Embedded newform data - 471.8.a.c.1.13

Formats: - HTML - YAML - JSON - 2024-05-06T01:13:04.897762

• 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': 30144, 'analytic_conductor': 147.13334700302136, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [157, 1]], 'atkin_lehner_string': '++', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [471, 1, [158, 319], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 48, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_orbit': 3, 'hecke_orbit_code': 9007199388959191, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '471.8.a.c', 'level': 471, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 157], 'level_radical': 471, 'minimal_twist': '471.8.a.c', 'prim_orbit_index': 1, 'related_objects': [], 'relative_dim': 48, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '471.8.a', 'trace_display': [2, -1296, 428, -680], 'traces': [48, 2, -1296, 3214, 428, -54, -680, 2355, 34992, 6185, 11989, -86778, -2393, 18201, -11556, 208150, 62538, 1458, -39882, 113423, 18360, -93716, 195618, -63585, 886490, 294399, -944784, -60819, 421501, -166995, 392689, -341578, -323703, 50837, 697874, 2343006, -410396, 677216, 64611, 3232376, 3832958, -491427, -1751932, 4888297, 312012, 1163150, 106461, -5620050, 8202048, -2159111, -1688526, -3605030, 1755534, -39366, -1220729, -4430622, 1076814, -10000202, -2037752, -3062421, 1274098, 97748, -495720, 15135201, 6139645, 2530332, -7751257, 1700631, -5281686, -20935703, -12592217, 1716795, 12508355, -14999956, -23935230, -23946874, 1874177, -7948773, -5103480, 3128449, 25509168, 11622426, 3040643, 1642113, -13756076, 964635, -11380527, -29653500, 28462995, 4508865, 3016621, 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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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• 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

  
  {'AL_dims': [[[[3, -1], [157, -1]], 51, 1], [[[3, 1], [157, -1]], 43, 1], [[[3, -1], [157, 1]], 40, 1], [[[3, 1], [157, 1]], 48, 1]], 'ALdims': [48, 43, 40, 51], 'Nk2': 30144, 'analytic_conductor': 147.13334700302136, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [471, 1, [158, 319], [1, 1]], 'conrey_index': 1, 'cusp_dim': 366, 'dim': 182, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_orbit_code': 134218199, 'hecke_orbit_dims': [40, 43, 48, 51], 'label': '471.8.a', 'level': 471, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 157], 'level_radical': 471, 'mf_dim': 370, 'mf_new_dim': 182, 'num_forms': 4, 'plus_dim': 99, 'prim_orbit_index': 1, 'relative_dim': 182, 'sturm_bound': 421, 'trace_bound': 1, 'trace_display': [-28, 0, 0, 24], 'traces': [182, -28, 0, 11960, 0, 324, 24, -2436, 132678, 6916, 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• mf_twists_cc •

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

  
  {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 48, 'source_embedding_index': 13, 'source_hecke_orbit_code': 9007199388959191, 'source_is_minimal': True, 'source_label': '471.8.a.c.1.13', 'source_level': 471, 'target_conrey_index': 1, 'target_dim': 48, 'target_embedding_index': 13, 'target_hecke_orbit_code': 9007199388959191, 'target_is_minimal': True, 'target_label': '471.8.a.c.1.13', 'target_level': 471, 'twist_class_label': '471.8.a.c.1.13', 'twist_class_level': 471, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
• hecke_orbit_code 9007199388959191 does not appear in mf_hecke_charpolys
• mf_newform_portraits •

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

  
  {'char_orbit_index': 1, 'hecke_orbit': 3, 'label': '471.8.a.c', 'level': 471, 'portrait': 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knYOBOzZqrP7FTE2qmIjWssm9cqLtvkUVE1jp5o8NQrPs8fSHnpeEKm2rzz9ibvvc1SUVMcOD7O0TOa0+czzuXgPrRgueHyef7lh5fZND3GqfMTnFsMWWpp2l1BklrSTHFuQfON3fNUq8cvu2bz6TtOnmLr3oP2/r/1Y98bf+ITv/ethsRf6PHXmsHPLzRZ7lpCj58/fXrfbSsnviJ3v8JtX3jklN5+UZt/+D7L3OIs5xZ9Wh1Jsw1LrYzlZsLCSsa5FTi8KJiZXuHf/OAiN+6ocnJukjPna5xZ0MwtWs4tpJyazzjfThmf7POGKzvcvBN8WSFQAXNLIWcXNOeWBN0I0tQQ+oZamDExlmKA4+dSWh3YssajVomwVoDw6fQMm9dGLK5osE6KrHQgSsFiWWrGbJj1aPcUQlmEiWiEHpvX9VnpCo6f0WRGM9WQ1ENB4EGaCrqR5NyS5OyiZW45JQj64KXcsqvDbZcLZhoVFpcbnJwLOLMAcwspc0spp5fg8KLl+l0L/NsfXGbteIMT5yY5t1hhftlnYUWw3DK0OimtbsbcsuVMO+bvvX+RbdMN9hzemh46I5/46Z96i9m2becTQqY/a9IKyvvrWx39a8vgzz/1aS7ecR3/4mf/yc/9xqce/se/+/l7L37LVce2CiNkuxuy50jCRRtaXLlNEqcagcAiAQkIhLBoYfEVnFms8MwhyZXbl9i5qU81BE9LfE/h+5paRVL1JN2Ox/5jIQ8+73P8fEQrTdh/MmLN1BLvesMyV17c5vqdTY4tpCx0BdWgz5EzlmarxhUXSVb6GXuPKepVzavH4ZL1ln6c0c98tE6YqMO+kwFKZ3gyRXvQiyQ37uzS60quvDij1cs4fqbOtrWKWjVmJbLMjndZ7rT4o4fgxaMZLx3ts2X9Ildd2mJiMuYdt7T57jdatq+tkyXjHD09xuFTHifPGU6dTzh1PuPwecGJlYSrd8zzb36wzZrxcU6em2Ruscr8is9iU7LcMqy0E5bbGUsty6E5xdW7lnnvbRl7D8/yjed6ct/pxa137dq9LVDmJtSllbA6+bXf+uRn+fxnP/WthszrPv5aMvj+F/+AHdsn1XMvzf3Lg0eW/vkXHjiunjva5TvesMgPvRUOnw754lMt3ndHhxt2jHPszARLzZClpsdSS7PchuVmxnIrZamdstCEk8sCXelz6+VLfM8bY7bN1ljpNDi/VGF+yWehKVhqOomw3Da0eoZWZOn2U6YaCZvXGEAQeJZT5z2EDNgyq9i23rJ+tsvccsSeg3Wuu8RSrSzzyqFJ6rWYOPaYmjD0+nDZ5j6//9A4l25KiSLL9JgkyXrUw4BXj/WpeDWu2ZHy0pGYuUWfDVMB29bB5rUxSiWcWgDfswhh2bImZaIuafcCOl2PVtdjqaVYWoHFpmGpmbHQzDjXhMV+xuYNHb7nzgVu3akJvQZnFxosLIcsrGgWW4KVpgP3SidjuW1ZbMOB84obrjjHB29v8fmHN3L4LHz4bYu844aQQyfXcaq5NdOV6Z8TY5f/WzrHsr//kfd8q6FzweOvFcD3vrafeq1S2f3Sic3d1nMfHPNP/x8rC0u8eKDCCwcTDp5PueWaZSYqfSp+j3fd1uf6i6ucW5xkYbnGcjtkqeWx3NIst6DZNqy0U5bbKUsty1xTcKZjQXR47+1N3nGj4aJ1IXFcZbkZstLxabYVyx1BuyvoR5Y4tWQZKGkJPKgElvGGZXYyQXt9Dp+NeflQgElrvO2mGO2t8NzeMbaug688k3L7FQHnmz1CrUizhMkJSBMP7aUsLlZ5w7UtvvJknW3rYPfBCI8q99xoSEWPlw9nHD0VoqXPmgnNRE1QCQS+L1ACUgNxYunH0O5aVjqGdtew0jUsdiy9LGPLxi7vuLnJe2+LwdRZXBnj/FKFxYIMmrDSzmh2UlbaGSsdy1IHzrYVc82EW3ae5V23LaO8Co3Q4/ZdFY6emuXZvT7P7u2xeetabrlmzb94663X/DH+5hNp2uttvWjHtxpKg8dfG4A/tHs/bbvG3xTs/ZHTRw/8yu9+/nlx2bYFefW2Bi8drLDvaMzx8xmH5yVLHUMvirjx8kU+9pElrr24wvzKOIsrNZZbASttn+W2ZqUtaLYtzU7GSjul2TEsdyzn24KzTcPEeJe3XN/mlp0pW9YoGhWPVjsk8CSgiFOJMQJjodsHhGGi3ufgaYuxMQ/srhF1K1y8wefWK7skZoVHnh/nmks8Dp7r0FxucPOVXb72XMCaScve45a/954We48FrJmUPPi84tbLFEvdFkdOTnLNjphHXu6RRlVu2eWzfVOfXtrhq88pyASHT2kaVY0W0O1JjBVkxpKkgDRo39DsWGr1hE3rIm67rMtbrkuZqoXMLY2xuFJhueXOzXJL0OxAs53S7KQ0OxnNrmWpIznXEcy3Um7eeZ6f++g8N++UdHtVFpsNjp+d4NiZKq8dEbx8tMfOi9vcdvmYifVtdselW//uTdev/0S3uRLXxq/9VkMK+GsCcJP1pTWddz2/+08ufnaf+Fg1ftR75dAYc8sZ117isdL2OHEm4fxywnwLFrqS+Z5gvplwy2Xz/PxH57luu89Ka4z55TrNTshK22elo2m2Fc0utDuWVjel1cno9AzNrmW+I5jvQJJFXHVJj7WTGZ2u5e03R2xda0gziZaWOIGH94ScOB+ybiLllcMhmCo7NyquvdQQhF2eO9hlfqHG5VtrNMaXefIljxsuCVnsrrC83GDtWsszexXff3eHZ/dqNs56LHSaLC9Ncu1lXZ58JWOyMs7lF3c432zyzGvjVHSN6y+17NjcB9lhz1HB7GTC3HzCI3s8+olCSsiMZeu6mLfcHNPuKNZPGK69BOK4ylKzylIzYKXj0eoqmh1JqwOtbkark9HuZrS6hpWuZaknOd0UNPsRt+6Y53//yDLXX+IzvzxGs1NhpV1hfink7KLPsTOWVrfPtTsTTs95PHe4x9/7gRuSV07U/un3v++7Dk2MVb9UCTzzrcbWt7ySaU2fJE1/8PHHX/ylQwdem3zgsSZSC954eUbo1VhYhji1aA9qFUlqMqQw+BIC6fHswTX87K97vPe2JT509xLbNsScW2wQ+BUqgU818KhVNO2KpN7zGKtpuv2MTi9jTWToRZZ2P2BpPuTUSUucGk6fSwkCCwh8ZdFS0O0pBB5pV3P1VsH29ZbNG7pEWZv7nlXsOzTBW68LuPayZX7nPosvqmzd0OWlJxUbxhXTjS6hqhAnHufbUAs1G9cIXtwXc+2OCm+8ZoHfvreH79V5800WL+jy9WdivvJ0jdeOVrhofZWt6zJmJmK2TSdcsTVDKYNWFrBUg4CZ8YA48Wh3fV456NHpa7o9Racv6fSg07d0uu67t3sZnZ6l1bOs9GC+q5hbtlQbTX7y7fN8160RV22rcnahQbNdodUNaHZ82j1FnEAllGhV4eipCovtLu+/u8PCmae95fPrf+n44c1L+uIb/9HCYv+3p6fC/3kBfuZ8h7OL5m+98MLjP//Ss49O7j/aRmaKhSWffUclU2OQWYG1Fk9JKoEhyyQCi5IWT2X4SvLSoWleOFjlwJnzvOe2Drft6jNeb7DUrFJrhTR6Pp2upp1f7F5f0400/cjSjw1xYkkSS5q5I059rAGpBJ4WhL5gvC6YqMPaacPGNV2mJ5rc/xw8+oKHNGO89TqPq3e2efy1hLjf4NarBc1ej/OLNW7ZYZge71LRAf1UMd9KUEZw9Q5NtR7x/P6QO64d4+ar2jy/X4Ed47pdPj/2ziW+9mLMg8/W2HsiZPOMYu1khYl6lbE6VALwtEVJMBb2HhVkmSBJBXEKUYL7jlFGLzL0I0O3b+hGhk4PWhHMdyTn2xCZPm+6Zol33dbk+95sSNMGZxdqtLoh7a5Pu+vR7io6fUWSCqQAKV3tYecWxfqJceZXNJN6mfvvf2DyO97e/Hc33HS3tnblN4QY/58P4AeONun05I9157/+8+1zD8xunElJ4gmWmoYN0xalBCDwFAgkJrBYq7CAlK6KqKXFU4aKJ1joVvjUQxv5+gstbr9ihQ+/aYUrtnWYGq+yuFKl3Qvo9rwc2ModsSBKJEkqSFO31DvvlgsqtYbQh2rFMFlP2DDbJaXDwdMJf/RIyJGTNcaDCjfs0txyZYtnDjR54KkGN10Ssnldl99/SKBEQKOesNKJMBaUgJlGl1bbx6QV3nX7eT71lSrb50LecVOXOFnkkZenSLKQG3fN8o4bWlyyqcnXn+/y0skqe476bJyUTDYE1UDge+4mlAKEsBgLxti8WGOJE0uUuBu5H0MvhnZfsBwJltogdJ9rLl3hw29Z4fZdGVONkJVWjZV2hXY3oNP36PQ0nZ6i05P0+oIoZvDvSwG9fsCL+wMSY1laMRw6ucixc1+ffdd88PPv/Y7brbXLvynExP8cAH/s67/Hp1+o8OmvPvBDV248+7HN9Semr9nW5fzyDJ5WLK14dPouuLNAZiDNQEqFAIQAJQRSGrQyeNoSaEtFC5b7isXmBJ9+uMbTr3S49aoVPvzmFa7Z3mQqq5CmAd1+SKfn0Ys0caJIUkmaSTIjMDbPpgtL4BuqYUrgx/hexOnFiHt3Sw6d8jl6agJlArav87lsm+K6nS1UMM/Lh+tsGK9y+UWwdmaZpVaDKzZIUmO5/9mAqCsZr6Xcc2OfLz2ScOJcnUsv9ji70ufVIx6b1kxw1bZ5Hn+pzZOvCqLYZ+e2SXZuCti5sc3hs0scOg3P7qty8EiNqhYEWlILLKEHUrqgylp3s6YZxCnEmaATCVp9QSuB2KQY2+f6S1p8+C0tbr8iY91kQL8/xmIzpN0J6PR9uj1Np6/o9hW9SNLtC3qRWxXixJBmBmOg3XXv1+0bltsZp5ckjx3us3fhvtl259jH3nh1kMZLv/47v/qpOj/1d773by7Af/6Xf5c33N0lM3zfUy+c+uVf+dqR8W5m+Qff3ePGS86j9RT1sEKz69GPFXGSL7cJaCVQUqGUQCmDUhmeFvja4HuWwLNU/YzxUNCOPJZbE3z20QYP7emzZqLLB+9ssnNTn36vw+XbLJvWKqLEI8sUmZHYAtzS4OmM43OWo+cEKz3DFx+vcnphAht7TISK9VOaLWs1F22Ay7e3MHKBj3+pxtLSGDft1Fy+vcnX9whE6jE7IalVU7qJj7QSrERpn2ZfMLck2GWr3Hldmyeer7B+2uemyyf50Xcu8ImvtHl2f41O32Nxpc629RUuXdflxh1t3ndHmzNLS3zx8YDFbsDxsx6nT/t4SiClRCAw1pIZSIwlSw0TUwlX7uoSRQk7N0W8/86I2THFZD0gSULOzod0ez7dyK1yvRKwe5GgFwn6EfRjQxRnxIkhSe3giGKn58+3BMdWDDdetsRPvuc0cX9l+sGHL/3lmM3JT/0d9QcH9vwmO67+sb95AH/qkT/m5jvuEP/Xr93/gXPnj/961DxTHfc8jp+d5N/+rs+/+ZHT3HCxxVOTBC3Hsv1IEcWSKJF4MXhKoJVEK4HWAk9n+Frge4bQs1QSSzW2jIUZExVBN5a04xpHT9X4xT+YBJMi0pTrruyybW1MmoKxBmtdEUcKgVQC7fnsP+Gz91BILdTUfcl0VTAzJZmd1KyfUWxZl3HplhUysch/+VyD4yfGuWmHx86tGb20zVMvB4xXPKbGLOP1mGrFSSFjJM2+YqljWWxmNDsV3nD5Crv3dtl3QjHeCLlx1zgfedci//Xz8PyhGp2eZaWtmVtqsHa6yuxEny1Tff7JB7o0qk1eOgr7T0o8z6KURQgDWPd/C2kKW9dm3HpFSpZ4JGmAtVX6sce5BZ9e5Fa0fqwG8q0XC/qRoB9LehFEsavKRrEhjg1R4uRPnBh6MXQiy2JHcrKVcePOBf7Vh/uEepqXDo1z4tTx8Wuu6P/649/YmtY3/+gj1v7o+X5GVtH//ZN4/0MA/iu/+Uk+/Zivzizc+97Z2vzvHDkwFwZeyJrJjEuTmP1na/z0x9fzH/72aa7dLhByHF8bOp4DuRdLV1rXEi/XnL6niDxJFBuCOCNKLJXEECWGOLY0UogSQ5RCnAr6iSTKApIsZN+hGnv2QWYtDtpOG3sSfOU8H/UALl8HjQqM1SQTdcXUuGZ2EjavjVg3s0Jil/gvnxvj8JExrr1IcdFGyfaNy3zj1ZS5xTGu2yaZaBhCv0cgA6wSpJlEWEuaxSx3QuYWPa7dWeHqHW0efz5kzYSgGta5dofhJ9+7yC9/3vDq6TorHcNKWzG/rJkerzHRqDDRGKNRTZipJWy5NibwUjydolSGFC6YsLibKkkU5+c1SapIUkWcKKIkf85JJIol/VgSxcIFqLEgii1RXJxX9xzFTtc7bW/pRoKVvuRkE667dIGf/7Eu0s5y8OQ455c8rJXseWWhKo/Wf/f9G460GpV113W7/ZP/I7D33x3gX3/wD5meqKjpw0vvf/nAyd/eOrU/fMuNMxw/BwvLGmPzKVEnGvzGfQ1++SdWmGxopLAoZfC0h+8p+lrheRYvlviecBfBE0S+Ik4c0JPEEqeZy4qUls8kgzSzZJnJHYcCYxiAWwhQErQEz4NAC8JAUA0ktapirCqZGBPMTqZsWdulXlvhc0/EPPLyJCsLDa7crNiyzuOSTX0yscL9z1apeZqZCUW92uflw7iO+02WbqS46pKEK7dbzp3NmF/26fWrvO2GNo+91OPgaUWtIgn8BldcZPi3P7TIw6/2+NLD0yy2LFtmM5abmvGGYqzmUa961CqWMDAEviHQGVrZQSAOjsWNERgjSI0kzQRpKkhSSZwKkkQSJS7zEifCMXMMUeKkSFwijiiXI1ECUWLpxoJ2JJjrSgLV4sffscJkbYqXD41x4pzPuYWMxZWUk+cFfu2l4KJNHfa/vOkNze7YZ/7gU7+Xfd+HPvztDfBASnnuXPtDrx48/d/2HdsXNsIub7zK4ukpGtWAaqjxteXIQsLjz4a8fHiRW6/okGUCKQyeNvS1xtMaP1ZEOmcbTxL7gjgR7uIkiiSFOJEuwk+Hab80M2SZyy5kNs+U5NkSIQRSgpJO9vhaEPiSMJDUKoJG1TJeN6yZjJiZaJPaFT79mOQTX5liNgy5crNg8zqPresNW9Yt87mnLEtLITvXKiYaUK8mzB2TnF8O8LdBlAhmxiTj43DwqGW5ZTi3EHLJ1pC7r2tz76MhU3UIfB8lx7liu+Cj7ziPJ8/zp49P8NrpkDWthNnxlLGaol5RVCuSSqAJfAg80No6kAuQogRy3I2dGcgyQZqRAx2SzBKnkCSZI4XEEBfPicnTjkVWBvoJ9BNBJxEsxZLlruHOq1d444195s8p9h7VnDiXML+cMrdseeU0fOedXdpLzwehML9us526m1T+EMcz354A/8Xf+DyPHcl+aMru+Q9feXiu0afC6YWMy7escOXFCafOjzMzHnL59oT65BJPvdhjy4Y+lYqlFkmktGht0MrD1xmRp4k8RZRI4sSV0h3jCMdEOSulKSQZZJnLJBjjAi5jbNHDmYPbAVwpgVYCTzuAhAFUQ0O9kjJeT5kZ7zE9scIT+2I++UCF/UfH2TrmsX0tbFzrs3ENXLq5RTdt8czeBhXlMTOhGK/DeD1iYizF9zVCuJurF/kstRJWupZmJ+X8ss/mtXVu3nmeB57tsv90g2qQ4CkfIcbYvkHxA29e4PpLz/PJB+o888o4ix3NbCNlvJpSDSWVUBF4gsBzMk4riVLk6UOHcovrYTWGAdDTzOSrW55aTF12JE4taeKKbIMjcVmZfiroJ9BJJM1E0Ewtab/PqbMZLx81PPxszOMvpCgM8004vgS7ti/ywTtXGA8r9PoHG4ePmP/ygXdc4p848MlPbN7xA99+AD8/30Qp+bc+8Yef+/mvP3dmSliffifk2NmQ//33FT/x7mXesKvNjk0e2k9pjHWYW/F4dq+mUYtYOwmtlsHTKb72iHwfP9YEvkvvFQBPEkmcumU3SfOcdkae+iNnbomxDMHtipQ5c4NWrmDie5bQN1TClHqYMtGIWDfdYq7Z5Ve+6HH/7kmWlmtcPCPYPCvYMOuzcVawbX0f7a/wqUc0R07W2LFGMlGXjNUypIw4PW8JtEQKsFYQJ5otsy2eJaPVVSy3LHNLFXZsDHnfnU0+83WfY3MBnk4QwsPYGkkquW7bMlu+t8X9z3f5/fsnee5YjQ0TgulaRi3MCH1B4Al8T+JpgVa4wFmKgSfD4m4yY3GZlswBvgB5mjlJ58AOcea8LnEqiFKIUkEvhXYqaSfQizNMt8/G6SY3Xtbj8DHBV59L2bOvj9aSsXrEG69r8hPf2eaabVXmlydJEslUeHpqcXHHx6675btVGrd/Q/v1bx+AWzsPmB/d9/ITP5+uHJxVtsHG6YxGaAg9yb6jU/zMb1S4/coVNs9EWANPvTrO/qMBX/xGxrW7enzvm3p8x80tpsYiuv2QXpwQeB5J6hElehAopakiySRpKkkyQZpKskyQGTHU2nlO3ebgFvnSrZTLOnjK4HuGwM+oBCn1SsT0eIde0uPrL1v+6BtjPPPKOBO+xxUbLOsmJWumfNbPSDauiblowzIvHevxxcdmGFOamTFBoyZoVBOa3YyvPBVS9y1COGD1Is27bo348tPOE9PsGM4vazbO1nnPbR2e2ddm70GfWpCipHAgN1X6sdP6P3B3kx3rzvOph1s8+do4J5YrrG0IxkJL1TeE2uB7RWrV3ciOyaGwH5lcqhkzXOHSHOiOICDJBEmWV0UzQS91RzuDKDakcUQt7PCee1b43rc0uW5ngkRw6eYFnn61S5opNsxYbr0can6DU3NjzC9XWG57pLHkgYcPzx469/jP3/aG28zhk8u/tX3TxF9vgPe6yxw81ufsXPiDhw8++O8P7f/y1KYZCabOqbmMeS9BS4OvYa5V48tPVIlMhskyokTk2jjlzJMxT7/U4zNXdXj/3V3uuXWFyTGfOPaJEp848UhSTZIDPc0UaZYXbLIhwI3NmdsM01FC2DyodD4OrQ2+lxH4CZUgpl7pkdHja89L/uChcV45OoZIArZOWNaNW6bHFTOTPmunJetnEjavbXFyvs2vfqlGGlXYuFEwXtc0atCoJggvptWrMV63COG+Y5JKJgNFalLaiU+7m7HcUpyer7Drojo//p0rfOwPA47P19AqyW8MTZqG9GPJ2qmA6y5uceVFHV49fpo/+kaFB54b50yzQi1Q1H2oeRZfWzzlKr5K5pKsdL0MYI276TIjyCykmSu/J5kgzlyRqJcJehn0UkuaJpgkZirs8bY3rfDBN7W4/cqUiYoiNRVMprhlp+Da7caRTxrSiyqcW6gyvxKyuOIzt6Q4cS7j+LmznFj8/Oyamfjf3/2Gu1LTn/vdlb7P5MRfHdD/SgHebHfZtL7y7lNHn/6vX/7K040zix1+8O0ZQoT0Y480sxibgLD4ytDsC9qxppd6xD4kFmITEKcVzkdV/vTpGo+80uPGBzv81He3uWxzm9lxRaOqiROfOPVI0yHIswLgRmKsxFonCewgoAQpDEpZtDJonRL4KZ6KafUS5lsJ//lzIUfPT/D83nGs8ZmqCGanLdNjgqmGYmrcY82UZO1UyoaZLlPjy9z/guG518a5cqNgoi6pVyWNqqFWiRFeRBBotHLvby1kmaQXaXr9hNQI2j1Du2NZanmcW2xwy6Udbt61wqceDKksKbRMHCCtJs184sT1eE6Ph1y/vcP1F3d49o1nOD4v+eQD45xfqXJqMcBXkpon8AsZJl3gOSDyQqrgmDy1gtRAYgRRBv0UYmMhSyFNkCpi/USPK7e463HDZRljFU2a1Wh1POJU54UzhTGKONH0+j6trrMwLzY95lcU55cMp8/HnG8nvHljh5d3PzoVRZX/etft1y5nafeLf5WY/CsDeGvpAPWJ9ern/svvXbym8nzj9isXWFipUfG7rn+x7tHra9LUYI3L03rKUPWEO5GZIM7yE6slfRMQZT6LcZUHnmvwxGt9akHED7+9ycaplK3re9xyeRstXIuYEE6uuKqk80pbW2JuLEJalHA5c0sKMuXVo5Ld+zT3PlPn1RN14rRKXStmKpbJmmWial0evKGZHNNMjQvWTqasn+mxbmaZR16J+Pi9s6wb18w0oFFTNGqCejWlEkQ8cUDRjzVezYHKWkGcSkKtuGZHj6dfHnfGp17GSstjYSVgbmGCH3/HHKcWFnn6xRk8CYgEA6SpJk48oljS6Wkm6iHjjRo37+jyxiu7fO9d8+w7afjyMyHP7Ktw4EiNVGiiSNFNFEpIhBCrAs+8JmANqbFYY/BExpgfE5Jw87Udtq3rs3E64cP3RFR8Sb2iieMKzY5Pkni5VNSkmXSEk2qiWNGLnJel2fFodpTzoHfS3Pzl8dgLVU6eX+Se3r2Ni2YPXDy/7qPqmef3ZTddt/OvD8Cf37OX+fas/9qhZ3+k6mX/4f6nlrjnphZXb43wvTD3dRgqoaQSKZLUnUwhQCuLn7isR5y6TvQ4sznYBX3t0c88uqZCu53x7z81gU0T1sz02bW5z9RYyvvv7rF5NiZJRK63JZSYm1x/SmkQUvDZhyu8dLiG0JrjZ6qcnqsSVhRjgWC8ZmmEhkYI9YpgrKpo1BUTdc3UOEyPp6yZ6rNhtkVmV/jsYw16nRqXbLQ0qop6VVKvGOphiufF3P90SNSVeLOuW7SQKLWK4m039nj0BUMnknR6Ga2uZqWtObdY5bJtdd5/e4vnX61yfKmOkgZIcr3skWQum9SPJZ2+ptnxqVeq1CoRl23sc9OlfU6eb3Ls7Aray9hzRPOZb1QRSjlwCzl6Ea0BDFhLEmdsWZPywbt7TDcyLt1iWTMFWeoRxXXS1HUDpWl+ZCpfRSVJpkhyj48DuPOzdPqSTl/Q62f0+s741U8U+85GXH5Rk4vXNlla2fEfxtWT3UsvvfQTJ4+9Em/a+v99PMVfCcCj9jF6nNtx6NCpX/nKV5+WzV6Nf3/A59qdK7z1uhY7Nyp8L8grkJLAl2TGoc9lMVyKytdFcOM8FGkmHPCNIMokkZHExiMxMN9p8I2XDJaMLzzjRjZgTX4UVbw8RSYEQiiEkEilSBONNBpPS+oBbJux1DxDNTBUA6gGglpFUq84OTRWl0w0YGosZWYiYv1Mm4xl/vOfhDz+8izbp2CimrN3VVKvpFQrMbVqj0qlSqAkSuYaHCcHksSj3xP0oox2pOj0De2ecS1zNZ9Tc2O8YVfET35gjl/6jObESoAQBmsTTGZJUo84kfQjj05PUe9paqFPtRJSDaqEQUK9EnPdJTG+l3DDJSkfflMXrdK8CGQQwo6K8lzSGSMRQhJ4CvDpR5rFpaH8cDGPA3SWFvHP0LiW5NmtKFH0Ykmv7/wsceKyM3Fi6WWWa65o8rbrO9xwsc/i8hinj+2W3nL4KyfPRI+ZrPfKXwU2/z8D/I8/8xkOn9aVunrtvdVsn7j72oAT5yxnFwWv7p/h0PEOP/keTZY5RlVSDIBurXHZDAmJHlowXX5WkOaOuNRYUpOn/yykRhAbSWolmdEkJiDL017lx9B9CFoIV6lUEFYsobaEKiPwINAQ+pZKIKj4kmpFUg21A3hNMF43TDZSpsYjZic7rJ9d5OP3Gn7/gTVsGldM1w2NmqJeVdSqUK1k1CsJZxcNh88GhL6z30Lh9BP0Y822tYa1031afZ9e3+YsLllpa+qVkHp1nA+/6TxHzp7j17+4AS01FkNmMlJjSQoZEOduv1BS7WsqgUclyGi2XYzhexmezvC8DC1do4SUTiaK/HDWFWdRdiAXNE3usjR5XJPHN6mRg3inHNw7QnIZLVejcGX/fuzSt5lx18P3JNs3xPzdd0dU1CR7j4xxel5z5FTKqaWXxFvviN779jduP/yNr322d9ebv/tbC/AP3LPkt5qnfubw4SM/Y6IFqcQk9WrA5JhmZjxlud1g/zGPsZokTh3qtJL4mjxlZ5BSoDMX8ReAznKgZxlkuf1zUGbPnXIulysGgVJZcwN5Jc8FVloadL5aeMoZtzxtXd5YC8JAEvqSSqCohIp6RVKvWsZqGeP1lMlGxPREl81rFnnmQMSnHl7PRBiwpm5oVIUDd0VSCw21MKVejXhmP+zZV+XiGZvr3mHZvBcpbrjUcsnmHs++Mk43svT6GZ2ezkHuUQ0rVMJxvueOJfYcOM/Te9eCVRiTOTtsakkTO/CT9CJNtW+phIrQNwS+R+BnBNqgdYanncVYKeO2YJHOGoywCIZ6bhicOwuxKTJSpki/llKxedbKEZDz2qRp0XQhh0W4zH13T0umJzzG64qjJyostTw3n2Yx5ejZjKMLiYzU6X/53Kmq7wX1nwPibxnAW62enO93//Vnv/Lf/tG+I2f8zbOGd958lrHaFIdO1WhUPZodizGCbj8PaqwrPGidSweZVyyzPEWV2fwkFtVHB3BXebOYvBJXFCustZQq7yMrblGqLgo6SuYVSwWeLlYSV/0LfEUYKCqBoFoR1CuWRjVjrJYyXo+YGuuxfmaZp/f3+Ne/vYYTp8a5aNowXoVGRVGrKGoh1MKMSpjge32afYuSCk9ZpBx+ssyIfCn3aVQSuqmhG7n9ebr9jHZX0qwoqu2AMKizdW3Cv/2RJv/qdyRP7V2DRWGsIcsMaZYSp4Y4UfRjRS9wcU7oSwLfEviKQBvn48lb3Jzd2AFc5TJFCDvaoJuX9m1OIjb3smQ54DMzfM4yctDnK29+xKkgTRy4Tc7eWku0BlDsP+4awucWEw6esZxuJrzjtmWmG+f9i7aG//T7vvvHvV/6x/1/4fnhX7qc/5cGuElXsLb/c/tfeeQfvPzKcvjioVkeNT3Ot1a459qzXLdznJf1FMfO+vT6+TmzeQ5aFUN63IlV0kkTnZVAnT+7HC1YY10XeW4BLR+sAnguu/PA0kkUJQVKuXSZzlvRPO3iAd9ThIEbyVAJLLXQUK9mNKoJY/WYyUaP9TMrPL2vy7/6xDT7T0yyZdJlWOoVSa0qHXtXLNUwoxomJFnM7z1YRyqFJy1KDNOExuZMl3n8wFuX+epzMe04oJsDvNNTtDuKZqAJ/YDAa3DpppT/48cW+d8+IXjylTUYK8mMK6snqTOaRbEhCp3dNQgEoScIfCcHfW0HFVutDFK53LgU1jVKFAAfljzddbZ5psWIPNuSB/L5aloU0xzQxdDnYpzPpSgaZTmDF/98kkIvMpyYS9hzPGN8os0PvL3NO27U9HuT7Dt+Pvzclx75h/e89S4xt9D62TXTjf+xAH9p30tYa2++75EHK3ddG7NtbYX7n67y+/f5PPBcn43Thg31hMmqxiIGqakiD+sAKFHGYpRFZRZj7IhvpGi/ckB3vZmmAHVx4ld9ruLfLjwYRSWvYG+tC9+JxPOk82/4gjBwM0+qQUat4sDdqMWMN3rMjDd5Zl+Xf/1bk7x6fJqNE4KpWkmahJpaSJ4pSqkEMZ4XcXpxAk8JlDR5Wm4YZGaZJE0V6yZc8aSVhPQiSz8y9PoZ7b6k0lWEvofvhXh6jJ0bU/6PH53nn/0mPP3arNPDmSHJLEma5UxuiAJDGEv6vhpIMM8DTzuJ5nwqFi3JZQqI/Pl1MO7kCnlRCDEoDjkGL73Ohk7NtJCXJZlpjc1dEk6uVQLJrVclfNeb51g/nbJxMuTQqWnuezLk4Okeb7/jK5XlxcmbhRT8ZR9/KYC/tufLbJxtVH/jD3/b/6MHu9x8RYIWhm4SMB1KopUqp7oWPQt6JqNa0ShRaqmSjgWUtE52GHfiHbjLMsTmBqmSHCmY+5t8NimGJiopXWNsAW4lZd4oUcgTCD0IfEMltFQCp5+rlYRGNWa81mN6oslzB/v8b78xwcvHZ1g/rpipGcYqgnooqYaKakVQCd3N4Ur9MU/vFXT6PqEiv8ncRS2aEDIjSFJNLVTccnmbZ15t0E2cTOlFGd2eoh0oAl/he36un8e5bJPhFz5ynp/+NXhy7yyJkSTG5M3Swx7MyJcEvnHsnXtTvPzmdge5TBnKOJlXeV8P5EVRyJYA7hidXL7kUjIbSsrBSpxfz4EHSFiUFNSqgg3TIVvXTuJ7hmZHUw1jtm5ssnlLyht2pdz/1T/1N1/0oeoffPre7vd94J3//QG+e89J4nDj+Kv7/vhXe+36HVsnEp5/2RJnlokQ1k04GRB4krGaHFxYlV/owUM5VtZ50GgK30gO6jKgzQDYw6Zgcu09uBjCGYqEzMGdm4zUAOBOGnnaMZnv4TqB/NxgFWRUcnlRr0SM1XtM1Fu8eCjif/uNCfYcm2XtuGamahirQC0U1CqKakVRHbB3Rhik1Kt9Htnjs9IMmZgYlskLwJh8OU8yxeyU4k1Xd3hkt3FdNLEpgVwSepLQ03jaR+sKUhou22T5+Y+c56d/zfLk/lkSo0lyB6CzvTomDxI5cBf6WqJ1bsKSAqWLc8Pg8xXXqpAqokAkw4LQ6sOUnk1JVg5X3vza5VdLOIRjpPu7yy2NsWOEnkFrQ72acNfVGVEScuREhbgX3rGydOg3f/jDH/jb39M+uaLqm/77AtznBCo5+9N7jx/9UChX2LU1YM1ERj92t6guAjlPEBYMpAVaM3KhGTlBeSZkkIctg/ubMHeO9KIiN5A9snDQDXV34RjUCufP0BbPc43FoW8I/YxKmFINE2phRL3aZ3KsyfMHIn7m16Z58cgaZsc9ZqsZY1Wbgztn71BSCRz7h0FKNYhJTUQ7DhBK4hUMPtDgIo8rcoNY4lHz+84uEIdMFCDvZ3R9d/4CX+JpjaeLDWgtV2y1fOxvz/G//jfDk/vWkBhNlAnizOQsLggTQ+BZfM/1ruo87tDKWYSVlPn5yaVj8VwyZg1uzHKsswrcAxIqEdMF121gl7AYKbAIepGrOvdjt5p62jK/7AM1+rFgfhmOn11iuz35oedffPFwnCT/7L8rg9v0MKhNWx64/79eqewx1s14aO1YrNc3pJn7e1K6nLNjDAbgHgE4Q8COZkWGQB+enGFV0pbXzIK1y0FlsdzmHToqD6a0tnjKAdvXduAeDL0s180JlTBiotFlrNbm6b0pP/vxaV44soaZMc1MJWMstNRzcFdCl04swF0JMkI/pVGL2XvM8vDzNXwp8ZTJg7jhFy8C5yRTpEZz53UJF1/U4fCJCjNVt1tcP3bzTLr9nIW1QmsPJW1eNLJcvgV+4aML/LNfMzz26gz9pEKUSeLUUs093IGHA7kuVi+TSxSJVNlghVNSlAAuSiDnAr0yBHkZwOXVNpeY5BblEjEVK4XrKrLEiaAb5dZeKQFX++j1Dc12ynLL8vzeY8j641f+wId+YsvTr548fvPlf3EW/wsD/NTJORZXxreeO/30f/raU913e2aZN19XxfckYaDp9V37kykZm1QuTYpAptDgxUkqs7IdBJKl35WzJBdkS8TgfUbALSxSFTeUA4NWOWtri68NnmcIPEPgp4R+ShjEVMOIybEuy+0uj74Cv/AHa3np0DTTObjHK5Z6RVALxSBX7jIvxrG37wBeCSLiLKPfCwmVu8mkKC39FKuUyANN7bS8johiSy8RJYAbfD/D9zSeJ9FKoaQ3ADgCrtom+IW/vcy//8OUJ/dNcabZoF+TjGeWemoJ84kDgWfz3H+RSbED9i6kSgHwwefNP3QZ57Z0/RjIj1Gwm9LvKYBOkYZ0o63dCutqIFII5xywAmNcB1YvMiy3DHNtw61bW1yxfvndRw88m91x49X/cHnh/LGJ6dm/YoCfO4zvV246fvjAe037NOPTEwiRMNGIkdLQj1TebOCKA0MJwQgbXADworBghmb81wN48V+XVWFxEdy4h4K9i5Nnc9egY26tXfubP7DHOnAHfg7uyQ7zyz1+/veqfPGpGRY6E8yMSWbCHNyh093VPLCsBJJqYHMGd9o7DGIg5qEXfZYTn6mAET82orykOx0eJ5pGoLn72i5P749pJwFjeWNvPzb4kfOq+9oBXCuLkh5CugINFnZukvzST7X48tM9fu631nBqYYLeuGbcF9RTQzWFIHGjl33lBhp5RaApxSAILp7LgXr5xhRiECcOWbwgn0KWrGLtUWlpB8REqZ2u+HetcV1YSeZWsVbPvUfSr/H4U6e4/KpX37thRv9et9s79hfF7V8I4AtLPaYmwks+++XH/v7LrzzLO+9o4esKUlp8L0bJjDhUxKkiTQsvtlgF0KLQM2RkB+5RnTYA/OAuKGdMhjdNwSxFubnIAqgC4MqiBy1vDtyezvC9DN9LCf2EwE+oV3po3eWRPRm/+ZUG9z4+S2wazDYE06GTJS4FWOTJVX6InLnL7J2gdcQTr43TjTXrqsXnWc3gRYrNOe9CT3HzZT1S4wDeSwT9IhsSu5Frni5SnCoHoqs+ihw20+OCD93VoR6c4be+0uPR16Y4l1TohpJGaqlp60Cu8zhE2TwusTnIi3Moht5xCZIhi6/eUbAM8iLov4CcVv2+7BOifD7yDExq7KD5uZ+4vPuTr0isjJmYfpb5E6/R7v3F6z5/LsAXzp/i+IH7aY6PrbftI2984bWE7es73HP9Mp1elTjVxIEmzjtskjT3ZZeqXUM9LUpfXgy+mPudGAQv5fzr6hKli33sKmlSVOWcY1BJ8sGUZsDcnnJejMBL8P2E0IupVvv4fpc/eEDzi787y+H5SbwgZG1dMBlkNAJLLYBa3mFfCVy1M8wLQs6/kuUrgZMnC62MTuzjK4Uv7SDALD6/ZWgvyPLSdpx6VLw+a8d7rHTr9BIxGMngewbPy/I0nxoMQJJyeA6KkvpYVfHu2zvcsGueX/hkn9+/f4altEY38Kh5koZ2HpxAg68YNEPoouiTr3xyIFWGBaAyqawW5a8bgK4ms1VSphygZkV/qCl1EOXdQ91U0I5ivuOmDmvqPo/uuehfmeCivf/iFz/+8t/60Du5aNvG/28Az0zG9p13bZ0/++rHvWwv99zosW1tzNTEMrVKnzjx6UU+UeIRJR5JnDcgmKEBxxiZfxE5YK8C1INScJmtrRi5w4uHwA7ZJK++yTLApc11XZm5sxzkKb52kiTwIwKvx7G5lF//co3PPzbFkbkJGlWPyRAmgox6YPPSewFumYNbDopCYa69A9/dOI1axOee0Bw8XiFUwlUMiwwKQ5QPxjhYp8OTVLNzC7zzhja/ed8UnaqmkVj6iSWI87hBGbSW+WQvSiD3SlToVoXN05Kf/f4uV247xa/dO8mRc2MspRW6nqamBNUc6L607sbJs0yD1U+UYiaRbwpT9HUKALs67hz8MKLHV4F7kEQww7RiavKqZ9491M9cp343hTjJyNKUNO1x7KziG8+HRHbpyh/78O2fvuGqu96+vNL+c6XKnwnwdjemVvF48rlnNx4+tGd70j7O1o0pcysJD77gYU2KzVKuuaTD5JgmTQPixKcf+cS5TzjN7ZTFkmyKNOBAxoyCfXCubJm27YgOLIDtnnPTUA5ulzUp2DvD06nr3NEpQRDh64h2FvMrn/b5rS+v5fTiOEZVmBxTTPqWMd9QzZm7Oijfy9ynkkuTPHc+ALfvqpdREnPwVEAnDpgI8ixOUXQq4pDiRrYlT0qiadQ02zbGqKBPO67T8wWVxM0g8XN55eUSRRdZD6G+SfCqmBnr8uPv7vLeO8/xW19u8eufnWKhV6OnQ0KtqGpBRVmC1O1j5EknVbQc2hsGyYHVTM7ryJVV164sSwow29xqURSAkkFrnKCbCVfoSjMCExNWetx6WRuRpVhr8MMKJ1Zg3G+yeH739oUFNu7YcfMxa2OE8P9yAJ+fnycdq8+kSfDpX/qtVzytQwyWvcemEMq52qSNedNNK2xf2+dDb26zfb2kXg3oRQH9yHe9k7lsSTM1dKeZoVutAHOhwS982FI60A6APSJPpBnMLFTSgVurDN9LCP0Y34tp9mOeeEnyBw80+OxjU/SzOr7vM+ULxn1DzbdUA0vVH4I7DCRBIAlyaeIKQ3lmIge477nK59GzlkefqxInHkHNXhBgFo9hmdutbnGi8DzNm25o86mvddh/qkYvdPNeIs/ip+AlBi82KCVd3loKpJDD4T4FwIscu5FUA82a8R7/6/d0uWxzxO8/UGf33jHmezX6ysfzNKEWVCQEMk+jFulVaV09QVAC+agp64Jdvsv2iZy4ivpGcRSO0CSDvnESpJNAHKc0vC5XbGrxfW9usm2t4a03ZFjjNvFVqsu+YzGZ8Qi93d5Y9fZPt9vtq9OkPf+XZnArJ+TBQwduOrrvG2M3bZecOD/GQsuyfQ30EkEv8eikIfc93SBLYz77RIv3vWGJ972xx64tEeNeQD8OiBJv0PkxYHIjsKv6Jl8X3NYxuCyYfFBSNgO7p9PdFq0yB3CVDeSI1gnNTsLjrwh++74GDzw/xlKzjqyE1CuKcc/S8A1Vz1L1LRWfnLUdc1cCSegrQl8Q+uQOPZOD2xB4Tn8rHXHgFJxuhq6wkuvb0cLJEACuD9KBPDWSONasaQgu2dTj5RMp3cRzYxoS8GMc+FSWS5SiUANyVWdOcfMUacgkc/7wD76pxz03LvP1F9r8zv0Ndu9tsNiu0pQ+HV/jK4EvBYHE9XBKt0tdYbGQwkkXIcQ3B3jpkjHC3vmNZ50kiYxrYi5kSE11uP6SFd57Z5N335axedYjiqs0W0HeaK7pxx4m81hcDjh8SvHCscfG3vYWcdO27Zfcx58xPOjPBHjaPxPUKul/m6kdrO26yCcMLBNLCStt4/zLMfQS6IaCZhJybinglz7T4HOPLvP9dy/yY9/ZYf1kQrvndjZIi4bUPAgte44HJ6b0GOZf7cDDMGDwXGurvDtFyQwlM/wimyET5tspjzyn+crjdb746BjnWzVEGOLVPRoaxjzXyVPxyGUHVHyRHzK3nOa62xcEBXsXANcpvp8S+jHWJjz0fMDxsxWmJwWeNIMh8VIweusO/BuF3dT1Lm5ZI3jTtV0+/1RMJ/HoJYLQs/ipY/EosaVVSg3y1Qg5IlPcIQeNCq5qqqkEER+8q8dbbljkC4+1+fLjVR55qc75ZpWe8On5Gu0ptBB4UuBJiSdsLrUsClGShqXv9M2YvGDtXJqkVhAZ6GWCKDOYfszmmRU++u4FvufOiM2zPq3OBGfmQ/qRTz/26Efatb31NMttj3MLkkMnI5b3Hardcstt/+30ybOXAb3/1wBfaVuytP99CyceH984vUCWzNCPw9wYlRD27aAgEcWWscQy7ksWg5CT87P8uz8MON88x898f4c1EwYpA5LUwxiVM7gsSZShV3yExwfpKVs6TJ4ONAhpBnLE1wlhmNCPMvafhmNnFH/04Bj37W5wfrkGXohueFSVpO5Z6tpQ8SwVD0LPgTv03ExCZzOVpUPkf25zkJsByH3PtacdPmN4+WgAnpcv87ZUohcjdDdy8TORZ1PcOOcrtkXs2thh3+kqvVBQTQVBYokUeWrP5OxdZFOKFORQqwzy7IPVUuXTBzz6sUelEvFDb4t41y0rfPW5Dn/8tSrHzoTsO10lXglIA01fa6SSrpxP/n7CbayqCnlIEUCPWm0LPW6sICPv1re55jaWLEsh6bNlusnPfniBH35HQj9qcHa+TqcX0o18en0v7+l0R7unWGoKzsynHJ8zHDrX577HX2NqovpncfQ3B3i70xJJEv/kJ7+yf3wiSJmpLzM5Ns1i08NY8FRG3zelHQQslSjLsweK860xPvGljCu2xnzkPX3CfPa2yedxu7EOQxZ3VRAGUTqUNZ8rajhJYtzoB5kRBG6SapplnFuEB7+hOXyqwsPPVDi9XOHwmRoEAaqqCbWipi01bVwWwXOD80PPjWtzIC4OmR8qBzi55s7B7WUEnmNvd2PFHJ2HvceqeHI0PTiQKAz94IM0WZFJMTIPyD12belxyWyXV46kdFOPeiKINPipmwmoSgCXMm8YKTE5lDSvKcmgPAZKM0WSeUSeT6MS8wNvjbj9yhanl1s89KzPkZMBX32+ypnFkKznYaQm8RVIlRd+XFe+hIFcGZEtpZV4MJLC2kEJH5NCGhHaLt91xxI//B0Rve44C8tjNNtVWl2fTr8Yne124ejHkm4k6EWWpbZhbKLD3Zt7bKw/M/32t/y9v/89y6c/Nj6x4fUSb98c4H/8+S+SpBkPPLJMlk1y6UbD9nVua5FaRbu9a0rDGaPEUo0MvrZYMnqJYimu8PF7x3jHbXNsXxchhCVTKh+lJvM8d37/l/LdxRyqYVBphlJEZXhBRpJZjpwUvHxE8eAzVV456vPa0QqtKCCKA/B8VMMjUIKqgqo2VEp54EAXPo3CNut84UEuS3xf4fsyvwHsUHt7massek7nh36CNTFzS5LIBmgt8aVFl9Jsqwh8mP+1w37HLM+HCzQzkzFS9ekkHl0tXKYjGRrGtDIjFUgpSlFsMewIgTVyyOSl3kkvU4PxE93IZ+1EzOY1CdddFNGLe/zw0SavHPN58OmQl4+GHDkRkKQaGyisVCAkmSxVg0bgvQrlFGVqAzYDk0AWs3ldl4+8q4s1Ae1OhWanwvxKhWbHo9tXRFE+8TZxY+PixHULbZzVXLzF45KNBiXatVNHvvEhIdTH/l8x+AvPfp0zc031x195QUxVBI1KSKhcS1QtBHxBGGg35mswptgQRS511k8MLLlb+OBJTasn0DrGWoMyasjeyNKJGJ6VIo/tgkpLElu6fQf4Y6ckf/hAQDdRvPhayKGTAQsdnyjzQfugPFRD4UtBRUFVWUKFG2emcuORcqzte8IVPcrg9iR+LksCHwKfPGviSuaeNvhemldEEyphzPnljAefrNNsB0yMCXQeHxSmr9cLxgp7wiAgNJIoUkxPKe65pc9Xd/c40azR86STKRq81OIlRc46z7HLzKULKc86kYP3MFaX3sMB3c8UmVaknptlkiSeS6V6CTU/4fYrUm6+LOI9b+xz4KRkz16PXqz4/QerHD3ngZB0e5osVoO2KavF66dVwH3RAugmgyyhXk3ZsTFFCx+tBO1uyLmFkJWOY+0k78BPUvKx1+76V0NJvzfG0VOGRi3GqMOiy3XqT+/9avqd77znLwZwKS0b1jZ+5aYdXDU36aOUytudXGlXUBr3VXRyZJI0g9nUMD3VY+tF85w63+G1g66bpa8Ehsx9wTwtKF4nOhESml3Bnpc0iy1JJZQ8s9fjS4+F9BNFP1GcPedjhCaxHkZ4oDUi0Ggp8ZUglJYwB3agLIGyzgOu85yvHjK3X/RlDsCt8h5NMWBv3zP4fmHQygbs7fsJSsV84wXF55+qo3zt0m0j+vubM3iRC3c63M0U6fc93nVrjy8+0eL3Hxqjk4bUch3uFTo8KYoydtAtJERxJxVnVZa0fgngJu+E147JPa1ItUanmQO6ylDKDdKfCFNuvTTllksTrIh4/11d+okryPzpYwHP7vWpBIKFlmLPKz6trsxVUjkvWrJn5Xe1MY68mjG8vM9w7GzG8oqk2ZLEqWvecGV7k3c/5fJGQLcvWW47S7ZA4wXyqltvHf8VBD/+F2LwNF5AeVONUwf/8NJrLllQS7MZ3b5PkkrKpfaijaw83FIIlx/eui7i0osXSLImT72i+LXPV2h1a/zZD5FPfBWsdBS7X/ZpNSVSKyIjiax2zCR0blHUIDVSSjwpHJilJZBuD01POTD7ajijz4FcDBsetGsEKBqPy+B2DJ/bar2CwbPSkRLoBGtjTi/4xFFIMCbx87K3yl15I1XMoqMHRmoAg+50o4gTj4m6YtN0jC/69NKAXiqoaFfCLjwkRUFLybK9VQ7ey71HHsgbUxqCb/LeyaE0StMsrxsoVyBTKUmaoRJXS9AqQ8qUjdMmXzEMl23uE9suUluaLcHulzUrHemaWvKI83VFcS49m13J3/t3Ezz5cp1eNMHOTYLtM308nU8fwJZa44YORcgw1lU+W12D1VLNbmlf+g8/+t7G/EqrNTM+2rt5AcBXVpaRsv2xl/e9etfxkye47XKJMDWW2xWiRLnprWa4xbXJ/SJSWLS2VIOUqfEYkXmsmxDcfVPEv/yNMfYdCBBlUTqQJZSMDu7sWCEwxZYL5J5T4bSfEBIhZZ7KKkCdl50l+catRd649KzzTnpFvvUeA3C7ti6VDyUS+JqBxdQxeM7i2uDn1VHPSwiChJMLhk9+tQbax5NiGGAO5Im4gMHLabRiSKgDmyLLHMg/fE+PLzzS47W5Op3Mo5q6TWmdC9AO/fWqqAmUgr3ifA5Ic2iRGKy6OdDTTKK1wsuyfEeNLDd0DYtmzjeevxYmT9FmaGEQ1jBdMXzHbcYNXxJ5pr9IFohhPFX8LBW8dsDnX/7KOPP9KkG9wkJL4FtDJWAwx7FQNy7VWLC6G7y/2BUYlXD9zmVWVvbddeT4qY+lafoTfy6D3/vVh5BS+rufT3ng2XUcunOev/3O84zVG6y0Q+JE57O3i63+3El1u5MZwnxCq+clKN/w2fsqnJ33MYEHeYDiPr0cDVBE6efS3xFSDlrQlABPuLJyIJwU0JLSc9FUWzISaUpzUMh3Zht21Q8BLgeyJfDtoKXN901pcE6Kl7O3rxOkjDl+TjDfChFaE0hG5MmgPL8q9ipLhxHg5ZmOOPWYakRsWdtj37mIXqbpZxBkAi+zeGmuw1MGmaVhCV2NEEhRdHGTdouGblGSRgadGTIlUbrYvlzlZrUMqUy+UpiR1Kx7T5tPyDLI2Iymc3MwC1aneA1CZayfTnnfm3p8/As1kixjoa8AST2y+So4NHIZ6+auJMYZsJa74HltPvL2Fb7jhiovH1vhuae/5NvXqfdcAPCn9xzDAlXRZuu0x299aS39fp//5QMLbFpbpd0NiGJNauSAGRD5xqkqpRq6kWX1WpuXD0n+8P4GK90QlOdkhVBDMJcA7jRk7ttgWCIuQK2Fdc/SDjwexevB73KyH1pBGTTY+sq1zXkj4M43t/ILoBfBZw7uovtHm4FE8bTTp76fkJLw5ScqzM1X8MYUftnDUc6gDDE+ZHA7qo/LRZ9+5CbYvuO2Dk+81KeVhnS1ppIa4rycrkpNJIXhTAjDsHOoCDSHrk233OczVSxkyr2nNoJUCXQm813snJcnzYE+LKYVwXPO4nk12Q02NcNCHEVDxipw56liZVLqlZQP3dPliVdavHxYs5QK+olH3R9WgQXDbFNi3LYp3b5hqt7mH3/wDO+/o8Hu16aYX46ZmTwyaLb5pgA/uv+rBEHlDbufefyGEyfaXLQuQoYdfutzdTARP/WBJpM1xeS4RuBG5FqbV7akBZGSJAnzzZSvPKv41c+P8ehL4xjPB1kG+BDEg2H05BcKB2ZdArjKrbC69Lro2NGDZzEYhVAG9mAOinJTlfTrAbwIOAvdrQtZYnO9Peol970E34s51zQ8f6gC2kfn8kSXDErlERllhA988IzGM4OqY6ZIEo9rL46YGu/RXK7STRVVBV7qvovK3KgNlZQBjgP54I3kqMfeirxvMpeYypAZgWcEmZJkypApQZqDvGxeWw3uojdU5KuHLAGcgVeoAP+wQCeFy6Rpo7n9ioj/+FPL/OoXUp7Z1+dMs85cJwDhqrSSIo9uQLiGkg2TXf7BBxf40Xd3+PKj49z/hDOfLXVmb7j51lvf8MlP3/P4D3zgLa8P8OVWB9WNvyMyrWtSNc9YPWF2JqKXNfitL8/y8uEOV27rc/t1EWPVmCyRFJMulDL0UnjyRZ8X99d54ViVc8tV8B24hVSo3EzvKmIOxGoAcDvC2sXItcHPcuiLKANciaHV0zUXF50qTpaoQffKENhF861j71xzawZ6u0gJOsYegtsbuBMTBAn3PhbwxCt1ZKDxpXDztwcOwuHNO3T8ra5m5qPRBizuAs3MKHp9j1su7/HO29v8+r114iygk0nCzBKl5CtX2fVncjlnVt1Q34zJwWiZj+0QA3BnSqKUcYwuZT5awpSsyAXQh05OIYr3z18zNMIJ4dh94PwUBplpUpXhacXd18Zcsa3FS8c77N7v8/SLFfqpdvFaLrKy1NCoZtx+fY8rtybcvNMQSM3cSptmsognLeN67Bqtut8RBMnjr8vgC/Nnqdfr9zz4tQe//08farP/ZEA38Vloj6FrHu0MHnxxjMdeTfiTxyN8mWKzfORuHthkVnJuJaAX5XRY0W4WiRT4wjpfQ/7FVQncogTmovxb/n25YblgdLcFyRDsujS5qhgTMWDxvBvGU6PgduMUVjF33rPp5+1tni4aDtLSkRCT8McPNchsgBpUL8sB5rCvschsjGjwfDdiO8hGSUxWzPpTZJlG4PHBu7v83pcjVkxCLwvpZQIvZcDiUlpkKgamMyf1VmtRWUpNihLIBZnO59GoHOTaooyTK5myqMw5GF31WA7BXbB5ia0LsJftzMUNV9wExX+nMpMXm3zGqglvvibhtl0J83fHmCIozRMYxjhfzNS4xFMB3b5Hvy9523WSmy7t0GyHnF1apiJ63//G2+9++OSpM1/dtHH9KMCV6GNSefFkrbN9y1RG3KtzfC6lL0FWBf1UkISKKPM506rls0sMw13LHFUpLfACgRbgCcdqDtjD9NnA5gojMkXkvxMjfy9n8VWaswB9ebaHUmKoxXPH3ciwmxzYWolhJmWQDnQd964x2ebMPQwwdYm9Ay/m+UOSg2dCrPJQUuJLk69IZYkyFOCrsyjFUU61DvPVDuRJ6rF9fcKuizo8daBConx6qSCU4GUWnQpnghJ5F06aAwqJwDD6loLVDSblxoNhdsX5XbJ82pjKpd8Q3IUXyLptwwcWCgYOz7KtecDoklJgOgS7khlR7KO6rvtqqu6C1mGs4lKdmXHj7JLErXBxsRFAr8LZuZAX9sX0bHv75VdFF3e78VcvYPCDx1fwvJizix12bI3ZvLbGIy8KspMZQSxItBjYHdMw9/VaRQbDTnqGHSDOfVYwmh3o7PKyXSxlI78beV0Cy4gRH5QQrnteDMHtgkwx6BbXA3DLEYCXh/+4bnsGwB5UKwfMneFrV9hxXUEJloTPPFRlcbGCCLTLu5dvwtUeFIYcMOK0M6OsOpKbNook0UxPSj7wpjbPH2oQZSFd5VPJnBYv7KxKkoO7WCtMnhMvjLm5VFmlx00+77E8hcodbqReMZWgeO2uo8xfl+3KBUPLIXvLkg4XJdBTkjXSIIXb9LeQN2Vf6bBWIEsSTubeGifjDp0MePgFwVIz5prrWnh2Hk3/Qoly9tDnEUKSdpdZP9NjpdfiXKue9ws6J10xEiArB0aljMDgOhaaMwd78QWLoGukwkdZr9o85TgK+OHkpWFTbHnm4ADgAxYv5IpE6VGA+zofAOQVWwfmFU5t8QaleJO/zkYOrVznzmvH4dMP1Imkj5Iqr16O3ojfbJpAmcShlEkpZVNMzuBppgkyzQfe2ue37+vy0pEKifLoSomfmTx7JJCZLZ0f69rLinw0DEC+2n9fZvLMgB6kEN0gVJVbAlRmh8M684m0omhULlZeWdbj5Q6gUvAry6RWAn4hScSwubNYcdzNV7B40UfgvpnvGWanF5jrapY6Pg8/dZA9ry2QmWwU4DY5C3pt9cmHfm7bg8/M8fR+Sy+p0Glppisu+JKiWFJHuzNMYTFgtGG4zFoDEI8828Hr1SXt1WxeTKoqz9Er5IksMXYRZBZTm7QuNnnNtbdaBe6ifO8VjcnGzQwZtIgVPZ1pfiQoL+bgaU079kHpXJ7YVfbYC2/ekSxKSQ/b1bnwYsC8GWrxmie4dEOflw7GZCagZ3zCzHm2da7BlXCeIFdYKpjQDILMIZOLYYUzv3Z6MNjU/U4ZyKQDvMp3p5BmOCGgYPOsIKXBylUC7YDBi3MhVzUwj7bAjdz4g5uvmFwrS40TAqyLOYyfsW2d5We+v0kvTjl8qs257rpt/+af/uPqR3/0x7tX7VrrAP7y/lNUK4tvPb2046fPnDmHiqGSwdSEc9wVo70s+bJq8sqSydm8vNwyyubl1XkAdoYXfZTBy8/iAnnigszyUM0C5Aw90qoE6sHrvMijyHPhDtwOwMOhQF5ZnpTZW+V9nX7MUtvwf/1JncVeiAg8J0+kHVlVhoNzLmTukYtZnK98HLEtZ1Py0n2aahpVzd99X5uvP99gMfKJpaYnJX7eQzkc+VCsgmLYoC3MwEZrMTm4DRa5KrMicga3gyC9ALuSImdwJ4myArz5exddVrLEzKv7OIUoLNDDxvHXPR/FjTfinymtbkWhVICONN2+phI08C1UleSOq9f/9KGDex5XWf8LAwZ/9sWXQHiI+Dg3XJYxcTKg3c3ysccMmmWHJn1b6q8bDqdfPQ7g9TvjS8v2KoAXZe0i0BwBeAnYTrYM5w9KNRw/pkqg1tINW9cFsFU+wq0At1eA2wzA7enCfzHK3p5K8P2YP3rI49XDFZAeUkoCOczZj8QMpTv5m7oJS2w+2KmiJFNS41rO0tTjiu1d3n17i9++L8TogJ70CaQYFH2UFCSiGIF8IZOLMpOPNHoPPTFGgbJuVTBWOHAXU8IMZAP2FgPtnY1ocPe+5Xnj5bnjAynyulJtuJKZAXMLypv6FqOZywQqpYe10O5K9hxscmV2iImJmE43GUqUi9ZptA5YOJ+yr9nD2grT466yWB7HZQZbi+TbPg9mQNuBdlstWdydIUpfR4ww9wDoZfZm6OMohkIOegP/XIDLIcAHhZ4C4NbNyc6liKeG2RKvNBxoqLkde3vaFRmWm4Y//UadhWYAYZ49EaVg7JtIFMQq32QhNV8vbVekDIs9cTJFkmomGorvvKvLF5/os9gJiJWml8k8PSny7I0YNmMPxuQNdbi1w64fM2Dz4SxIXcRWKn+dT4A1EjJF6bznUmUA6GK4UXnagRgBdQHy1ei2q87DhTtHFDtGDAfrm2x4zoqvVwkM0xMJ7bjC8YVZ+pELNPXC3CHGxye2vvjC7p/cd6BLp9tgalxRDd1VcqDOt3lOLWluZxw8G5vfZe75wi1GhheT0uyv4rsOc8WrZYoY+OlVnlMenuASuAvWzl+74e6MgrvY2aBgblVi7gsYvBg3MRw5oZWrXB49JjhwPMQQIKQeNOcO3YPlDIooZTWGd3PZizJkclGSJ2KQyRi0m2UarGbnlpjt6/os7qtgM9+xeJYPOi1lcYYZi7LRK2eewkYLeRNCufkbjBQDyVmObZRxN40pxUJZ8dqIIXsPgtxCluSvi26tUiaJ0s01XL2GoC5viZKkbve9NHU+8YJojXF6pRbCZKNG2l/CF/5P3njLrS/ueeXQMX12KWGp11/biqJ7JupzbLpqnDgxWPItnVNBkoi8u8IdSQpJalyzQ2bIUkNqiv11ynOi7cBiO0Impbt5VKaUgF5o2bI8EaND7QfPinwUcDkPXj7yLa1VGdwlkOf71Xu5NbRgb5X/rHWCUglffqrOwYUK+EN54pVSl2IVe68eF/F6MmUo6UpN2OXdzQobbay5aDrmHbd0efa1KhiPNHNa3MvyIZ/ZqFQSgy54O0RWHnja4tqUNK+1bm63tQIr81VFFoc791m+Yjhgl70wub0IkT+XWZyRDEkuolb5cRzA0wFru5kpDtAMGiCK2edx4rZuKTBnLcSpJOUcN93SuWeq3lqrTe+Y7vXccn78HJxe7PG+O1I30yRWg408u31Fty/pRW5buCiBOFUkiSs2JEqgMpt3XoiBRi8KCReOPh6CewTksuj1K0AuBp3pxc/DmSAleTKQKCVw5/MJh9t2cCGw9XBA0GDEmzY5yFMnT1RCpRrz1H7FF75Ro9f3oarRUuCJUWmyOsD8ZjP9yvf7iP5elTIs58WTVDNW17znzj73PdHlmf0+tubRywJ8weBGU2LInmUWZRXIyyM6XPCZ32Aqn0ImnR4vAJ6VMldmUNsQw9RkabjRQB6VA+3S3IyBcrWFB6fcgM1gf9QRYA9aI7PB5N1ePtmhnzgLbTvJeMsNXbasMWipqQQSvWG6jx94XHdxwiavz8T4Eg0j6UcB1oR0elWWWyHNjo+voasFXpwPpVEClSiUEm6Py9SBO5XFfjslgA++mB1B9+sGmqs0uBzIktGflRL5HPAhuIcgL2yzzqdejFDW+SZMWo0C3RuwtTuUcgGm78ckccZ9T1Z57UQVPOercaCyF/hmhBxl8REpVtaeBWsWE3VLlUwHcjnQ4kW6MI41l21OedttHfYcqxClPpn06BmFn6328BS5cFYxuHu2qz4LqgCcwSiBKmbVSIFVIIt8+SBbVFyLIdAH39uslkelREVp9RokLYp9fXKtPWDtErDjxLhBpLEbWdLqWhY7kuXYkpESJymJgYf2hNzymkJWE5qtDP3Vr/8O9YrixQNdvvBojWo4hrGWXj/h+9/S4QN3dtFqMv+QHlLlAyCVHGjhcgUrlRaZWbK83WiUxS2ja7Z4fYCXWVtcCOzyqN8BoEcAPpycOpAoOXM7xrYDptaD5+FrLw8utUoI/JhXjgu++kSVbs+HmocUhXOQUnrwdaqYpRu2rMsKL0oRgI/O1l5V8CkZsOLEo16PedutEV98pM+eIwFon76R+LkWVwZUNvTxCAEicxJBCOGm75S7gtUQbFoxlC7SsXmxqhS1hwLog8qyyWWksQPmXt3kMSpRhpJ1UEEtsfeQuS1xkhGNgNtNb2j3LOdakrlewve8aZ7vf0uPXldjjMT3Ug6evZ/PfGE3nk7Qn/2Km63Rj3zqjEM/j15j+MSXx5mdnOOOXRGdXkiWBxNSqPyOzUcW5LdoUR4uSsVGWIxctf2IHcJciCHIKbH2ANgjGjzfd0eNVjPLrO086aXXujwffBW488MrptDmBn+tUnfoBM9LSG3GvY9XePSVCoQapGto9lYZxmSJsVfn+r+ZDh8dG13YWYfNyNmgejcEetT3eOMVXd7xhi6vHg9JUw8rFD2h8TIGn0lkQxYffoTXZ/Ly5FelCuZ2bO5+FkgjBjq8ALrMMyzSUEoPlirXhUxZdXOXU84DiZJvNxgPmDsjih3Ao8jSTwxRDL18k4BmZLnz6g4/9lYPa8YxUpNaRRYbLpr22D7bx1qDvmlXkANc0mwWb+Ki1H6sOXt2LcubIqQ0VPxsWElURU5zWDAYjDsWEpEZV+myYthPt7rSKRgsZZQzJwW4R1h7GGQOy/SlI9+xQA+AXjr0cBPUAtBeCdRF5sRlTNyzUgm+l/DiMcmnH6oDue1XKLxBcccOzFUj1thB7ru4tGIVwIbnYkSHm5IGt8Klw1Q++iFvZ0szjbWaD97d48En++w+7CYJJEbRzcSIBdmV8MVgvRh+ouFnsdY6Fi8DPT9UDnojXWVY2oLBh9szSlv67qacQXo9q4IdjAgpW3cLgCcZpJmb0OD0thlo7X7sJntFqWP9qSpsnphgzwGffuS2Ck9SiGKDVD5SabAWfcuVcQ7wjPlFQburiFOX3/Y0TI9LWl1BoxIPraOeQiudWxmLjvoiWBC4biPpwhdri40IRti7EGYjGZQc8OWgcihNhr6U1SAfbsdRvLalAfhDcI+wdum5aKwtpIpSKZ6XkmQpDz9T4eVDFfBcw0Zh/R1Oji1nEUY3cRol71Fo2dKL4UYAYlSmlLY6MarYH14TxR6Xb+/zxpsci/cyx+KR8Okb0FkpbZcVethVEIcSJQecHWXywcoiwSqLtAJlcSM/ikBUODIrWHyQ9ZIuR1OckwuDbDH89xmCfLifZp7+y1yGLo4tvcjS6Vt6kZsZnmTuX5kI4fRZSdTN3Y/GbaHY7BhiKxG53NIPvbpMLxZcvDbi9ssSWp06ra5HZiRaGiqVlEY1ohIk+b6WgijWeCrAWLcfeRSPpouG2wUKRKmEXz6xFC7pHAmj7D1c8kbasko7lg0aHkq6uwzw4nkE3KWh+IPsicpQugTwXKL4OuHgWcHv3FcnSjyoerk8YdCapsq7BJczJ8Pl6ZtLFDsK9LJMKQxFw4zKai2uqQWSH3xbl3sfrbH/tLv5MqPoZsq5DLO8+INLQotMMBixVqKZItwsA1yWpJPKNbq0FmtKwb7Nj1wGSSsGYC+vZt+0LF8A3Kw6BgVFty1iN7I0u4JmJOgkktS4nH9sDInJWGplaOnqNM2eZLGb8I7bO1yx3dLpgX7f2z6y5qGn9v7zzz70Nar+Cm+/cRmTVUgzjRA4i6jnLKJp6kq4QnhMNqpoNUa3p0eWtwK0UoDNfcpllijrsfIeMIPXBWuXgb2KtWXJ+zEEeQnYg+bjUXB7I0DPhoCXZqi98+Aytimfe6jGiwcrrt1HaJRwlUude7DLzcVlmTJIj/0ZOfAByAfgXrWVopVYYxywR0AuMUYT9z2uvaTH++7u8Mt/4NMzGowmEZKecTGCNLkGz4oYoai4DDMrRQZlUHG2dgDq4pAy1+aF9rYFoIeAN9YOiUk4bT5YnUvcVgpvR2SKtYPbnWKWY5LCfFNyfFnQzQxWRi4gTQW6pfDyPYuEIPdF9Xj7TU3edbNg4+bv+OcyvO6j+sDxU+MVv/v26Tr8l89N8NCeLt91e4uJqiFN3Sw8JHzjRZ9vPB8gJdx9XcItu1osLAX0unX6sUvvrPafOHCXl0KGX6D4O6s02wXmqtUgv2AXNUYkiSppbzXY6aG0EZVaLUkKp2A2ALenEw6ckXzq61XXRyode3tF574srSTlG5FRaVLODg1+KMUiI7rXlL0hw7mCLvCUg3mOJlNkKtfimeZ73tTl8w9X2XvKAxljhaSfeWiKhEB+brP8ymRF4aekiQeAcz9bLKpUl1F5pkcpR1oDKSVAWQcuKd24DyEsVoKwoxmyAt0DgNsLVy/ym0MpN+mgXjFs3tglmOhz2+Ut3nR9DyktD7/g8/ALIQaFVJI0hYlaynvf0OXKbbD3cI2I5tunpvaNay37rHQiXj0K/WSMrz4zztdfSBA2xRqn46wQNPNij5KCfScMf/iAYe245uZLoF4Z3u1DEJdXwlHD0TDDMMx5jxQJXofBB9trrH5dALlwuxUavARurQwqZ26VSxSlDKqU71bKHVqlZCrlS4/X2HtwqL2FkG5kxaCD5sLl+HXtvxd0Y46SwOoG5JGceMlRp/O04TA/7qTKZRdHvOsNHQ5/KiDOFAhNJjQ9IdDZsHOqcBiKgTi0pU9Q1sYFgN2zUg6wioLNyTW5y/lbawdEZgrdn6cRB5XNci789bRK/iwo7Bdu4tb6GcmNV7SYnYwYr0nG6yFSGK7YaPnht/TyTn6Tr24enqzTj312bevTyrosN7toLSyzdcWbrqiSGo9XjmecWAhITDAITrSENRXw68WYBjeUcioQtLsGgcknEq0Cckl/leXL4M9KQL6AwcVQjpSDy6E8KRnyi9y3HNXfA5kyAHeuuWVJmshiqI0Du+clHDmr+L8/16A/mASgS13z+Y012MdmdEOsVWmDb65OygWwHFBlH7QdCTTlcG6KkiijyIwmzTyCLOUn3tvhTx6ucviMBpXkUsWjJwSqkCe5Hh8Em6tAXuTmy8W44neyALscgt8FmNbly3NwF54hK5zsGGjyUn789TR5MXpEMLwpPA31qqLVnqDiVUjilOVmNrK5mMI4GQxYFMfO1njlcJVWJ2b7xQ3GxkP0FdtXaM8sMxU2Wekp5rsei82QWmiHIxtycBXFFE+5McO1ihvVVZjlZVllC0F5f/LytS8zXJmxy5Kk8BiXp0QNP0sB8hK4lTPhD8FtRjW2XJ3vLh3SyRNPx7Riw69/scHp8wEoJ0+ElMPUYElzD16XbthRJ+Ho9oGvC/SyVBk0HozaRp1OHbL3oBlCKrJUs2Em4iPvbvMLv+PTTNzUI2slkVEubZgVn8NCVk4bDkFuy0gbSBOX3i0Ye8DgxeeVw/y5yIFeXo1tcS5sKSc/mlYZeRTkV1zvLBMsNT2SVBL6LoM3kJ6y6DJyIy1qlYwzi32eeC3jzJLgBhOxdraPPnqqzulzfT75ZcW+Mx6zoc/MmKUW2EHFcuCWy7tnvLyZ1/clvnYVzVLiqbQsD9l6NbAHoF7t+x6wt30deVIGuB2yeOlLK21yJh8CWq2WKIOtTtLBs1YJOkj47L0BH/9Mg8h4Tp4IhRQSXzBsKpYXrjwjmpvhpNc/i85taXke2TN0APqiZG8xxgyqm4MSvnFbgYc65cff3+HAcZ/f+pLT4qDIhKRvXO+mzBgw+NCAVVwcO8rlgy1l3DgPypIlf5bSOq+KdddEWJHrcwf8EekmGeDBnafRgfllrBTnJcsH/diuG6Psa4vWepgGznGgpSvcdaOMize2+Vc/epYXDwb0hUelWkWP1y1xlLF+wnJ2LmTDuNPUgZd3xEjpqocDT/awoWAwhD0PFIf7JdoRcJeDrdWMfSGw8x0ESkz9zcE93PjVMXXxu1Fwuz8bMrbK04HDZzdrcGkZ/uTrVZajAtwO4J5kMPKiLE9GP/+wWaOcMViN77LWHkiV/A9GXH2maCkrW2lLPnHppIoxmjTTjPkZ731zl88/XmWxrUAmYBQJTo8XMgVRTheWP2CJyXHblQw+n3Q/2xLYsUAuPRzgnR4pvp+UjtEELptjBj51MfKuRbFvcHNRxCDOph0n0JU53gbAFsMEg3QWjKBjaVQ1gdacW+wRaRizoA+e9Dh/PkSmNd5wmUclcP9Y4fNwzQYi92WPFl0E+eShbNjd83og53XAfUGOO88nj3g7BtkKO9jzXokhsFcHlcVwGgfsMotnQyZX2eBZl9jbq6bc+42QZ16uYArtLfOeS1HIk1G/yaDnsMTeIynC0p+9Ponn7FlKFRYSZXUzhC0HnVai7DAvnmYe2qTcfEXMO2/s8skv+6BiEBKLIBLatfpRaPFRUK+WK1hKjF3ciHlmRQ4/q7SOxfPKnqtnYLGrgV6s1AwzLgOzXanuJBAjeXBj7EjsNmh4KW1Wq3ILh8onl52cm0DYkEs3KMbGLXrDrKARCALj5Eg/yr3IdrhwFFtlK0EeuebpIOv84m6biQLg7verL/Y3DyIL4Ba/L6UBhR2VKMqMsvhAmpghyHNwj4K6lDHJc95ucmqKkm7w++ETkt+5t865tu/2u5Zu0LsSDHdsWLXyXKC7y3n9P1udDNl8IFHKuefR3aELPW7LJqzM7Z/jnt32J2tqGT/0zg6PvxxweE6CSEC4HTX6QrpxeRnDSQcmB7UYQn3gbizxObgc+ADoMv97cphSdAYtR2tF29wgMyxx7yVdoFuYtYYMXjpPlrwqaYjizKWfjR0WAwcNMKOGLpP3k/aTvFfBs6yJQb92XNJqG+pqkTde7XPy3BjtniZOiumxDJxpg10L8kjcGOdhWW67qfyDDguGHYBFg+jrgbwcMJb//Qs0tyoKK8PxBWXGVqXAstgvs6y3h8WcXJLIDC2dNPH9hCgz/OofNXj0+YrrbctnKEopXdeOGM5fGTQTFDFCSX69HpOXcX5BqnCkgjnMWgy3uy7bZ8s2WtduVqQLs8yQSo1KNW+8LuajH2zxr3/VJ0olCDe1NRUePUTJL158CjG8w3K5MWDkwU2XM/UgsHRALYJQCsAXn10WOn24MkiZyy05+t4iB+3w/AlSnN+72c2IYme7LnLk5SC2OJ/GOv9Uuw9H5wU3Xtbh0q191s7E6IvXW2ey6iWE4Qrr18S0O2N0+x5Z5kJgQQG+8gAYm985gpcP1+j0JGlqBx+EvBN7EK+Xl/bV4F4F6gtBbi/Q3kWAIeWfBe5herCQJLL0s5Ipnp/y0G6Pzz9aJYrduLlCew/Yu/g8I/LkdZi7hOIB2FfVAMoIL8WYJRNSGdxgVc6OZtQrnhmJNE6qFEBPU02lmvLeN/Z44NEeD+5WLm2Yj6pO0XRHVhjBCMhXSSdgyNw5gFXxea1jcDX40wLc+XeR+Rc0JRFUdpZaMSJdyzMdlRIsNg1H5xwzC0p4KAX5xac0FtqRZKmf0TIRC23B0TMenVijN69Z5qWVFr/6hTp/9I1p3n9nxLXbI3wvy++8YtCLLQEoyxtxI147IXngufVUlU+tIvORaPmg+sL7Wwo0R2RJOYBUQxANAF3ai0aVAC5L8sTJFjsK7sE86+HgdqUyZM7cOge37yWsdCz3Pl5l/9nQSRPhLLFCynxsM6UJUvYCcA8kS8HkJXfkn5sMp8iFC7Dli79Kqqwq/Kz2i0uhkFmGlJok0uxYm/DO2zs8s9enGeflV+P0eCIUfYZpw2EB6EKQD3Q3Q2dhocsLJqd8Y8pyHl3kIjyP1YTLtGAZWMPL51BLd/p939KoGnZsa/Pi6ZQDx6soz20mFhTTg0sgL7Y07ERw5SWG777TUg96nOnFnFjM0GcWqggb8YadDUI/IBQ+WdZmaqyDp1OkzNzQc5FP9VcZS23Dcjfj0/dX+fLTkyQtxbaZzM3IEIpiIKNSYmTZHgC8fNeuBvcgYITBVFM1BH3B3MXU02LDp9XgLljc/Vk2LOgUzK1TDBm/++UKH/9cHSsKaVJmbzeS7fWC4dVAHzB3Duw/U4OXZMmQwVfr7+EYjtWtbIOKpnVVPCNdwKmMIck8pDL8+Hu6HDrj8fHPa5I0B3k+Ai0SEmUc+5ZBvprJbSmFaHEMWwTFqhDYtqh0lv7booytHMhFzuRFTnzQj5m/oxR5Y7hnqQSG8XrC1nWGf/fji9y/e54/frRBq1vhbDO3wYqhBg+EJNAwHlhs5PHq/grWVtm2PWDDhECvm23TqLSoqxUaVZ+JesJEo02SdUlFzP7jkude0wPNqbXlay9WefiVMTJTZ8rXbJpwe8Ckud3RKEvxv0KyjEqUso4uszM5cIsiTll3FzdNOWtihn+vCCZlSZbIvFNHZoObU6kUJRM8P+HQOcnnH67R6XhQcXtBuv0gS2X512lLG0zFHbD2ha/hzy/yDBm8BPqSZCnPLTEmZ3K5CujFkQecUrqZhvVaynvu7HLfYxUOnc01oRt3SiYEvZGoIDdeDbwpDqgq19CqAG4hV0RJssjiO+TsjvOrjMofckNUjoNBf0BJvpZSflJAL/LZON3g77+3yU++9xxPvip56MUArRmw4zOvhhw7XiGRAWc6PulJwZnlBC37ZJUu67MA/dVnpzk9B3PnFP/LB88y1Yh58jXB7z9Y4dzKGGcWfU6d8DF5ykkIVynzfcVMaJmuuB2Dy8WeIXmJP0OalIxSZUfgCNBfT5aYEoubEsu/DriVGbB20WfpQJ8SJYYHnq7x9Rdyt2CJvaXAFXaKAldp5kg5wHldc//rBJh/rkxZDfTSYQxu6S8yKflWJCNTsHI9ngmFygxGKNJI8+ZrYt58c4+TX/GITG4Osc60naLp4+bQlkFefi4HvmUJpeQwy+JK+MW/kN8ocvTfE+QF1PycmTzlV76hwQ5WP2ME/Viz0qpgjKBW8bnr6pi33ZjgJnVZjIDDJ/qcW1piriX55APjPP1qA6sEH31nj3vuUIyNBehdF29bWT8e3cdG9V1Yw3/9gsd/+9M19HtVfE9T9WH9GpebTfOsihYQKkvVN9QCt7Gq2zioNBO7FPUW1coL/CQDo1QOaDE0TY3o7MHPw/3py6AufjcE94U5b5cSdOMfpJ/yyG6fX/zEGJnR4Kuh9hZyMI5tsMuEHOa8R0AuX5+9/wJFzCGmCmlygUyxI3LF7XQwLP441i4qnHJEqgjjhgX5fsbP/EiL/ac0jzwrMb7Iadh9+NQq+jmTCsuqfk2RE+xQdqgS6CUF2O2gEjsIOF9n0BOisLUKF2wal/4rp0Nt7kxMUkkUKzp9H4AkVXR6mTNW4b67NVDzLZdvSbjej7jzihV+894On3xglidfmebKKzbct37TpSvqe9+ddmr62OFe2v/o739d8flH11ERVS6agU0TlrV1y0RoqXuGinL7T1Y8qHiWqm+p+BD6gqDYis+Tg50UlJaDqVJ6pNN96B/RZS+3LiSIKf3eMPR5F+7AIbjdDbIa3KWKpRxWLLVK0Drl1JLgF39njMdfqOV9lj4o15KmlaAiGWwoVWxwNdhR4YIjb98aDMkpjZAb/CwH07cGDdMlXT/8WQzn/El7QbxSTlEObrZB8azYTcEO/h4WpqdSAm155iWflZ4c3pn57WgGDiJRcoAOU0EDA9bgbr1we8AikVBKqA+BXdz8RfeWzIs2YrSZfKS/tlTZBufDSY0kTjw6vYBmu8JKq8JSq8JSs8JKu4qWIVdeZJgc77DQ9nhh77kf+upjz+3XDz5bpxoI9p0MePJlw+ZJj+m6oRIKgnw6q7XQ7hmWO4ZO350FT5W2wtbCbRdSjDAuXciRxoS8EUEWLWZlH0meDVnN3EPWHsqT0X1jTAnsQ3lSHFIWnhN3ZH7G73xxjC88VMOGBXPn2ZNCe+cSqFzc+fPSgyN7Ya5+rPr1cFkeIfKhTIGRQHN0fmHOYHIoU6xcNWZCKKQxCKGRvYz33tXjtSMeH/sNTRykI1rKIogHVYs8HZQzeZH2G0gWR/YuoFwlWdxnHk0dDvV3yXSXd/xnws0dH06zysdGpJAoQZy4ApYQTut7xmmaTs9jsenT7ik3MFRZQt9wfrnC1FiNd920yPZ1khPzisADbbM6USyZCGJu2NZnsiGphoowkISedLP8tGWlk/HsvpjUuH3evXwLbF+T/5184LyWg/mAw5EORUNwDvIc6HqVQUqWQD0aYJZ+Lm2CVKQCpRzmwAeZEjWaNVEyRaqMrz8b8Ikv1+hnepgWzMGtyp6TETlSHg+8qpIJIxp8RK6MgP31tcpA35ZBVE4TYi+w0NpyoCmdX1zmEsUYiRUuL26EITOawDP8yHd0eHJPwIMviDw7UkgVsMYjHny+XENnDqzDz5RLiCKXLYuc+DDLIgfBJoMurvL3HrT2mRzkWb47WyZdi10KiXI9pTpxK5+Sw6xc4GdYUg6cCFhpu1F8bhNfTSVUzC0FnJkPiTJJKDXSWHSaKpJUUA0Vu7b5VCuaMN+fvRJAJciYGktIbIuH92ma/ZA1jaHU8Lx8cyev2C5E5jsrDEenDcBdSBNd7nov9PQosIc6e7gJUnkru/LzUItnA5kiByyeImWK0indSPBzvznGkdMB1lOuylfa2tCxd747RSljolYDmtcB85CvRvH8ZwjycppwdXBZFDAu1OOrvCkjjkOJESUtLgzSKLJYcdH6lH/xYys8+U992n0JIs37ytyXs0YPQG5z/W2K5gdcZsSQzxKXdvD5VGmlKZhcFV+oMGgNgs0c9AKEMKQZCCnJhBsapaSzfjiJIvPr67Y29G1GvRrTjno8/AqQ+EzVIQwEoS8JfOlI2desmxXUqs6spb//XT5aSVaalrNnIzyd4HluX8hKmP0/7b13mGRXde7923ufVLFz9+SskUZZIyEUUEAECwSYZOOE8Xedse+1fZ0v9nUCLmB/xsYJGzDGYJuMCAYEQgiBckJZGk3WzGhy5won7P39sfcJ1TMiGRBwv/M8NVUdpru66j3rvGutd72LVr3P5Og8e44u0EmXFVmzr4RbhV1SFL8At6hw78pi1txdqjqMkEfoQtOtB6J4mVSWgBYD0bt8bJs52pUCS2rieylpBn/30SZffSzESFmIqSzAl0TvXOC1JGpXS51LI3eZSJWmmyeL1ydE8iUlwlI6S6kLcbLUE9SGwlZXjHDlQy2KKC5lPuniIYRGac25pya89uXz/NUH28SZO3OrG06qIHcnppGgM7tJQuc1b3eiKVmN7hU6VVRIqmXH3LNcILJ8yshG5jTPHdKqLYiL4Ar8VJHpDAFEQZ/j3XmeODjC8rZgqKaJgqygygLNjuMT+PU2Rqd4G0//YfygyfFD99HwPkqroZDSraz2+/STHp+4DT522zCHjtRZ09aExfKmfGtwuXMyX5ft53bFzhNQ5XORhVeJLkRSXiV6558biNbua1ZtWF1KWuXhGVJUqEkeuWWKqmV84Y6Qd3+kwVw3sE8+pyZUorcYjN7VClBVv36y9rzIOWYlWpf65xMJtxn8cBDvRbmwAhxHTUyFmuRGnbaakoPbkAlbNhTC8XLhkaaaVpTws69Y5J6HA66/XUJt8NpTgDz3JEQQYuyJVNzb6Z3qiWdNgnITzyUdWXVi+bF4nfItbMVrKp0zbW7FbJNRTwp8XzG7GLB8NOJ//9QMH7+jy/V3jLJvPiRSkijP5ejzaz90Ds+66Gxm5xbwDk0Lwppi98GE7buOsXzCJ01tVWK2Y3jnp9s8uLuNL2qsbGuaNUMtFES+cKuv7eCD76sKXcFtKqOI2LkvoO/cpbyiOlKN4tV9jO4+j+RCD3DwgouL/HuyAVqSc2/pZzy22+MfPtRkx/GgsvfeNXaEtTwLhKkYWJ5oh5zvD6pGbqgAe8nnnrI8mL/XS7UoS3j3QDTHFH7r2lCxdRCVLqe0ZTepS62KlBXaotBpxoaRjF/+kQX2HPLYvl9gfIHjIyXI8UhcSVgb6wOTX7m1cdFc2IkfL197UgU97mpTPW2NcNxlsFsqHF2xj0XhlFZa+MmipOypAE81OXs9nLd5jldd/gTv/HSD2Y6tfqWpol3rsHl9jzXLDHONDG+oqRhuSx7fFvG+z65g59EaxxdjAAJPESqfiRqM1jTNyNCIBPVIUHO8JwykKw+KIunMwR04UAe5L2Bu31AF+IB+OxsAuBzg225Xuhj8nHQSAlmhKRbsKX6Ycmhe8IZ3tfj4jQ2MXyoFkVZlJwai98mTS3GyG5XoXamSVCN6JW87IUovpSgnUJYTNClVHl52OKUprZDzbclCGLTIdSrSAV4hMg/PM7z08i5zPcnvvnWYwzMSosrvLtb6KLsrSEAmBBkG39gtD5nJqZx7bHJfcffYWMPOvFmkXSQ3Szj54AtisCaKZdgoXzgJeW3GCOJE0W6EnLayx9te2yUIFjBGMDPX5sGdNTxV59BMjbif4s13IlCNQ75ofP6nnjv1vHt2HOEz90Z4WjEcZdQDbevert4dBYIozIGtCPM9754odk7m4B5YEeJAPehNUm2vVzuTeiCxLBaOynId9NJIntMTKa1+xvNSYgz/eWudG+6qY4qIXamcSOW4d961XDKpU+XenAhyWQE2jrYsLQmKgfdSnAjmpRE8f+zqzVo7hd4AzxUnUhbHw3MPwaJkKCVCKwd6uzVYeZrnXtDjmku64D1AgAAATd5JREFU/NtnrZMZnovixUlpQCiMlMTYSk0iwDcGX1iLOM8YPGE37Xlut492Ai3tQK+UBX2uQCyEZVU6BuWZZTIM9qQcXNKl7HNIJb2+otP1mZmvEYUtmrU+RvT5zG0Njk6v5sVros+vmQwOzcwo1N//3dv4zV84b3b1Mj0r1eyP3/bAPubnQla0DBMtGGpAqyZo1iSNSFKPJLXIIwoVUagIfEkYCFsTD2xt3Pcru97dWr5iuapvKhvMdOHLXXWaKr0D81Kfm35Xg8rAgZp3/lhYn5NUaj755Rp/9o9tdh8KK0pBzzV17LroQEIkTeF5ovLGTq47F0sctCqNicGEiMIUtPAxFxWT/iU2dPmElCi6uxXOv3RO9YQrSb7JzD2mnGEVS7+v4Lr5vUXfSCvjtI0J+w4rtu9V6BPy3+qlRaCBDEGKIMOumS14N2CMPOHktIFZDJzY1e8ZvJoZTKWsVL165TLhLBOkqSROJb3Ec971Pv04QErDvqNzHO1v4MjC2P+86c7td7zguc+yO3pufrBPsw433w2P7ayzftxnpGlXYBcCo2INtiiTSS/fFlwmkyeazOdWxWYAyOWsZClzLaN3VlKUfP2z0G6ayCYm+W70gqK4eyUylK954qji3R9rsG1nCI0K73YlQYRVYShKjl0IqWCAa5/sVkqAKyPWS3n3U/Hwk1CVvBphe9hPRVHK7xuI5g5smREIZ6lmitUkGqMlWmqkUWijyYxBxIZTNyT8zMsWuOshnz1HpKUIAlfQdmvatXafVxghLbiFJHGvlScEgbFOWr4RNrobQybzzRCmiObateKNctV1UzovlOVPTabBr+x9SjNrrtkvMGerdPnJ73kBY22fM9doNm6I0f4imD7gllBNTJ1NLaqxbqXHxVuOMT5kLZVzr+Z8BE258p+v8hm46uYEG/WCfM+kqlCTE4wudWnGI6t6kaVcuwS4BXW++9xUHlcBnqKUZnpe8rZ/b3HTfRFEYjCpzDk4+RtEMZlTKAbzaMhTlwVzykLl81YwJL8ergdBbipVE8qksox01eQzr6aYUmFYqaZI4eYhRaUZZISVVLnGjxTSUgChyDqaK87t899/coHXv0sy04GCX4j85tYQiox8cMK4m0aQCknsVg0G2kocAg2+FKTSBT5jV59oYxdcGZeEamc3YvJlCRq0h/OWzyO2IfE01bWQ+VXSGEOSWkfkncJjpDXBVc8+lc2nnUmv1y0Bfsq6ZaxYtfx6sfD5N58+1fldT3aZW2iw+8kG03OKzNbmy7Z7blUsDcqVAwdq3BWAD9ilVX0BvUEKkt/nCaMUOe/OyFdAC+nuHcjLx+X/6wr4x2ubvOvDDRYyV4AX6oQILl1iaUVVpojcJ7blzUBiiSgVkku7lQN8/OsH8IFQX41kS1v2eklN3Na+TfE1oS0dyk+CAtg58Iu2vq2o2GEUicgUTT/l51+xyOHjkr/5txZdrSpR3HHmXLtS3OePJUZYe4pMK1Ih6EsL7shYoAcaMmXwHT/Pcu9zNQjyzBlvZu77M53vW5KoNJdP25U1eflQG83MfMbuIxkz8zEjQxGz4tibX3/xluv1zKES4GtWr+Df//U3O0Ko3f1uwrHZLrMLHvWgRuAr1zJ3i45yMU/OP/OWe7W+nbu6FlWT7ARH18LCYUlrfbAy4qiJsJftYj21cKxQgMRSFyEMxoNHHg95/+drzCfKTixQpSXuHhu5g2oEP4nP90D0PhmoT4jsBVlZ0tB86rZPcW+qCdcgNYHSlrqkKqIAh6zQFa1tHTmP6FpYxaEFhE3ehFF2zYhLOluh5see1+Xzt4fcty1Ee1SiuCsjipxH55xaln+4tK+xFs7GQkpiKQikoGYEqdEE0kpcfFWJ3DnAtSFTbhmtNIVDQypxmDj5EjIlBSNtWL6iz8xCD6UihDiy+3Vv/OPOG1/3JyXAAc674CcJgojtj97ETXffzaFjNU5fL1k9ZWjULNVQS2zK8jJa4Q1Y2GqZImoX2xTyNSEDNsWlAY9XvZcaITO01nQSQWoM7cBe7iheHCfgyYU8Pjy4I+C1b2rz4PYA41cAnWsv3GMh8srJki0N7gQ+Gec+abkQMRjdc/APlFG+Fj8p76uCq6XgHmzhu/KgdnQk72SehIMXYJfS+bQbx8urJUeJjg1nbYr5+9+b5effMMSD2wPwHA83FWC7+KKUYSiAzDhLYyMrFFBhpE+qPFKh6CtJJCU1aYiKiG43ZVuunQ+rW36eSvC0INWmIpEozYry2QLfs/KS5W2fMzfV2bFf4A+fzQufcymdbpcTAL56ZZtaVGfPXkkvS1g21mJiWDLcymjWMgLfRckKH8zf0KpuxK8YXJYgr4A736Lg9CGem2xXIiMzGU8cgYWeQIWwc3/A9bcEzMxJXv6cHutXZ0hjmBrNmByxebhOQXiCBS14+7V17nskIMvLEQWo8xKhvcQWYirKk/TEQYaTtOkRJ+XjSx288iguTkD7STC+FNxFBWKp8KrS6CFv55uCjgwmlqZIPg3Wndbyb+EiuEYW0dx9nBnO3RLzSy/t8ntv9VjIsC9Sav+CydGMqRGNwLBudcorntNjek5y/S0hu/Z7eL5gvuex70hAnHiYxIfAJzMBHalIpKQvoWY4Aeh+oSi0FaxMG+epWAaQaodUSAiUIc3gyIzkwBEPz+8R1gx4owh/sXh9C4A/caxGu1Xf8eCeyZ2TI1MbNq+IWTnZY6TVpxamSGnItBWiJ5kdj8ppg3SqP6/Qa2eofHNZvjHYG9RkB77dHqxkwv4ZuPU+jz0Hanz0yzV2HPDxfcliXzI7LTGp4VO3Z9RCm0w++7w+r3hul0vOiZloGxYTwT9fW+fDX6jRHwi3FaC7mxBlcnlC9BaV5JITIzYDoF5CVZYmnN9UplmhJ9WkswC0qIB86ZCAWRL1y6kfoXPvbuFWyVSiuwO3cfVmjCDShlde1eWxPYp/vrbOYiKYHNJcfHbMK57b5dnnxUgMUQgjI5osFfzks7t0+rYHsuOA5KNfrrHrgM/tX62zfzoEmWCCgNjzSaQiNpJYYqmLNoQ50LXB05aieLp8P/I+QqbtipNeKkkya/5TCwwznZTZBcn5Wya48pzGzvUr5Y5+r3zxB96Gz17/GZTy/2zH47f8weaph1i7PHWDxylGS9I0pNurM7sYkqSeq664y3zFZCenIb6XOZDni51SfBUThTGZTrlnu2D3QcV1t9b59O11jh8PXLfRjsNa5LlLZaohS8HYbUXjIwmvvLLHa17e5e6HPf70H5ocnvVsMbuI2LlDlW+HGqSHklCTUJPGDjUo4wYb3EygyuW8FQ17kVyXi2arww7FcIMqPy544pLHSgr3s3GWc4MbKsplWrnn+RKL6Ip2p9TynGiXoWRZsRoYAFFpKWXIH7ubUAbpCw7PKf7475vc/ajHz7y8y49c0WN8OMOkAuN2BSWpfY/yvfUCK5mQfsbRafj0HQHX3Vpj95MR92yv089C8AOQAUopQiWoSWPfB7fuMajKqWU5zGEMxJngeEcyF2fEOkUbTSAMNc+wYijmx69exyUXX/r6JIn/8FmXveTECA6w8zDU6/5nvvSAfvH92/xzhprQ1wFxpkljzdrJjKsv6BN6AVpb/YAsBFKD4Pa8cplqvg47CmOiWp/H9wr+5VM1Pnlzg91HIjqdgMzzoOlXqISbB7NKI5AZ6NjePMPRGY+3f7jGiuUZoW+ItaB0G8rDKpVIbs9lRbVjOagvGeDZLOHicinfro7nnRixqxG+mqCenJZQ1IQHPAvzCM1SvYoZ+PogRSmrKQPuWNXvsSZqjl9XnAqNAS3wJdQbhuddHPPLr+hCosm6gjTzSbOANPOs3txIysFhm+wrmdGOUn7iqpSXXTLH7iPzfOLmGv/yqTY79tQhSsiCkI72iaWirwQNY4iMHYnMA07mAkE+1dNPBF4Q82OXHWfdVEw/lmSpIkkl423B5Rd07tuwIf1MEvcG3ocBgL/2J17ApT/yp7eAunvn4uQ5gchY6Atmu5o006yeTBmtG85cKzEYRz+qtW0HbJW6+wTlpURBTBj1mVvI+PhtAf/xuSafublFrN1Z7fbfKCHtUlchij9MG0iNIdEGk7ndGmRgNOtWZ5x/WsLl5yZ8/o6Q62+VuWQhh1VONgpASuGaO5y8WzjQ5GEQ8FVOWHWWHQDxN0NNBlnKYLcvpyu42nee41UpCuZEELu2vRRljXypFVy1QTSwf00I8ODOB33e/pE6l58Xs2ufYv2UddLKtE+ShiSp70Bu6Y2VwebS5ow4sUEuDBLOWBNz6upFzlgd8x/XN7juriZz8wmEIakXsmh8Ei2oa2tsEBq7bDavtvhupqAeGLaug5c9M2LNVECSKuYWIuYWFa2moFXj7sN7v3jLpgv+36cGOMA1l66yxfzFmMnmNNv3J9zxsM9QXTA+XGdxQTE9HzPU7KOkdm13S0Vy7XUObt+LCYOY+W7CZ+/yedcn23x1e4NDMzUyz4JbSg/Ptczz3e+e0KW5p4HUCBYzySI+mfYh7rN+ZcKfvXaeZ5/fo1aD33n1AgePSh7aJZ3Qp8rAHMCpqgRN2dxZAtC8klI2gMqEJ//GgULJALBPXATwDQF7QFo4GNEHObmrfbvILYy1YSjKiJXor7XbMV9E7kGwV/6CIhbcv83nLe9rsLig+OKdNf7gb+HPfnmW9ROQ9T3iJKAXW4pqAV6+Blb9mRX0KE59vL5P6Cdcc1HChVvmuHf7Iu/6VIsb728ys5hi/JC+CkiNInZAj1Qu0LJX2UBBuwHNsMaju1pMz6YMNWNue9jw6O6As09pceWl68i0OeH1PQHgL7n6SpTy4nvv3Msjjx9lz9EGjShg2ZjH8nGPoabTZSurGQ/9HNS2OuIXSWQfpWKmFzP+7F9afPyGFgcWaxgRgh8iPR9fWh1vJI0Fd+5clCcY7jllWhCl9o2Z7yvWTCb8yS/N8spndwkA3YUrn9Hj5VcF7PyXgM7SP8oBc2n0rta6i0pKJTKfYAVRORGqCWc1AFaR//VyzRMwTQWgFaCeDOgnm9msUpFCaZiLtQCjJUZqylN68Nn0MsHHvhjxpTsiCBU9LfjwF5pIaXj9Ly4w1hTESUCnFxEnni00kL+OuWy5tKtWnofneWSZT+AnjLb6PP+ChHNOP87Hb+jyp+8Z4fhCQqYjMhXRUT6JESTGload5yaBsjqVuQXN3oOQZgFSGVYvm2ahf4T68Jmcee5VcZqmXx/gQ8OjLJ8a+p1b7jx9yz2PTV+R9WLWTHksG/eZGoPRoYRWI6YexURRTOAlFuAumfSVjdrSj/nAFwLe8u8jPLa3QWxqEIQIZSeI6lJQ8yywc0uuHOB5opF3EY0x1FNBqiVjU33e8N+O87IrUkhC+sZ2O7044xdfsshHvljj4V0KI7VFQ1FFKUt/1cg8IF4SIBksG8qTAL5sAFW0y0sBLU6cPj8B3Uvq4Cdat5WfzyN0qQcvmzza2HWNJ4vWA2VEqieJrbbYE1EjFOzY7fH2TzRIPb+oacdG8MEbLO/+36/J8GTEzHyNJFGWnhS2fqaS3LqGXpbhpR6pl5Jm1srC92LGo5ife2GPZ519kL/49yHe//khMi/D+CGxi+Z9LYh1blWirTRkPsNTCUL4SBmweqrF85/RYnLN5i/Vmut+B46e8DKrpZ9461+8iR992cXxyvHgkr179p8beplcPRWwatKwfKLP8vEOE8OLDLe61KMevp9YkPsJgR8TBH0WegkfuSnkjf88xsNPtMj8Ovh1lBdQU5K2D03PUPcMkQeRZ4h8rCLRPbZzoVALBPVQ0IhguG741Zcf4SWXZCRxRJr5YKTVWmBoNFJ6fclNd0dkhf4kn7m0RvahrG5KMye3ghAVpaCoWEOI3I86B7+zeSg+J4vP5103IYVbjZjvlBzcKDdw0iydFqomthXHh7JmX6FSMlcVUnhxFyd0YSVhyo8L3Y9VZqZC89b/aHLjXXW052w0VAReDePV2PFEk2OzitXjbebm63T6HnFqqylpppxXuSzMiIwbuihXIrqSJHZTnBSCFeMZZ27qMTOfse+goN/L6/+G1Aj6GhYTQT+xSWaaASb3DZeARz9rZYvm9Osfe3zXR7acetbXj+BgSf2RY4uvbTbazxhrpuduXJWyZtki48PzaDr0dR8TxwRKM9LKX2CNHyRs22/4o3cM8fGb26SiBlGE8EJ8qWgqQ10ZQk8TKnvpyZOIfLwtX5Hi5WNvniDwrCR3YsRj1egUBw4vUov6RH5M4Mc2EglNIDLO2ZigqmUKF6NElZ5UozQns4NYmmCepLlTpSkuYi/tan6jxfCyoiKKsL20e1mtnGhjXBTPE8ZKNNduT6XIzXkGteNlZ7L68hgyAfftCKwRku+BihAqJFCKtm8YCjz2HQi55f6IiWFJLdLFIEvgue61E0X5nibNMjzP7hLys5TMKw37My9Ba0mqFevG+7zzd2f5+C09/ugdozyyT4NJQcRIaZhqpYQeoDyOxT7Hn/Q5tqBZ6CVo7XPuWPuBJO68VqjGSV/bkwL8tLOu5iMf+WB2zpnrTH/2IOtWHqebdLh1W8atj3g8truOwbBqfJ43/9IxJtt2yHXvEcMf/tMQH7tpGPwa+DWU51NTkoYy1JSlI4FnE4dCYuvqwXaOsyLDdXuAokDRrCvGhwWzCzXqETZK1FyJShqk9tBZykhLs3Iq5fFDQXl9qgB5YBSNyihahb4MRtfKem4pKsAeLBMOTPJQra6Ip4S5qTwYcLcqAH8S2axr0Wu3F74At7Yzk9JU2vDOj7s8EeycZU5f8l8kpWH/QcX0nB1wsLp5H18phn3DSKgZqRuGa3B02qoKW3VFLTRuBkA4RamVUmeZJs0kfpaRedqtQVRkWeqivAV7ro2JAsErL+8jxHF++29h96EaSMnkUI/X/9wsy0d8NIqH9ypuebjG/sMROw+HBKHhkqF1xvey7JoXPecbBzjAVVc9hzhJeMd7HuK2x4+ya3+Th3bXUcJDakE3EdRCSapnAUOcaj78xRof++IQ1Org1/C9gIaCpjJEniH0TBG1rdrQ0gUrtRVFxPbdpL4diVPUQkmrIYlCW3vvJ5J+4uF7nuX+WYpWCp0pTtsUc/kFMds/0bDzhi7+ypxfFxH7JH7fLE02T7J7fsn3FjVxykheCK2qlZWnQHjhNMxJwFyAtSKqIgcqhZLQTuvYioo5gXPngM5b+Lr4XBUFX7o7YNsOH6Ps1JOQytrzeeV7hxD044z5RQlGWTlrBmkq3YCLIM00WSbwMyt3zTJNVoDdjtTpTOJX6Yu7srzyyi63PrTA338koJfZRl273mTj8mF6sWTVaMrV58c8srfDtn0Jq5bVFrduPecDvl9/yqvjUwI8qrWNpve3Kjz7L+99YG5opCk4a7khdKNrgS+54oIAmY0SJwscm9d89EsN8CLwawSeT8szNPMXSBk7r1mxkcgjto3eYgDcgS+L6F2LBFFoByuki0g6E0U0yO2Eram6E4WZfJjEAZzSYH0gSldAewInXvJxWTXJnWPFiXTFRfXi+BosZaCKMpD8nVgdIa8qaHfVGGjZu8GG/HuKMS83yubG2arNHyrJKFhXKWPysSKFEsKpLd0WNWH12klq6Pcz63gmZGVZbb5bR6C1jdrlTbooLivvmajwdRsAfD/jFZf3+ND1midma/SMzweuNxw6q0EQCGqhtYgQxnDB+j5nnHvusYB73zax/FVPmc8/JcBrkc+2bTv/44VXnPJHTX3n0P3bYyLp0axbwA01YLzdZKGT0qzHxKbP4bkQvAhf+bQ9aPm2lRrmlMTLozfFVEYRvZU1DypsKFz0tjOgELmxN+WSqQFr4Ur3Ln/jSnSJskQoSsP0E4VWS4ccxBL+Lb45zl6prJwM6fkQSaH9FpxYJiwEVRTzB6U8tvI1badnpAObFAYtZeX7qjqVigirMkomReV5umS4OqNqqAA8Mah+Zl+jQvZaWrBZCmLc8lpB5gDvZxqdiQLgWR6U3GkeBSkT7S6BMEgVMBR6TB833Pe4pt2wjmutuo9SHfZNj7Di9K2M1If4Wof3tb64fPmK/t69s7/k16c+1I/3NTavU6xZluJ7Bm0koW9LcUJobrwn5NBcAxWEtH1o+4a6b6N3kAPbyw2ARAXY4FVH4Hy7e7OY9QwgcvOdvlf6o5zUm8FY5CqVR+5BgdVAk+ckNfCnjOJyMDqf7N7aHSx5PlWqUvlSTkuqkXyAoggqnJmCehQJpfPZzrcmlE5X+cfCOl0J6azWlrTwtRwAO9gIPDAcveRkNDoXPBmSVBMnIKUbcXNlWKPzsTQ7ba+1tsmlcVTFyyN6VkR2UwlIi72M0VbCZed3OXBjhkARp5qDR2P2H7G+O6snPU5dazhry/JFA780OjLV/5YBfvz4MT0xue7Oiy58/lx35n2N09bNcGS+y9HpJstHQqIwpR7GHJ1J+eANTXr9Fq2GZMg3NANtS3+epSY5DfFk7nhlo7bnVe59ia9c9PbcIHMObr8UG+WOV4gBJomUhiOHJI/s9jGqRKrAWv/m1ZOBRHPpUG9l6Ldalsu9wAfLeaUYoLhYDFRTvn4VpUpPcjeFAXoiLFiLK0Q1YXQdTWFsMywfWcuNgbQx5eOcDmiJkdlAVCeVbFmbMTaZsXA050rliaeNHVaw85GCJC0t9fLXwCCLSJ4/N62lm600ZMpFcsfN00yT+eU6FnsV0Yy0E37kqi6f+2qHuX5ALwZdE0xNpMz2+jy4J0TIJr/6omfPrVmz5s7FxeP6a72+XxPgU1PLCEN5NOnseOXpZ66/8X2f+LJ/+HibjcvqjJ+rqYcJzXqHz94luO3BMRp1j9HA0Apt9A59impI6VUointVgLy0XLYRXBAEFJP5vu+SU2c9kU/6yHx0zd2kNGzb43HPAz7GE67+LQbksXJJFF8arav0pByCEEvqz+IponkpCsgvMIMbj5dExcqFaLCDKdyAwonNnhzQQi95Ltr6l+RXk3wQIp/NXOplaJxQyhhJmkq2nh2zeW3CE4cN2mgMDtQOrNb9Fef+avBSQ1K8Dzmdk5WrUVUjo0vqko+j5Rw8s1E9b/lLqXnmlpRLTp/hs7c1WegrVnmCM9YGbFzTZ/ehI8jmecmeQ/qVGze1jw55ja8F4a8N8ChSPPjoLoaH1u3vyd7OLNl96hmrYs7YCCsmu4wNz3LTAzF/8J4pMr/JsgiGI22pSZDXsAeBLWXuXVhuTPY9O1Cae4sHblVlbiIUeLoyz1kx7Cwm7/PRtgwhPTKcZNYZ+3g5wCveJ1VbtsJjW5aNnCrYq1Sl3Oy8pAGTc+6ycHNCyfBrRfACyFV64ni3ndgxlT03ogJyg3TCQButy4HkMnIveVxsbJMF2D3LXewNgza22ZIZUfDpNDOk2hplxkWzSCJSXfl75ICcwM5ZOmA7qW+aGbzMepwknrTzBS75NAiU0vzxq+dZ6B3hjkemaB4T3PuoYLEzzNmnjnHBJafuHJtavn9hbietoY3fOsDtE1Y88NU79rRq7Z9/+dVbblo4ditrliVMjMxw66M9XvcvExyZGWVFE0ZqmkZgwR36ouDb1mE29wfJddU5wOUABw98nCWzGbB/swlqqX2Wqmr8YwchMm14aLdHVpnDFMLuai8Gi0/g4KYSqSsRfcnHg/XwCl1xGetSkH9D9MRF8ALUogS6dh/kQLb1bKcsdFZuReTG7ZosKid2TUhhtayX+Iib3O1K2khqJNIITl+b8MW7M7TO0EaTakVaVEIMqXYRXILK7ER77ngwmBLJQkSWJ59aQ5ZBKgXKs1cApZwXeGpBnqaS1E33jA3Bm352mv/1L5IHHh9BHpHMdjVrN13M4WPezz+24949Fz9z89d9jb8uwM86bQ2dbodaVHvy5tvNl//zkXsv23H4GIvdhE/cMcmx2RbrhmC4pmlEhlogCL3SLzwHtayY3xTifwdw3znSBj4FoAtnLL90xcrluQOG94X5ZkqaGf71sw1iU07QK1HaskkxaKxZblLO2/KDy0YLs57i84MfDySYhdpwcMOaGHznByK3yO/NIEXRUPgP6txKzWaUiBzZeQTHRvEsTzy1IJMUs5mZFlgTTlMssrJNoLydrtBaEQrJa67u8o5PJqQ6AZ2RGEWsIXHTNJ5ys5KZIUlFeeW0+4sHrlS2dJlzcZcj5DKIVBRrIj0p8BNDP5bEgSJOJElqdSvjwx5v/JlZPnPXAoenW6wYHefss9Z8+eyzL36y1+sQ1b42PfmGAA5Qr9X59Bfu3O4FI287dcPWy/bs3s8N94zSmRvilNGMlvMsjEJZ2NjmFCQHBRW+WJ1w8ZQYKBmWkbtiHqRK9ytVsZ6oOlt5QcotD3gcm/ExTn8ipKUn/hKNSXU1iKokkdWFpCVtEQPRfMChqgD5IODLld4nEWFVEG4c9qudyxzPebTW0iaSGgtyIR1VIa+Hl3xc55WVzDZ+soouvPARN7bxkkmB0hJtVGGzPDqccP7mPl+5v4ZRKan2ibUg0cJG78zY6F0NCrnTghPH4YBuOXUJcqUr9M499+q+Jt+Dbl/T7Ut6saLX9+j2fZaPh1x1zgzv/XTKlmecx/oVQ287uPeW7cvXXvqNQPcbAzjAlc9Yi/LG7tSnH7n2A5/a8tKR+mEma5paCFEgqTm/wiDf8pBblLlok4v1i8u9LMe3St1JnkyW3Ls0EMoHmd0YXO6lIjMCL2V2UfOPn2hz6Fhgf5j0kEK4Vdxuk4SL2sX9kkRSitKKbWA/ThG1xRI6I06I5ifqVU4SvU0RhIvonUd1XATPkS61ba9TANvG/epuy/zXZJRUSWtLUzJphyCElsjMFMby1RWEmbaCqeWjMb/4wws8uLPOdByiVUZfe8Ra4DuPcE9ik0vpNutVkvX8SRf2HriV46b02q9WiqgA3YLclog7PcViTzHf8ZmZj0jTiHVrVzOrT7tWhmfe2V2Y+UZh+40DvN6eRMcP7xGjZ/5akm1T527qv3h6xi6iq0WSWqgIfWvvlidr+Zlc8C9tijdXisEtEH6lVu55OTWpAjuP4qWPSm414YcJB56U3PNARCI8UDaC57bI+TrAYkWhqEafMoIXNCVXDipReBHKgYglSnDLk5UGB+2UqyF8ANxU3ugKwJeCvFiH7UBeITdYoZQoEk6d4SJ3ycMzUZpyZplESe26ixKVSbRSZJlHYDzOPytm5WSf6Z0ReCmxVvQyCKQgyYzzxhGoQqFYRuKcLlkzJltVEc4Zq2xs2c0LWWbIHCerXtU9z+Zv9cijHtkafpyNsXHtqk+eedG5v/b4/if2nrflayeW3xLAAWRwOg8/eMveqy7d+uDR6ekXP3FwD5PDNcaHfVp1ZyKVX8rdWWyMIE4F/Rj6sXUwggodqG5hyz3EC4csF8U9jeeXs565r4ryUjwvQcmEL91X49BcCMoH4SOFJBTW+8erUJR8IVaVe1sqNQh4VaUieXVFYqsGghPALR2aRfF5SqA/1Quaywkq1MR9usT11wC5EHZyXmDIwCbVGITWZPlVJRNIIckyCtlspiXKATwzVvGXKUWa+ky1elxxTpcHd9Qhi8mkR1d7BJl7HTP7+iVu2DjfhlGUCjMb0dMc6No+p3zrsdaGfqzpx5o0tdUaAVZSjP1bfU/QrHmMjwiG6n3aYxOsWHvBg0f3PrT34mde+M1A9psDOMD4+CQTEyvffMl5j284fGj2VT4x65ZljAwlZJmkH9uzNT+rjRF0+5LpOUUvdjTFRcrqkqrcGatKSQp3rOKxm9b33QSRTAiChEPTgo/e1GCm57Y3SA/PjcB5lWWyVUfYpXy8mJJXLEmMB8FdOCzlAJInq4uX4C7C81JslwF4AOR5sM87mEWNPL9HuE3CuF+U/yAKoIvMgT/PD5x+RWbCGspnhkxKZCbJpCKTmixTpKlHK1K89LIOH/pig8NzHiifOFN0XS5TrnjJX0NLVSz9sZ/PJEitkZmy2iFr5GItLIA4McwtpvT6dlIn5+YG6Mc2GR5uZYS+x9joCCLY+IGt55355n379n2zcD1x4OHrHX/+F2/jp191Uf+s06Y+/dAjh67YuGJhzZoVxzg4PUOzZgiDgFqY0awntBsJY+0+UZiw/4jH7II9YyV5kyfn3q406OW2y7q49z1N6FtQB35G4FtPFd9LqEd9FnsJ//tdTT75lSEyGYEXIZVH3XNDrMrueQ1yOlTYI+cfVxtPuPJlfsksVyIW4HYfi6IqNHgyCNc5repYipp4JdEujmrlIf+nwlfMkq+Jyn8yDuTF56r8n2qFZ3B6qTA0yrm0u+IK58G+dlnCUCvllgdCen2FUR4GVZqVwmDeQVkirQ6DSFGplrnNH6En6Ccpj+9POToHcQJxak18kgQSmTEyOsfOJ+2VZfnE2FdqI+f9yP0PPLxwxaUXfNMA/6YjOMDGM17Mof13d179E8+NH7nv3bz9YxB3R7n0zIAtGzTtRp9GFDPU7OH7i7z/SzWuv9djzYik2VDI0Gkg8iy6Yt5ZRG/PDTT7dqg5KKb1rQWF71kbipseUHzxjgb9JICajd6+tJ7fQbHv0lToCZT+I0t3eVa97yq1eyGQ1ah+0g7mIBepVgeLT+cR2ZT8vBj+rYI6p3HuZ5vKvXFRqVjuZLChNPdsrD6nTNoyXub+hmL1t0FqYzewZaaI4JlSJKlPvZ5y1YV9Lryxw+fuDMDziIWkk0l8CTIblDhUb+U0lG3sGDcI7Em7RKFV15y7eZGeWuSDN7aoyYCRuu1+t2pw6oqQS8/NmO/Oc/19Q5x2zvNjKUXnykt/6FuB6rcGcIDJFavQWt9x+1cvvXikdm9t4wbNhlUJY0Ndhpo92o0O0wuLfPQ2n7//RJupwNCpabcZwhRvoJIl/y7Lgs4k38+XYblJfb/0WQmDmLlFzfu/0OSxAzWIrLmPkpKadBvT8in9KhVyv08uAbqsgHwA3HLQwF5UAC7zurco6cRJj6UZJNUqQvlx/iNy2pI3gvLfVQwPG7fuxlgrZftzbATNigoLbqRNFFzcjtS5Soo2yMwurEqlREqFzDykzOj3fE5b3uNHn7vArY9EzMe2KtXLgtIRLK12eXOdj6uNZ+591VbtmCeSvmdo1jQjbcGvvKSDYoHP3TXCntkWozXJaKbx92swTU5bW+u/9MplX1mzbs0dQki+1eNbBrgQU8zMdF/3rIuuNqvbe3/j4MEHo4ee8Bkfi1k5Psvdj8e84d/a3P74BJO1gEYrsy+5excHwJ1Hb1+7jRCZvXk5HSlNhHw/IQxitEj4j89HfPorTfCsYxLCI5TlxoZ87lI5p6SyoeOoSJV3V1yn8rXb+a2w7K2AvKo9qTZ3Bhxil/KMp+Lile81ZvAb89+jRdn8KbqauK3DGFsjNCUXL+wtNJZ7C0mmNVJL0rSkKpaLK1K39ygTHqn0iZOMay7tc9tjc7znkx5JotBC0sn8AV/H8krm7K2lXejqSVspsfOTZUBDQKfnMdxq8fs/cYwXXLyPP3nfOHc9Os7wsGDN6gXueVxwLD3lWH0/L/2xV40tfMvo/q8AHGB4uKZN5x1/7K2vJfdvn/q9ux+Og3M2zHLPzpQ/eM8Idz4yzmTLY7yuCYOc25YJpuesIvJKyQC43c2Cuxxs9r2YWtTj3h2Cd3+qyaFjNWhagHtKEEkIpK2nVyf0T05Nqvfu+alBm7WSg1cAvqTmXQWrqDCH3PXpBFUvlXBN+f2lP2FlWU6FAuUgV6b80cVARH4WZe4/5csaBDZyZ7pSt7cJZyYFaSYRUiEzTSoVUnrITNPva6ZGM372RYvcfX/Evds9UJJUSBYydRIXMFGcNMpVW7zMKhCzzHU0DWSZoBd7zM7XCP0hLj19hje85ih/8M8CX4xw/kaP8fGJ+HC86p1atuL/Cj7hW0gylx7rtvxE9uDelbeHSsbrp45fec+2rvjgjUPc9fgoo3XF8pamXTPUI0E9lNQiRS20QxO1CKLQFJMaUZARBpooSAmD1CWUSXEf+jFh0OfRvYY/edcQX3qghQ5CUBHS86grQV3pIrH0K+Nx5dbl6pJacYK60UZxiSfzleSVzQLKRnOlSn/CE3TkSwH9VOAusV1O85BvJTMDN6Nt9an8r0uMe/KqDSe5P0nzqaqgLCS/xcd52c5gMlg+lrBsMuHBXYqjM9aPUAuFRg50aUXlN+fCtDxA5HKMXGvke5a7Z8aWWFaMCTYsk/gq5bF9o/qCMzf+8X97ybI/3zjR6b/jXR96egH+8Y9+hL98w8vSM08bO35ssfZLn/vycbl+KqTTS4kQjDfdPvEA6pG0BfyapB4K6qGhHlnX2FqYEUUpUejAHSSEQeIA7lyywj6xivmnjzZ557XDZJ6tmqACIjfYHCnseJwqB5urUl1/ANxVkJfamFInk+tpZFllUeUVodr8ybt0AxH8JEdhq3wS4GudDxHnj/NbvuXYDJwU5TRM9adXwV2tclBQw4ErUNGxNRXKUd57ynD6pj7H5+Cue31il/FmSFJXuZdlpbJSvbG/x9JQ+7raUURjK7lSkKYeShqOzmbcv22EtZMe607dqrty/a9v3x8fePHVL/uvwvO/RlHyQ0ZraU80Hl+xbPy1/88rg394dNsX5YqDPtFojXXLYh5/wrJFT9qpjNATLlJraoEmijKiMKUWJERhUonctlriezG+38d4MZ+6KeKdnx5C+9YhCxXgK2uwHuTuWOrExLKsuVO0nD0pBqLzILhl0bavJqUDisIcnA6I+WaCojwNRWTOH1e3QJhKnz4Hcpa5qF0BdN4I0UIg3Lo+KYXbCe+i+YBdnWvhF2N4+Ukl3fPXLqeQyNSu0pZSIoVCyvzjyqoYYfi5F3Z4ZLvPx74kiF0LNjYhc8YjM5Dm2vHq75bWRiKINbGviVNBmtnGVJxm3L/LZ8NUGy/M2He8x/I1V+ozTz3ztf7Y8sfjuelvBzS/PQDfsP4ZzB7ZGZ9//pZ3XfeVh+u3PbjyrVLPcdl5kvNOP87ffqhJFisXyYWjJS56Rxn1MKEexdRCm0CWwLa3MOiTegmf/ErE7/zdKAePRxBY3i2lInJNnSJiV9f+5cAurI8rq/6qkdqB2wLeRewqb1cVEVZlSVUeTTM3lXKic6w5aZJpTwL7E4qBhnz6xd1XrfakMK72bhWDSkq3rYxyFK386SCMrZxQ5ciQCrvaJJVll1Nq291MM4OQqgCnEJ6VI8cBU8OaN//KLImG/7wJ+tpqTVITMG98Yi2JjX3u1e0bSrj9qL4miiVxYiNDL+3wiVtg6/phLj27wWteFNEc7v/mvdkz3rXx6M7s/HPP/rYA/L9MUfLjTX/+17z6Z37JXHje2ROTw/UXjUUHwk2rD3HtbYo9+2pMDCmG2z7tpqTdMLQbGa1GSqse06z3adRiWvUejVqPeq1HPewRhT2isM/OJ+HDN9T5X/84woFjNfAj67qkfEIlnC2FpSb+ADVx29+8Jbzby6lKRY9eUBJZ0Bf7f6sUxxSNqcJDvMLFwQ3eOv1NPh1fYI7BCowFQb7wNR8JM6SpJk0pge7AbnT+88orQgFqU/kl7hfmFQ5wJya5lKJsrRfUBHvSk7tfUTaGctH6SDvjsnO6LCSa6VnD9HEDOsNoTZph7dacTLbg5aKsXnlSoDyrOF0xljI83OHmB6HdGOPCC18wv2nL8955ytDMo6vXrPl2wfLbE8HzY6Rdx1f9T151+TN/pXv2wl/97fuuG733wYwNkwETox7tpqJZNzTrGa2aBXer3qPd7NKqd1GySz9NeWyvnc5RvmGxr3jze1t87uYGfRkUtATpE0hBPacmsjTuzE3kT7Bkk6KgKWVCWeHfnqRclUjleynN6N1CrjwhAxt908wCNc0EJsFF4lxB6WStsuTDUuB0se7EkDbypakhTizQq7VykbfIpZuzVBqtBCpfW6JynFdLjKIAb1rRigghUUIjnfhKSlsTT6X9WiZs2dB+r+euAAb6hqmRPn/5G7Ncd0uft7y3xWJPITyFwWPvwRqLcY2DcUg/lWSuY2UrK1YJqjyJkhIlG5y3PsbzPYYmLzu+fPX5v75zz/wnV61ofzsh+e0F+NjYEACdxWPvba683DtrS/jmhvjyRCOYJ8kUgW9o1TJa9ZR2s89ws8vEyDxCLvLE0YQb7vbYdbDG+79YJ8ssgNIMFhYVmfLKercM8KSkpgyRMgQy9xscBLVXLQmqat17KaAHI/fSqJ1vWfBUuW1BKTMA8jQVgKIfCwdS7S7VwlGacuq+KsUVWK10PgDcjzXdvo2IhsHB6PwE1SovuxmMkm7UzJ4xJWunkmAKK4KqqCVT7UqFORcXxulJ7MklHVUpb47qJHY19wuf2efys2KSzE5NpZnkgzeE7DwYcMNdbXYebtOJayRtgRC5KacAkdLrCXY9adi8fjUvveaSI5NrL/3dfpa8d+OGld9WcH/bAZ4f9cYYnYWFd7/k6svkHUMH/s/MoS9PHJ+R9GKPRk0z1IyZGOkwOTrD4we6XHd3wHW3j3Dbg00y4yF8ax6DjsHETvzgYVeS+JZ3K7uKJJAnutLmmm+5NIIvmQUtubcDdz79X4A8F4FVH5fSArvuWyNdo60Wao7PecwtWsuEXFTmKYFQotCSSFGeQDmAwwAWu3BsztCPjaMKYiA5lsouP/O0BblNRDVG5cDWpWNsdejCXTHSrPx9mRuISGUpwsq7m1JYkAuxFOReMeitjKAVQaZ90swnU4pfeJEG+tx2yVE+c/s8n7trmIeeGCHLFFJqQl9TCwXHO5pjnYwLLjzlyPK1l/++zrJ3jw6NfCeg+O3j4EuPN7zxjWw+8/x7Zxe9I75cuPyJA9M1RI01y3qsnJhDyFnu2Bbzhn8b5f1fXMaRY0O0WyFDDUUjsJruJAXi1Pauld0xL1RA5Hh3YQUnHT8ulImlkKo6F1rYU3iyuOWR2/eroi/cxmZTiMDy0bl80t9WgTLqUUqznjAx3OHwXIcbvyqZmc3F/hRgk8LW0PMTya5AhzCwo34Twyljows8fCBl50HPTbKbokFSOlLlNRKzJLGEkoAPrhcfiOTVq4ejPeWcqSl5euXHDYqo7Iig72coD/r9GtPzbWYXWswuNOh066ye9LnkjIwt6xY4OptyYDZgoRtQ82D5qKTZTFi7ZsXxH7p0+W/Pz+x895p153ynYPidAzjAtR/5AH/3N298aGLZ6a/Zf2BufGroSdYsP87k2BFuvD/jde9exr5DYyxreCwb0oxEhpGaYbRm8IA1yxZ40SVHmVkQTC+EoEJ8T1nrZWfk6VdoRHWAwvqNV5JJL08uZUlJBgyHKnZyAyNzuemQkxL4htDXhEFGLUypRzFDrS6txiwf/nLCp2+vEylRaM6tQ5QDt5Qol+D6Pi6i2ZxkYrjP2acc43hvns/f1yBNrcWwySfroWxfMsi1CwHiQHm9MiNaaGiWTClV76v1cBiQH5RKQbv4IPQS9hw2fOjGEEGIzkY5NtOk0wvo9kJmFmrEcY3V44pnnT3PzoMx9+1S9jkYw2XPWDs/Mjr1K3sPpv92zTU/bvgOHt8RilI9xqY2pXGc/uxppzy0PouPvfM9n58LV48N8cUHYGa6zRkrYKxlE6p+bKlBPZKcs0lx+fmCKy7ss/Y/E97y3gZzRlJTFOAO8pJgJQGr6rurQwx5w0EVZUBZzIPmlRELcO1ctwbXk1dVjoGfEfoZUZhQC2PGhxa4d0eXT98+Tjf26SWGXoxbnqvJlHOFdUIomcsUPAvyeuj6AKHmJc+c43O3R9yxbQIhBS1jKbatjZti4r5qzGlcndFasbnpiLxFT3WQujrYYVC6XCCrKl6BWliPwXymsjhlpCYgoRPDuz/V4J8+sYxnnRPx7LPqjA97NGopvjJ0Y6sKG23X2bxW8KrLZ5lq9xhp9JmLN/dUtPLnLtgy9pGDRzv6W0PV9xDAQyXM9MyRmy+5/AV7duw+b37s/muJ40fCmdmMjRNw6iqPlZOSR/bEdPuaVk0xMeqzYYVixWidhtdk1WiH0JP4maSpnN+hi9wDck2quudyIkeJQfFUzr+rw85BDm7fXRXyqSJVTvVX9TJhkBIFVpMehYscmjEcmotQUpLqjCS1tgqBL05S08atECwVlJ6ylsNjbcHy0QXipM1MPyo8zW04zTuZJUmpeqhox8nzEaC8s1idJVUZZCoHs3HgLv+/dlYPuP07+cAyWKVgliYYIdh3NKLTb3PosOSx3ZJ4pWJqDCaGY+K4z4M766yarBOFwww3Ukgizth4aq/WHv2pd32hfu2h+SPZH/yPn/5Ow+87D3CAoD6O5/Fka3jTmc+7dNXzHt2dvrdx7w42rAk4Y6Pi7FPmuH9/n07cYFUkGWkq2g1rQJMmgiSTIH1aElq+pu7WessljRNR4YyiCvwBXUTZgve8isGQ49h+dWROGWc4VALcL4RgttvarPc4Pp/w6ZtbzMxFTA27xo+rhRc17HzQtuCyeSnTXvaFMCSJZNmw5MWXLnLzfQsc7IREnsBL8xNZFFUbnKWydtvIvMrq72LOTTiBlZT2RM99STKDVs5RSpcGne7soVhghbKJaWpIMzs8HPgBygtQ7vUTwjDfSZmeUzTrkjVTCdPeEb78wDLOXhfiyQbDwzHr1q/qHO0u+5n//uqXf3T9suvMuRd958H9XQN4IxAA2exC/9DWS39sd1p77PHzt39sZKJxbPz0jXM8fnCOQ8fajDcVrbpHqyFo1jPajZijsymfur3BYhayvGFoRYZ6YKskef051WUUK5SiUPgMWskrSzqXuU0FBbfO+banrCZdFctYK6Nz+SCGl1p9uhczfdyw71gIQqFkDpJqVM3TwcrSvuqacHdW2lUfHitHY0ZaPQ7MJ3TSgEiKYlGtFNXup7HWEg7kA/qVfMIdXSghVWqpmlbOBdbYrmi10SpcSdJgfb8tsAWesnYTShhGh3v80DN7fP7eHrPdOos9zXxHM7/gcXw2YnKkxprVc9y/u4UxIVdedNrsD108/stnX7jrQ3/1Tx/hN37xNd8VcH/XAJ4fUgUouPn06WdtDq9+10/Xg9m/vO2+O8b+9dN1hsKQNct8xoYUrYahWUsZbnW56SHDvY8NM+wrxupOmRhagPYTmFm0hRYEBAi0MmWUFCXvVC6K2c5lhXd7ujD4DJwe3feMMxfKdz8646HcbMhtEw68FCFSbr7f40v31wnqoqhED25KG9SJF56uwrb9y6EHwWLX47JzMi4+u8MjT8b0soC+FoTarrhWufEPVmWYSYPSVoaaeY6rF79HLxmclnjOhMd6BQqrHSmqPaZYDQmCLFMsdHz6iV1LEifWDTYMU7ZunObC0+e5+d46q3qw2Ek5OitRns8mb4SfuuoYn7knYHJ867G+rP/PT94c/Icn5XcV3N91gLdqJZE05pJ/Bc/76p6JN5274SsTzaDL2hXQi22VYrgd0087XHtrg9lOnY2jmtGGodWQNGuS0Jf4vuGxAwm7n5DUfWiFtkRYtopFJbnKa+ClD0vgInboyn52FjQrbJqrVgiy8AKxpp/WTStDqgxtPNCepUEsGVE72ZErD6mU44qoL+3MqtCgUzKtSbW1INa5XkXY3aGZMIispDu+Bu2JihbEJd6pbbKkyrrDphn2eysWykLYJpbvZdRrMWGQcGh3ne376/hKEQWGZkORus7nqqk+L714kTsf7nF8IWS8bej0Uh7ZLZid9zl1wzp+9acuPqKGnv17mPRff3r1EH/wXYW2Pb6rAB94j8UEca/zz6984ZVi9Xj4f3Y8ev3EnoOHWVwcYvkYDDc7fOUhw1e3DbGiJZlqG0ZaiqGmotXwaDck61cknHfWLG//rGLn3ja+FESeKWUZhWRTDDR68qVXgVeC22rR7c33MpTMI3GeZJVV5xz0RYfOOdkKp6IbkIQ8BchF5Ytlfdu5wGpFkhqMzgquXWx9cP8rc4ZA+WyEEjYvCR2npiJ5lVKjUvs6WBvjUvmY0xqrRbHlz0atw7b9Pd73hQDdy1i7TNBuSLqxR5LY5DMKhtm68SiXnjXLnfdPkGSSqVHNkfl5pjvLWLXhuUdWrrvo9zH8c7M59HTB7OkDOEAQ1Tk+vfiuLaefnzYb2Vtvft9NI8ubXcaHu2R0uOmhBiKNWDNpGB9WjLQ8hpqKoaZgtK2ZGIk555RFjswnvPmJOt3Up+3AWCZyuf+KLEbSitp2Bdy10GrRo9AOWiipXevcp5/Yrb7WuMYJQt2qlGOz8JX7AqjYklWPgqac7AUQJ/k+d0Jddk7Cp27LONwp7STKIV8L+iSFxdSuBwmkJvKs+6t22Wy+NtBT2Oitc9Mdx711ydvBUrrAT4E+n7xFcd2dDc5bkxL5Gb3Yoxd7xIkk0yFCwPoVCZedscBdD/c5NFNjc6J4/iXLCIevmr744gt+O/B5j1C1pxNiTy/AAUZHGvT6/feuXPOM4+edfmTj1s3pW2YPf9H/6FcE9z/aZv24nfgYHfIZaSmGW9BqZAw3UupRgqegHVl3Wa3FYAUln4SvjqFVrCpC37aPo9B2JOu1PvUoplmzKsZMSw4fH2FuMURr2wzypNv3aCygj8wIbrovKBsqJwH5N3aIAZpy+Tk9poYyDi+WDRhPlZ1WrQ3HOpL9cympEQS+YiSSDGntBF6mcKCyzS+3baGwQqbk4brcsmCvXBmdnkeWKhZjw/F5Q5ol9GNDP/Gs7XEaoeQI52/UvPjiWe64H0aXX5ZMTHi/c/5FF+xQfvCfQoZPN7yefoADRGGo548/+snX/Ng1Af0HOg/7i3//0HX3i9HQl5tXeYwOeQw3BSNtzdhQTKueIoR90xC5ao8yIXSRWuXJpSh9Bz0ngbVRvIze9VqfZr3HSHuBnQd6/M3HGyCbnLq8yabJiMDXNGp5NcHRliW7gApODd8Syqu75KuHwm2ClnadSz2yu0O3nt5n09pjKK/D31w7ws79I2QNBdglAcrZ1vmeNc7MMl1Z1kppi5wJd5MY7f4WZQed0wzmO7DQNbQ6Kd2+ph8ruj2Pbj9i8+oRLju7q1etvdCsXHnqr55yxqZ/ueehg/Ezt572dMMK+B4BOEBr9DRMfEdMY+i9w5OrbnzWVvkjaXf69Vn/MCPtjMATTI72WDE5zbb9km5nlHXLMiCnIKJi3JkvuRq0bs4HnT2VmwtpwtB2JOtRn5HWAnsOLfJb7xjljscmWT+iMAs+gfaYHLMlwzAoN/gW1Yp8JrJap/4aRxW+VXl39ZMFrRGl34ivrCirVRNMjPicuU5x/ml9Vkz0WT91kN98e8r2AxMoofDddJOfYm8O5KW+3NbBk0yQpIJ+IklSSZwqlKfQGQhj8JRg+ZhmPunx6P6QNbEVYk3PpRw6LhD+ak7ZOPy/N02s+ZAKp5645YGD8YuffcbTDafi+NYNJ74DhwguRIizujsfT7ddedGpb1q3bsOfnr5ldSbkIv2kz+ToLI892eF91zXYfSCgn3h0eoIjswGBkDQCqIeCKBTWCNTZN1cHbVXRQXT0JEiphTFDzS69dJHf/+dhbnl0ilUtn5Vtu/ZwsSfo9oXln5kauKS7Zz4wp/ZUNKU6SF+9r07UF4uhlnY+hX3egRJEgd04liQ+h461ODw9yvmnRLzxZ49SC2c51jXMJ5JeIqxrVOpG4SpJpbGzCiSpoBdLun1Fp+vR6flo7TMyBEGkCT3BmqmAn3yeYNOaWQ7MWlffsCFYuWZdtnr1+j+tD5//JtHpb3vx5eu630vghu8xgOfH869+GXsPzGUve/mP/tHZz/ypN0fjL+ivWNZg1+F5/vzfR/GyGrUAQk+z66Dgc7c1EKlkpGlo1QWtuqIeKTxPumhoCm21tek1FU2JFUx53iKfucPj/h2jjIUeY3VNI7JXAuPsDrIqXy3Cdwlb9S3w7+qYWbm0VRRN+eKNKjZR2FwCYcG50PWYnY+YX2xx1jrFS585DbrHXN8u641T2ydIMzdOlifgjk+lqWChK5ldVMwu+swshHgq5IUX9Vm3vE+cQKcvQLf5zVcmbFwzh18f4ed/7Ir+b/3aT7755a/40T/qzR/IfviHX/J0w+akx/cMRVl6XHPNS9h/aI4Vk+J1L7/m2fLQkysuvv6G98otq6KLJ+o9b9WkoVmLWUwNwvMZqglGWzDa9hlqKoJA0ummzMxnGCRhYE1Lci134BnCICUMEoZbXR7YlfFXH5hgeqHO+lFDPbR0xPOsxLQ4qgMAUiM8g1TSCZsqUz48Bf2AE+rgVQWgcRM6OhPYFq3GGFVYtbl5X7ezUtDrSzo9n7nFiFWTNX79VXM8sm+Or26PaAeCeiKIfMuztRt5s/pzW0manhcsdu067iRRKBUyOVwjjTvoTLPQN+w/kvDILkmjvSa98Cz/1udd8XJ9yqaNtx48JF9nzAxCDD/dcHnK43sW4AArp4rxpd9/z79/Alm/uvXcyzr/NOTv/tGhcLvMTJ8k82hFHn5bMDXqsWzMZ7gF48N9ZhYX+dxtAc3Qox4p18ygiN6BnxEFCVL1eOyA5Ohik3YoaQaZXcUSuAVZUtjBhmKi3taWMZr9RxWLfQ8hZTGIDAzw6KWdTKAEeQXh+fdn2u5vXz6e8MgRTToghDJuyNmKufqJ3YjQ7QcsdiOG6x22rFrgrm3DLCQhLRfBk8xyZ4xtdLUbhkajx+2PG+ZnJBNtyWLXrjMZH6oz3+/gSUE3y5iNa5hwhR6bXPvhV5/V+IXF7v75sdGtTzc8vqHjexrg1eM1P/ESZo7tng/C2n8/emTt9l2PqzMXssWX7nvyPhqeZmLSZ9MqyeY1HbSBkVaMPz/Hk3OjrGhZqamS1kUrCrSN3r6d5k/ShJvva3F0IWLtUL68VpSDyE65WN0N5KmMTGdcf2vIoWMhfkPgVQBbAttZl1XMB/Pxr8JoR5QRX2s7eT41Bs+9qMvtjyXEWUhaac7YwWRDkhniRNCPJf3YY6Ebsnw84NKze3zgK10W45BuKKilVtaQuEFmIaBZzxgfmePQrGDmWJ1uT5Adyjil6zPUDPDDgMlWn2eeeTorVwxfe+kFWx9csWL5X3d6vfkzt65/uuHwDR/fNwAHGB5bB3B02/b9f7jilJ9dS/9Bnpwff+loaycbp/qcvXmWnYdiZmdbnLZG0UslncSCQkq7WLYWaepRSi2yxkJRGLNtv+GRPXVCoai5/Z6BL9zGZVf/9krubm8pqJT5bgja2sZ5wi7IHjTsESc0enJZb96IEcX/sxw/TRVCeLTrKdLEdDNDnNmKR+oisd02rOxygUTaW+yRZQFb1vY4dWWX+/e2WUgkUWw1NrXAzopm2ta7wyDF93zaDcUpa1OOd+e5d0cIhFx+wTg/96MbGR7beu2Vzzrz12en5/cMjy1/uiHwTR/fVwDPj82bVtLrHt4Thlt+e9/x2vtbzZn4lM3Jn9z8cP+sux6VdHshq8YNfiicHFZSCwXNup0HHW7ZKf4gSPC9lHse83lgb+gSVzcJ5An8wO3tdJsmAqckDJwB6K4nDTc80ETWfEIpCJxfijEMRNy8Tp+no0WXtTLEbLukwu3L8el0Qi47c5HVyxd5+ECLTuoXCWOcGqc3N24rmSRJFEmq6PR9Tl1tOP/UPl/dpZlPFaYryYwtkTZqml7f0I/tnso0g2ZN8ZwLekwvpBzeGNFon8mZW8++acWk/OsOm+8/cKizZ+Xy7z9ww/cpwAGi2iTAdmD7DV94O6B2XDLx7A/Vhx/feP2XH1RJ2uHxAwbfCIabkqEmjA3FLBudZ2ToOGEQ048bZKlHN4Y4lQyF1rgz385srcaEG1GztCZy5kRS9nn/DRG79reIGh5tTxMqC1S701043lv6m+QIz4cdyiGKDKU0RttEryd8vG7EhhU9fvy587z+X4dZSH06iaCRWFsJG8Gtwq+f2DUxSapIU7dUN7C/yBjNdK9DL5MkOiQKNEPNlJl5jxWTAeesm2f7njpKemzceFn2rFVnbN99cOEXN59x0ZNas23U/9b6st8rx/ctwKvHVc/5JboLM/dnWfb8oF5b+dzLtn54+sDn2zc8tKcxFMHkqGJ8OGPFxBzXf3WBT9w6xIbJkBc+Q3HJ2bNos1B4qlhv8nxOUxIGEIXa+Sfamnmj1mX3oZSPfmUM4UcM+TAUWe4eZ7AQCwI3we4ruxlYO8enMtE1biYzL1Nm9Po+/V5od+hITa1f44cvXeC9n59j+5MRc75PMzb0YkPP7bmJE0OSCBIXyfPlUgaPkUBwxWmaqy9KWbNimo/f2uDWu0dp1VMOHlOsGK9x1ikBqnbK4qlbr5wLvN4r/fqW/WeOqD2B+v4Gdn78QAAcoNYcRmuz51kXjj4B82c8KK666Kd/xLxj396dadbdNbp6bF/r1oe7/NOn2pDWmQg9js54dLo9jOkihCzsIny3Vjz0BVGgHcATGrU+w61F9h7q8Rt/12LXgSZRXdH2NcM1w0gTprspR/sZ050IsPSmntotwWUt3iW7YUqj1meoPU+cxBw8Ns7cQp2Rdh/Py+j2AzYsl7ztfxzhV94WsPfQGHVPUg8z+rEhjjX9xNGUvN2eehhjKzrt0DDe9BmqDbO8bfj5q+fI0ll27Bzj1I0j80PLTj3+zNPWe1sXxc/XhzbdtnKqMQvo3A3rB+H4gQE4OOsx0I9tf3K61lh93bCe3fyH7/pY/4PvfcNvZXNfevUXH9uWXLxFnNaoL0Rzx6009PhCzO7DBqWUnfN0w8k2egtqoU1K242Y4dYiew51+K1/HOLL9zWJala7XQs0Q3VYNRFwzWmCkZHDvOUjdZ44MErNFzRCW/UwbtWf7xnCMKMeJbQbXXY+2eGtHxplvNbinE0BUkKjFmOM3Rl52Vl9/vpXDvLr/yA5eHTUgVzTSGwU7yc5n1YFTVk72aXV6rPYVcwvau5+vMnY8PLeRWdnj04t2+r/1MsufO9H3/+Gv9i69XXhsqlWL83mtRDNp/st/LYfP1AAz49TNy0HqzLtHDuyFyH8t/SkesszzrhAXX1J6+/HRw5t/uyNx561ctk+deujAQeOKc5Y06c/H6BcMbsWCoYahsg3tOoJY8ML9NM5Xv++Fndvm2LTasNzLzzGZ25XQEg9guG2YqRluPwsuG3bPG/fOcIhLBjbbmWelaRqGlHK2FCXZr3DzQ8qbrmvzeWnS6bnDJMjCmMEx+YyPndDxHO3ttm6IeNPXn2Y//EPHk8utGhFgqG6YW4xo1lXCKxKsNNT3P1owMpRyRXnpRw5WqM1uiKbyya/0p4c21ZP516793ia1WoRr/zJPzLD42s7T/f79Z08fiABXj3GJtZAWaVLDx+d/QUhw5FXvfLoG+cOfTTYN51kL79iZOuOA+b8/XsWiZPjTM8GDDU8lNel2w/o9GOuu7NPEMLeg03Wjwa8+CLJq54v6CULfOX2CCWtkU8t0Ow5JHhod512LSNqpEx3A0ZjXHkOamFGu9lhob+AUpItazOWL0voxoHbOGavHNd/VfGOT02wONfgxZctsn5qP889ZxrlJezf3yYIAuKsz8wcqNV9tu+LOdoaRtZXsetwcPdY+/g9raF16rIrXxSvXDn+v+Jefzqs2ebZn/7m0/3OfHeOH3iALz0mx4cApoFfBtiz/T/xFZdPbhfPb16UvPL44uypj2xPWFZ7nLu3J6wdjTm+s8sHb2jz48+LOH295sknDe26RxyHNIKMJIVujGugJOw7Ck8eHOKHzpWcdcoi7/hPzWK/5nZCGhpRhlJzvOOTdc5Z1+bszbOsnugxP13HGKhFGYFn6PYVNaWYW/A5MhOwb7rOUFDnFVd0+Y8vzOEzzhmbNI/sClm7cQv+dIBSo4+tWRV9mKHwc54yN/3ENVfyptc93a/603f8XwfwpcfaTdcA3NRbnL4JwZfnOsnGjRum9bb79+uR8TXrL7tk6Pd2P7GNH75qnK2bd3C8c4B9+/toDdsPCHbvq3PupoR+X6MzHyESvvxAyGhNsXEq4oJTIp54xjx3PlB3v1FQizKuu8vj3keHaPkt1q8wXH7WNNfeqJFopFrgrscE66d81kwldHt9Fjt97tnmsf/YWrp6jPXrF5kc38Rpy/e/aeehzq51my6TZ7ZGZKLDHcB1z7zwO+P19/12/F8P8PyIGiMA1+Uf9ztHuUbWhtPejls9L6bRGk3Glm34jUsb2fM2n6bYtNywc9eXUMLw8su7PLgL/CCiXjvGzv0ekdIcm4mZmxOctjrmrvszlBDMLwo6nYy7t/kEytAIY47PSqZGBX1taNRDdh3OeGin5KWX1DllY5tnnX8pW9ZnjK/XHJ1ufD4IOm+dmur4mzedyWmbXnDTr23pz6xZPfl0v4Tfk8f/D/CnOML6OMAM8AmAXXsOAjy6eTybOmWj0UNRzOEj9zDc6rJsLOHIrObocZGsP+XcP/6hZ4kXKeMl8x1Jcyxl7dA8L3j2KBtWSBa6ELRTzjurR3JKxPmnGuYWYKKV+c+5ovEp32z749luzZ/pCHqJol4f4owzzmBqTLJitZGeig6B2dUYWvZ0v0TfF8cPTsHze+DoHv8YSoqpT97YGap5wjxxRHLWBo1hke1PDLFiQnJ0OmPlpOGxJxNE5nP2hpS9ByUTY0LsOj42K4Q59JqXP//p/lN+YI7/D3MWwmeKlH/TAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE5OjEyOjA5KzAwOjAwCZmEKQAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxOToxMjowOSswMDowMHjEPJUAAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 112972000
    {'hecke_orbit_code': 9007199388959191, 'n': 1, 'trace_an': 48}
  • id: 112972001
    {'hecke_orbit_code': 9007199388959191, 'n': 2, 'trace_an': 2}
  • id: 112972002
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  • id: 112972003
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  • id: 112972004
    {'hecke_orbit_code': 9007199388959191, 'n': 5, 'trace_an': 428}
  • id: 112972005
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  • id: 112972006
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  • id: 112972007
    {'hecke_orbit_code': 9007199388959191, 'n': 8, 'trace_an': 2355}
  • id: 112972008
    {'hecke_orbit_code': 9007199388959191, 'n': 9, 'trace_an': 34992}
  • id: 112972009
    {'hecke_orbit_code': 9007199388959191, 'n': 10, 'trace_an': 6185}
  • id: 112972010
    {'hecke_orbit_code': 9007199388959191, 'n': 11, 'trace_an': 11989}
  • id: 112972011
    {'hecke_orbit_code': 9007199388959191, 'n': 12, 'trace_an': -86778}
  • id: 112972012
    {'hecke_orbit_code': 9007199388959191, 'n': 13, 'trace_an': -2393}
  • id: 112972013
    {'hecke_orbit_code': 9007199388959191, 'n': 14, 'trace_an': 18201}
  • id: 112972014
    {'hecke_orbit_code': 9007199388959191, 'n': 15, 'trace_an': -11556}
  • id: 112972015
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  • id: 112972016
    {'hecke_orbit_code': 9007199388959191, 'n': 17, 'trace_an': 62538}
  • id: 112972017
    {'hecke_orbit_code': 9007199388959191, 'n': 18, 'trace_an': 1458}
  • id: 112972018
    {'hecke_orbit_code': 9007199388959191, 'n': 19, 'trace_an': -39882}
  • id: 112972019
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  • id: 112972020
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  • id: 112972021
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  • id: 112972022
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  • id: 112972023
    {'hecke_orbit_code': 9007199388959191, 'n': 24, 'trace_an': -63585}
  • id: 112972024
    {'hecke_orbit_code': 9007199388959191, 'n': 25, 'trace_an': 886490}
  • id: 112972025
    {'hecke_orbit_code': 9007199388959191, 'n': 26, 'trace_an': 294399}
  • id: 112972026
    {'hecke_orbit_code': 9007199388959191, 'n': 27, 'trace_an': -944784}
  • id: 112972027
    {'hecke_orbit_code': 9007199388959191, 'n': 28, 'trace_an': -60819}
  • id: 112972028
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  • id: 112972029
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  • id: 112972030
    {'hecke_orbit_code': 9007199388959191, 'n': 31, 'trace_an': 392689}
  • id: 112972031
    {'hecke_orbit_code': 9007199388959191, 'n': 32, 'trace_an': -341578}
  • id: 112972032
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  • id: 112972033
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  • id: 112972034
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  • id: 112972035
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  • id: 112972036
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  • id: 112972037
    {'hecke_orbit_code': 9007199388959191, 'n': 38, 'trace_an': 677216}
  • id: 112972038
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  • id: 112972039
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  • id: 112972040
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  • id: 112972041
    {'hecke_orbit_code': 9007199388959191, 'n': 42, 'trace_an': -491427}
  • id: 112972042
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  • id: 112972043
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  • id: 112972044
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  • id: 112972045
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  • id: 112972046
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  • id: 112972047
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  • id: 112972048
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  • id: 112972049
    {'hecke_orbit_code': 9007199388959191, 'n': 50, 'trace_an': -2159111}
  • id: 112972050
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  • id: 112972051
    {'hecke_orbit_code': 9007199388959191, 'n': 52, 'trace_an': -3605030}
  • id: 112972052
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  • id: 112972053
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  • id: 112972054
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  • id: 112972055
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  • id: 112972056
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  • id: 112972057
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  • id: 112972058
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  • id: 112972059
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  • id: 112972060
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  • id: 112972061
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  • id: 112972062
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  • id: 112972063
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  • id: 112972064
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  • id: 112972065
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  • id: 112972066
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  • id: 112972067
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  • id: 112972068
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  • id: 112972069
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  • id: 112972070
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  • id: 112972071
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  • id: 112972072
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  • id: 112972073
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  • id: 112972074
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  • id: 112972075
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  • id: 112972076
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  • id: 112972077
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  • id: 112972078
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  • id: 112972079
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  • id: 112972080
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  • id: 112972081
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  • id: 112972082
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  • id: 112972083
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  • id: 112972084
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  • id: 112972085
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  • id: 112972086
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  • id: 112972087
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  • id: 112972088
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  • id: 112972089
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  • id: 112972090
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  • id: 112972091
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  • id: 112972092
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  • id: 112972093
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  • id: 112972094
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  • id: 112972095
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  • id: 112972096
    {'hecke_orbit_code': 9007199388959191, 'n': 97, 'trace_an': 16208760}
  • id: 112972097
    {'hecke_orbit_code': 9007199388959191, 'n': 98, 'trace_an': 6323227}
  • id: 112972098
    {'hecke_orbit_code': 9007199388959191, 'n': 99, 'trace_an': 8739981}
  • id: 112972099
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  • id: 112972100
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  • id: 112972101
    {'hecke_orbit_code': 9007199388959191, 'n': 102, 'trace_an': -1372599}
  • id: 112972102
    {'hecke_orbit_code': 9007199388959191, 'n': 103, 'trace_an': -9829887}
  • id: 112972103
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  • id: 112972104
    {'hecke_orbit_code': 9007199388959191, 'n': 105, 'trace_an': -18842598}
  • id: 112972105
    {'hecke_orbit_code': 9007199388959191, 'n': 106, 'trace_an': -21971274}
  • id: 112972106
    {'hecke_orbit_code': 9007199388959191, 'n': 107, 'trace_an': 10200331}
  • id: 112972107
    {'hecke_orbit_code': 9007199388959191, 'n': 108, 'trace_an': -63261162}
  • id: 112972108
    {'hecke_orbit_code': 9007199388959191, 'n': 109, 'trace_an': 5333323}
  • id: 112972109
    {'hecke_orbit_code': 9007199388959191, 'n': 110, 'trace_an': 44674639}
  • id: 112972110
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  • id: 112972111
    {'hecke_orbit_code': 9007199388959191, 'n': 112, 'trace_an': 24313497}
  • id: 112972112
    {'hecke_orbit_code': 9007199388959191, 'n': 113, 'trace_an': 58431722}
  • id: 112972113
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  • id: 112972114
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  • id: 112972115
    {'hecke_orbit_code': 9007199388959191, 'n': 116, 'trace_an': 135131527}
  • id: 112972116
    {'hecke_orbit_code': 9007199388959191, 'n': 117, 'trace_an': -1744497}
  • id: 112972117
    {'hecke_orbit_code': 9007199388959191, 'n': 118, 'trace_an': -57743956}
  • id: 112972118
    {'hecke_orbit_code': 9007199388959191, 'n': 119, 'trace_an': 15024138}
  • id: 112972119
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  • id: 112972120
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  • id: 112972121
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  • id: 112972122
    {'hecke_orbit_code': 9007199388959191, 'n': 123, 'trace_an': -103489866}
  • id: 112972123
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  • id: 112972124
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  • id: 112972125
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  • id: 112972126
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  • id: 112972127
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  • id: 112972128
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  • id: 112972129
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  • id: 112972130
    {'hecke_orbit_code': 9007199388959191, 'n': 131, 'trace_an': 109488372}
  • id: 112972131
    {'hecke_orbit_code': 9007199388959191, 'n': 132, 'trace_an': -131984019}
  • id: 112972132
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  • id: 112972133
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  • id: 112972134
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  • id: 112972135
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  • id: 112972136
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  • id: 112972137
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  • id: 112972138
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  • id: 112972139
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  • id: 112972140
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  • id: 112972141
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  • id: 112972142
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  • id: 112972143
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  • id: 112972144
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  • id: 112972145
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  • id: 112972146
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  • id: 112972147
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  • id: 112972148
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  • id: 112972149
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  • id: 112972150
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  • id: 112972151
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  • id: 112972152
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  • id: 112972153
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  • id: 112972154
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  • id: 112972155
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  • id: 112972156
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  • id: 112972157
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  • id: 112972158
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  • id: 112972159
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  • id: 112972160
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  • id: 112972161
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  • id: 112972162
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  • id: 112972163
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  • id: 112972164
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  • id: 112972165
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  • id: 112972166
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  • id: 112972167
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  • id: 112972168
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  • id: 112972169
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  • id: 112972170
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  • id: 112972171
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  • id: 112972172
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  • id: 112972173
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  • id: 112972174
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  • id: 112972175
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  • id: 112972176
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  • id: 112972177
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  • id: 112972178
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  • id: 112972179
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  • id: 112972180
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  • id: 112972181
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  • id: 112972182
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  • id: 112972183
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  • id: 112972184
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  • id: 112972185
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  • id: 112972186
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  • id: 112972187
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  • id: 112972188
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  • id: 112972189
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  • id: 112972190
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  • id: 112972191
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  • id: 112972192
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