Is3phCDXhEKimOlhMyBPbAX7Qqdnphhg0WUpK1vzZ5krmtxvA7vuqvF/TcHvP0GxaGTHfbtTNi4QRO1TvHSa2s/vKtX+70g6J79M2XwZqtHrervfO3VZ/727KWXKLkupy+McXYuQQQJuybg8NFxDh6v8tirLX72B5e4eVuXS3MjNDse/UCnXTexHCQIcptpwNwUbKjVrF2UJdmJzpklTzfnLoDKAa7SCkWdZe8cnfZ3uk6C68T4boTnRlRLPbTu8tTBhN/6Ro0Hn50kNDUma4JxP5UlqQWY++QqO0TG3EX2jtA64Lk3G3RDzbpy/nlWM3gWdxhJFCt8R3HntT1ikwI8beTN3JAwnT3i6NziVBkQ0+xjCjbBeEPwibd3qHpT/PY3ejz95hjTUYmuL6nFloq2Kch1Focom8UlNgN5fg7FsHZcgmTI4qt3FBxIlXxEBazS5oXuoUEAOhxI1IsESz3BucWEm3Yu8bM/2ObmaxysGeX0BR9HCm6+RnNxRjE13+blV19jw8Y9f/vuu+55NQ47J7T7p3cB/akAn5m+yG9/4ZtUq431/eVjb5tfbrJ9s+TuvZpj50pcntMstBIWmwmXlzwOvunybwLN3//EPLvWtjAmFRNKKmKVFlAZI1axeCGZsALYBeuhaF8Ju0qa5Fm5tGJQSQaTr3LmdlRai+E5Ea4b4Tsh5XIf1+3yBw9r/uV/neTU3CiO57O2Khj1EmqepeJBJeuwL3lpttPPEkJp/UqSrQSpPJlvJXRCF1cpXGkHASaFr5KXF+QFSWHsUHL6rG30WO5W6UUiG7eWxgqOk2Q2n8rsTpUCfEXgmlY+fvDeDrddN8cvf7bP739zgsW4QtdzqDiSmk5rcDwNbuZs6UzCDfMFdsDi+Ti4AbgHN2lRrBSBzooVeEVMZewKTzyIBe1AMNOx7N2xzP/3Iz2u2zzCpdka0/M+803FwrJlesFw7GLMmvGYtaPzLM2/9ralqeX17fbyiXPnzrNly+b/MYAnScJP/dB9W0+dOvbpL375LM+9XuHQ2S7fd9sCN+8pMzNR59y0w8yiZqQWMVkzHLkwwgPPJvzNDwZ4bkIYJ0DKOlrl2a9V2pxhUIkVV/W5BXbIJln2TRYBLi1KmvR9BsydZCCPcXUqSTw3wHN6nJ2J+c2vV/jyM2OcnhmhVnYY9WHES6h6Nku95+CWGbjlICnkZ9rbc9Mbp1YJ+NJzmhPnSvjZBK5BuxhDlA/GONisOCnW7NkC77+tzW89NEanrKlFln5k8cIsblAGrWXqfigKIHcKlJquCpvHJf/wr3TZt+0iv/HgKKen6yzGJbqOpqIE5QzorrTpjZO5TIPVLz+vuX1Ibu3lX8Fe6ZPnxJSXTlzhsgxLLuKsW6gXCVw35gfuMmybHOXgiZF0I6wlmF2KuTCbMN2MuHZHi3ffFlFSZV5//Swj4zd9evfOO9/b7rT+VKnyHQHe7UWUfM1LrxzYePrkwe1b15xn3VtrPLx/lN98oMePv3+Bd93UpVyeoFouMV/1GK0btqw33HpNnTDsYIxAS4NwUtmQJLkVmDcC56wtBiwwOFkD2rYrdGAObJFlRKXMAW4y1yRn7wRHx2nnjo7xvABXB7STkF/7vMtvf30tlxYaGFVitK4YdS1111DOmLs8SN/LrE4lkyaZdz4At5tmL4Mo5MRFj07oMeJlLk6edMpdiTwLaws1KZGmVtFs2xiivD7tsErPFZQiS5ADXCdZokalPrbMS4CvFrwqJupdfuaDXT583zS//fUWv/nFMeZ7FXrax9eKshaUlMWLbcrmMpUqWg7LG/Is5xVMzlXkymqHhZVMngabYkUBnaMsNas49OYYTuwThIpm27DQTDcGO7sQ8Y7bmvzkuyXnptbwtRcEC50FNm49vH18xN24a89tZ62NEeLbw/g7ArzTmiGJahMTDfn5AzMvOb2+ZqwRc8/eMu5RwRceVTh6mnuvXUQAlZJLty9RSjJadel0Da4TZ0xjMhDmTG0KrC0GgL56htIW7EA7APYKeSKzKjmVpADXCVoluE6E74a4TkizH/LcIckfPFzji8+M0U+quK7LmCtouIaKm87ZLrtDcPuexPMkXiZN0sRQ5kxkAHedNPN55rLl6VfKhJGDV7FXBJj5Y5DmzkpRw0jhOJr7b2vzR492OHaxQs9PRzMEjsWNwYkMTmhQSqa+tRRIIYfDfXKA5x67kZQ9zZpGj//1412u3Rzw+w9XeflInblehb5ycRyNrwUlCV4+YCm3V6VN8wmCAshX1qysLs4qMvrg2rKSxYsBp5aWioZWU3L4ZIxWMd2+YbFludhMuPfmJh99q8eJc6O8fETQ7nZZNyJ47JnDzrXX3vX5Vqt1Y6vdnvvvZvBSeVwuzh674/SxJ+qLy4I4qTDRkFyzMUEpzfhFxWtH6ty2vcPkaA/XMQRhunSWvBzYNquFtoNaFHtV5hYrHJMVhT9pj07K5IOUshmUe6a626JVkgJcJQM5onVEsxPx7GHB7z5U4+EDdRabVWTJp1pSNBxLzTWUHUvZtZRcMtZOmbvkyXSXCFfgu2QVeiYDt8FzUv2tdMDxi3Cp6aeJlUzfrkycDOtn0j5IkVVRSsJQs6Ym2Lmpx+vnY7qRQ5DN+HZDsuleSSZR8kQNyFV1GoPg3eS12Wl9+Mfu7/Hu25d47NU2n/lmjZeP1Fhol2lKl46rcZXAlQJPkvZwynSXOiWGN6kSWdnvVRj8yvqV4o03TPPnqxdZnb6xlnbfkCyk8iiILItdgeNbbt3p8PrxMU5ehAszMa7jUfUtvdDwpQefqn//u7jjpn07H+I7DA/6jgC/eHHKa7Xtf37+4IXK5GjActeQiD4b11jWTfjcsMNl7bilXoVuv49ShihKdyZUmf5Vg+6R4RkYglmsWtpWn7WiNLErCvRTWWIG/76SSToQP3czZMRcO+apVzTfeLbKA0/XmW1VEL6PU3Woaag7aSdPySGTHVByRXbIrOQ0092uwMvZOwe4jnHdGN8NsTbi8QMe5y6XGB8VONJkOlYMG30LbGdXlJsqeoHDljWC+2/u8uUXQjqRQy8S+I7FjVMWDyJbWKXUwK9GyBUyJT3ksFHBpH57yQv42Nt7fN9tC3zlmTZff7bMU4eqzDbL9IRLz9VoR6GFwJECR0ocYTOpZVGIgjRcaR9ehcxXuGD5TT2cKJbeNEkmW3pZUWyYSNqhYLnp86t/XGLDSEwnSLBE7NoU0gkVCx3J5Pjpynj9nv+8vHjpWqD3fxvgiy1LGPZ/9NU3X25cmOlw5HSV45diXAeu2x5z7ZZlbtwe0QoMk6MJWkd4YUQUaSy5N20HbFs8Cbk7MpQlBZskO0XFZVAUgJ1mwFJJIjKAa53g6gjfj+gHCccuwdkpxeceqfPQyzVmlyrg+OiaQ1lJqo6lqg0lx1JywHdScPtOOpMwLTOVhUNkf24zkJsByF0nbU87NWV4/YwHjjNopB6m6MUKFBRZLS0pFcRJOs5577aA6zZ2OHqpTM8XlGOBF1kCRWbtmYy9czcltyCHWmXgs2dWpDEqmz7g0A8dSqWAn3hPwAfuWuZbr3T440fLnJ3yOXqpTLjsEXuavtZIJdN0PqCz55zJB9KFYfB/BZOv0uKFK4sgWx2yUmZJGoT2k3RSlrUh1VqPQCTcfH3EtVsMN15j0KLMifNlFlvLXDj/GqVS+Ttx9LcHeLfbFHEc/vz87JHG1jURYWzZMOLw2slRnnklYf/hdPvqKOjzY++d50ff3aPXKxHHDsbkonNYnYYo6I8c4MXbvXBqhBg+i7zbJGdtYdLRDzLB89JJqnGSML0AjzyhOXWxxJP7S1xaKnFqqgKehyprfK2oaEtFm9RFcNLB+b6TjmtLQZwfMjtUBnAyzZ2B20nwnJS90xsr5MwcHDlbxpEr7cGBRGFYD76yVEFkNRmKOHa4bkuPnZNdDp+O6cYO1UgQaHDjdCagKgBcSoGQcgWTAyvLH3IZlMhBH2WUOASOS60U8mPvCrh3X4tLSy0ef8nl9AWPbx0oM7Xgk/QcjNRErkJIma4UWVe+JMt4wkC2FHX5iirEqyJMZHmMoemYdnMliKDPX3nPLD/xnpBup8J4zcVVFS7OVnntuKLZ6xLFmgOvHx//5I/89N9eWrz4KyOjG68avn1bgL/8/ANgY+riDItRiW4fRuoON++U7OgkzDcdzs0aDl2s0now5vvuuMTGsZggdEmMylj626xdV3L1ir8wjNiHrD2QIirB8RKixHL6guD104pH9pc5fMblzTMlWoFHEHrguKiag6cEZQVlbSgVfGBP53UaedlsWhfuZbLEdRWuK7MbwA61t5Nku7ilOt93I6wJmVmUBNZDa4krLbpgs60i8AHIE7uy3zGMHQSaidEQqfp0IoeuFqnTEQ0LxrQyKzKQUhTOdT7sCIE1csjkhcFITqIG4ye6gcvakZDNayJuuSagF/b4yTNNDp91eeRFn9fP+Jw+7xPFCjyFlQqEJJGFbNCAvsXVLvCf/hD5XZ9AFHLNZJOf/cAy29ZO8ObpNZw4V2JuSdLswFLbUK8qOkay/41OZdtz+z/haPUr3+6fvirAn336UZaWW+q5lw6Kk5ckP3jvEiVdIYnTEQXtnqLdhX3bDY1jLV4+bnjsZc1PvK9PpRZijUq9bJOOUrMFlraIq38SmwKabH6Joy0Ig5CWKLR0+ymjn70o+cOHPbqR4rU3fU5e8JjvuASJC9oF5aBqClcKSgrKyuIr0nFmKis8Uilru45Ikx5FcDsSN5MlngueS+aapClzR6fOUJoRjSj5IbNLCY88X6XZ9hipp7booMhMfpvrXqikzLOaQaAYH1O8+64+33q5x/lmhZ4jU5miwYktTpR71pnHLpPULqQ460QO3sNYXXiPFOhuoki0InaysQ+Rk1qpTkTFjbh3b8yd1wZ86G19jl+QHDzi0AsVv/9ImTPTDghJt6dJQpWXb2J1DvCrENu3Q70FEeelhgZsKnXfeUeLjWtjnjnk8MJrPv3Q0umF6S5xQdp0rv0uH7w3IeocF9XJm9Sjjz4Wv/Od9/+3ATwxUK3Vfq1eSm5QSYnfewi2bGzx/jvnuX67otUt0+u7aG344NtnmG3O86tfKPPwyz6feFePJIYktkw0Em7aG1Au8d8wJFcMhvM0u4KDhzQLLUnJl+w/4vC1Z3z6kaIfKS5PuxihiayDEQ5ojfA0WkpcJfClxc+A7SmLp2xaA64zz1cPmdvN+zIH4FZZj6YYsLfrGFw3L9BKBuztuhFKhTzxquLLL1RRrk7tthX6+9szeO6FJ4NudEW/7/CBu3s88FyL33+8Tif2qWQ63Ml1eJQnZeygW0gIOQBY+layoPULADfZaAedMrmjFbHW6DhJga4SlEoH6Y/4MXfvjrlrd4QVAR95e5d+lI5z++ozHi8dcSl5gvmW4uBhl1ZXZirpO4E8c9QsVHzLTTeGjNcTksRgEssn3tXDcy2f/OcjXJyrMOpEOMrSDqHdj9m2scf339Vj+9oyC4sVTs3HN7xlc+3XBPZn/psYfGa+xeRYtfbpP/ja7uMzTfWBtzR57KUGT7/s8MKRPrs2d3nr3gXuuS7GGovUPX7/kQrfer5OhOTrT4+kXyA21Edi7rghpOqbtJvDfqf1SmQTXwXLHcXLr7u0mgqpZToTxeqUmYQmrcPVIDVSymwiVurletLgyhQIrgJXDWf0pSAXw4YHnTYC5I3HRXCnDJ+V1To5gyeFI8bTEdaGXJp3CQMfry5xs7S3yqryVmQx844ehun1IcgliVGEkcNIVbFpPMQVfXqxRy8WlHTauJvXkOQJLSWL5a1y8F7pe2TTpYwpDME3WUf8UBrFcZLlDVS2/1FMFCeoKM0laJUgZczGcZOtGIZrN/cJbQ+pDc2m4OXXNctdme6Kt9LjvSrIjYGKZ7njhoh6w2JjAVZQ0hBjmVls8yufa9Emgshy974eb9kbs2eDpOzWeeHQCA+/0uYH75tWE/WF3Xtv+UjNxkstoUe+M8C7nTku9Jd+RQZH3757soWx4Dohm0cV3ajMG0fKvPJGwr80Ib2gj7EjLLddYq0BQTMP43VCq2m4/GQ+iMd8Z4AXljcrBCbfcoGs5lSoYZAjZWZl5aDO0s6SbOPW3DcuPOusk16Rbb3HANxpW5fCzcDtagYlpimDZyyuDW6WHXWcCM+LuDBv+Oy3KqBdHCmGAeZAnogrGLzoLuRDQlOwpYN1wsjhk+/u8ZWnerw5U6WTOJTjdFPatArQDjtxVJ4TKAZ7eeliLoVkocArP8ygFkZrhZMkA2s3LegaJs3SuvHstTDZ4KAELSzCJoyXDd//FgMiyWQmIPL9M66G7xTM1gpM7JJEMvuMkn4skMLwyXcmfODOKRIraXerRFGNOKqz0PJZXHIIkwilHV54AxJ98u1rN579lSRJfvZPZfCjhx5GSuleujjN8rJgZlHRDdJdDBwFUQyzS5JDFxzmwjKRAemCK0RhSUzn21ksST5tagDwYkVxYSkTAhgus3nwIqQctKApAY5I08qeyOcZpj9rmc05zBhuUEikKcxBIduZbdhVPwS4HMgWz7WDljbXNYXBOTFOxt6ujpAy5Ny0YK7lI7TGk6yQJ4P0fMFCy89AsamjqI/jJJ3xN1YL2LK2x9HpgF6i6SfgJQInsThxpsNjBs7SMIVeaJ3KM8OWbNJuPopDFKSRQSeGREmUzrcvV1mxWoJUJlspzNCazUAu8vfGrLJy7QDoxdz04Dd2eJhsUKqxchAUW9Jz52hQiSSJ6hw9Pcr0gkMUp78v+wm37LZYI1haXOSLDzzm2qtEtFcA/NiJCwDU/IC1NYde4LJtraTkp0ApeQnL3T4Xvi5Z6Lh4Xt6NbdPxuyYds5ZOnsoKbLLi9mFwUUxZinRZzZfygQWVe64ZqEXqTGhpBzUe+evB7zKyH5aCMmiwdZVIwb4C3DJ9dnOg58FnBu68+0ebgURxdKpPXTciJuLrz5WYmSvh1BVusYaj6KCs5rIVRUhiVRCo6AfpBNv33dPhuUN9WrFPV2tKsSHM0ulKDgui8oKzNN+Qv1MeaA6bSFLrMJupYiHJCt+0EcRKoJN8N7u0lifOgD5MpplBgk1KU0i8mRVJuGE6PzMNVnz1YSY7B7bJ5FnuKBk7rFn03IT5VsQDzyW0WpKyl3YklTwHx3FoBzHjjT5SXFixe8dVAd6ZeYBy3X/Lp393/22XZvuMNvqMNxKu25peFNc1tLoxb0xJWmGDqmtp+HawNUdiBGGSzhIMjSA0EFpBnFtXdshgg9qSwmuVPwuLhtRqE1nzgsjnmww1rsqBLdP95PNRCEVgD+agKNJ+xKsBPA84c92tc1liM729spbcdSJcJ2S6aThwsgTaRWfyRBcKlHKPV6xCeHqRC1V3hoEfnnviUeRw846AsUaP5lKZbqwoK3Di9LuoxKZHVAR42go2rHCQqyo1RdaAkE6pMsqQGIFjBImSJMqQKEGcgbxYvJaXQ8gc5DmoCxOyBCmrF6s+h9loO/ju2GLBXZ5pHQ7wTLLJtEJaaiakXOqwds00p6YrNOccXJ2uhXu39anVFKM1F+l4t9n6297yb37rrc/+vZ9+59UBfuC4xNH2+7tBfFMcBXzhiTJWBmzfmAaJSkmWOw4nz3m4OGwcMXjZOIjYpB0a/SidK61ii2MEnrUrGorzeyyPQ2R2h+fL+ZC9h5mu1SWcWq4Efl7qqeQQ2EqmskQNuleGwM6bb1P2zjS3ZqC3c0swZewhuJ1BdWKEIOLBZzyeO1xFehpXinT+9qCCcJiOHlb8rc5mZnXxAxZPmSwxil7f4a7re7z/3ja/+WCVMPHoJBI/sQQx2cpVrPozmZwzq26ob8fkYLTMOmzEANyJkihlUkaXMhstYQqlyMMaICEL1Zwr2HuYpGPA5KtXsFyeiAGww0jTDzVRpIizPoJ216Ve0fzEuzvcfV2bxY5CqzQDvHtTgrAuj+yP8Z32TTu2NL8/iaNnr8rgp85col6rvPtLX3vyr7z8+hIlVzDqS4Kwxrmz6Yg1Y1MAba5bKn7ara1kykJhBN0g15kpR8vEorOExtWWj/TC2xVMN+itZFiumRf8iAKLp1uQ5D+TMTiDNqwVLJ51wzhqJbjTcQqrmDvr2XSz9jZH5w0HceGICIn448drJNZDDbKXxQBz2NeYOxsrNHi2G7EdtPDJdDpUkgebGoHDx97R5fe+HrBsInqJTy8RODEDFpfSImMxKDpL7cLVnqwsWJPFRm9BotOxDim4DYm2KJPKlURZVJJWMKbZYzkoTR5IlRXVnZlcFauy0Fdc+MJnyZNckaYXOHR66bTcMJZYk17b+WWfsl9lXSNm05jJRlArgp4ijCMmRvqMleZZ3+j8lT37vu/J1vLFb9UaG1cCvN0LiYyzw3fnt9+5ZwGt62xZ4xIEaRNsEGYgNxnQVH4RBcakgyNlKyaMLSoWKGGxMj2ZuljoXSCyQTF9BvSVzcMrX6/WnLmLUJztoZQYavGs4m7FsJsM2FqJoZMysAPTjvu0MdlmzD0MMHWBvT0n5MBJyYkpH6sclJS40qBX12kUNNhqFyU/Bp1NRhT86hTkUeywfX3Eddd0eOF4iUi59GKBL9NZ6jo7z0pkXThxpsORqVy4QvuKVcHtkM2H7kpa75KCO2tnU7YA7rwWyKbbhg8YnMHqkW8Tk5dYDFewTJwKO2hqSWvEU/0dxZJWx2F+WdMN0s6fHGtKukiRft4otgRhuk9QP3JYaPr04zaNtUvb98nujlj0v3UFg9t4GasCTBxw+AyUysu893YJVJhbdFnupCN6ozj9mGmXx7CIvx8oLJbLCwmJIWtTs6grcX1F4fwKoBfArQY130PbLWdzJUTaPS+G4E6DTDHoFtcDcMsVAC8O/0m77RkAe5CtHDB3gqvTxE7aFRRhifjC42UWFkoIT6e+e/EmXF2DUjwBxd5Fs5JVV3jTRhFFmvFRyUfvb3PgZI0g8ekql1KSavG8nFVJMnDna4XJPPFBDV96xVbpcWMKUw1WTPKVKJOvSHbwOgWyXKHFRfa9U1DLYXPEChYvanGurCUnrZJ0nbQW/OxUQhCmcV1eDZCvfnEC/cDQ7Bpmly1Whbz37jbEmmYr4uyFRYKgf6VE+eJXHsBaha/n2LNV8nuPaS63unzgzmlu3O0xu1Cn2XEJIjnos8wDDEdZKqUIrxzwjVd96r5YEWwVQV2UIlf+zq5g7QHQB5OXhk2xxZmDA4APWDyXKxKlVwLczYYQ5eBOEz4Zaw9S8SZ7naw4tEo7d948B59/uEogXZRUWfZy5Y24OoO52hEulpSu1OH5sq2IE42XaD76rj6/+1CXQ6dLRMqhKyVuYjL3KJWCw/Nj0/YyUbRkTfZeK/ctKjJ5YkAPLMR0EKrKSgJUYofDOrOJtCJvVBYQF3W4LNYRra4rWt0wkX9ui+fEjNXb/PGTEYeOlqn72Wa2WaVhOvIvnSm/3IXLLcPenW3ed1eX3RsdPvONKglvYvqXiWKzEuDnzk+zedOa8i//61/fdur0DFIoJqsex0/6/OblPn/zo7Pcck1Cs10miFQK8MEHS6iWQqRq8/gbMNfbiOeIbNlkECjmd+EQ3MOla3VK+0qJIgbAWT0OWRYYOw8y86lNWuebvGbaW60Cd56+d/LGZJPODBm0iOU9nXF2RCgn5MQlTTt0QelMnthV5bFX3swrXJSCHrarvfCsG2eY+NFUHMHuDX0OnQhJjEfPuPhJWrOtMw2uRLqRa5pYytnSkAeZQyYXwwxnVg+jB4NN098pA4lMAa+y3SmkGU4IyKdrJXl3/8AAKASYg8CTlUFnvloXA1TSkud6tUu1FnJ0TuNbh6qfZpRVFqQmNh2oP9sV3Lp7ib/+fqh6Y8wsafZts4xVBZMTa7a98/v/RvmDH/6b3ZGxtSnAg+4lzp1ZfNdbbxv7hUk/ph9W2LFe0u1LOn2HqZmEd9wwS6PayWaYpCdRK8N807LQjnnikOTXHliD56hMF+atT5mrIO2VYGYlsFeCW6xg8GGQWRyqmYOcYY20KoB68DpL8igyLzwFdwrg4VAgpyhPiuytsr5ON2SxbfgPf1JloecjPCeVJ9KuWFWGg3P+lIR1LleyccS26KZk3nAca2plzd/8oTaPHaixELiEUtOTEjfroRyOfMgYPKvrIdPFeRmtxWTgNljkKmdFZAxuB0F6DnYlRcbg6XVNBuDMQJ2PYRZ5M4RdsSIPn/PPV+ijtQaZxWr9wOHnfnCJdi/mmddGmGl5zM076chtkZoXiREkCDaMlHn59QqdQNHtW9o9Q6dveF918heOHD3xbLfb+8qAwY8cO4zreJw/f4qzs220q7nxmoRN45np77R5/s2I45fkYEqsEBbHgRfe9HjhjQZTSyVMXGa8bClpM5hHqAvB4bBD+yrgZgiMnPEHLF6QJnmHzADYUiDVcPyYKoBay/Tz6hzYKhvhloPbycFtBuB2dF5/sZK9HRXhuiGfe9zhjVMlkA5SSry8NFYML/JAmmVf8ttWExbYfLBTRUGmxCZtOYtjh73bu3zw3ha/+5CP0R496eJJMUj6KCmIcheDK5lcFJm8EOAVa2KMSif+apmyuTJ5gJezumA4VmI4iyafL55+/9S/HoB5hUwZ/i4HuFHpxZfC0u75NKoN/v5Hu/zkuy/x3JsuL77pobUYBKtaw7ELZR49WKNEjFIxGyZDbtweUQkFreUzHDsmiaJwKFEuL/m4rselhRInz5fRnqFRmyXCYoXkkZccnjw0yclLJVxHMDC+RLrcKRQlD+q1tOba08Ns4orxvJmWkvnJXzVbUK5mcpkDXgxkyZ8OcDkE+CDRkwM8vSlzKeKooVviFIYDDTV3yt6OTqdWLTUNX32iynzTAz9zT0QhGPs2EoW8RmSVAL+qbZdbhibL8CWKKNaM1BQ/8PYuDzzXZ6HjESpNL5GZPZlJQiEKACo6FymwrR12/ZgBm+eNwAKdOysqey2znyUkath9UwS5kKLQfZ8P8bTDGI3CzznDS5AmvSFMPtovW7WiWFP2fTaMRnz03piPvKXozKSu1qmpgCcOdXnkJR8hLBsmEnZuqBGEkm3rYfNGSxim31sfOHSCNRNjW7/68PM/v7R4ko++YxHlWP74mSqvf93HUYrFpkKh2LtuqOhy9hEi3XsyTzhoVUxArFyyc1aTrCxCEmLVsr7iZOUSpwjslbO/ix0u6XB3VoI739kgZ25VYO4rGDwfNzEcOaFVmrk8c1Zw/JyPwUNIPWjOVYVYoyixhq5GjvSVtShDJhcFeSIGTsag3SzRYDV7toRsX9dn4WgJm7gpiyepTNEFF2fImsVCr0xw52W0kP5sRSH4BCPFwDosxjbKpNfSSDLtnV+XIRkNwG1Edo3tgMiG7orI2D5bBRKIpEDFklBJVKhpd72BPheCrEMsMxkFlL2Y994cctt2i+PEHD5t+MITqTH68epJbr1px8+PrHnfa8tzx89qVxtM0l87XhPvnpvp8XRcpxcmLM66jHsKV8HGDWkRU3pBbNZLuHL/nDyAkd+GjQd6dPD7YTOuWP07uVKHywFzrwT24FmRjQIu+uDFI9vSWhXBXQB5tl+9k5WG5uytsp+1jlAq4usvVDkxXwJ3KE+cws18peS6in2ySqaYKwLOPKO5UouHoeaa8ZD33dXlpTfLYBziJNXiTpJld5OVUmm4SubFEbltKLOxamIYbOavZfZaZquKzI/03CfZiiFFxuomX2Ftgahs4SYf3nQUXLKVwagsZELTv2uLq1q+NbvJ00bpKuK7KSFN1GK+/05LL9B0mgGX5/13O7X+2n7PntW1Ujpfb8OEZfc1glrZIQjKjFVVtiVFcb6czXb3It0XJk4j9ySxg6RBsaJrWER1FYAzBPVAn60K0HJAi6sAe8DmShSacAvgzuYTDrft4Epg6+GAoMGIN20ykMepPFERpXLIC8cUX3miQq/vQlmjpcARK6XJ6s9f/O5XBTir9Pcqy7Doi0expl7VfOi+Pg8912X/MRdbceglHq5gcKOpwfsX0+U5uIcgL5ZApcFndoOplM0TmepxU2DtPKg3WXAps506ZM7SxSrKq8VZ+WfLYgQKuEg/nR2MtkuyPVPjbBvCMIY4TreRHOYPhhsmLLcTwiRA2ISdc4aJ9YZ2z6K7/TRLN71geeoQ3H/rAvfd7DCzMEKrqwgjke2FmL5ZEEEQ5jOsDUFgCGNDHOdb/6Ufc3VmfugHi6uCvDjRdBhcigFoBvPyVGH3BiWy2pQhuIcgz8tmLVoPRyjrbBMmrVYC3RmwdXoolQaYrhsShQkPPV/mzfNlcByEVBmo8noZu/LCFr9f4fuLArKHs2Hy2dnFLfvybfvkwBNPEk0Yaq7dHPOeezocPFsiiF0S6dAzCjdh1WfJvXBWMXj6bFd9FlR+sxmMEqi8dkgKrAJph3p8sKLmWjq/Nma4agxWNDJ2z8mNPCZZCZA8AZWyNYRRagn2A7JMuqEfGqLIZBsGp2QbhtDuWaZbEW+9JeDOnRFj1ZgkjlBE6G89/HWEUMRRk/fcrhmvN0hMhy3r54lihUQRJekS2Q0U3b6m3VU0u4p2V9PppdNPwyjdDCnJ3viKLUeKF7rA2rBamogBuIcsPtyBYChNClbhgLFzgA8npw4kSsbcKWPbAVPrwfPwtZMFl1pFeG7I4XOCbz1XpttzoeIgRV45SMEevEoWs/Bd89t7qMMzwGUe9NXKZ4dzTdSg26daDXnP3QEPPNXn4GkPtEvfSNxMiysDKmGFNBBJLg9EqikHYB8C29p05RtIF5myeb6q5EG+sSnYpRkm2oQZuimDFcwUXBRTYOvBjT6sVR+OVhbECUSxGJBot5fQ7ia0ewntnk23WwwhiCFM0g8TxFArCaZnKzzeidm19CITx44QRTH63NQZHC2YW46Zb0eM1uCJNxKsjaiVYn747QFaaaSj2DahMInHUqvM9EKZ2cVUi+ZsqiKT7XtpB2ng1UVWQgwvdFGKMABHEeCrGTzV28VspsqcmryiMG3nyl7r4nzwVeDODiefQpsV+GuVjhDTOsJxImKb8OCzJZ4+XAJfg0wbmh0xLOFdURpbPIo/fBsNvnIeuhjsRp47KomRK4Ae9B3etrfL+97S5Y1zPnHsYIWiJzROwuAziaTgVq24ta5k8uIQe6Uyy1CmbJ7+LJBGDHT4wO/PGT2/XgWgryayIZkNG45z5s5LBWIjiLNpXjm4m52IuWXD9LJloWMJbcL4SIx1ErxSzA+9o0vFB2E0SehRrxgSLEvdLlIYdKNcSsFJjIkUly5JpuZ8lnuWwFiePByTxDEVP+QH7u1R97tsHA/YMBETxQ3CKJ+DknXgZHNLTLYjcXEZHi5TGcDl0FGhCO4M0EOZUgR6MU1fOLIdC4ZALxx6uAlqDminAOrcOUkdk/RZqQjXiXjtrOTzj1cBF6SDEGrQRaSytPWVgbVYeSMPvrEdor1QGz9k7oIGtwKTpK17qSZVg/S9tZqPvaPHI8/3eflUOkkgMopuIrKCrwx0Sa51CxPCVkQAGQGplQN6MsWS3YQWI7P9fPKgONfeEoTN3ssWCMoUz0eh2Kpw7fMbPN2tTWQ7PaRVqWGUbt/SD2KabcPUUsLEmi77rgtolCM+eE9A2dPEsWbdaJonWO74XJxxOT9t6cU+VriAQZ+4lBDGkslGwL37+rQ7Ixw7BwvNmFbP0upq+gL6Hfi9r0GnH3PL7i4/+s7U49RZ0VKSZeMgLbjJJ/mnmw8JhnuzrF6uVgaVeXuaKHjeOcCL1uMA5FkyabjZlM3Ang/AH4J7BWsXnvPG2lyqKBXjODFREvPk/hKvnyyB44BMg0tX2MLk2GJgtXITp5XkvRJatvBi0ABRqBFZUV2YSIzKHJVEE4QO12/v87Y7UhbvJSmLB8Klb0AnYhj4JbldmDFMUrjJsNn8miGTD1YWCVZZpBUoS5r9tAJhBVaAtGIgVawYavPi+TCF60sB5MOba1h0lgM8iknlbhbXGQQb11r+yrtjbt0paHdrBNEoQV8ThJrXZjXNjmJuWXH8nKXVX+btt7bYvFbRDy16zWgaVRsjOX5Js24sYPc2j+l5l3Y309Yxg81ajXUR0ufYGcHGSZn2RepUN8U6TRCkvZVp+5S0hU6OIqetdlLkSgYfOicFf1kVgC3ybUqGkqQI8Px5BbgLQ/EH7olKULoA8EyiuDrixGXBZx6qEkQOlJ1MnjBoTVOFLN4K56QYUX07iWJXAr0oU4ZbuuQgX63FNRVP8uPv6fLg0xWOXUpvvsQouolKqwyTLPmTlaeKJBvLsWolyYmnCHBph1pcZRpdmrT8WchUn8tMtgxWWpsHmd8m2BZX3uzFqsoc4HGSlmXHcRrL1UqCdZMllpYqPPlKXnVJtkU4BKGg1bXMLAZI2WPnxogodrk072CMQX/8h/7qmkNvvvGPvvHYk8wuSTZNRty+S7NuXBPUJXEG7vxOVzLtW6yUwHcNxlpiI1duRWfTgtq0lW2lDhcFSZK/HnqmQxYsVuatLrKShdqPAcgLe/LkWlyvAnc+22+ot7PX0gy1dxZchjbmS49XeO1EKW33ERol0sylzmqwi83FRZky9Pr5zo8VGnxoFeb9itaYFNgrQC4xRhP2HW7e2eOH3tHh3/2BS89oMJpISHomjRGkyTR4kscIKdjT6zBk0VSP2KzbPf1eVg2D3+LY6xz8ObilzcgolyhSpMxthlahLN78V4lBintr5pv/RrGhH6Y/z8xBuwOek4+LFlhrUss6SXsVpDLcdl3IxomIpY5l/ZZ7/9Hkmhv/mn7xjdMNGzXfe+/1Me1eBYGgXoFaOc3l57vaikwza2Xwsx3KlLT0Aodwxl+xxbYgXSJTx77gGCBW3s0rGLuwvK0C9YqB7Kuci6H+zir6CtpbDXZ6KGxEpewqSZJXCiYDcDs64viU5I8eK5POX0nZe9C5n7+/KMgmUahpLxD3imrC7Hys1t82O8/FxEveBJEGnnkzrsQkikRlWjzRfPz+Ll9+ssyRiw7IECsk/cRBk2+Znp3bJCOZpGjR2ZV+uM1GXDOs47cDRs9Y2qayZaC7bfoe1mT+uC1kcjMImKuy+Krvb4cEKEW6h8/McuqYKJmkmHOyCSKFdLrJZjFXy4Kjp+scO2OZWQ75UGPxveMjrzf05pE+0vQZWbvIxMg0vdChH3q4WqOlGkThMhswDzFhnKBURMmPeOK1OicvbcARKnuz/DoO63iLy9IV0mRVgDbY8uOKdP/KfWSGGny4VWDO4moVuNOJrCZ7Tu1ApQwq97tVjJJp4Y5WMYmK+dqzFY6cGGpvKWTqfQ86aK6SqRUrGSuPMVYq8JXNTasbkFd44oWJVNqItDZFDlP4YaS5dkfAB97S4dQfeYSJAqFJhKYnBDrJXA3yQDd3VAo2YTYLmAHIhqtuKlFSaWKtzbR4dgg7TPELMDIFvjFXFsut2K3t2zlK2WqudboybK9FRGKBxw+5eJ5GyLRXU5m0x3aYBc/6Rt2QA2fDdIdnR3L9dQKLRO/ZMs8bJ1v86y9WGCuPEiaS8bFF/uoHZ5iZd7kwrRGZBPB9w8kpxRefKNPulalXHUpWsWEkZs1oOl8kt4bk6i+yKpJeAeZVS7yQxSaHzI5TOaNn4B4Mvxky9wDoqsjkQ92t8iBSFqSJHA7NVyrBcSJOX1b8py/V6EuHfILWsGs+LwEu1EAXJckwo/Wd1UlhxRvIuEETQqE2pZC6L9anJEYTJw5eEvOzH+7wJ0+WOTWlQUWZVHHoCYHK5UmmxwfB5iqQ5968BXR+w2W/kzaTKNiMtcl6cdPA02RsbrP3MZlMNWJ4nXM5OrQLrzwnQqT/rusL1o073H2jy099oM1IvUerl/DFp3xOX3LxvGwnOCW4OOOwPG/40XdFrKmMECfg6DZt+pyajtCXZkfAGO69tozjuPieZXIcfu+bPp9/aoT5OT+dE60lTjYv2lOCimtRfahVUomap0+vprXyarqVxVRXst+Kzp1CKWYxkZJLkvT3ZihR5EoG1yv87Vxn50yerDxkyuKODmmFht98oMalWQ+UzqxBmckTu8L3Hrxe9d2Gq5S4Ylm+GnMN2TtvPCj2aOYp/OGAnEEzhFQksWbDRMCnPtjmlz/j0ozSqUfWSgKjUtswyRnPQlK0DYcgH/43/ROV3YXWMmBulWc2M3aXMgO8zAu1hpahLTgqKS6GlY5pKFA4MbZwzrJrH0SKbrfBWMNHJiFraxF/+wejQdO31unrqQXLnzylefLAOtZWypQ8SIzmhr0VNox56CjRCGHRXoflIKRLxDcf9Xnq4AR1T7NjrcXLR5/l8/502lHvu4KSn26v5zpyYOut8LoLd6z8dgC/WnXaoKC+IE8KrJ03vub+94DJtckYfQjoVI6sBLzKhkzmz1pFaC/iiw96fPoLNQLjpPJEqIE8GTQVF+KD1Zbg0PoswvrqELdDAi1YhUXQ5yl7izFmkN0cpPBNuhW4r2N+5iMdjp9z+e2vpVocFImQ9E3auymT/HMVC7DyCzRM3RftyhTUmVTJQW3Tm3wQIIrs72Sa22aaO9fidnBNs7+zoh6lcHrynfVM6oW3OpIk8VhqO5S8dMMBd9BlNSxtrpZDfvxdHbasa/HimwZPaWaXBJbMBg5Cw+yS5tnXRjg7B62+peIKbtmUbsjk6sLohUF3ej56Ie1aV7I4undlwEDxziwGkkUwr7ADr9y1WGaWYNpkXNgyUA03fk1ZOv9dDuICk8thdeDK5zjzvSMWl+BPHiuzFOTgTgHuyOFkraI8WRkUZ8txAc+rwo8V52f19h4UHJShPMm6fQqdPoM6cSlRRmGMJk40dTfhw+/s8uVnyyy0FcgIjCIi1eODbh9RtAv5U5k8zQMNk0J5fYpiyOI2Y/GhTBl66bmFWGT0FVnO7DBZ5J0YSxRBP4B2N++jlVkdf1Y8N6gtSieQlb0GOyZD9m0KaXUVx88KKo10YpnuRxaEYetay6YJnzBKECLvjEkLmeSqKVH561wXJyY16IMorfgqTuUoBl4rPO1iMDnoCFkpTQYbkxa1tyzIkVVBZT6cJp3KZDPpMQwwh8yds/aQvZ1yzINP+Ox/vYQpaO+0qSGXJyvrTWQhSzeQ3yv0eMEGvyqJZ+xZsAoH22AP7MKidZgFnVai7NAXjxMHbWLu3Bvy/tu7fPbrLqgQhMQKQWA0Soh0clgeaOYZzhUfcJhGHwSZeY9Ebh8WAlApcomS/U6uAnguX7Ibf5D8ya7z4AQNnCRLnKTFe1FkMZlDk9b5D49i15ZSEi0dtPIREoJQ0u51uH48ZX1dK1viwGR7rmvqlTRyzi9AXnKZJ1EGFpwyg6E//VCx3NEkrbSWYDD+Igd3gaFznT3Q1StKTQsgHwyQtwOLcLBRaQHgUll0NmIsbbgY7riWuyV5MkepJNPiGchl6p54TsSp85LPPFhluu2m+13LdNC7Egx3bPg2scOV5aBXZ+9vp7+LoyRWNyMXg01bLMJK0ngofU63P1lTSfiJ93d49nWPUzMSRAQoDJK+kIVNpFhVRnuVG67I54NsZnYdKACatCQjx4IRQ1Dn30nI7HWB3PLSDVvIZFuRJnvanYRm1xBGw9UhLaYTg5r/lYOV0s+upKBWkRghaPcEbg90p6uIIsXGiYRrr5ljYqQLCDo9n27gkCTpPzQsM02r7VwnwXMShLSEkeDVY+k2zEnmt8rMRimydnGssCpqbHklew8baW22UtgrQT6Ykb36dTIYGjlI6AyAHaNkgs5sQdeNCBLDr3+uxtMHSmntgdSp9pYy7doRw/krg2aC/DPDVXX4MKM5hM4VVuGKDObQtRju8V4sny2W0abtZiZ3VBJDLDUq1rztlpC/9rEW/+TXXYJYpo2oRhJnroo0q7p8cmdl8MHSZgIKny/9WRRig6y7PmP6lLFFNk5iCOZcpkhydNv0BzvU68XS6HxbxHMzhldPx/QTBaSjPnwnzSAPxmPrtJUtTgTtELpBgiBhrOZyzRrBTVpQK4Fu9SxTC5ZXDiccnU6ouBALw/fdOsOezeAoRRjB/DJIZdA6puxHvHpS8839PmGiKXkuphtj4pCSn02PIpU4iOGStMIRKWQicztw8OeFhtb075shm6865MAeHE5AXRFcyoIsyWZcD4JLGeO4MY+/7PDlp8sEoQMlPdDeA/YuSqVVTL7azy/q7/S4etNxcdhXDuyhNBgWX1mVVxmurBVPjESaVKrkQI9jTakc8+G39Xj46R6PvKxS25A0OxIJTY+hhSusSGdDioIGl8XEHCtBnTO5ZMDgKvt+FjuoUSnKFVtg++KKMZRJZBIknfxb8WFyPOH2mxYolwKixPLQ/hKvnfAoexJtFVIq5uY1cSRQOuLaLV0+eEuCsBrHiZishKwfD6mUQM92Ne1AI2OX5cUKLQHaDfmNrwbs2NhhzxY4P+fymW9U00o6LXG1ot3XLDU1vhKMlgTrG5a1ozFK6ayOJF3KBhJFFDS1GoJ7NWsPvO8VWjyTKYOgMkuVD5I7OZBNgbkLQC8Mcx9ob5lOiV3uWB58tsyxy34qTURaEity7S0oTJCyV4B7wECDeEOs0rXf+WELdLeifLYoVVYlflbXi0upkCZBGk0UaHatjXj/vR32H3Fphln61aR6PESR7wOxEtxXyhVLmtzJEZlXhaqspW0A/IzBU1BnHfkWrBwGpUOfRgw0ep5kkiKN6TzHUilZ1o1r1k2UqVcEWkW884aATtDHc1KLEGn5zEM+l+Yk123rs32dZHF+C1qV0ljO9il5hnqlj37/bYssLS1xYqTFSM1HSkuz1+czj7r8py+N42iNVhKJwMu609GWcS1YP5n2Oroayr5M07JZPYG1dvBlRAHcSg1ZvCg35Crmliv+jr1Ciw+nnpoCyO0qcGesXXjOwe3oGEPCf/16iU9/qYoVOvW9V7D3cITzSmvwSqAPmDsD9nfU4KvS01d64UWZcmUr22BovDGYRGJk6osraYgSB6kMP/OhLienHD79ZU0UD0FuEARCokw+SCIPmAogHywtmawgXQQG9yJ22PEjcta3A5Dn47TTG8EOvlf+hQeaO7cGCxixFtpdzdRsnfmlysAO9ByDI2I8FePohJ/7YJT+3pU89wZ86XBMpxWiVDrI6UxXMzbmoGcXPA4e0/zOAxHvvrNPSRseeK7GfLPOllFBKRuS4zl2sCNZuiNCOiIN8mIsiyqsxUWGy2tHBlnAgetRDDTtKqCvfD3cdKlgE2bz8VYz99X2rFfZ3jOpBo9w3IiT05IvP1mh03GgpK5k70HNdyEAFoVpXVypvYdY/9OTPEMGL4C+IFmKc0sG4xVkAegyB7rEyFSLS6mJooRqJeZD93V56JkSJy9nJz71MkiEoJcl79OOmwzcdgh2OwB1Vs+f/b9VFjwiLIa0B3Sw4sjUAZJSZIuSHWY9Czd8jg1jbFaDMzwfiYFOX9HuafIJbFrZwT5J6SZgBt8dzmu/dlPA3//EEl99zsV1Dffd0GYpvJZW5KLbgYfUJUpeg8f2l9gyDvs2WnrjCWGUdni4WuCt2P1X4HtyMIj80lxEq5MMduJObcF8lNrqhoSV/vUKoBf2os/lSpHBpSgy9xDgA/1d2G5DFmSJlJljkjG51jFBZHj4xQqPvZpVC0onBfgq9h6sGkIMA8yC9bl6/EWO8D+1knAloa8EeuEwJlvicycl24ok1d1mKFOMJBESlUiMUESB5p03hbzzzh4XvuEQmKxKyUowgpi0zl/mcybzdKJJMzTWpKhTgyuatR8WHZGsEstkFqTJHA+TJ4NkDn47WAjy9U0I0nFwg6aYlQKp1YVLs+lv013wVLYxr4PvGnwvBb2SNh3d3Ycbthg2TvZpdgRuRbO+LtCnlyaXp5Y6D922U/7gPde3ERJOXPS5MKWIY4vrZLv+epKSJyh5UC5ZKiXDaC2iUe3w6w94tDuSkWqe1Bl23qjiNCllBiAv6my1YvzXUJ4Uh6vLKxh85e4Dq/V20Q7MU/FSpp060o156mWXf/k7dRKrh86JVAghB1umqBWMnTN4AeTy6uz935DEHCI7lyZXyBS7Qq4Y8qlXWTGWGDoqA00uU29cGE0cp/sL/YO/2uLYRc1TL0mMKzLIpl8gMopeDrjsA4lcSqgM7IUvYoUdft6CFShFbueJ/P7IboDsWmaZUCxYlcmgTJKkjTHpXjsiY+uRaowVXZ54TDNWUozWoOxJSl66raSfvfY9gedY4jjh/EyHU1MWg8N9N9f5xA/y0IZd/rI+9+ZXZmKj/sVow/xgGLeYWYL9R6GkSmwYc6hVFJUSVEqWip9QKSXUyhETIz18r8XJmYBT0+uoSycNGbLGYJ3tiZPPJMnnkayo3y4Cu5DQGQxTXw10ObQCh69XMvfQKUkypk+y1zmLx1yYl/zGV6qcveRBWQ+Ye8DeItfeK1vSrl5vcmWCp/j73Em5AuirdXjueTN0UvJ0/RW+eMEfT2TG3kYhzf+/vf8Ot+yqznzh31w57HRyqJyjpFJOCJEEJhpjYezbOGK7bdxO19fYtNvd2O3mQt9upzZ224DBxtiAscCAEEhIKEsolkKpgiqXKp6884rz+2Outffap0qAbZLd33yeXWefUOectc87xxrzHe94R5q9nxWAIoO1UyE/+6YWR45aHF8UihsXQh06EYRomdqwH6kRQnX+aFnkJgeyirS6kH2QUyzPy6yYU5DTpmTVzvz3V74sQkAsQBNqmkSSbV4hwHUShqoNyhXYf7pCadFkvJxQdmI8R4Hcd3Q8R6NS0pkeS5gaa5EIeGHOopsY3H7vvv8W3rn3nDFSchFCEEUax05rBCHUbIOKbzI2pDNUkVT8hLIfUfEjhsodRmpNFlsd/vwLDg/sGSVtm9jD+SycvIRPb3qCaarJCYZRUP7lzkW9iqbMTvX93LsP8rTHnOQ594sCXF9GC+ZS2Ox5YiX89ecrfO4eH+koUKOp/Fto2kC/pXFe9H5xenBgFubytezDy2/HfR1IMaoPdtsv7/BJM/9AmUVuKdO+RkVkIBcGWifhzTd22HvE5L9/2CC044EdKaVJkLWi5adGMQDuXLUieykoQkXzfIMWiztK+50FBak2hZbmhkHqHJaSkvGGCKEam8NYECWCKBZ0A52Rqst//tEFHtjX4oOfG+bkcZ+RksZYSVJ1Y0puQsnTCCIDUzeplscoOwnrRlPS0OLsjImUEuP0oup+WWpDvQWTJY0VY2rK1/hQxFA5olIKGK22MYwWjSDgy0/q3HJ/lcefq1I2TNaOppRclcr0cnRLjeNT7kN9D5Iihy1EAeAUnUgLIO8BO83a1vrTvorj7Yo5t4ri/aKO1tOcJNz5mM1Hv+TTTTIXfJFTg1nVUsiB3HtAXjDgknqBaL384CmWofyCWUpGEVKIlkWaEHmehFZqBapQKzArQlfCLC0TZ2kpSWpgmyk/8X0tHn7a4s7dii7MuXEQpBgK5LlmPJcApgV6r1AAknlhJoVU5DSh+vjAnazYZZ+51CZaJsdN02wGRTYiUhN0dZ2OKWi0deaWfFZNpPzQS5ZYNz7LZ+5v8PhBn0MLHvaiyXhZMuQmNNuSbiAZGzYo+xGrJ+oYhksiHSDFmKymSjwlIO5YVH2NjSsSVk60Ga60KfttPK/NvuMJn7rX5b5nxmh3HZLAYmUZRssp1ZJGxdfxXQPP0fBsNd/dsZRrlmWqThpdT/sHTNFXkxVHXvTBknvTyWVMSlp4m2bRXImpLgTyXmpiRLQD+G9/WeHIKRtp9KclD+Te+cE3BzXLIjfng7hwtuwDuRDtXgzkRZqwF9kL+Xh6wXz8AqIsLVMcasUoriOSFCEMtDBl3XTEf/qpOg+/y6bZFb00Jf+9Es0gSOmBPAdyb+NpKvfPI3m/9C6yyJ072w5udgS9ljktK5qpdERmrgsakPTONMqPXEcIiySpMFKzuHR9i+2rW3TiGe5/1uBTd/s8f6yMY1vUliRjSxErWynrV+h4domFpk07MNXPu2z7EAgdGdchOUOzK0lFBFabE4tdPvRxh25c5tS8z9lzNiVTY8iF2pik4gnKrk7J0yl5BiVPw3fBc1I8O8WxpBqk2jPVKUTu4kiLZVgo2o71RtZp/Y1xPrhTFdkLfLdW0JsYRkScwAduKbF7v6M4by2P3EZPc2KKwbQkf7tcxz5AEQ6wJ7m5pHjReH1eJF/GnPQbIPqFFZV3y0Fgy34E7x06U02BPNFIRfZIslQlTdm1JeKdb6nzh5+qEiZZFEeAiEEK4lSnW9yImlT0eAZsNPVcz9OTnAPP9N7psr2t6vGDwUClKZJYV2X2JE0pynPV9aszRRQLuqGa21Mru1T9Lj94XYdrt7Q4u1ink8CHv1Cm0XZZiA2eOqJxz9Mmm9fVGB8pEXYTjG273oDvldm77wk+d9sn2X3Y4fg5H9Oq0OhAs6Phm1CxYfOopORIfFuoSO3oeK6O5+j4rsB3JJ4rce0E10qx7YygN3KFnwLqYBQTAzxo/grljMrAJIDeAKQ+uPs0YNKP4sXorccYTsJdj9h85JYS9Y4JVp/zRhSZk37VsijpLebh/W7xC3gQFgs8Oc+8HNIXiNrn4X0A6H1rN6ktA7bUMvWhHCwCCUUjJpqOJlOlV4l1yk7KO36wzRPP2Xzlazp4cT9xVi86caoRDFyL7KMzlT1+VKaSQtpe0Ldc+G+bb+2cXTM0iZWo0ZPKh1A1EatGYjVWMAh12l2NZttgqWnhOS4lr0TZC9m+KsC2Qi76OTW71bEDTs3FPPC0xrXX3MTmzZfR7jQw0tREYtINTU6dLTNVrnLVhpRTcwlPH06ZciUlBzxH4NlFylDDsfWMOpR4boprZ5HbTnCsJCPlk8z3LwN3j2oq5JFZbx9Z534/F8+jeDGCD4K7WKIvglsdLCM0I2b/MYM/+3SZQ3OmIuZFIfcuRu+i6vFCh0oGI3cerQZtir9BlV4UonYRZufpQAAAWQ5JREFU5Mvy7r7KMMvDYeDAOSDG0gqHzzQl1VR7m8hTFSFVqhJJ1g/F/PzNTY6dNTh4SiCNInkPYBJLja6kZ7mmjAmzC8+e5+X3nmKwcP29w2c+4LYgKsvPMoYmes0zuYlrHAvCGMJY2ZV0Ap1WV9Boa4omdAwc28JzHHwnpuxFGHrM08/bnJp1WT2esGKokaXLGho6hkQjjAVlV+Pllwo8v0s3DtlzSqLpDtPDgqqvK/7RUiJyxxLZQbKfZzt2imslBXDHSjtgxpjZzHOtd/LOJhhk020VF6qR20sMHjYHI/jgWOkUrUcB9g+WmqYelh1zti74bx8u8493e0izkJqIPHqL86J3X/ctL8CcLDtEFvNNBiP6QFdBAfADUXsZ2POPLdekMJCH59qUPpMitWIBKDeXz1MVnVSkxEmKqaV8/40d6oHGb/yBxrklAXZGXKd5dDaJEXS1AsgLKQpaVoHM8m+ZNTb3I3dmxSYVM5JPvU4yGkbPgomtSxxd4kaSrilxIokTJXRDQSeQOGbSLy6aOYGh49g6nmNSK1msmliiUpnjq0+X2XPEQaY2a7dq2KYk6EoMQ9fxXedsmBh3dGX1pmPHz/DE8w7NhsuWaZOJYR3f03Ct5eOuk2wisMTOorVtJTgZsG1LGVf6boRrh2haQq6R7AYmrY5NoJkQSYhVvUym6gVT4OkfMtVB83xwFxWCWiFV0TVlfxyScutDPnc95vW1JlpODRajd9+0v+g3eEExVQHcWgHYverlssgtCvg4bxW1KEVAk0duVCqgDaYraWa606twaopHFiIHuSQVKVqvlC9JNQ0hdeI4xdZTXnVFh9dfa/PxLxuEcfYiFFIVKQ2iVBkyCZnZsRXz8IFUM7vz5toU2Qd3KxY0I2gHKUmY9i5aaAqsni3wTfBNiWekOGGhLG+AaSaqo8cQPZmIaaggO+fptDpVVk3q3PyyLo/ui9DEBK4t7tB0+6wQHYyVqzfyd5+65ZhjW3+y2F170/5DAauHHFZtgdEa+J4Ekqwk3u9UL/bFWUaCaSbYZoxjR5S9AMtUj/0nJM+fzKpgGSC2rghZOxmy0CgTJxpKdMkAuIvTc/PcXeulK1kqIvrFHa2YdxsRsUj5/L0u//0jZU7OFfJu0WdOtOzvmltBFPXe/eGmDNCZCuhiAMD9CC4GQF0M4L1ny4B+IdwPOM4u14dnfZGyF7nVzHdNk/3Dptbv5RRCJxWSJDWy30AShSkrh2N+46fq1Lsan7vfJ0qynV3IyaWmE2YVRjJzzWIkFwWQi6zSKQqH5CgVtGJodAK2TS+ybWUnmy8BUtPZ94LLnmMei4aFoxv4jk7ZkriGxMmn4PXaDnMzJ6WBEpoAVLFntFZhzUSJDWMdplZO49rxnzz3zL3HbnzFD6oZPavHW2qKwbqQ9UMJE2NLzCxJEpliGwlrxlUOB/T452IObBhK9FIpBQRxwMxCwu5DGg895/DE8y6HTzpIdKSmo5GydqrNv399nZsuDRE4Wbf4BUBTqGD2gC1kIWKrqK1lbImWdeiYZsLROY2PfNbnwGEb/Dxi9ws7QqjOEFvr+wz2KMFctrs8chcfWg7kDABi8EApLhjJ+yzKBQ+XqGbZwYJPn0XRBqqb/fK9JsioQZnpsdVGSFLlLpagZwEja5AQBnEg2bIu5ie+v8ljz1ocmy3cgvLesgyIOchF3qyQqg2fSEUp5rRhfsmKCFB3oCSNufmlM/z865ZYM5EbPUk0LeHgySWeOGjw8HMuTxz0OTvnsbBk4/g6jqlhFwV6oi+bligzoNUTHaIQ6mfhkf0WJUtw1eWwPlK+9ZANoZqY3o5heJhGwBNzuznxfMLDe0xmlkxkmvKmlyzyjtd1iRNVVcxnkKvMS7WHtYOUT91tsue4yYNP1zg563NqyUUIE9cQvZF3UsCzB0v81W0607WIySGbMNKyF0Z9//xFylOTvkYlz7mLB8rBwo6hRyw0BX/88TL37s4sj/OcW+vTgpqgoPdmMOemb6xZTEUG6MLlwB8M1ctD9wVX8XDZR/ng4W1An0Kexsl+miL64KdQ6cxp2DTziMwrnKAjREoiUmin3Lgr4Bf/XYPf+8sqi53CFtX6v0+KTijJJLbZoFmponUq6CltBVlLIuqumCSSNes6/NSrY3asHqITGAiyXlkj4dINEZdvDvmBlzQ5NdfgoWdM9hy3+ceHy8y3bHRdV2mRTPtBRGiQws+8fpE3XaORxCYLjYQHnzU5t6AzOTXBNZftoNFq9wFueytYuWLiKw89fPv7j5wc/o2ZuZSyoTM0oTFUSdkwPc8fflbn7t1VXFtDzStMSeIIZIwQECYmB475tEKHMLUomRqTJXBNdcux9GxUtqGciYadUQ6fUB3besEnsC/A789wEcWIndkz5xVKbYA1ielqkj//bIkP31KimWSzA8X5B0tD5OO36c31XC6BXV69HIjUhaJGDmZVqNIukJp8A5AXwcxgPj7AtizTi+ejT7TeoVPly6kUiAzkefqi0pX8YzqJkJBISmbEz/xgk3MLGv/r4xU6uc/aMvowkYo+1KQCt1ZMlTK+u2irZ+qSkpOyccxlfm4lTyUCI5tBahkJhplgmxG2pTrEdqwO2LYqIIib/Pirm0Spet3VlDmTJDaQgOvE3P+0ZPehIR55eoShkoFhwMaJhBUjBo6Ye/+WzRu+sjh/rg/wVSsn+Q+/9d62RDtqxB5bV7dZOQ5lv4PntPjCYw4f/fIwjmZSstRFLQaC2U5KnMSAQNN1XEOnbEPJknhmmuVRuY4cLEN5qZRcjbEhizgRLDQiyh4IKxfl0Ad3b/ZikUGRgxShlqAJlZ5gpuw9aPGJr/g0IqOQdxc1J1ov9zaE8uAbiN7F3LsA9oHny8BdBH8f7N98KO+V6wvRvJd/k1OCSswki5/LAJZKMoN6TTlKpar83efEs9n1qUpVEqGmvAohiSJJyY744Ve2ueMhm6cOqqZd0PqywKziGWsaQfazdCF7KkEtz0+yIGFo6m9eckHD4vBJk2Ybyn5WH7Hynl4by4xpWDGO6eLaipi4ZEOAacQIUoLIod4s0erYCuB2xLZVTf7q9pDPPxRTMgUlR2N6RHDpNpgov3D0c596d/v73/a+PsABfuD1r8OxHR5++D7OnHqIynDMwlybv/mKz9zCKJtHdIZLEtfWMHXBmSV4/JROPTQo6ZKKCb6Z4pkSxwTbkNhm1iCRNUo4puLQfdegUlIdKGr+j0aSppn1ch80vfSkELl70bsAbF1LMKyUZw6bvPP9NZ49aCPNArgL1KDopSaSosfJ8jGAy6nBC1OFg507A4fJZQfNrxe9iwn5eSBfRhfmkVtLZZaeZDZp+RQGkYE7E1DlPZw5CyJEno8relYIxW7s3BDxp7+5yM+8Vyg/dCuP4BpocXbwFURpf1SKJpToUKefbuVpSm4rkqQp9aZE03SCUOA6qdJ1m0rCYVsmtplgZQycY0U4lo1th5hGTDcwOXC8xrl5H0OXeG7McLnMm65pct32s3zsKx7dyKNS6bBp05VcetnLCYIOsAzgK8ZrlHyP+1OL+57SuffpEklYpezAjmmNWkmj5GmUPY1qCYZqdRZvj9hztMSIDRVb4lkS15I4pqJ0bFM1S+QdQLalYds6viPwHIll9vULRWz0R8pl6YlQ6YnoMSYZJZg3MJgxTQn/+x99ntprk+h6jyk572BZyLvPy72z6N1voZLnA7oQ0ZdLZHvRvHhNX6/zQV7waQbuQlTPv2CgEHQBzbgUmQFmf5CAzKK4EDKj+zSEUAdSUAyLQKInkl1bQ37u+1v85h+aNOPsBZKDj1SofDyP3mnvZ59/HVJCFEva3RhNgzjW6IY6ti2xDQ3byrt0dGwrxbEMHNvAsw38VKdSanLwTMRHb9eZ8CWVkkbJtSn7FkNlj5FawL9/bUgYSdrdhNFhD8OeQIpW73foAdzQLYRwDm1dUzn8k9/nrH/uUEKjZTFc1aiWNFXJdCTVUsr0WJu10+f47KMOx074VB2ouim+DY6l0hDLVOS8mbe4GUplaFuq8uk76uKKJfw+FdiXyA5oT3qHzLiXmhhWTDuBj/xjiU/f5RNoxWJO8XnxYJlVLblwp/yLKgWLh8mBg2WfHuylMyy3b3sRjC8D+YA8lcE8PIXMyrgI7rwjJgNaxodrvef9fFxkNF6eqgghSdIs/iYSS0Tc/PI2+47rfOSzZVoRhUjef8SaRiTBTNWdz5ACA1noH6UwkkTS6SpX4jjRCSIdO8y7xFRDjW1JbCvFtXXcQCdyFZno2AFnF7rc9VTExlGNlcNQ9pVVoOfo1Eo+I1WfhWaXk3NV3jI+cXiH5xxqyaT3muY20PzxH/1P3vaW6w9XK85YuzXz0tm5NhtX2WxdGzM93mVqNGBqNGDNZIPR4Vm+8GjKlx8ZpqQbjJZSqr6g7GmUXR3f1Sm5Op6nFIZ+plXxcr2KI7OSfqY2LPrO5YY9vY6cXN9dNOzJxowYMe1Y8pe3+rz3w1XOLVhKAps7U4miWlDNdbdF1o6m9Q+YRq/Buej7XbCN64Fe9D6fm7333mowMCwre5tH0oGPD1jVDaZBvTEgxbe5LVyRlx+4w8jBw7Do05z9u0punSwHN2/hfaSgWk64bEdIo63x3GFDibLO40dV87ImBAb5dfR/x3xKdbEQJqXq3kmyCQ5RrKaChLHSgEdxlqomWuaLrrwuh8ohi50ujzxvsdTS6XRTlloxc42Is/OSdlegaxHl2igrVqz7wP6Dxz60c8dl50dwFTM8DMO9baFeeeNFG5cucb0FDp0K2Htc4xW7El51RcCzR7t86laHe3YPIUKHFUOSmq/hexq+o/QpqrSq0hTTVHqDXBOujDtllndlUtqe2jBvXkh6qchgh85gZ47upHzuSx7/74crnF3Mijk9vtsoPFepiSXy0dtyoGo5UMSh8Hd8kQg+KLAqHkK/icT760XzYsQucN55mB/s8ilE8HwCWu/w2efCRU9Wq/VZnl4+rtIUehy9JAwkk9WY33pHnfmGxt/eVgLnvCsl1XSCVKhe1YLuW08FeqpEVFqU3YmkysXDWGTFQeVtaej9O7xtCjqWRscRdCNBGCvL6KlR+KXvX+Ti9Wf41D1Vnj5U4zVXtHnlpU2eO2Zy6LjLXMPjhivsp8qee1s36A68pnrxnQ99+K+46eVDJ0pe88oXznUuvfvJmKcPuoSBz6WbEgJZ579+vMxXHx9j2DZZMyIZrmjUyjrVkknFVy1uZU9Q9qHsSUpuiu+kPQmt2xNjpeqgkQuyjP4jHxBVnJ2T91bmJvWmk3DolMH7Plph9/68cbgQvXtNxFpW0FHNDOay6J0XEYquW32LisForWuFzTAQiYtRmmwMSzFi5zOHspRBGwyI59tS0BvCNXDILX6uGLF7m1F1RSGWbc4sZRrYlIW9eN4GTSXVaoLrpDz8tMnCoq5C4YD4RkOiIQUZE1UsdIninulPyU4gyqJ3GOcehMqiTQmusllPsUacaFlKY1JyTK7eGrJhZZ2njhqUTZdrt1lsXiVYMRESphrzTb6458CBD/zcT//sAMAHIjhApboaTdMIDx8i6JhcvsHm6p1dEhHyO381xOETFXZOaYxVoFLSKXsGvpcfHMkAnGKb+RThYqMCvVw79+s2cnDreSRPBlORAset5U6wVsLh0wb/+c+q3P2EC3axiFPkvDV0TUXuPrjPz7vP052IF4ncXOB9ikY/y0BT/FiRZVnWr9aLynnnev5xeaGoTf+wuUwz3o/aRb48Y1FkAnku3qP+CjM0BZlrqiQREtGRvOzSkN/9+SV++88ER86gXshccIWSCajG5dyxVhQuMBsYJRWoDb1/iO87lgnVr2ukWCbYlhL0tR2ddjd/aLQ6OktNiy1Ti/zujy3xp581+MtbK1yzDVZPxYwP2ZSHN2T9noPrPIBftOt16LoRnjn3Scr2MVZNLvLgvg6PP+8wN+Nw8QqNkaquJImehu9qSk7rqijt2mkmuFKA1fW0B5j8bycY7Iw3jKRX3epH7Pg8oBtajGXGHJvV+C9/XuHTd/qEwiz4CRoFoBe1JgzMjxzQd/dy2AuAe1mKwot8DIrv/zPzkyLmCxVM9YGsdUz2efFBYL8IP54fMqXMQJ4qVmXZRszfUUCXPaDbRsRbX9khkYLf/kCN47MCTIr/SxkJZcmd6tPsdx0lUs2W1zXQ4+y/ycLPzu6mpq4A7phKneraKS0nodXRabY16m2TpabOUtNk1WSdf//GJrsPNrn/6WFWntG5bNdK3vja14RJkvAfvhHAh4dHMK3auzauX7/t+fjAjX/xRY36UpWqZ3DlJp3hiurccR0UG+ImeHaK58b4jqpKObZybDWNGD0rvSepOkEniZa1KVHozEl6TlRGoX9SK5hkquFQMcdnNX7zT6rccpdPqOVuVJkjVQHcQtA7VJq9BuJiYedF9N5CDkZrlj1yurAIkiJNSCGq/xMAnQe+IqihX/wp0oWDkZ0eqIqd90UKMY/qaSoQaBmItQFwkzB4Z0FCDCYxb3tVG0ODd/9JjeOzRdSIDOQGXTQSlPZbPSRxKrIzT/Z1EqJE0EkgynaZLpSawjMkngm+LfHsGM8WqnHG1nAbGrO2ztk5i9Ozw0yPlXjpzjbbVjb4ypNVxibX37Nqxcp3Ldbr57225wHcsoe47947GlA7MDM3+ZIt422dcZ2xIcH4UELJi9B19QubRoprJ5TciHIpwLECbCtAiJCZpYSwow6NaSoYrWrUHIdO1yFOVOqvCdVqZhTsHfRi+T23ONYjdCPizKLGb/1phVvu9Al1sw9uzTw/ci8D92CnjixoSeT5LlUXOlAui9YDkXvgzz0Q4L4xuM97sqxUz7ISfu/9CwyvupCfShbF01SdDVJJNmskLfRkohLpfJxeYUPHsZJT/OArO8Sp4Df+V40zi9mF5+pCKZHSIJQ6iRREUmCn6txjan03rCAR1COJb7cYGwnIPcfDyODUooOGga9r+Kag6kLZUemuqQsgQtMEJVdnrGYxNuSQpjFrx9xkctg+cN+9dzReeuOrvzHA1Qss6HTq7yyVrCtrle6ujStjhqstTLNLyeui4ZAkDqaZUvG6GEaHZjfg8JmEJ583WOrqfP7hKidnbFxLNZj+wA0LvOdHG1hmJtvM+e3e4bEoeU0Lz1X0Tk3Jh271+fTtJUKjELl7B0uzz3UvB7e2DNzF6M0FwJ3jtHBAu+Dh7AIntfOj+dcB93kc+IsUfLJEfbB3se81Qg70C26CvlArzZoaeu0Jy0AutcIvU1yJxCDmrTe1OHBU5/0fqRILyBRe6o4gE5DZMFpNJ9AUyJ0M5BrQigWCJv/xbWf5/usSklTDsWNOzqbc+rBNo6vz6PM+p2dcjiw6uLpOzVHMWyQTND3CczRemNcZ8i02r4ShUf+ZVqv5znKpdMHX+IIAf+mNr+LWL3w8mZhaJ4+fepTFToN9p0KeO+YyXTW4YovGFdtDfLfB6YUuDz0n+NyDJWbrNgePlbBtnZKjMeYpXa8uBHuet3nhLFRLpqqcFedUan07YyFShMjVgjGaniAMyR0Pu3zyDp9AzyN1gS3JmxcKPHdezDEGPAWXeXqzXEglByqULIve52lRet9nWZOxWIaTC6Fcnv/xF43YxQrmQP6dY19kG2B5hVN126SZdjtN1cVrKaQ5yPMWwt7v++JUpyUi3nZTm8f2mdz+sIfMB8jmU19lVjVODRLNoKPpxFLDA1xNUjIlIyXYsWqUmTkTXU9pmwnDfsTPvyHEdzvsP7HITGOezz7o8eCeMidnS9Qsnau2Si7fJhgZCjlwPOHMrI3j2mzcuF6GcZLc8NLzo/eLAhzgmmtupNPtfPKZffs3P/pc4qdxFVsaWLpOye0Qxmf5x7sSbn20xt6jZURqU3Vhx0oFateMe1VN3xWMD3kcO72KtVNNyn4HXUuwrQDXDrHMEMOIQfQn3ZJKhC7RDMkXHnR51x/X2HvU7vsIDkRuvUcF2mJQZ6IXwD0ogV0O7hehzgqPIrqXl+SLkV59/nx2ZTm+8yfL9Se9hodiGkIf0GQOWNoyHxUy0RYDjEs/emsU3NjySC5SRfdlX9t39xlcQkiSWLJzXcTv/8oSv/7H8MUHPJAp6Akkfd9DdXo0kIZFaNroQsfXYcRNWTvi8cizNhPDgpKX4NpJVvCLsa2Eqh8yNdzh4jUd9pw4x62PNrn9oVFaLZeo7YAnWT8Ws2aki+4MtS6++KpPWpb7YjB+cYCPjK6Un/nHz//x5vUXvbOi3+0bhpqktm66geMu8PGvwt/cPoEhbTYMQcVNcUyywUAC28ybk3WqJZXDa1pCkgo0LcW2QhyrQ5iEPHtMcO9uCyHgVVcGrJ9OKXkpQhd87l6X//iBqgK3VaQC1ZAoIXR0Td0KbU1m3iYvHrVzrrkI5AFQF/PsAvCXHzhz2kEU/2OBaXnRMMhgBjCo3RC9dKMIforFHi4cufPNkSv1+98zY7CkyM+tWQNzNnJdAyGzYa+kAxOO+5eRF4UkIpBsWx3z/l+so2nwhXtcSFNKnmT9dMyrrgrRENyz22bvCZdWXCIUHpGhoWuSNIXjZxI6gUmlZOI7+RQ1Vfw7Z7o4VomyF7FhosWvfH+DYX+Wz907xPzXPNZPGJimjtBdfuhNF83Nnt7zx9dc/8blSdU3BjjA5Zdup91a5Nyph0mTmPGROg8daPPofouDxz3W1kzGq1ByBbapq4lrupq8Zpqqj9NzNaqllJFKRNUPce0I3+lSLbW49WHJ336pyoHTLvuOGwgSPnF7wOYVIW9/U5swEvzWB8rsOWyp8Kxp6haYRXCRjdd2NHA0Wci5FbDPa1joAbcwr3EZ0GFZibtwyz5PXcj5jErxyfLPvxjQi5TgwKEx+3wqs/6DYuNDbmaZ/SRZ+AYDvHkGbgS9KcRS9DtxUqmrBmWZe36rh8o++ry24rlTUpGShJKdayPe+wt1BGrs34+9qcOm6Zgdq5Ut2/4TbZ4/vcRf31bh1ofGaQqfpqVRb6fYSzFpKmkHhqp+W7qy+DP0bNKDxLVTTs96jA+VeOOVDTZPL/Ho/hZ7DlZZM2pRGfIZm9xEtVL+ehD++gBftXIqOHWi+XMrV6z5+/sefdq/fbfgzFwZU1hsGtMYq2mUPR3XUaXX/DauawLTkDg2+E5CtRRTK4fUyh0qpRaG0eRzD2n83l+N8tShKtIw1ZTRJOSxfW2e3t+lXEuQEvYcNtUpRWjL6MB+5HY0iaX1Czk9vchysOXgXn6hy3NhBjfEgIKw8H+KuXmfbuynMEXEvyjIZf8Hnl+mX6Yq7PHh/f8rCyDvf0L0cuviRSl5LZmsNb8DyUzElWZRXWQH23yTq66aVKgCkKaliDQljVIuWh/z2usCAG5+RQcz1em0XaLYYtM0bF8bsWG8gS4ktz81zkynhGUIdC0lTaWyhnCUtMM0NPoTkcEwlO/O6TmD8SGXqVqXH7i+zdXbGhw4auBVNrU6gf5zq6pTwT8b4DOzi+nQ6NpHN21/Rf2rDx31J0qCtSNqMEnZ1xipQrWkqEJICEKNMFKd3YaudqHvxlRLIdVSl/HhOo1Ond/5iMM/PjxKMy4zVNNxDEkiBYtdgziNeMXli/zSDzd59qjBl+5zOT5rqrDca1rQ0YTogdvWZSag6pfeiyP+BoomywFWeBQBfaH8pWf2o319puTF4XyBHy4G2ZPe22LrWvH9Af67wI0XrvG8378I8py7LkZnoZoYVJVZqMNjsSCDVH2YIlUutiJB6HD0rMZdDzrsOWqwZjLhFZdAo12m1XZJpcAyElaPdfiz/7vN5x95gf/+N9OcXKoASv8fxSndUOJYyo04lUp9GEZkzQ2Ciq9zpmJQ9stowsO1I6qe5NWvvqE+Obn20U536fzy5TcL8HJlDMc2ZqMovfmml15695HDD5rPn7Ip2Q4XbYiYGm0Rxh3mm5LxGujC49y8n4lqFGFf8iJq5Q4jtQatbp33fdzhb++exLI9pnyoOIlqmxRwtiVYvy3gf7yzyfYVkhW1kM9fGfA3X3ZQoqC+E5U9AG41gTkfFqUvy4UlmZF8EeiFFGA5ozFwuFwWvQd04YWofV7Fs3B4vSC25UAGsCxqFw6Oy94fKO5k36h/Xb3t3Pudlb59MCeX9A311TVlIJcpejZ4Fj3JLjxrkkhU9E7TrDSZwj2P2ty+26HesPnVP3H4n+9ssWG8zPxSCSGUnYjn2FRLFj9yYx1DnuL3PpZyfKlKnOi9mZierYZQhTGcXQLNCBkdSpiZ1wjOWEzVDC5aL/BLXb62T/Ky666N0iS9eWioMluTzteNIV8X4K5jMj9znC2b1p307ObhZ/Y+uUUmKTs3tOgmde59LubZQ4LH9znccHHAFdtipipKLeg5MRU/VHbL1SWaQZP/+rEyn7pnkorvMOGlVN2Uko2S0toaF/sab3mFyfRwlUazTbXSYnIkUcbqiB7ADQ3cXEClKRGhqcvMOLPf+NoDtyrKkaT5n14xFEIWpKKF6FlcF0xVejn64MGyP7Fx8F/xdZC+HOiIfhqSl7wH7kLLNSkD9W/ZA3NffpAfEEXv56Wp6rhXstT+xtU10bNlzn95ZYWsVIhaNptTotSJZ+cM6nUbSiWOnHP4//424a3XW5Q9C99JKbkxvmcShCZBaHDzS5fQOMN7PppydKlGmGiMpymplHi22lib1wdct7POSy8OeXS/zpOHbM7MGDx7tMRV23Q2rHVZs27T4dHRtSefP3iczZvW/PMBDsrt88t3PnjM96s/s2HDJffW/Pt4eF/Ko/sc0shj5YjB910mgYCvPW1y9TaLyZEQz44ZrnTw3CUeP9jh7+6ucsv9kwyXTSa8hKonKbtCPXyDobLBmimwtQpzSzFD5RSSIPvb9cGtZdFbRW2pgK2rCG5mEyXy8Sf5HzROsj+qzOzEsj+2LpQFgibynsfBVGawoXgwomvL3uafyHPxAsbPey5fhANP85qJzLvVs82YddIvP3wW7SUGN2N2KCz4O6pmY0Aoiw6l2MvzbTUrU9c0dD1RcpNsxwn0XuNJmqYkaZK5kGUXrptohsOoZ0BXsHufzqpJneGqTtXXqIQaUaz31IFvuK5OlMzw8Xsinj40CugYuhpEPDFscMU2h0bL4UsPmEyNJvzANW1i2eSR/Us8udfhTTddwcQQP3P40NeOjU/t/Ebw/cYArw6vRMoGUDr93HPBfR984ukbnt6fsH3aZNsayarJiFqlzeMHEqIXqnRDgaFLyn6A69T57AMRv/PxCVrdGtMljVE/pepKJan1NMqeQbVsMFwVVHzFhSeJTipVGBZaBu6sFJ97mVgZa2Ll4M6jeGHEeM4cgBL9JLFQb/OomBmhaAXPkeXgHjhAakV+W1wwXelF7sLnXmzl0bsYxZenJmmP5lNwS7OO9jSfnECh2klh0+UKzsyzUQg1eSFnSaJEIwz1zBErU/jpElMWr0HvN1ZoKVqqjPXT1FB+kpl+RRMCK6tqNtoxs4uCJDWJYiNrZtCIogzoscFbXrLEa6+Z5Xf/NuaWeyZxOxpVT6kJg1Dn+Gyd3ftDhnyXNWNltq0ts3Nli1rJZsWajfftuPi60/OLHUaHvH85wNWFlvnaIw8f9NyRP965ZdcNIvoaOzekDFcbPHtcEB5PeOSZKpunDcpeSskLGR9u8NkHY37vE6OEUY21NcGIl1BxhertdDVKvkHZ16mVNWrlhLIf49iqbG/bMSfOwcHjNimqoJPn3lZGBeYPU8+bKlS6omaY04vMAkknhHas0YmzCxcSS8oMEKpLnGU89EAP5rI8u9jFsvxzPfvkr5ea5J/Jn+SAhqxZWPYEUmoGzrKJDxcAtnqSu4HJQheUAjkSNM0kCEy6gUG7q6vvr4GuKw1+j7npbW5JomvoiU6ipehJSpzoWNJg4+qY6bGA042UwNXphIJmV+I048wU3yRNdOJUkCRCNZjHGlGiMzZk8O631Qljjc/dM8GwL2h2UuLY4FW7dMpui07Y4vmjFrNNnw2TcMP1u1g1UfvjfXseObh959XfDHS/OYAD1EZXYzuVRy/e0f6sIU+/ec/zh5DHLB7aY+LoBhumTNZOaYwNhayeXGKh3eQT94wQdGpsGIYhL6HsCnxH4Huqpa3sG1R8wVAppeYrt1DPCfHdANvq8sWv2tz3dBk0G3RDaUyyyG1mjlSmls0BMuiPOcxGqOi6mhzg2pLjCxEnFmOkMDBMHUcXlIxcm5x5bxc3NQzk3Oc9tMGIrkBdiNiiWNW8MMKLNRyZp0miH8XzlCXNvEjUxIQLu1xR+Fm5I1jPdcxQHumOpaQQcTzEgRNlOoGu5Mq6xDIEiSl6LEt/6IBqIyvOAopigyixeMlFHV5/TZ0P3VamGRg0LIHbkVh6ihBxVonVSaRGkuQjSjTCSCcMdVaM6/zIS1vc/8QSx2ZrVL2Eo6c0HKvMS3foWFaHh0oazaBLdXgDU9NbPrth4+pHo27jm4XtNw/wLeunSbsvHFszdfUv79//rO47M2/07QU2jjvUSjZrpjXWTIZsWLlIM1ziDz9T5fSZGtvGYaQs8Z18Spvq2fQ9nYovqJZSqqWISimk4gdU/DYlt8mtDwr+6O+HmeuWwbYxNS0r5vQPkvlAWFMHSxfZTHOBZYlsnIqOa2tUfMmlO5ro1gwfvs1l7/EhYsdRPYUCjBQ1sDRDdi/wXiBi99+eH9HFizy+3lqu/S5G8bxbXeQFGqmEa1o+ni+VPYFU8XfXMkcw5SEZY1sBJa/N/hcSPnjrEJawcQSUPOXz7lgSx057ZXxB1tWUqOidZgdSZaYvEZh0ukra+ktvbXOuPssXHzWZNxysTB0qhEQZ6yulYZqqYbVBJJQtcmAQRAYrhw1+7eYGf/QZnQNnyhh6jATagc9I1eLMXIvxIY8V47XPVyeu/eWn9548fsn2ld80wPVv+iuB3/m93+elN71haXhs1UVHX5i9odNYZLjqsWZKY8uaDutXLpIwzx98xueex8ZYVdVYOQojVYOybyhgu2oaRNkXVP00KwJFDJUDhiptauU6d+2OePcHR9l/ahTTdvFMgZuxJYbIAa0q97YBtkk2xzPv2tdwHfVzamWNFWMpl20OufGSFpdsWOCxfYKZJQeZ3RUsLTd2zNIePff2ENlGKr5V1Vote7/YbCzE4HNxwRSmoFEp5PmDNCS9W0f/4Lj8e2WGoL05o2rDG7pEL5iiWpYSMR07G/DLfzrClx6dpNu0sTL32XwX5y4APfuM4vcrjFBXVVM1DSJNTKaGJZdvaXP4dMK+Ex6JMDDzwy2ysMEVcxPHGp1Ao93V6QQmGiYXb0gYH27w0AGDmQWTKExJEwhCDV2EXLJjBddc/ZJb4s6xW7Zv2/FPgew3H8HzVRseZ+O61e9/4NFn1z/63OzbLlnVZc10E8NaoOQv8IefKfOVr42xdUJn9bjG2JBBxVcRoBuCaQhKHlR64A6plbvUKi1q5UXufSbk//nzcY7PDFMrm5RMMJDEmd90XvLLD1NqFqfI8nCBlflJe5n/SsVTPaFpqtHquFy3s8Xrr6lz6DMl4tQkylIAWchlcyD1eiWLHfN5p33ef7kc0D3MDHqoFAO5lINl/eXMSArkbTci9whMc8BLUkE2uoSMz5YD36PHoOTzQUXEFx+2eOSZIcplE0MktENJsx2jawKh6dn1gaFpWconex3uvWpS5u8exiZpotHVJEFksmKkxf/49wv86p9p3P3UBDqmuu0gUZ0U2bWhxop3wxSZSiolnWbbI4o1XnN5ykJrjj+5JaEtLA7P2EyMwBtfqrNq7fAn16y/4v2d5pF/Klz/aREc4C8+8IdMrr8oqA2PfJHWuRt3rFtY/bX9Ifc9WWL9dMRDezy6zRI7VuusmbbYtCpl/co2p+YSWh2Dkqsid60cU6uE1EoBw9UWw9VF7t8T8mt/Ps6p2VHGygYTXkrNSXFMqcTyoeLDTU1F8WL0djJjIcfScBwDz9UpeZKyJyl7Cb4T4dgRrh2wcVWbv/2qTzd0sQ2BM8DE5FFcZENrs+ht9KN3L3Ivt4vQ8o1RYFLyKFyI4P2dNIj8gWym92X9L+rrZ4qRVhbGo9OzGla+2gmOFdLqdPnlD1SZ7dSoORplS2Y9syK7PtG/S+n08nLTkMpPMBuZbVsxppEShBb1lku7axHFii0Zq8L1O+rsPxGz94RHitGbNaoJmWlMdMq+IEy6PHUwotXOJjUnavhZsxNw4qzJT79Wx69EHDzpsGHlxP1XX7/irYtnHm1WRl/xTwb4PzmCA/zKO27mxNFH2q+58lXhF2/7BOfOGrxkp8aTB8vsO+SwY43G+pUm29Z1WTmxwFd2J9y9u8r2lQmWKfC9lIofUSsFjNSaDFUWuH9PxC//6QTnFoeZqmqMuAlVV+I5Al3X2FTqcGBGOWnpQsczlkVxQ/TsCGxTy4AvscwUw0jRdBXfUqlhaEo4JGWq6Mgca8sHTvVu/Zk9QgaCfnrS90URmuilEsvBXQRyru7rRbUCi5I31IjCART6kTnJAJ8iSdLMIzCfWJYONjeoX0Jx4GgpUaL1ZJRJVhsIY0kQpVhRihkJZeEQQxwr1iNN8wNnimXGOFabvcfhyCmfslVC18F3Y4LQIE50Rqsaf/Dzi/zqn8G9T00gsQA1Fc80ZNazK7h8e5tGFHDP4yUWmxDFJpbls3N9i0vWw4O7S1y5LSKcNiJr9BV7vnS/1n7ty6/950D1nwdwALu0FSnTR7Zsuf7aTvNh1/HqPLjbZMWwz/a1Bjs2tHG9Oe56Jubv7xxhRcWiXNIoe5KqHzFUCRgbajBUXeSu3TG//sFJzi0MM1kWjPspVQ9qvkatYjA+ZPC665eIxWl+9L+PcW5xhCFbAGkvXcijrmnm0wDIvBGlsqDI5mz2sDWgtRAUzXJ6kSw3Asq4ddUZ3o94mt6P2L3cOsdWAdwves6UA28GNoDI0V7UemeWEAhlRq+laiRfks86ykd9DxSE8iYOlYYlCJIUogTiWBJFyrpBcdWCyMynn4neoVPTJI4dMVPv8v/8+RhJWOL1V5hMDGsMV3WiWCPJij9jQ4L/8bN1fvNDkq88MUGS2r0Dr+skLDV1Gs0SP/LygFQusvt5n2ePekhpUvGGuWjjEnc/3ubAyRoX7dq1f2Hh7C+MjH7zh8pvGcDHRytIufRb1etvkDPnjv3qJ25fcrSkwg0X61yyucFcq84HPmVw+lyNdaMW66ZMpkYEY0MRkyMdVk8u8sJcg3+4X/C/b5vm7FyN6QqMeCk1D6olwVDZYHTIZMUEdEOPrWsdfujGJf7XZ2skUu9H8Nz53xCY+nKzoTRzypI94yDLIvMu0QamOuReKAOHymyiwOABU2S56zI2ZTmUvxGDkn/ZBcRSQlAYkV3kvfPyuUqNEiFI9ALI82GxqfIlVCP5NKJIDV+NU4hTQZyQDX6SRIkSPil3KUXnxdn3U+oBiaZF/MO9FodeGGLHtMapcxFgk0pjsPVOCsZqGu99R5MNK09y+xOj7D9TIZESQ48zj0qLVI7y4zfN88rLF/nIbQmPPV8iTiyuvcjnNVcuMR9s7t5ww6s/77quXDH6jQs6L7b+yTl4cf3O77xPfv8br74viC1dRlz78ovn9Mt3LDDXrvOhW13Onauwddpm40qD1ZMaqyZCNqxoUPYXeOJgi//1WY8P3jpJGJSZysBd9cjoQ51a2WSkpjFaTRipdhmqthmqtvnbrw5TtnRl02wr1ZnTm/qm6EjPUbdEz0lw7RjPDXGdEM9p8/Bzgr+/Z4gEh5Ip+o64et/m2TLUhiluHF0XGLqmhpXqfbBr2WYpMiTnVekvUDDqg2KZQlDmw177u2BQDTmocxG9u87yMTMqd9b1kEf26Rw+5aMZFr4usbPCmNm7Nq13vZZB5kCW4lgJrhPh2B3+69/YnF2qMOKCZ0oMQ/2/nrkRAIoOHKlqvOaKDitHm5xrpBybsWm1DQxSkljSDU2S1GP9hGD9ihZPHop56gicnDXYsXFlOD4x9f6TJ0/+1+uu2BX/SzD6z47g+TKlCC/ZuOJ9RhqEZ06f/t0TM3Xtk/fUaC1VuW6bwZopjcnRhMnhDpMjS3TiOv94r+AvvzTOUqPEREWn5qR4VkrJgZKj/J4VnahR8pQ1hW3FxHHCJ+50kYnouVHpPeBlgDQEptm3ijMyyszM7CiElvC5+x3abQvTE1nBKK/8oaJ1/v3y5g1dYBha7+N9UF8IrH1DnvOBef7q89/5PMxCZM/592wYVFoEflZUUucEjSgBI5bEhorY+SNONGpljTe/pMOdj8ZEiZqdEyUi8wjMR/ilqsoYQxRnaUr+SJXI6odf1eF3/zqhE5m0A0mrHePaWtbsArpmKkmAFASRTtmzuWF7m4vWLvGXXw657Ws1njvjU+8mLDYl80sGs4s1Lt5o8cMvn+fjd7WYnvDSVrzid+1k3e93OgvhvxSf/2KA77rmZu666yud8tDOz8a4v3P7PXcwN1PmZZeY7NwQMFzrUiu3GSq3eP5sxHv/tsqRk2VEbLN+WOJZSVaNJCsEqWjsOjqeA76d4toxjqXGcT+2vwxCz4YT0RtMZBrKtzwv1+fpiZkNzFKmQjGIhEbXQAgTU1Mail7ZX+8/dJ0ey2AYWualJ9ByFuUCxZw88hbzYCiwbMs2Qx7Z1TzJ/P8V3K2KBaSUbLjUIK2YU5N6LIh0gZloBc91nTgxkKmBb0dARJymdBO1IaKEXqoy+BB9DUmSe9noXLmphZ4mtCOLTpjSCVI63YS2rZyDLVNVRqUUdAOdRtvGtXyGyh1++jUtbrz4HO/7uzL7TlU40zIYWYw5PmOwUPe4fHvCTZc22LDxErlh9frPtrvtzste/uZ/KTz/5QAHuGznKqpjK55/9DH9nZs2JX+2ZuxxbduGeU7MdPj4vQ4zS4IEmzAaYWHOZUVFMFpWBvmgEcWqYmcaKj2wrazdzQHXSXDtCM8JODMf0wpN5S2tJ71xKGaBQbEMMDP2JJ8El5sJeU7Ew89qPPyshzT1zLdD9unBYtQ2RXZYzcCdAbwnxy2COwd4ms2HpAhy2c/Ps6/LO1eKStc0JWNDsqbrbEcU6cVE5KxJbhchMsWgYnl0Q8sAmnn7xSpd6IYG1+zscvXOFvftqdC1LMJE9P0AeyDPDpuxIIroAT2MdILQwjE1RkfaLCy5dEJBN5R0gpRumBKEOmEkiCKNroCkqw6fEnAsj9FqiU2TTd73jiZBOk+SOszMe9z5mMmDez2aXYu3vuEVaW1s0zsPn9v1/JB3/FsBzW8NwGvjW/jqQ/vD495VH37Jrme9Q4ftP/j8A3VmF0aYqhp4VoPPfc1j3ZDN9mkYr+lUywa2KQjClDNzEfV2LgZSgLIsgWOqrmvXiSl7XT59n8GpUyWGympERhGIpqlhWdkMzyxFOc/UU494YVZjcclFt3ScrMyfj6hTPnnq+1qGpsCdeZuraF4s/BRATr+pIk6U7hypAJvrRHSdnnufyN6HXJ+tNkKcpCSJAnhWMyxUL1WJvjgdmgK7omsCPVJRPI61TA6rE8dqxs1QWWPVWABJRDexCLLDZNgzvewzKmGkbI3DXDcSGbS7JuumdF59RZ2PfGGYlg+dUNGMQai+R6I0BmiapNE2ODWrE4QS2zKYKZvM1y1WjltsmQy59UGfemOMmy6NOLGixenmMF973v61//vl1354e3d/orlbv3cADvDya7fQrL+Q+P6bD8131jRM/a7yxevaXLWjwcPPB2w4XGXTmGB6zGRqVGd6TBUN2h2dIE14/gxMVgVVoSKpbSp9hGvHlNyAMO6y55hDatiULIljyp5Fs2Xq6nRuKIDbRuZcmxUpTDPGMiNa3YgPfmGIJja+LnD0tKdC7N8FilMpCib+Rp86zClFKLi+klmTRYqhiFMVEaVUEZaM9UD0R3z0ZLASglD1KEZR2ks/+jl+3sQgeucOtXlU8wHZxzVdw8wieBTr2cMgig08afKON7S45aEOYezSjTXCLHqHEYSGJDRlNkZbI4g0uqHI3up0AosoctixugtWh8XAZyhM6Oa/d6JSK8dKGR9ucPiUzXOHbdpBgqELpkZM6k2bTqATpynPHY95cm/IrvUWF22e4KZXv6IxvuqqQ0dfOJusW/WtAfe3FOAAuuFx+yNLn1+7/tJfeM1NyR8+v/eO4TsejzhyssKOaYMVYxYrJgSbVrUplxa49ymXYa/Mzk117t9r040cBApstiUzb7qISqnL7kMpX3p4iJIt8K0U2yLTnmg9P3I1KUBmvuNJz3tcCY5CTszAmQUHNBM307OY2rLInQHb6o2OFopPNySGcb54SuQeLJl+I00ESQKzCzFBmKJp6uArhKZ8ccjze3VO0AR0dZivS+qtJJuGllOVksEpERmdqQuSRGZ3Ci0Dvqq8mtl5xIq1Xg4dxSZxYjFeC1g53OHAmYh26tBNBHYssRKpZsSHktBICU1JEEIQCrqBRjc06AYm7a7L665u8Xd313liv8e4D+UM4HGsDgaOlWAYSzx7zMMyLcbGOtz3NMzVHTqBSRAZBNEwl29sU7ZbJHhcdPmN85ddvv1X4Mjn55fWfSsh+a0FuOsNA9Bu1T+24ZUvNcKI9zeaD4ztWDtPHBtsXJkyXInx/QU+97Bk30GP110lWDUWMlrTIcxoKgtcS+I5CWU/RMoWf36rTz3yWO3ms4CUYlA9BI4Nji1xrATb6peXLTPGNCJcL+CTdzucnXUxDR1XzzqCjDwHzyN3pmfJ6EbHkjiWxLJUGiOQveKKlNkID1PZRTuW8mkM4oAXZmx0oeE6qh1PEwJTKsDqurrTeLak5CYILWT/yZDj50xKDjgWPZpSqQgVmIvgt0xljabCvfr+anyfhmlIQnMwioexyfSIzo+8rMl7PjJEx7HpxAI3FoSRJNDBMCRGqMr8pimwA02Z0nd12o4avz7uuvz8Gxd558EaCx2HqptkOXiaTa2G2SV4YVawqqZz7TaLSnmR2x6EkzPQ7ErixCBMLMZHhrnpldfPrFr/st9YrEcfG6pOf0vBrV6Zb8Py/ApCxh9582tvePebXr1xZraZMFwJaXXbBHHIfc/C3Y/WWD9ps25FyMEzguNnbFwLHFvDs8H3EkpeyHClxcN7E544WKFkGpRtBW710DPuW+DZqovftVNcS7EulhVhmkqDMruU8Nwxi0Da2LrA1vuHy/4c9HzagK6+vy3xXUnJS6n4CVU/ouInuLaiFvNuF+XjkVArh0yNLfDY4UWePSmZb0o6XUkQSZJU9rpzDE1pQXw3YagSsm39ApfuOMuJJVhsQTeQxHE/N09SCMOUZiel3lJvW52UdjehG6g7RRBBEAmCqMCAxIV2sVhHw2Dr6ojRoQ5hmNBO1DSFbiQIQkkQSrphSjdI6HYTOoGkEwjagUa7a9Dq2HQCj0vWS67aucC5pqTRFbS7GaMSCDpdnVXjOiunYg6fSThy0uUVu2yuvbiDaYHjx8w1uoxWO8TW1pmp1Te+OwiSjwxVq98OKH57AA6gW2WOPf+5D5d84127tkzPL3ZaHDxpkBLwxD6b9eMOO9ZJxoYX2X1Yp+IY1ErKZ6Xip1T8kJFqG6E1+Mx9Hov1MiOuVF7kDrhOTiVqeK7Ec5PMvjlWtKIdY5tqjo/nhOw/Kti91yPGVAWdTG6bMze9vNvScWwFbs9REbbiKznv2HCHtdN1pkabBLEgjFTerQt1oC25Ia7d4cApwdmGRqurDmJRrGbTkDEqetaB5NpqE49U2mxY0aURpjQDQRj3mx/yAV4nFgSHzunM1AWLTUmjLWl1U9pBSidM6AYpQQhhpPLmMNIIY50oyqJ4ZJBKg8u2x2xf2ybtJrRjQTsWdCJBOxS0u2pDtrsp7SCh3U1pdQXtrpK3NjsmjabDsO/w1hvqSK3DmYZGvS1pthMabclC06DeLLFrQ8CZesBzR1KOnaxyxWYNTQ/YPC0p+w2EtXbe9srv+vhn7/zw2Gj5Xw647zTAAdZt+2E02f3rq3dN/OL05JrGpZuazCwE6GmZy7fqbF+/xDPHA54+UGKirDFcMRiqwHAlZrTWYXxogTufgrufGcG3DKquxLfBK4Dbd6HkppRcZe1cckM8N8CxQiwzUnJRI1aeQdJE1zL2RMsblgs0YzYrxrH63udlT0l6R2tt1k/PcrY+x/3PBBw7ndJsK0pNoqKymadFRkqcSrqR6IE756/zqqORsTyWqYz+oygliFOCWGTd/6pS6Ls6q6ZMrt0VMjRa58A5ONvQWGpDq6PA2O2mBGFCEEmCSIG8x2Vn0TtOdJLUAKkhkwTSiDCVNBNBKxI0g+zRler7ZneIdiel1RG0OjqtjkG9bdPq+Lxkh+CmS+c404g429BYbCYs1GNmF3XmFn0uW2+yfX2DZ49HPLZXh7jCxHDEY3tDVkxvbET6yl+s17t//Ys/+aZvJwS/tTn4hdbzJ/w0ikufvGiziJuN4K/2PjTnXLdDsGqyw54TbT5xV4UR22LlmMHYkMHYUMz0WIuV43Pc8VTMe/9uklbXZ0U5xbcknq3h9iqdgrKXUvGVuVDFDyh7XRw77Fsz6wlpLNl/zKAeGn06MCvomFkUN7ODpcrnVZnfdxPKfkS11GV6dJE9J9q8/1PjdBY9dqyKMQ0dz1UNAKrqqJxxQRJLSSyzZucsfy6aC+XNBEbeLymkUvllG0HL2CTP0ZkcgVduSHn5pQu89+MBe46MoiqZudgszaq4CZZpYEeix0mrHsicMjTwLY1NqyPu25sQp5JmohFL5dtdTSRxqlgckVlYG7rAMg0cS8O1Ddpdi8Wmy2gt4jff1iKIZrjvqTEs3VDG9Y6G7zgYxgg/+X3z/N1ddY6cqRKnJiNVF6863RXWmp++Ys34P8wttdJ/Ebi+ifVtjeAAr3nd21gxcTQZnxT/MDkx9fZrL5/qdsIOtt3g6ed1bFli+xqT8RGT0aGUFWMdutEi/+8nNX7vb1YwO1tl1AHflBn4BL6tuoPKXkrVj6mVQoYqHcaHG1RKi4RxHc9poYu0YEMmkELDEEJZK+cA10WP986ZmHyMhu/ElLyAieEmx2ZavPfjQ+w9WMXJaLo4zqwYKAyuzR5qsli/gFO0aOsPt5LZKED1yZRssGr2G+ta/6AZhjYXrXX4T29fYO3UIqfrGvWuRjuQvUNeGKqBTmFMbzyfKrn3S/fK1i3XUKpJC+0wxHKanOtEHF/SmGvCUkvS6CQ0OwmtLIq3uxrdQHXi1Fs+47Uav/UjEe96+xl0L+DkvGRuKeb0PDx7yCcJh7lsY0o37iK0kNha062NTL+9Nm7/w7MvnEneevNbvt3w+/YDHODSq3+BMT9OLr02uqVUXvNjmzeubD9+ALrtKq++SmA6KaYOk0MRY8OL3P5Ewt99aQJf+uyYVtQfQuXMrq3jeUp2Wympg91wtcPE8BJHztb5/VsE/9fv1fjqUzZRYtMJbMBk48qUiqNGmBiZzZuhiX6ZP+vltLP0xHUSPFdRlLre4K6nTHYfrlJzNXxHyWaBQV+SoiYFlpXVB01MetrzvkfVQAm+uNIU2h2detNjxxqDl1+6QEd2mesIWoHK87thShClhGFCmFchsyZflZ6oVqNWV+PwCQNSk7IlqOrw6kvq3PLbJ/iNHzrBmpULHKsLZpsa9aak2UpotmOaHUknUPy4lNANBQeODROHk/zEKwU3XTXPqUbCuYWUJE4Ioya3P6zjaFW2bUgYm97Eto0bf+a3flHe8uieJPmln/zx7wT0vv0pSr5G1v0cX/7iJ+V/+uBX//7nfuBKw7CMP7ti+8nqobNN9h5zeOlOg4nRBgdOd7jn6RG2TJnsWGNw2bYOR+Ya3PNoBV038GxNdQWVEmqliOFKh4mRJZ452uI3PjTEsdNDrKgZ3P0ojPkRY0NNhssdkBHQHxloKAvr7NEv8zumYmM8O8Z3Imp+m6/ulvzhp4fRUpshL8XK/l/eqtazOMsieV696U9YKLaTKVDnxpd5Eae3MZZZtKWpJE6UeKnesqiWPH7l5jkOnVvgzscnqNoabqC6nkIzJbRSokhm4/jEgGiq50wrDEzDYMyRTFVSXrWzioXJT716kVdeepZ3fSjmmYOjSk5spJhmgmPHtLpGZuCT8PkHAo6dqnDZZp84MXjZ9lkef67O6XNVNoc6V+6ICWWLR/ZVedlV62evu/H7FqamtxydW4rkSNX6TsHuOxPB8/Wa172Nn3jdVfzYa8f/7t+9Ycsvbdx6+Vwcj7JmRGfNVMj+Ux3+4JMjaIHLlpU6W9YYbF7Tpd1Vboy+Iyh5OrWyZLgcMzbUYXJ0iWeONHnXh4Y4fnqEzaM6O6ZhxLc5O+/S6tpEiYnsdadQUA4WwG3SGyltm0oe4LtdLKvN4RmdmUaJmqs2gGVmstl8LKIomn32p0QMxONlnhQXlorLvlQ2S22SVEXjIBJ0A4OllkvNs9k40SJKApa6gnYk6EYQRDJLUVJVpcwAHmcpSpqP5BYalq5RsSWTNVhY8th/bIijp8dYPVrm//vpWS7aOMuxJcG5JY3FZkq9mdBsS1pdDYGG58XsfyFm31HJvmMehhjl125OWLemzdGzKYdOeKxdMclLrr9sbiHa8WubN1y32TR5wLJMvpPrOwpwgF/4mZ/CHHsj3tgr/3rXpT/0rp/+4Rtmtm/0OD7T4G/vKDPm+aybUM3KqydDorTDY/s9DE2jUtKplQUjFXUQXTUxz+7DTd79kRqHTg6zqiYYr0qGKjquoy4tzUdDZ3/YXvTOO4D0TPtiKnmAbaU4doxjRZS8gGMzMbc9WsEzTUpWJg/Iexl10WuYEMWIPOidfMF13melHNCB94enymzmu6oodgKTTuDymitCNk00WexCOxRZqT8TTEWyJ5bKo3iaasqNqmfVptI0JLS7ktklg5l5lzOzNdZNeLzvHTNcsnmWw/Nwal6w0EhYbCQsNjSi2OLSzQLMkBPnYs7Nw+GTHvOLY7z9lSlT44ssdkuUJ2+aecf/9dZ3/Ycfe8VfwzyOIWTZ/QZdIN/i9R0HeL4mJqqUfPmXG7a+7N2vetVLZk7Olbl4FdxwcdDLhVdPNjl8NkYkFpNDaoTh2HDC6skmnjfH7U92ec/f1Hjq8ChTZZ3RkqTqa5R9A88By8hHgyu9idCUD0rerVNUD1qZjsWxlMjfc0JMo8MDTxs8tb9C1RG4ZoptZjLagviqX6pPlbVCP4RfeMkLvJ8pD3PZbJJZzCX5XPeM3w4Cg2bb4dKNGtdfXCdOIxpBVqyJVJ9lGKd92WshRUlTjTjVssOxGvMXJZJ2N6HREiw2TBYaDrOLVXautvmdH53lpivPsBSHHJuFucWI+aWUM3MOmvTYMN3h2EysNleccM9Tgif3uly+o8xFl90487pXXf/udij+0nQr3y2YffcADuB6JRyn8+GNW6/49X/3g29ceOmVVWKZMFwLqPgx850udz5ewhIWUyMG4yOwZrKFac3z57fq/O5fTfLskTGGXIOakzVMuDolV8N385HhMXEa8cCzNvMtA8vI5tTrxfw7E2mZKbYZ49gRnhtwYibir+8oE8c2NSdVLEuW0ih9OJlvSNozqBQipTiV7RstOXjMzAaoigzkMmtKUKxIEKoo3mxbGJrDj93UZs14k3oInUgQxFkUj7IWtEQ1EMcZgxJGOhVPcO1FXaQR0ypIXpvtlEZbp9E2abZtlpo+21Z6/Je3R/z0G2dpyy7HZiTn5mNOzejEUZlXXCqoVDo0OynnlkJMI+ZUe4I1m25euOKKK379zHz0Yd91v4lX4du3vqsABxBiFMMY+thll13+42OTm351xZrrooWmJBVtPvZli/pCmY3TBuNDOitGQxx7iQ/eZnDnI2NsGSvzyosTauUIXQPPzvhxF0pegu+qNEPXA772nM1Cy8zMOXOaMJPDmkIB3EqxLbUpXLvLbD3l8SMVKr7Wa2szzUIrm56NBs+it3JxTbNu+G9+GGx+GEUqd6kkj+AJxIkCeS5fDSI1v32x6bJzrWCs1qIRpbSyMr3KwQuz35M8TVGl+4oruHpbl1iGLAWCZld5AjY7Cc0OtLuqwWGhBV/dXePwiZW8epfPT79hkWYScWYu4ex8yvMnPIb9Gj/6moBENvGskJddd1m0c/umX9285bIfH66UPrZ++ttXofxm13eMRfl6SwgrPXdm3+evueHNlvbo0fZoVfzpwYMPCSOxtZfs1Gi0dUo+jA03+MjtKQ/sHmLnSpvrLxJMTLT50y8YBHUXzxH4nkbZT6n6EaPVNsOVJb70qOSZQzaWrhR6vfy7J4+VvfzbtmJcO0DS5TMPeOi4PR8Ry+xz5kofLtEN5fyUewFqImdI8ov7ulfe75qXglSmxFkET7L8O0n6XTZhJAhD5cDaDSzS1OUHr2/yzPNdmqFXOGimmfRW9rnwTCAWJzqXbIh53VXzfOEhm7Jp4jsp5XZCs23Q6uhIqXFiRuOvb7dZU3O4/mKLl+2cQYg5PnHbOCs7KfNLOifOWqxf6WO7Rjqx8kq5edOW/7DJ3vjR+ZkXwlUXbf9uwwr4HgE4wPjkVs6+8Hy4buWKj5kr6nfLtPXWseHTv3f0xEm81MZ3HI7PdnnqYJlNEzY71hlsXdvm2HyHTqdCzRP4rjLzrJVixoc6dKIGf/gZjc/cWeX0GcBLkNLIqoSZLNcUmfQ2UemJFeM6AU8dSvniIxUc08A31RSKXG1omFn0NnI+XT3ySqYYaPO5MLddYMTpA132Kp8K4CKL4ClRpPV0Jrl8tRs4vOaqNp++v87uw55KU7IRIGGU8eKRkhOoMd6qnLRqKuS3f2KOzSvgCw+NcbbuUHaVoKzRNlhqmZRLUCu12HfCpuZbWOYou9ad5b7JNq3AohUFLHYD9s+sYs3aif9seGv/3vVXnag3F8JdF39vgBu+B1KU4ppYuYnx6enOsRcWDrzm9Ze9z/K3/O7Y1M5kvu1gmm2ePKAz4bns2mSweU1MpbLIw/sMOi2L8aqgUtKpllJGhwJMs85f3KrzR59axeVba7zvnW3WT7WJEjKNdq75ziWx6nDp2CqCP7bfZOZciZojcU2wrdy5tt/7qfLv/gFT9Iz3l4XtZQjvt7oViz8yS1Fk74AZZzl4HEvCRAG3G2oEgU4nNGm0baZHTK7a2iKNYlpRrg6USmEYyl7RJ00Fhp5y5EzKr/7JNI88tZZfe4vgZ980SzuNmKnDUjOm3pScW7Ap2y5Xbw9Y6AQcOBHx5H6d+YVhLt6Q0A4DpkZSLt62Kbl216bfPbpw5fvqjcaB9etXdnZdvPm7DaOB9T0TwYtr19U38+lbbklufsuP/pcXTs0aUxMP/FrUutM+8ajNDbtgajRmtNrmC19LeeTpCmtHdUarJrWyyIo/bY7NBjx2YIRLVtlsnnJ5/dVdjsx1+OK9ZXRNRW4lzVVVS8dWnfuOFdLohNz7bBXNtihbCuBOJsQyrayVzaBn0ZAbU6oIXqhbLvMcXF7syXUpvSXzQ2aBSUlUx3sUSYJQIwgFnVCjGxh0uxbtjscNOxt89I42jbDKUER2cJS4QZJVH1UOnkrJ7Y+5fPHeCfzrXZ6ZqHLl+lOsnGhx7myVkVbKYiNmZsHk+Jkq12+POLNQ58HHdbSTknrb4KqdPi/M+Gzdfl3w8htv+J+2N/pfvnrX53j5K769oql/7vqeBDjAzW95C2dn6oyPJr81OXqjdvrU2LWHT9ylpVr92ueONIwoDdl/zGWq6rByTGfFhMb4UELJSxBah688YbG0VOKSbeA5qrscqVIKy8xtnAVlXykRXTvBMhNsK+LEbMojz1UoO6p7yLXBsTNL5uXgzlgUXeuLplTBRulKlnfBA70cXStoV9RSAI9TUUhV+u1veRtZJ9Bpd3XajkWrY3PN9gYrRzscPl2hGyuT01ZXqRVdR31tEKlG5BR1B2p1JEdOOVx/SZmbLmvw0dvKtLs6s4sxCGXOY5vDbFuxyKGjAWvHU5xSJV5ojz/0U29/dbpx3caHDp6UvyXjOsL47tGA32h9zwIcYGKs98K9+z1/+nki8/Jy1Wr/xbq1h3/ort3HtLIlmVwtsU2NLWvqLDbVAanZjfnKYxVW1qBaUiacSj4rcE3VYVPyNIbKkrFayHC1i66lWYUz4QsPOQTSZtRCyXNtZcnsOAa2qaqeucWypqVoetoDuRDZwTCVxKnWA3nPKi5vVO5ZH+c+3qoNP0klUaplh8KMKswagoMopR3kqkeDdteg3bXxXJs3XNvij/4hIZEa7RCCGJJU0Z5lX6PV1egGJlEk6EYJzW7KYtPgzFyJmy5f4lN3ByA8YiE5cCpgcthkzzGBqfu86YaYhfa69FXXT396/SrrZ+utA42xsSu+2/D4ptb3NMCL6z3vfCONhaONUsX9xSeeXnPwbP2xnVO1hTff+8hhNq2KOHimy8nTFW68NGX3YQ0dm+GS0o4PlWNOL6QcOeXg21DxNYYqgsmRgLXTcxw+E1JvDLFllQEy5ZH9Lpo0qVhppj9Xumzf0fAc1UspsolmWlYRNA3VGmfoCVUvRCQJQWKoAViSnsUx9KdKGLrSeZhGRKOjhjylaUI30ZQmvC9rIYolnW6S/TwNy9BxbJNS12JE2ly5uYVOimPobFoZstANOHTSRdfVTPh6U6fdtdg4LRkbiVhsOrQ6kvmGTbnkc9nGDqdO+1yyUePEbJPDp1O2resgrS1sWFf67NDElc92WfdH+8+2GxfvWPvdhsM3vf7VABygPLQWYFZGx377sl1vXXPnffu4Xpt+c9X4Gnd8TWOyZlDyGjz3pM2wY1H2VKQdKgecWpAcPuEw6WvUyjqjtZTp8TpHZ1t88q4qa0Y8poZDdF1S8g2qNpRdNQWh5BmUPJ1qCXw3k8Jm1UGBxDASXDvAtjs4VsI737TEsTM+z58aJ0xUFF7uO6hrCtyu3eWZIzH/+3Ml0igGmrSiKkGizDKVnbFqnAiihCSRyrTI0LAtg5Jr02o71JshIk2puLBttcnK6Q4fu6vFybkSQ6WE0YZOs22xcdpgciRkYT4lSVPqTY16o8qWNXX2H0loNQUbJyV7T7pcfNGVrN+w/rNnW5f+SjOqH7vikvHvNgT+yet7ikX5Zpcw13DkmHZs/ZpLfv2VN1z8g5svetu9b371dWxYpfHs4YizMxavvExSq8ZIKXGdLg/vNRCpyUhFo1bSmBrpUu+0+KNPV5idreE7BhJYaEI3shl2oepDtWRks4Q0RqoJm1fXabTanF2QdENl21DxQ46eDfmlD4zyvz+/mp1rKrz3pxcYqrRpZTYS/TRFdd8busSxYhaaAb/xwREeOzjNj7/W5I/eOcfGqTr1tjqMOpbS5ZRL8PzJmPl6TKMVU29JFps6iw2TesvFMQzKpRAENNsO45Uqv/KWDk454PR8wlIjZXbRREiXa7YFNKMEXUjmmyFfedxh5ZDO5ukmi2GZjrblmYlx9y3DU1f+8PpNl/76tRfHx6645J/v8PrdXP+qInhxrV87BHCwE8iDU4Jnq14y1Vyz7c8fe3rvRlPfo3teg7mTgq2rTQ6fC3n0OZ+ypVMr6wxVJCW/w+274eSZEtduElR8Fekf2mty8JjLyhKMVAxGayYlT8O1JeNDEYvtBR7Z7zPkm4xUDXRNEsYhX37c4o6Hx5Btl42jHTasOE3J6bC05PddrrLfXaBSFMsMWegmPH9ymMtWOly90eaVl6ecnG/y6Ts9ktTAtjSmRwUjw0scOJMys1Sl5CYsNlTRxtBNaiWXLasMrtoR8PzzZRrthJMzDlft8Lnh4hZ3P2Kz0EhYaJi0Oj5XbunyxP42J+dsrl7R5shpgZAl3vx9FyfDE7sOPfDksbcLJ3368l3feA7l9/r6VwvwfLm2ADgwO7d0wEuS1+yInBXXXHHFpx997I7KyMy877rn+Md7dWTgMDWUHzAT5htdHnjGY0XNYGxIZ6iS4tptDp3RMTEYqSiTohUTMWcXJHRNKn7I7r2Cw2cMLlqdkqYo86Ig5dkjLhXLpGRpnFvwWDnh85Pf1+D3PzFcmAufLUE2xzLho7f52JrJZBXaHYdmu8KONXPc6sSEiaEoTUuybjpm3aqUR54U+K6GaXY5eU4gpctQyWak5rFxosXu52IWGoJz83BmtsL1Ozo8tT+g2TFpd+HMnM3USIW33FDntgebCIa4ZMdE6+JrbqpbenTzxPj6k7t2bD1W/jZ1uX+n1796gOdrdKSKlPLY+NjQiSRe2pGmr77m+mvSv5g9t7d0tnGstmrkHLOLKu9N04THn9c5d87lZTsNhio647UW8+0Otz5YxTMFwxWD1ZMpleoitz1msnG8qhgTQ8PQ9d4YEzXoKcayHFxLQ9eV/iOVBmvG8yaIQfGVlH1z+eNnDQyU+CtOBJ3AJAo0gigh1LOKZioII4MojkgljFZhzeo2f/cVg+SccgrrBg6vv7bOHU90mKkbzNcle4863Hi5zWWbQw4fk1mnfMwTBzxGx1Y0Xv2K9fM7t+40Sp74meHxdQ9PjpaXwojUtr6zktZv5/pXmYO/2FIefiKtLwULU5OrvmxGz6zdetEP/NrP/8w79rz5tVufvGjr8O7aUNxNhUnNT9m22mTHhjae3aYbd/nYHT6n5z1cS1DxNWrlkFanRRwq9yrTSCg7MZ5Nr0hkmTFn5iVnZ3Uck94oEyklnSgzMtKValFoarCrMrdUdg6OlVU/Mw14N9SYHkkZH4kJYkk38ybpdE26XUmcJCSpjmNqVEodlpoRSw1BJzCYrOm8/VUdDDumE0Y8e7jDnoM+ZxZthodcvIrshvro7vL0lXuuuO5H/9sXv/TRDY5b2Tw2turLSdhdEEL8mwI3/BuK4MU1PDoBkLbaCaD9pZDdjxiGhuZv1i3L/9OLtgablxaefUkcR3rIHM0gYffBkHbD54btkrl5NWHCthK+/KTJzILF8A5JnMYs1CWeKaiVNMaHIlwn5M6ndB7fa3HNJtmbMdkNJV94wKVkCXwXXFt5bCcpdLqCZsegGzi86bpZ9h5Ns2YE6AYa11wccenWiNvvE8wsSRYbkm5gMF5VFhPzDZiowTU7Im69N2WpJelGkoee8SkZFltWtbCNEt0YTswPs2K6kuzYuOn+114XH1hYar/z9sf1xLQc3vPbH5EXbV3V/m7/vb6d698kwPPle70BFvn5Lg6Dcz9rWubQ0uIV77Wsu6yn9pIMj5YvOz0fXr5r0yLtYIanuxVsKyaME0zTpOybrJyIaAcxj+4xsAyd6bEU3WxjmSHb1oWsmAxpBS4CRU2mJOw95jNWgtGqwVDFxDA05VqVgK4bjFZdtqzSkSLzGUQNdTp6VrDvqEEQa4Qy4vScThjpXLM95pFnQ07NJiw1TdqBha7FdLodTp6FJw8LKm6F6y4rMTPvPL7QDp9wS2v0H3ndK8LRkaH/GAThwvrto9/tP8t3dP2bBviFlmWPAywAPw9waP+XMHReuveIeHXVa9y8/3hjy9o1kuMvPMe+Ex6dEKp+iGs1kTLmsk06Z84JpkabPLAnwdJthtyYV+xKeHyP0nMbusQ2E2oli1UVna3rNIYqAc225KmDBo1Oyuyiju86jKd+1qAglJZFi/jKkz7Nhse6CcE1F4Xs3ic4PWdyul4mSiWz9SYvnJVYQnDFdhPPltQmruItW1Nml6r7N66pfNqaNW9frcl73/x9r+DXvtsv+ndx/R8H8OVrw5bvA7h3qT53r4D7hqflhrI5m/7VJ46lmjW17pLJ4d9MW8eojQYsLZ1lvHKGJAh49miXM+c8jpxJicIKW1cH7N4fomsWw5U29ZaNoRusmYKRWos0jZkYDjnbKFOyU+aaJkdPG4wMGdQ8nYVWQpJqBHHAnsMmO1fpRFGLyarG2qkljpyscmJRsGHlCCunJ7DKCVftmOTM2cX3vXDm1JGtO67Ttm6uao2WcUjAl6+86v+sSP1i6/94gOerWhkB+HL+/mP7ZrEsq3b69JmH4jqMjgbRyjUX/+qaTnhTELjM1CPK+57mhfk5PFOnZjepVX10S3LfMx2qvk27GzNUjjD1Bc4tOVS8Lp2OwagvONWMOD1rodPl4tUW1XIXIYYAm2FfUPNcbBO6yQRv/f6dLLVcwiSmG+h3BGHrD8Yq0ty0dTu7rpq4F8JFIf51FmK+3ev/D/AXWVdsHQVYBD4H0G2dQAj2tTvxRJIY6aogojV3hBdm29iGRpomJAnRy2648j0P7ll6Q3U4jq6/HLZsTRkfrlNd9KiVQ66+1FEH1EbEeMVmYkWTl17tsWlNbB49O/YFmd77nornmL5nUfFSGmGVVWsuY41mkCK1KNbPCsGRTetWfLdfon8V698WJ/RdXvv33Y+uiYnP33u2unokkIfPSq7enDJca7JYdyl5Efc9ZVF2dBbbAcMlh8u3dTj0gs3WtYjjc6uXBPLsK19+43f7Uv7NrP8f+xp5FVnBXGcAAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMDdUMTY6NDQ6MTIrMDA6MDCcDdl9AAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTA3VDE2OjQ0OjEyKzAwOjAw7VBhwQAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi41LCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvSM8oowAAAABJRU5ErkJggg==', 'weight': 13}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 33347000
    {'hecke_orbit_code': 343815487504, 'n': 1, 'trace_an': 46}
  • id: 33347001
    {'hecke_orbit_code': 343815487504, 'n': 2, 'trace_an': -2}
  • id: 33347002
    {'hecke_orbit_code': 343815487504, 'n': 3, 'trace_an': -2}
  • id: 33347003
    {'hecke_orbit_code': 343815487504, 'n': 4, 'trace_an': -4232}
  • id: 33347004
    {'hecke_orbit_code': 343815487504, 'n': 5, 'trace_an': -2}
  • id: 33347005
    {'hecke_orbit_code': 343815487504, 'n': 6, 'trace_an': 72928}
  • id: 33347006
    {'hecke_orbit_code': 343815487504, 'n': 7, 'trace_an': -4}
  • id: 33347007
    {'hecke_orbit_code': 343815487504, 'n': 8, 'trace_an': -478172}
  • id: 33347008
    {'hecke_orbit_code': 343815487504, 'n': 9, 'trace_an': 0}
  • id: 33347009
    {'hecke_orbit_code': 343815487504, 'n': 10, 'trace_an': 2806780}
  • id: 33347010
    {'hecke_orbit_code': 343815487504, 'n': 11, 'trace_an': 2668318}
  • id: 33347011
    {'hecke_orbit_code': 343815487504, 'n': 12, 'trace_an': 7885108}
  • id: 33347012
    {'hecke_orbit_code': 343815487504, 'n': 13, 'trace_an': -2}
  • id: 33347013
    {'hecke_orbit_code': 343815487504, 'n': 14, 'trace_an': -26829652}
  • id: 33347014
    {'hecke_orbit_code': 343815487504, 'n': 15, 'trace_an': 0}
  • id: 33347015
    {'hecke_orbit_code': 343815487504, 'n': 16, 'trace_an': 49704280}
  • id: 33347016
    {'hecke_orbit_code': 343815487504, 'n': 17, 'trace_an': -4}
  • id: 33347017
    {'hecke_orbit_code': 343815487504, 'n': 18, 'trace_an': 15306190}
  • id: 33347018
    {'hecke_orbit_code': 343815487504, 'n': 19, 'trace_an': 51868606}
  • id: 33347019
    {'hecke_orbit_code': 343815487504, 'n': 20, 'trace_an': -72195860}
  • id: 33347020
    {'hecke_orbit_code': 343815487504, 'n': 21, 'trace_an': -1062884}
  • id: 33347021
    {'hecke_orbit_code': 343815487504, 'n': 22, 'trace_an': 47303908}
  • id: 33347022
    {'hecke_orbit_code': 343815487504, 'n': 23, 'trace_an': 298270076}
  • id: 33347023
    {'hecke_orbit_code': 343815487504, 'n': 24, 'trace_an': -131729232}
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