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{'Nk2': 27648, 'analytic_conductor': 160.89793792564984, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, 1]], 'atkin_lehner_string': '-+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [48, 1, [31, 37, 17], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [48863730, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 402653232, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '48.24.a.a', 'level': 48, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '3.24.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-3^{11}q^{3}-48863730q^{5}+1723688680q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '23.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '48.24.a', 'trace_display': [0, -177147, -48863730, 1723688680], 'trace_hash': 2068585631865704612, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.002', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.013', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.001', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.026', 'prec': 17}, 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-
mf_hecke_nf • Show schema
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-
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{'AL_dims': [[[[2, -1], [3, -1]], 6, 4], [[[2, 1], [3, -1]], 5, 2], [[[2, -1], [3, 1]], 6, 4], [[[2, 1], [3, 1]], 6, 2]], 'ALdims': [6, 5, 6, 6], 'Nk2': 27648, 'analytic_conductor': 160.89793792564984, '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': [48, 1, [31, 37, 17], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 178, 'dim': 23, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 402653232, 'hecke_orbit_dims': [1, 1, 1, 1, 2, 2, 2, 2, 2, 3, 3, 3], 'label': '48.24.a', 'level': 48, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 190, 'mf_new_dim': 23, 'num_forms': 12, 'plus_dim': 12, 'prim_orbit_index': 1, 'relative_dim': 23, 'sturm_bound': 192, 'trace_bound': 5, 'trace_display': [0, -177147, -35553398, 27593280], 'traces': [23, 0, 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mf_twists_nf • Show schema
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id: 39549
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '48.24.a.a', 'source_level': 48, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '3.24.a.a', 'target_level': 3, 'twist_class_label': '3.24.a.a', 'twist_class_level': 3, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 24}
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id: 39550
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '48.24.a.a', 'source_level': 48, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '9.24.a.a', 'target_level': 9, 'twist_class_label': '3.24.a.a', 'twist_class_level': 3, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 24}
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id: 39551
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '48.24.a.a', 'source_level': 48, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '48.24.a.a', 'target_level': 48, 'twist_class_label': '3.24.a.a', 'twist_class_level': 3, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 24}
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mf_hecke_charpolys • Show schema
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id: 162050
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 402653232, 'p': 2}
-
id: 162051
{'charpoly_factorization': [[[177147, 1], 1]], 'hecke_orbit_code': 402653232, 'p': 3}
-
id: 162052
{'charpoly_factorization': [[[48863730, 1], 1]], 'hecke_orbit_code': 402653232, 'p': 5}
-
id: 162053
{'charpoly_factorization': [[[-1723688680, 1], 1]], 'hecke_orbit_code': 402653232, 'p': 7}
-
id: 162054
{'charpoly_factorization': [[[-1428263180124, 1], 1]], 'hecke_orbit_code': 402653232, 'p': 11}
-
id: 162055
{'charpoly_factorization': [[[8220964044826, 1], 1]], 'hecke_orbit_code': 402653232, 'p': 13}
-
id: 162056
{'charpoly_factorization': [[[5989210330446, 1], 1]], 'hecke_orbit_code': 402653232, 'p': 17}
-
id: 162057
{'charpoly_factorization': [[[680005481275676, 1], 1]], 'hecke_orbit_code': 402653232, 'p': 19}
-
id: 162058
{'charpoly_factorization': [[[15440648191080, 1], 1]], 'hecke_orbit_code': 402653232, 'p': 23}
-
id: 162059
{'charpoly_factorization': [[[-115094192813324022, 1], 1]], 'hecke_orbit_code': 402653232, 'p': 29}
-
id: 162060
{'charpoly_factorization': [[[-90829724501108800, 1], 1]], 'hecke_orbit_code': 402653232, 'p': 31}
-
id: 162061
{'charpoly_factorization': [[[1297873386623227570, 1], 1]], 'hecke_orbit_code': 402653232, 'p': 37}
-
id: 162062
{'charpoly_factorization': [[[-5214036225478655130, 1], 1]], 'hecke_orbit_code': 402653232, 'p': 41}
-
id: 162063
{'charpoly_factorization': [[[-2410434516296794108, 1], 1]], 'hecke_orbit_code': 402653232, 'p': 43}
-
id: 162064
{'charpoly_factorization': [[[-23132669525900803824, 1], 1]], 'hecke_orbit_code': 402653232, 'p': 47}
-
id: 162065
{'charpoly_factorization': [[[44512631945276522850, 1], 1]], 'hecke_orbit_code': 402653232, 'p': 53}
-
id: 162066
{'charpoly_factorization': [[[-323974479000840790476, 1], 1]], 'hecke_orbit_code': 402653232, 'p': 59}
-
id: 162067
{'charpoly_factorization': [[[199406203121599312522, 1], 1]], 'hecke_orbit_code': 402653232, 'p': 61}
-
id: 162068
{'charpoly_factorization': [[[-646392500721161158996, 1], 1]], 'hecke_orbit_code': 402653232, 'p': 67}
-
id: 162069
{'charpoly_factorization': [[[3551461551813260928312, 1], 1]], 'hecke_orbit_code': 402653232, 'p': 71}
-
id: 162070
{'charpoly_factorization': [[[-3353187900182300778170, 1], 1]], 'hecke_orbit_code': 402653232, 'p': 73}
-
id: 162071
{'charpoly_factorization': [[[-6872134095241809038320, 1], 1]], 'hecke_orbit_code': 402653232, 'p': 79}
-
id: 162072
{'charpoly_factorization': [[[-1169769717495414820644, 1], 1]], 'hecke_orbit_code': 402653232, 'p': 83}
-
id: 162073
{'charpoly_factorization': [[[23457212631337905637974, 1], 1]], 'hecke_orbit_code': 402653232, 'p': 89}
-
id: 162074
{'charpoly_factorization': [[[30603881563463466110686, 1], 1]], 'hecke_orbit_code': 402653232, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '48.24.a.a', 'level': 48, 'portrait': 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uz4Pcct/1gch+1dBz/0rYbEf9P1Nx7gWi8B/OzTL1259/Of/5pcN+zdE4ezxnBFEIZF5uoxm8bg7ITJbLPHhx5M0GGFJ44KrtV7vPUOny1jPns2L7F5pMLk/DiziwVmlw0WVlLml2OmlxIWOzHVIZ97D3e5cx9Y0sVWNgt1h7llg/m6oBdAHGscS1N0EmqVGA1Mzse0u7B1nUnRDUhTAcKi62m2jAesNA1IMyrS7EIQQ0pKvRWyccyk4ymEShE6oOyYbFnv0+wJJmcNEm0wXJaUHIFtQhwLeoFkvi6ZW0lZaMTYtg9mzF0HutxzUDBadllplLm2YDO7DAvLMQv1mJk6XFqJ2TZeZ9d6m42jgnfcBtNzNZ48KglEhw++KWBxqcqZqYRNY7C0DN0opGhrtm0YjfdtL71ww+3v1KGx/4VuxD9bVxCMj5W/1TD5U6+/sQBfvPLbCGlYrn5SPn3qwJcee2nxHVZSZ7gSUytFtHuC/dt9zlwdphMoCobBsydiurrFD74jJfJrPHVMcGkhYLkXUSh2+dffX+fm7TYrzSFmFkvMr9jMr0iWGpqFlYT5RkI3jAl0zO7NPfbtgHpDsn9zwAM3aqJYIUj545ccFlsOm4YCJuYU3W6JG3YlLLZjJmdhz2bJxVm4a69GpwG9yME2QsqOwYtnXApuhK1iwiQlSQzu2O9xedpmz9aIq7Ow3Chyw66Etu9zeUGxeSig3g758gsFUqFIkoQHb+qxc3PKfNPk5p0+OzeYxFGBnucyt+wwvyxYamRRe6GumaoLFrohN+9Z5l99tE3JKVJv1bg6XeHJYwIvbfFD7+ri90Z59jUDx/Ho+gbnp332bLFo9wRlB8ZHFds2mojyvcH9d735P+zcOvIv/uUvP8y//0fv+1ZD5k+8/kYC3Fv6TzgjbTV5duxfLy9e+PHHnm+Uh0uePV8vkEpJElksrCgse4XbDoSsHyrQ6ZY4ds7k5bMhierxPW+DRr3CSyc1U0sxM02BVfC5+2CdjzwQsn2sSLNbZrHuslS3WG4J6i3NSkvT6GjanqYdpPT8mOFyxJZ1WVXRNlOmF02EtNk6pti+IWXDWI+FRsCJiyVu2Z1ScBucujREqRgShibDNY3nw/4tPp97ssrezTFBkDJSkUSJR8mxOT3h45pFbtoT8/qVkIUVi43DNtvXw5bxEKUippfBMlOESNm6LqZWknQ8m27PpN0zqbcV9SastDT1VsJyK2G+BSt+wpaNXT7y4DJ371MUrArzKyUm5wq8eBLme12+76E2Mqnx8imXYxdCOkHM+rEut+81MESFhUZKrH00ioXlgPXDFst6ZzK+btPPJNHivxOynPzCT//wtxo633T9jQL4Yy+dw3Vd95Xjs1veuv8bH15eXPz3Dz/exrJidmxQTM2bnJtJ+HvvibgwMcJLpzQX5j2+/cE69x1S1OsjnLjgcOpqhO3GHNpiMr2gWGqELLc08y3BfDclFV3ef1+Ld92u2bHeIQwLNFoOza5Fq6NodAWdnsAPUsI4JUlAyRTbBNdOqZZTxoYiDNPn8lzIyUs2Oi7yjjtCDLPJ0bMVtq2HR16Jue+QzWLLwzEUcRIxVIM4MjHMmJWVAvfe3OaRF0tsXw9HLgaYFHjodk0sPE5eTrg67WBIi3U1g1pR4NoCyxIoAbGGMErxQ+j0UppdTaenafY0K90UL0nYuqnHu+5s8f57QtAlVpqVbFE3siBxbUmzf0ePomVy+rLBicshS57HPTd0+cC9Fpcmh3jxpODibJcffZ/P2ckhphYidm3oIFKDq/X1rFs3+i9/5mM3/n5qbp4KQ89zqzd/q6E0uP7GADyNXgKjZJ08vfxDjz4z9asrs6+KzcMdeeKSYLicUCoLpC5wZiJl25YG9xwwuTwxxCtnU64sBFhOi48+lLC+WuPCRJGlpiBFoBNodWNanZhmV9Popix2BHMtTa3a4223drhrX8zWdYqya9LuONimBBRhLNFaoFPo+YDQ1Eo+F2dSdBry2JEiQc9l10aLuw/3iHSTZ45VuWm3ycX5Lq1GmTsP93j8qM26oZSzkyn/y3e0OTths25I8o1jirv3K+q9NleuDXHTnpBnTnrEQYG7Dljs3OzjxV2+flRBIrg8bVAuGBgCep5Ep4JEp0QxIDWGpWl1U4qliM3rA+7Z3+Ntt8QMFx0W6hVWmi6NtkWjbVDvCFqdFK1TAFZaCeenI4bHOvzAO9u4Yogr0xVePZtyfrbH3Td47FxX4eyEIJEBw0UYLke8dt7hwA5Tv/m+G9PE3vvjE529n6xai+G77jv8rYYU8DcE4F1PyyDw3nP62Bd2JUn3F377D46blqkwLMH64ZgogMdeg5t2BWwdK/LVV1IevG2F77jb4ZVTw7x+MeXYxQjDafO/fGePLcNVpuZLtHuKrifp9KDdS2n3YtrdhK6nafVSlrqCpS5EScANuz3GhxK6vZR33hmwbVwTJxJDpoQRPH3CYWrRYX0t5tRlB3SBfZsUN+/V2E6Poxd7LC0XObitSLna4MXXTW7b7bDSa9JolBkfT3nlrOJ739zl1bMGm8ZMlrstGvUhbt7f48VTCUNulYO7uiy2WrxypoprFLl1b8qeLT7ILieuCsaGIhaWIp45YeJHCikh0Snb1oe87c6QTlexoaa5eTeEYYF6q0C9ZdPsmrR7ilZX0u6SP4eEnp/Q8VImllLWb+jysfd7OHKI186VOHEx4eULAe9+sM6bD5V49CWH7ZuWObzD5vEjZYIoZHxIYMgEQ0YYQ/dFluH+1Pd/5H2XbNf9shCG/lZj61vuRUniHknS+f5LV17+pYsXLw31OvMYBmxZ32N2ucS5KTi8zeSGrYrXL6XEcYiR2rx02uHGXQ32bYOiU6NcsHjpbJXPfD3hZ350gR1GwnLTpd01afcMSj1JyTOpFA16fvZy1wUaL0jp+Db1JYfpaylhrJmZj7HtFBBYKsWQgp6nEJjEPYMbtwl2bkjZsrFHkHT42quKc5dqvP0Wm5v3N/j011IsUWDbxh6vv6jYWFWMlHs4yiWMTBY7UHQMNq0THD8XcvMelwduWuZTX/GwzBJvvSPFtHs88UrIIy8XOXPVZceGAtvWJ4zWQraPRBzalqCUxlApkFKwbUarNmFk0ulZnLpo0vUNep6i60u6HnT9lG4v+907XkLXS2l7KQttQVsH/JOHOoh4HU+fdDl9NWZyJWDLpib37U8RmOzaEnJgm82pS1W6XsThnT7NtsN8PWTTmMHRYyfMDWNjv/TEc0fqd9x6yz9uNDufqlVL/+MCvNPt4QfiR08cf/Xnzrz+5SGv20GqhLsPS145q0D4HNrR5Z5DCdvHxykXykwtxJScmKVmgZ//rOBNN3V5390B60cr7N5iMNP0CZMWOzdCwalQb7mUPYtuz6CTv2zPN+gFBn6Q4oeaMEqJopQ4ye4wtkg1SCUwDYFjCaolQa0E4yOaTet6jNRaPHoUnn3NROoKb7/F5MZ9HZ4/ExH6Ze6+UdDyPBZXity1RzNS7eEaNn6sWGpHKC24cY9BoRRw7LzD/TdXuPOGDsfOK0gr3HLA4kfeXefx4yHfeLXI2SmHLaOK8SGXWqlApQSuDaaRoiToFM5eFSSJIIoFYQxBRPY7BgleoPEDTc/X9AJN14N2AAsdyWwjZefmJsfOSWbnbK7Oh/ja4933t3jzDSk6GmapYVN24MUTRV49p7nWDNFGys51HhtHFS+fNjDthInpWZpff2TIksn/8cD99xmh7/2G5bj/4wE8TZZBRj9y4tjzP7c09cjYyQshXW1ycJOiZnhsGCpz7CIstCIaXodvv3uBgjvC5WmXuWWDueWYC9OSx142OTPZ4733LLN5PMWXXf6P33X5kXd1OLgtYLhSZLlZoOPZ9DwzB7bK7lAQRJIoFsRxttVn3q0sqTQMcCwouJqhUsTGsR4xXS7ORPzeMw5XrhWp2i63HTC463CbVy60eOylMnfsdtiyvsfnnhQoYVMuRTS7AToFJWC03KPdsdCxy3vuW+R3Hymwc8HhXXf0CKMVnjk5TJQ43H5gjHfd1mb35hZPHOvx+rUCJ65abBqSDJUFBVtgmdkilAKESNEpaJ0SxflijVKCKFvIfgheCB1f0AgE9Q5g+Nx5sMGPvnuJp44VuNZaYsfWiPfcE7J1rEC3W+X8pMvsEsyvJFyZjVnseXzbfQ32bLCxZIkTFxRhHFEpCvbuCOj04Dd+77GxbqB/7rbb70knZ+u/uXXDt6ZH9K8d4Kdf/QTPnBrn81984gdqxc4vLMycHJmaX6FYrLA0b3BhLmTzOsWhHSlR5HLkvOKPn3EIkgY/8PYZauURJubK1MomlYJkcl4wMav4L18qkIqEpldjZlly7FyPu29s8dG3NrlpZ4vhxCWObXq+Q9cz8QKDMFJEsSROJIkW6FQgSJEixbY0BSfGtkIsM2BmJeArRySXpi2uTtdQ2mbneov92xW37Guj7CVOXi6xsVrg4A4YH21Qb5c5tFES65RHX7UJepJqMeah232+/EzE1HyJvbtM5po+p6+YbF5X44btSzz/eocXTwuC0GLf9iH2bbbZt6nD5bk6l2bg1XMFLl4pUjAEtiEp2imOCVJmSVWaZos1TiCMIUwE3UDQ9gXtCEIdo1Of23a3+d63tbn/cMKGYZNbdgraXhe0jUiHuTqdVXRnFmNmFhOuLGmaQY/vf6jDt93hMDlX4+hZk9NXIhJlcvsmn4JtsdxMGCnM8dgTT441Ggu/sGtzIb58+o8+/blHWvzL/9/3/d0F+JOPf5px4zT3HRTf8/jL0//pi8fnqjfuapDqKqenBIe3aSZnLT73jZD33Nfkvps0plGkdFnwwtFhXjnT5YfeucK9BzqMVIeplV1KRYtaSTC9LFlumxSALVVBvWPzhWcrPHnCZ12tx4cfbLFvs4/vdTm4PWXzuCKITJJEkWhJ2ge31JhGwuRCytV5QdPTPPx8gZnlGmloUnMUG4YNto4b7NgIB3e20XKZT3y5SL1e4Y59Bgd3tnjihEDEJmM1SbEQ04ssZCohlSjDouULFuqCA2mBB2/p8MIxlw0jFnccHOKH373MJx/p8Or5Il3fZKVZYvsGl73re9y+p8MH7u8wW6/z8PM2Kz2byTmTmRkLUwmklAgEOk1JNEQ6JYk1teGIwwd6BEHEvs0BH3wwYKyiGCrZxLHD3JJFEpsQmyy3HKYXLK7Nw9RCyNRiwuXFhLtvbPKDD3k4apgzVyqcvCh5+VzA+vUd3ntPQrtdYWIu5sCOkOMXLJL0IlFjZuR4Y9t/eircE33lqcXf+dRnP8MPfvSvD+R/bSrKr/zaZ/nEH90k/t2Pvfyhq1Ozn1xZnCy0fcmJSyEffUfAzEINITVjZYuvvSzQRofvfXsXSwxz9KzLxamQy/MJoQx5060N3nmrpmhWmV6scH7S5Np8RL0V0/E0vQC8SNALBZ1Q0IlAE4OOEXHMLYd7bB8PiWPQqchpiUAKgVQCw5Scn7I4e8mh6BiULMlIQTBakYwNGWwYVWxdn7B3a5NErPArXywzOVXljj0mdx5KGRmZ5//6goWlq7z1NsW+Xct84quSqF3je96eUA/rfOorBQ5vKvC2OzXSnONXvlBivFjmzoMGtx/ocHl+hf/8pQIiKrJ3o8HmdQYbRiXjIwljNZ9a2cd1epQLPV6/CuevSUwzRakUITSQZn+lEMewbTzh7kMxSWQSxTZpauGHJp5v4QUGXmDi+QbtnsFSUzE1p7k0HWb+lqLHO25v89abDJK4xuXpEhcmBccu+ii7y/e8NUXqCl97WTJW80FI5httvvehiFfPVWh1FHt2bOpVhjb90Ec+tPPzp45MpIdv//6/Ftz9tUTwl57/Xe68a1iVSq++/5lX5z+t4gmnUpKMuZqHbi3ylecNNq73eN9dMaB5e1Lk1XMVXnxd8aabY7ZtgCSxcayQmWXJI8+u44kjHg/c2OW+gzEbRkbo9ExIwTYTiqEmiCCINEEMYSzwI0mQ2ESJw7lLRU6cgyRNybseUQJMCZbKPB8lGw6uh7ILlaKkVlIMVw3GhmDLeMD60SZRWudXvljh8pUKN+9Q7Ngk2bmpwVOnYxZWKtyyXVIraxzLw5Y2qRLEiUSkKXES0ug6LKyY3LzP5cY9HZ4/5rCuJig4JW7eo/nY+1f4T1/SnJ4p0exqmh3FUsNgpFqkVnaplSuUCxGjxYitN4fYZoxpxCiVIEWWTKQItJZEkWJxySCKFVGsCCNFEOU/Q4kfSjxf0fEl9RbM1RNi5fHBtzW5/7CmYJaYXqxwbd5hZillci4iRXPvAZtW0+HIOcnl2YDL85p339Pjlr0WX3txCKSPkIKpa1OF+9fHn/7aV0L92NHdX/zEb/1O8vd/+Hv+yrH3Vx7BF6/8CqOjSr1+Lv7gI891PvXEi5PO9jFIpcGlxYDvfjCm0yrz9MmUaqXJrfsito85CF0giiXloqbjGcwvWyzUJUuNmKVGzEIjZbaVsGdjxI07isSJhRdogjAhjHJlJM7vBOIkJUmybTvRAq0ZgFsIUBIMCaYpsA2BYwsKtqRYUFQKklpFMDYUs3W8R6nY5IsvhDxzskRzuczhLYrdWyxu2edTq83xrz9VIPXK3HvI4Y6DPrONBX7jj4sc2lzjgZslh3Zf4xNfNpifG+L2/S733dTF1wv8m09WWOeWuGmXyd5tcGhHk8X2Ck+fVnz56RGqlsHWMcFo1aBaVlSKglIBim6KY2tsS2MbCYbKqJaU2TtIU7KClRbEWhLnSkscS8JYEEaSIBSZ6hIK/ACSNOaGvU32bExYWCmysGLnz1+z1IhYqCd0fEGpYBDGGpTP5g09bt+bUrUrPHfCoum3+dBbulyZHsJUIeO1Dh57/ZnOlh+cbdf+oGT5yc/9kx/4K8XfX3kEP32lItXV4LuC7sSvnTq34mxdZ7Jvm4dtGLQ7JV4+3WSs1uXmnRWef32IXz0dcNOeFj/4rg4WklpJsGHUplIsUi651MqKkapi/Yhmt69JtEPXUxQLgrJSOJYkjjVRkhLHfelPkySZupCkuVKSqyVCCKQEJQWGIbAMgW1JHFtSdAXlQkq1pFk3FDBa6xCnTT7/nOSTjwwz5jgc3iLYst5k2wbN1vUNvvhSSr3usG9cUStDqRCxMCFZbNhY2yGIMqpTrcLFqymNtmZ+2WH3Noc339LhK886DJfAtiyUrHJop+Dvv2sRUy7yx8/XODPjsK4dMVaNqRQVJVdRcCWubWBbYJtgGGkGcgFSrAE52cJOEogTkXH0WBDFZKpLDFGiSVMoFyTLy0MsLEDXh2ZH02hFrLQT5uopsy2B7UTEZg8pYn7wnV1u2WEzPTfCcyckYyN19tUM6vUxXr8kMF2NporiqjO/bP76/h2OUXSs/0oWZ/52AvyTn/0iV2b1D9jJ5H945fXFctFxGC5JLlwzuWFXiw8+6PLs8RqvnQ85tEOyf4vElCkXrw7xi//VJ4hDDmzz+bY76+zf3GbDaInFeomZJYdmJ+slTJIMpEKkpGQ6cJyo/CVmSkKi0yxi67Tfw5mDO/t/lRIYSmAaGUAcGwqOpuTGVEsxo1WPkVqTF86FfOYxl/NXq2yrmOwch03jFpvWwd4tbXpxm1fOlnGVyWhNUS1BtRRQq8RYlpF9xxS8wKLejmj2UlrdmMWGxZbxEnfuW+SxV3ucnylTsCNMZSFEhZ0bFd/31mVu3bvIZx4r8cqpKitdg7FyTLUQU3AkrqOwTYFtSkxTYCiJUuTyYYbylKyHVWtINGhNvvhXawD9Z9TpCeaWMyuA52vaPc30Csy1UrQM2L+ty7vu8ti/NSUJbIZLFSamq5yfsig4Hod32lycKvD46zFDIz32bDJYqluMVBJGnany8oL1K/e/Y691+rUvfvLgze//2wfwlZUWSskf/a3f+YOf6y5NDRdcg1NnNdV9CRtqLsfOSEyrw+37Eg7tKlNvKUJXoBTUViTTy4p6s8DXZhKOnPO5ZV+Pd93RpGx2uWWvy0K9RL1t4weSKJEkiSDRWVRKEkgSSZz/vdYSnbIK7qxImUduMFRWMLHMFMfSuE5WTKqVA9aPtFlo9fjVh00ePTJEvVFk16hgy5hg45jFpjHB9g0+htXkd58xuHKtyJ51klpJUikmSBkws5RiGxIpIE0FYWSwdazNqyS0e4pGO2Wh7rJnk8MHHmzxB09YTCzYmEaEECY6LRLFklu2N9j63W0ePdbjc48OcXSiyMaaYKSYUHQSHEtgmwLLlJiGwFBkibMUAy6aki0ynZIpLUmaAz3NA0FmLkvyf+ZHsNIRzLZg6+Yu+0Y93nVnwG27Ybxq0/WKLEQFzl61mVsWrDQToljxh0+VSESXt97ZwpBVrs46lNw2ezZHvHDKJYwmhuNg5BcO3vD9KvS6v2G5xb89AF9cqYMSP3z65As/d+HChbHdG0Ju22/Q6xW5OO3z7rsa1EoFPvtYlanlJv/rB3oc3llicq7IYsmgXFQMVxI2t2NWWrDQKvLsqy6vnA6xbJ933dbl2+/psm+4yFKjgJ9r2nGS8ctVsOdcWwsGrCTNIrcUoFSmOphKY5ka20pw7ZiSGzBS7eJFHk+cTPm9pyq8cqpKzTI5tDFl/ZBk3bDFhlHJpnUhOzY2eH3C4+HnRqkog9GKoFwUlAsRrV7CIy85lKwUITJgeYHBe+4O+OrLmSem1dUsNgw2jZX4jnu6vHKuw9mLFkU7RkmRgVwX8EPF1vUm3/fmFnvWL/K7T7d58UyVqYbLeFlQcVIKlsYxNJYJhhIomS3kLJJDP+3SOVXr72yJJg8Iae5SzJSo2bakVPb4nm9r8I7bAgrKpmCXaHcLnLrssNw0WWlJ6k3NcjNkqaG5ugSFUo+f+FCd9ZUKv/OoQTPo8q47Ja9fGuKFkyH7t0ecv3B+rOE/83NvfesdOgqWfsu0R/9mA9zrLSN1guUa3//I48/94unXHxlOgphnjheYbXTZsanD+pEir5xWtHspFUdxcaLCrz/S4tvuXOKWHR2GqzWqyw7LZYN6SzFcTVjXTWh2BAtNh6WGzW9+tcjk0jL/4nsW2bq+TL1VIIhMojgDeRLn4E7zyK1Xc2kh0jypzHwchqGxzATbinDtkJLrkeDx+DHJ7zxZ5dTVCiKy2VZLWV9NGakqRocsxkckG0Yjtoy3ubbU4b98uUgcuGzaJKiWDMpFKBcihBnS9opUSylCZJJkFEuGbEWsYzqRRaeX0GgrZpZcDuwo8WPvbfIL/9VmcqmIoaJ8YRjEsYMfSsaHbW7Z1ebwji6nJ2f4vadcHjtaZbblUrQVJQuKZoplpJgKDJmV84W4XlXQQKqzRddPviOdcfJuLFnqphTdFh97f5133GrS6Y6w0ioyMWNRbxs024JGR9Nohay0EuYaKXPthBv2NnnPnSF7N5SZWSxx56GEVtfh6BkDP+7w4B0h+zdaTM91uHDt4bHhqveL6za/NT57Yf63x8cshmp/eVXPv1SAJ3EH03Hf9/qJF/7z1bNPlZfqHWrDJts3WBy/WOX4hS4ffkuLbesLnLniUiukDJUEE5M1fva8yw+/e5nvenCWanGYuWKRlXJm7Wx1Fa2uZqymaXYSZuqSJ18do+zG/MuP1hkfiej0bKLYyPi3lmgtSdOMEqSDhBKk0CiVYiiNYcTYVoypQtpexFI74j9+0eHqYo1jZ6uk2mLYFYyNpIxUBMNlxXDVZN2wZHw4ZuNoj+Fqg0df0xw9U+XwJkGtJCkVJOWCpuiGCDPAtg0MlX1+mmb0yQsMPD8i1oKOp+l0U+ptk/mVMnft7XLngSa/+w0Ht64wZJQBMjWIE4swkniByUjV4dadXW7d1eXVB2aZXJJ85rEqi80C0ys2lpIUTYHVp2EySzwHgbxPVcgpiRaEWuAl0PZTHKPNP/zAEm+7scTVayPMLDnU24pWF9pdTbuX0OokrLRTZhow14347reu8CPv0DRaw5y8VGJ+RVFvJpyeTHCKXb7nbR71Ro2XTikqxS5xHPC7X3h++K1vLf3nm2++udFq9x7+y8TkXxrA/dZZ7PJWde74r+26cv5S+fSVBittm6anuPuGLt/xgMXzr5d5/EiP7377Au+6t8TlazWm5i2Gygnnr0k++ZV1LLYWeOjmRfZv77HcLFFvOTQ6Jq2uouuZdD2DzZ0E8xK8/LrFkUsRb79lhYLjEEUm8QDcmV+6fwlShExRIiGIUlJikDGnr0qOnDP4yislTk+VCOMCJUMx6qYMFVNqhTTTwcsGQxWD4apgfChmw6jH+tEGz5wK+MRXxlhfNRgtQ7moKBcFpUKMawe8cEHhhwZmMQNVmgrCWOIYipv2eLx8spoZn7yEZttkuWmzsFzjx961wPTyCi8fH8WUgIjQQBwbhJFJEEq6nkGt5FAtF7lzT48HDvf47jctce6a5quvOLxyzuXClSKxMAgCRS9SKCHzpHxt4pnVBBKtibUGHSOjgLfctsL9N/pcnl7P0bMFWp2Urh/R9TQdT9PswkoH5jopO7a2+eBDLb79Lou5xfWcmyhwdUZzbTHi0nzE2EiX995qcP7KKM+e1Gzd6HFwu6Dnp0wvLfLw1x4vHztzdddPfeyH1Quvnk/uuX3v3xyAX73yOoEetibPvvBDr511/sOzLwVYpkWtqFhXNnnxuEP1rhXuvMHlzGWDTz9a4tsfaLJrk89wtcK6IQfTkHjnTX7zjzfy1PEVfvLDDW7Y1qVaKuAHDl5g0+6Z9HyFkvDuB+s8cbzBL/+OS7MVsm19QBiFpFqQpjK/B+jOorfUCCn4wtMur18uIgyDydkCMwsFHFdRsQXVYkrZ0ZQdKLmCSkFRLilqJYPhKoxUY9YN+2wca5OkTb7wXBmvW2T3ppRyQVEqSEqupuTEmGbIoy87BD2JOQYyB1MUS4qu4h23ezz7mqYbSLpeQrtn0OwYzK8U2L+9xAfva3PsdIHJegklNRDlfNkkShRBlBVour5Bq2tRcgsU3YD9m3zu2OtzbbHFxFwTw0w4ccXgD54qIJTKwC3k9S8x1ZAmkGqiSLNjQ8iPvqfDl16o8vjLJsN2hJJZlbjtpfQi6MWaVAXccqDFT36oxe4NJS5fG+LUZYej5yNmVkIafsSOrR2+817Fhckip6/6rBsNeOCQw5VrLobZQwrYPrbCzk27/8PzL73S271r2ydPnjoVHj506G8GwGdnJmisLOyZujbxq6dPPieFLFAsxNx1MMSQDiNXLJ45uo5iqc2+jS0W5kf42U9Z3HKgzdbRBnfsESizhm0otg8Jrs2N8hP/ucj9h5vcsN3n7gNdSo7BuhHFSDVluQl+1CNKFM+fGuKJ1w2U2VdINKyRAnMtECEUQkikUsSRgdQGpiEp2bB9NKVoagq2pmBDwRYUXUnJVZQLBpWSpFaG4UrMaC1gw2iHhAb/8Q8dnj85xs5hqBXy6F2QlNyYghtSLHi4bgFbSZTMOThZYhdFJr4n8IKETqDo+llUbHUUjaLF9EKFew8EfOxDC/zSHxhMNW2E0KRphE5SotgkjCR+YNL1FCXPoOhYFFyHgl3AsSNKbsgtu0MsM+K23TEffUsPQ8V5EUgjRLqGlPdL+1mAsMyUJIXnTyb4usOlekKjqahVEyrFmNGhiLsO9rhxm8+9BwWCGjOLJYLIIEq7tCOPB+/02TSScOcek+VmkWMXQ956u6Zsl3jllMXpiQjDhBt2xihp8ezLR+Ttt5q/Gvi954LQP/WXgc3/boD/yqd+nxcv266bnH+/6Z0W5ZLCKcb0uornTiVsHmtweI/D7s0FXr80xMWpIXatjxnuKC5ctDjyesTpiwFhkGIZMFbWlBxB03d44bjL40divrShh5IxN+0NuPtgxHMnDF46M8x8o0AsHUxLfHNJNh1gGyXAECKrVCpw3BTHSHFUgm2CbYBjpbi2wLUkBVdScIwM4EVBtaQZKscMVwPGhrpsGFvhE1/RfO6xdWyuKkZKmnJRUSooigUouNmcwrkVzeU5G8fK7LfQd/oJ/NBg+7hmfMSn7Vt4fppHcUmzY1ByHUqFKh99yyJX5ub59Yc3YkiDFE2iE2KdEsUGQajwQoUXSHqOpOAbuLaJaye0OlmOYZkJppFgmgmGzBolpMzK+SK/V59b9iSDMMU0Ev7et0V8+73zvHDW5uXjNrcdCrlld4IhFNvXK4KgxnLToe1Z+L5BiuCGnRF7tqbs22zS6lS5MFmg3lbsHIO5BXjsckIn7rJ/W5dNIzbtrs1sPdsVnnj+hHjHg433v/meTZePHf2Md8ut/33GrP9ugK8r2JbWCz/da8/+9PRCJBebNpHWOIak3XL54mmPWw91eOCGHg/dXWR6vszMksVKU7NpVNPxJG3PplhIMc2UVEOUpIyEKRurKZ1A0ehWaATw6FLK119ICSLQWlGwYLiaIqE/RntwifxWeWJlSI0hwVCZsmAqgWmkmW5sCBxb4lgS11a4jqLkSkqFlEoxoVqKGSoHjNR6bFm3wisXAn736Q3UHJt1JU25IDJwu5Kioyk6MaVCwCvn4cS5ArtG05z3rpbNvUBx296U3Vs8Xj1VpRekeH42rzwDuUnBcXGdKh+5v86JC4u8fHYcUoXWSWaHjVPiKB34SbzAoOCnuI7CsTS2ZWJbCbahMYwE09AYSqOUzp6LzKzBiDTLUfLEs/8AhUgxDc26Ssz7bk95x00CQQmtDXq+xbmrFj3fwA8VfiDzHlawTAvTKPPCCUnHEzQ7mpWmZnY54dpKyNhoj7fenHDXPotzV8roxKdWSUkTzXy9IY+fLf7rUmHUWjc0/DNA+C0DeM8LZK/X+7ef/dzH/7ERTVqzKwVsK+SWPSmeb9MdVlQKJa5eM/j0NY/33t/mzTd2GJkZYXbZodE26HpZ58nAJ5Jk/pG+nySINEGYGff9KP9v02wWeJquNiiseS/Zz1zrlmsKOkrmFUsFppE1Clh59c+2FI6tcG1BwRWU3JRyIduOq6WA4YrHhtEGL5/3+LefWsfUdJUdI5pqAcquougqig4UnQTXibBMn5afoqTCVClSri6/RGemqyi2KLsRvTh3QAZp1iPZk7RcRaFj49glto1H/LsfavFvPi156ew6UhQ61SSJJk5iwlgTRgo/VHi2xA0yy4Jtpdm0W0Njmpneb6g0A7jKwC3zAIBYDRSkg0A+UKJ0mtUX+p+TGbTE4GcYQRQzqBwnCYSRzvpfuwmz9ZTLiwFvuqXL++4xSKIqr5x0mF5I6YUG7Uhz866ATWOCV87PWwe3F3/q3nt+2PQ97186rvsXLuf/hQGepiukaftnjr3y5D/0e5ed5ZaL65oEvsHpyRb33thmfc1maaXMpWs2Z67aPPqCiWCWt9+6QKU4xHIr85F4gSKMxMAXEUa5UT9KM3CHmiAHexhpwjhrMUsSkYM9p91iFeRikFhmFEXJrEpqKPKyvMA0JLYlsUyFY2cjGVw7pehoSoWEciGiUgoZKntsGG3y8rke/+aTI5yfGmLrUKawlFxJsSCz6O2mFJyEghMRJSGf/UYJqRSmTFFiVSbUqciLUibf9/YGXz8a0gltejnAu56i01W0bAPHsrHNMns3x/z7H1nhX31S8OKpdehUZqpHooliTRSlBKEmcLJuJdsWOKbAtrLKpmWkg4qtoTRSZd9JyhQhyejKIFT0c4WsUBYlkijKTVmRIAgFfpgFmzDMg1Gsc3ObHnhb/FDT9VOW2oJrrYR33tHkXbeWmZsrc2ZCcHEmYqEdMT7c494bJKYs0O1F7NkYcfzUJUc6z/6je+55k5iaa/+zLev/YtOz/sIAn7o6SZrqO194+ajb7RrUm4pmTzHswpWlCldmPFIj4uZdy9y22+SWfRbLrYgQn2avzebxgHUjRRotl65vEYSZKhCEijCShNc90Oz4PT9MB72FmWuw75/IQU6/WpdX7qTIX+Jq9DaMvu9EYpoy829YAsfOZp4U7ISim4G7XAyplj1Gqy1eOdfj3/7WEKcnR9hUEwwX11ATx6DoZP4V14lx7Wxk8sxKDVMJlNS5LLeaZCaJJI4V62spcRzRjhy8IMUPNJ6f0PElbk/hWCaW6WAaFfZtivn3P7zEP/9NePnMGImWGcCTlChO8kiuCWyNE0p8Sw0omGmCaWQULfOppBgyB7jIAS4GAXyQK8SJIIwEXiDw8l0mCBL8qL/Lrjo3gwjCOJtC4MfQDgTLHYGnY8aHG7R7IZ95zKTeiHBdn5v2d/noTo0hiqBLLNYNtqyLaHcNJuYVVy++4m7ZvPVO8UbF568S4L0wRUqKYXfK/vjHP2lOzjWwrZidmxOGiymkJq2OxeScydX5iC89nfD86x0evLVDL4LHXx2l1RQ8cFuH2/c0uOdAndEhhySxCUITPzQJQoMwyhIoP5QEkcQLFL1A0umpTBPvSfwwIYozP8Xaq2+ikhKkFANwKykxDLGGnoBjgm1pXCfFtTP+XHAjyoWQatFjpNbi6EWff/UbNU5OjrKhqhgtaiquoORICo6i4ApcJ1scWak/5OWzgq5v4SjycrkYcNw+eKLYoOgo7jrY4ZXTZXpRBiAvSOh5io6tsC2Vc1qNoars36z5+b+3yD/9OLx4doxISyKt82bp1R7MwJLYls6id+5NMfPFnd2ZVaG/w4mcc696VshtteCFgm4vK+x0e3kDc5QOhg4F/QbnWNCNBN0oo5Bl1+P+2zrcuafHW28LWW4YPPLKCn6oeOiWkJFyiYWVElemLSbnoNVN0NKhWvEYqcSYYoljrzxibdl9X+H3/vDh3kc+8OcfD/fnBngQhEhl/NTViamf2jpeN4aLPlfnSrxyOmbLhhYP3BAxMuywZ6vLlWmHS9cMphYVDz+R0gkY9Al+/vEqf/hMyPrhHrft6/L++xoYKHZsgLEhhR9YxNqEtA92g65vsdKymFmyECikFERxih5wFPLkSAxMRmoAcFC5Y9A0wDLBMjWOlRus7AQ3pxclN6BS8qiV2hy/FPCvfqPGiYkxxqsGowVNxYWiIyi6ioKrKAyid4Jjx5QKPs+csGi2HGq11TJ5Hzha593viWJsWPGWG7s8c0TjhQI/1GtALnFMiWMamIaFYbhIqdm/OeXn/t4i//TjKS+eHyPSBlGSU7ckHURyO5IDd6FlSAwjN2FJgTLEgLb1c5V+Itz/okma8eqer1luRMwtx9S70A1SvEgQJoKElFhremGKW4jYtdlDEfGB+7rctkezfsjAVAVavWFGigbf9YCg51ksNmxenjC5dC3l6nyINAISmfDgjSFbRgucvORw6irUyq37h0anfvN7PvKef7CyfKY5PHLgrxbgr588hmmazvPPP+tcm+xi2xZ3H4iouC6vXbD5pd8NGR3u8fZb62ze4FIpVRmu2iw1Etr56veClF4ALd+i3nR4+LkhvvB0hEpD3npnh82jIb1uwuaxkDffElFwJLEwwbBQZgkph1DKxDSzrTZNV8vPGe/Ousz7L7DvGDQUmT/DyBQb28omxTpWguvEFJyIohNQKvgMVVocuxDw0x8f4fiVdYxVTcYKCZVCmoM7j96OxLWz6O/YMQU7JNYBndBGKInZj+ADDi5y74ckjiVRZFK0/MwuEDrU+iD3E3qWyo9EkZiGgWn0D6BNObQt5Rf+wQL/5Nc0L55bR6QNgkQQJv3kXOBEGttMsUyBZeh895LZbpbvaNnzEdc9t74iNTBjJZCSEIgQX2liMysIDZVj7r/NY9toQLcn2DSiecftMal2iKISXmCzuOLQ7mXtcD3foOtLWl3BYiNlaj6k5ffYsDHk7bfGjJUdJmdHeOmE5NJMxJ2HAtAtEq/wXVcvn70cR9E//yuN4FPXZli/YcPWz3z64wcuXp7KRoi1YK7Z4NaDPbZtKHN1xubMhMPXXwzZNN7j7bf5WGaBWtmg2TXo9rLMuusn9DzNeJApCN3QoBtaPHe0RC/M5C/XjfndZyIslaB1ikDgmoo94wkbh40sMptiAB6ZF+j6DjqVy4JKZk0ApsqAbRnpwD3omEnOmyNcJ6BW7lEpdnj5bMw/+8QIr11Zx2jFYNRNqDgppRzcrpPJiX1wu3aCY8WUiyFnJ1KePlbEkhJTZZ01a8+66ZubokQRa4MHb4nYtaPL5SmX0UKWa/hhNs+k5+dR2FAYhomSaV40Sjm4FX7+7y/zzz+uee70KH7kEiSSME4pxBllsU0ykBv93UvnFEVmrW1rdjmRA1wKgZCrO6FtS27fDB/Z2saxPYTQ6CSrKWwaSynYBmFk0QtMFpatrL8zMOj5WRGq42WUsuNBp6dpd2OWmgleGPK2u0I2jrgsrbi8eExxeS5mudNh77aA4YqdUVRvlqNHTx/+zg/90NalxZnJ0bGNf/kA77YWKJQr244dfeWXTbHyvqITUStqer2E3/9Glb072ty5f4WbD1rctDfryjYNh02jIWnaZahssdIyaXclrZ6i3TVo97LRYZ6v8UOdqSRxti1GWhDGJoFnEaYZcG2VUjBB5M0MliWwjOsBnf1M88iUgcFQedQ2UixDY5oa29TYVoxjxTh2SMEJGKr0aHR6PHsKfv53xnn90ggjObirbkrJFRQdMdDKM+VFZ9HbygDu2gFhkuB7Do7K2uBkvvUPdv9U5DRFEsdGxuWNgCDMtv5VgGssK8EyDUxTYiiFkuYA4Ai4Ybvg5/9Bg1/8rzEvnhtmtlXGL0qqSUopTnHMFDu/zQFFS/NkkzUAzyO4XM1dDCkwcqUJbOJgBMMKsQyNMFLSVHBtXhJGkiSRRLEkGGjykp6f6eDZ6LyEdjdrCq+3U5bbghSD548PoaTg2nKCpsvm8YA33xlxYLPLy2csmp6m0w2p+8vvO3r0lWTTloP/6MrE7MSObRv+cgE+M3uJYtO949Ll0+9/5shVHNvAVCZCKLYMKy5etpmc9tix2UcZPcZrLe48GBOiiWPB1vWKHRtd5paLLNRt6m1Fo23Q6Sl6/qoqEiV6MIRHa0jRCLIHbpkC15aUCwaunZ0Jb5lg5r5u1Qe3XPV6Z4WdzBZrGhprYI/NwG1bObiHuiw1PH7uswUefmmU5W6N0Ypk1MnB7WS8u5Anlq4tKdhpHsEz7u3YIRDy5HGLRmQxbHOdHxuxKmmu6soGZdvgzTf3ePl8SCeyqeTavx9qrCDzqltGBvBsRzIRMivQkMK+zZJf+l/bfPVlj5/5rXVML9fwqgZVS1CKNYUY7CgbvWypbKCR2U80c3AP+PgasJtKYurs+y81FWFUoOg6WKZGrRE2soaJVcUliAR+mBmpOr2sotrsJMw3BTMNkGZMrRqhI81UQ3P3gYBD+ySmUuzaYGKrMlOzNmmckkYRpYpP0j3FxUuj7w+xPxsG3sRfagRP0yZQ2T155YmfuDrxOottg4f2dbhlV8pKu0CrYzO7aHJ5xmJmrsj0SoRSPs+czPRrz4+47UDIvs1Nbt7R5uCOMlMLZRzLpuVkrrggUkRRpqH2O0t0rlf1FRHTkBnIHYFrgW2tRubsxb8B3DIDtqEycJtGgmUmWGaMY0XYVkTJ9TCMHs+cSPjNR8p85fkxQl1mrCwYcTJakkmAfZ1c5bfII/fa6B1hGAEvnKnSCw3WF9K8YvjGCJ4nmloSxQrHVNy53yPWGcC9SOD31ZAwk0VNoy9xqhyAefWRrHN+pCr4rjd1Kdmz/NYjHs+eGWY+cuk5knKcUjTSDORGnofkETx7bgJD5oqKWgV8pFLMJBtCGkUK35d5PqBy2sWq5VZDrLO+ziwHSPD8LO9abKRcXYJipcsDt/fYuyXgjn0JPc8iCC1GSiZKOEwvuFyZMrg8DbPLCXVPs9JNuHUvvOUGzetnTuDUdv/Etz9032vzK72L48OF/36Ae+0p6tceplSqbliYufpAu9Ng/2aX6TmXM1cjZpoB33ZHM6cmLhevFZmcdbm2aDO3EuN1NW0/5RsvaR59KWLTuoB33d7lwcNZI4KpTFw76+6OIplXM8V1LWb9BEjJNFM/jD6PTjGMVRqiBiBP88GUehC5TZV5MWwzwrIiHDOkUPCxrB6/85jB//7bY1xeGsK0HcZLgiE7oWynFG0o5h32rp1VO528IJT5V5J8J8joyXI7oRtaWEph5QuuH70hV1H6iWaSFXzC2MQ1fcarHs1eCS8S+bi1LFcwzSSX+VQud6qBfr2auGbOx/fd1+W2A0v8/Gd8PvfoKPW4SM82KZqSspF5cGwDLMWgGcIY7H79HVAMdkQjFJiGxjM0XTOjLEZOY/pphe5Ln3nbWxzrXELMLLWLHc3b763zzjt8to4otC5AamGlNo3I5sKEwfQCTM5rLsxEJATs2uLxHW+LmF2u0O0WuTgT0+7WOXHq1ANTC+GGdrt58fS5KQ7u2/LfB/A41tTG373t6tUzn3ji2aeYXZbcfbiFo1xOXKgSdxN+51GH7Zu7bFzX5uCmLveuK3NxqsjMkkWz3Z9kKun4imbD4bnXHHau04xVE3SaRcZIizWdOCKP3gwAnnXh9LnjKv1QSufRpw/sFCX1AOCmkeQgj7GMjJLYVoBtekwsxPz6V4t86blhrizUKBdMhhyo2QklO81L731wyxzcclAUcnLubVvZwikXA774gsHFSRdHiaxi2FdQWEX5YIxDKnLuarBvK7z7tg6/+bVhugWDcpTiRyl2mOcNSmMYMouwijUgN9dstdmusGVE8s++t8fh7dN8/CtDXJmvUI9deqZBUQkKOdAtmQ6oiqFAiVWaJ/MxGnKQqOtcfcn7PPvNzIKBZWLQ/pa3vUUxtD3Ysi7hTYcchuwy1+bs3G+jaPckjXbK7FLMxdmISqXDvbeGbBuD7etdut0qUc/g7NUIywm5da+i27nEvptu+MS+vTe9s9Pp/L9SlT8T4J4X4DgWz71wfNPlS2d2pukcG0drnL5kkqiI+w532LO5xLnJItcWbZ6diHn2SMBt+7rcuVfg2kXqbZOebxDmhQGtoVKySZIYnUZUiuFAOuu/9FRDep11Ks0jRl9BYGAUWvVTpMjcRKREijISDJXkAI+xjRjbDrCMgE4S8quft/itr44zs1JFK5ehimLISqlYmkIeuQuD8r3MfSo5Ncm18wG4rax6GUQhF6dtuqFNzc4Aoga6/OqWvrbYk23/BuWiwfZNIcr26YQlPEvg5lYFK6dXZk5RjL7qIdSfkrwqRis9fux9Pd7/4Dy/9dU2v/6FYZa9Ip7h4BiKgiFwVIojU6w+VRFiEMkHPh6RlfJVXgha1cxXI/hg0aar0bx/KwFGanLsdJGLRZWPqsjcip6fcfNGL+Atd7S5ba8AXWah7nL8rOL8ZMJiL+SuQwFm6rC4ktLqLNBtnN1JWNh0YN9NE2kaXb/I/zwAX15eolwqjjqO+PxTz580q+UqjhVz466IF85aNPxlbj/UY3xkiPkVi8W6wWLDQUcBQazZOBZQLUmCMHeapdmLLroJQ5WYghNimfEqn8y59up+vupXXmvpTJLsv0n7y2BQas4ijZQphopzB12MY4VYZkjLD3nhdcnvPFbmC88N4yclLMti2BJULU3RSinYKQVrFdyOLbFtiZ1Tk6wwlCsTOcAtM6t8Xp1LefZogTAysYvpNyWY/UsPOHg2dSqMFKZp8JbbOvzu413OTxfxnCxZC8wUKwYz0pihRimJ6qsdQq4O9+ENGruWFGyDdVWPf/KRHvu3BHzusRJHzlZY8or4ysI0jWzIkQRbppgyj+JrwNsvk+vBc191av5JY6P6/h9B9ufYRopqp5yfCCm42WQBrclL+yldH4YqCUZa5PjZYjZcqKmZrwdMLEfcsr9D2bZ5+UzKni2wacxhafY1M735js93u50bA7+z9BeO4Js21eSVixfvePmlpyulQpet4wmNtpVVzRKf3/yqy8oDXYbcRfZsMxkfdXBMSa2cVQSVSIkTiR9mSaTWAilTbDOmVAgpFQIsM8SQCUhNzxc0O+K6yLAW3GmazS0ZqoBOFGGcHTOSajloSeub+U2VJZLKCGl1Y54/JfjU18o8dqxCvVVCug4lV1E1U8qWpmCmFKwU1yKP2lnkdm2JYykcK1NtMoeezsGtsc2Mfysj4MI0zLScrLCS89s3Rrs+89KsgjzWkjA0WFcW7N7scXIqpheZgxK4FWZKkamSnKKIQTIo3+DTGOyEuQwZJZk//MNv8Xjo9gZPvNbh04+WOXK2zErHpS1tuqbKFBOZ+eZlvtXoNKs8x7FGa02tEmObeo11U7zhPQkaHYnvZS1xhpLYhqRiQ6WTYps6H50BfiTwo+zPV4sWZ6cEtVKAZWtaXsLurR67dgV86D6P05NllGGgY5huaBA+zz7/bGX/wfSODZt2fI0/Y3jQnwnwlcUFW2t+7crEVLFalizUXfwg5sKkZHbeIu5a/NaXKpiGx/6dIWnS474bffZs0USNbL+K4qwN7OC2bFCaECmWmbDQSDl2KRsUqQxNqgSvXzB55lULoQbhI+OuIgeGTtm4LuY7HvAw0ezZnDJWVfiBmU2HFSmGkWDbEYaIWeponjmqeOS5Ig8/V2GxXUI4DmbJpGxAxcw6eVyTnHaAa4n8lrnlNOfdlsDuR+8+wI0Yy8p2iDSNePKYzeScy8iQwJQ6t+qK1Ubf/pV3+vcBniQKLzDZuk7wlpt7fOmlkG5k4kUCx0yx4iyKB1Hf6ppkHLxfWhfyOprS78rRWpLkdxwbuHbAh9/k8bbbVvij59t89bkiz7xeYrHlEmAR2AqUIgsXmjRM2Fjz2Le7hyVi3vOAz6axODsHdK17M+dJUsLjRyzOXjBJpUQqiRaSizMOF5ZtLFPkdjM4uD1kcykiirLnEUWCA1tD7r0hIYpNbtyeYIgiHW+IzcOafVtEXjgTNLspzfpEUet7fm15aXE/4P25Ad71UsLQ/56zF1+tdnstOr7JcLXH7QcEvu+yccRiYUVQb6UstQxmpjVdP+bKTEIqGRRuOkHCxtGQt93qIfPJToahODtp8fwplzhVWclYCjxf4ndWm2IFq9F84MU3Er74QoRMfb7nzcv8k4+2GK9mc/ZMS9PzU85Pw8Ss4ve+UeZrR0os1otguRhlk4KSlIyUkqlxzRTXBMfMwO2Y2UzCzGYq19wi//dpDnI9ALllZu1pl2c1J6/aYJpZJFyjoIg3ENa+W6+vpPSncQWRyaHtAQc2dTk3U8BzBIVYYEcpgSKX9nQevftqSl+CXOUqA509lyK1VsSxIooN/NDEdQN+8B0+77mzwdePdvn9x10mZhzOzTqEHQttAbFmw5DHT36kyQceSEgSh4prYChrkB9ltHLNLVNu35nS84NcEEjQacLzp03OTJoYhhh0Wr311ohNwyleYOMHWfVTCAdLmXR6NmevOCw3JPVWynwD2r0YLw44uMNj07CF79VZmDuNZf/ZA4P+VIC3O3WRxOHHYu9Edcu45vKc5NKUyXIjYMNYi5Gy4tYDReoth6WGYHcnzZpmu5pWN/MBt/0UWwhWluG3v5wS63TQ6a6UwFQCV4JKQemUigtmibywkw4SG8HqjL1IG7R8k6VOgU98ySIMU/7pDzRQpDzyqs2lKZOnXy0w03C5PFMEx0YVTRxDUjSgaOTANlJsIxscb5vkIO7fMr9VDnByzp2D20ywzSx6W0aE44RcXYKzEwVMeb08OKAorPrB++BO+0qKlsSJIo5NDmz12D3W49SVmF5sUooEgQFWbkdVawAupUBIeV0kH9CUgaohBslsnBjEiUGUmASBRbkQ8H0PBdx3uM1Mo81Tr9pcvmbyyCsuSiT89A+0+Og7BEF3hKVuiZW6SZyIATsReYIv8mQ/20Gz+kMqU7TWKKl58LDmLTfqwei6OFH4QYVWy6Lrm7R7Fp2eQbOraLYFrV5Ku6tZbsSsdGPG13XZuCFh44hBtejS6QomF+DaS6dHfvLHv+8nmo2JX6jWtqV/LoA/+vjnIU2IG0uEqcn9hxO6PZcL1wpcuBrzxEqHf/jhee6+ocjsUpFG26LVVTQ7Jq1OSr2tabTj3GCVOQhjnRVxsgQlHWTpqzx1dTuXuQlfDvwRq43gcZKy0AFfx0wvCf63TxaZnDF59axLJ7QJQhdMG1ExsZWkoKCo0kweMzMd2Db6Po2+bTbzhds5LbEshWXJfAGkq9zbTLLKoplgGRnPT3XIQl0SpDaGIbFkitFPtv4UxSEb1SBWaUSuhwsMRodCpPLpRiY9Q2DHKVa0ahgzlL6+vC7WCu35sCMEqZarkTzJT7JIJGaiiJMsonu+xfqhkK3jIbft9OhFHT5yrsPVWYN1wwlnr5YJvGGWG0XiOKciYlXR6ncErQJ9VW0Ra5Su/tfTuq/9Z2clNTuKektSb2tanYRWV9PqaRo9mKqn7Nra5kNvDpieG2G5bvLcOUUriNi2LmB+sVk8fvKp77JM+Qt/rgg+f/XL+H5LXZs8Lo7PKRYakomFHlvHWrznfsnCSpHpRsRTJ0M6gc+d+1YY6rnEkY3AYrnhMjlnc2XWwmnHeIEmjvPZd+l14sjAoinEWn2V67zc/fJx38uslOTWYshdN3U4cLDFb/2xze8/UqIRFsB2ECULUykKSlBQWbR2DI2tcuORyqK2ZYqs6LEW3KbEymmJbYFtkasmWcncNDSWGecV0QjXCVlsJHzjxRKtjk2tIjByJUdKriuIrL3SNJ8qNeDikiBQjAwrHrrL5+tHPKZaRTxTZjTFADNOMXOgq3w8spRJJheydtaJHHyGTo01nyHQicyHk0oSQxEbBlFsYpkmjhVSK/rcdWPI86/a/Oz/vY59ewrcsdeh5Jj5rkumw6s1toj+7zoAdn/XyiTG66ZpaQbjm71AstKCidmIqcWY5bZGS42faDzf5/aDXW7f6/HHz40ws6iYbQa85aYGN44q/J5Do23x2T9aEDcdOqQ+/tmvxz/20Yf+2wCeaIFhVn712Hlxw8KyRgeKdqvAa8smx86nLHU1qXBYbhR44khKqZjgBzEHt3m8994Oy+0inbCGYxeopiYFWxPrlLRffue6HGVNlBPXJWZS5pNf80GSVn4oVLmYNSzv32wyYhmEniJSNjgFpGXjKkFJpRQNjW1k/gs7L1FbinyKrMironlf5gDcKu/RFIPobZkay+obtJJB9LasCKVCnnpN8aWXSijLyOW2tfz7T4/gfS084+GSKFH4vsl77vZ4+IU2n3uyQjd2KOY83Ozz8IhB9Ox3C4k+quhPGJBruP4bAZ5F8tgwsgKYGaG1QmtFikABhgMzQYFwsoxMUjYMB5QKWa+naWR+8n7AkWKNdi4ZgLpvCOv/6rrf35lPtw0j8IOEQtFnTHnY5ZD339dlzxaB55vUChLbLLLQDBEssdx2MCgThAYroWSspsHo3jBcLf8q8GP/TRF8drnF6HC5/PDDD+89cUGrIEy594YmlnRpdWyuzSsqKxov0IxbWctYEIFBysXLJX7xcjaHetuoYu/GlKIrwZWDale/tez67m0GPFtIwWqTcBYpzLw0b5tZz2OlFDFW61F0Q05dkjz2fJFuWEQVbcqGoGxo3JyGWCq9Dth92+gA3Lm/5Y3gziJ8bqs1+xE8WXPH2EZEmobMLFuEgYNdkVj9svfaHamvHPc7elgtr6+CXJJoRRiZ1EqKzSMhlvDxYhsvFrhGdjRg30MyqNjKtbugHHxWmtOVDFB6zRB8TZzvGBk1EiSpzJPR7PuUy5p33Bvyxec9zk+VmW8BaULZS3BtmbfAZWas1Xxg1Y24mnNcrxCkaTqYbtvvT3FtyQ17FJvHJaQuaVok9g10pJhdVESJIEmg52fjnK8tJjR7CYblc8/+GNcx1a6N7b33P/iB8o98V70t5NCfDfCgt8JC2PqFY2cvvmnrWIs4NrkwIZita27b1+BNt7nMLJZotAReyKBCGUWZ/1jrbAstFRXVUubZyObypflDF6sgX8X4al9gf8xD7isxcg+zbWocO9PXy4WAsaE2jtPk8087vHJ1CKPgUDWhYupBAmkZGSDeCO5By1oevbO2LoWVg9syGFhMswieR3FDY+XFI9OMsO2Ia8uaz3y9CIaFKcVqgjmgJ+KbIvgqyBkMCc3ApkiSDOQffcjjj57xOLNQopuYFOLsUNqstL7qHRH5mTyDz+pviYjV6mI+p3EgS2pBonWm3hgZJ06sHORp5gW/YUvChx5s8K8+VWSiXiJKoBakFO0Ex8yeUb+/td800U92+8W6N/zK+e612nllyKzv9sKky9ySi6EYVDozXDFoi2u0E6brETu2ebzt9pT5ZYepeZsgbLFh48k3zc3d/gtax//f/9cIfvq1J5BSWOudRZZ7cHku4ba9PiXH5eRFwa175nnwZo/FhkPPN/EDRbuXDZ4JY5EPpM8iZLadp4MulP5D77/ctZd4Q/KSRe8+582ipmtHlAoBtXKXVq/D7zyp+OqREYRRZsgWVMzVRNI0yABhZOfuGHmrmtnvqDcFlsrbufrgzmmLbaWDljbL0msG58SYefS2jAgpQybnBUttB2EY2JLr6MmgPP8GqXMtdbgOeDk/DmOT4XLA1nGPc/MBXmLgJ2AnAjNJMeOch8d9y4JeU3lU9AsHgz75lFwXXz3CJR7IkzllSfsRXAKZu/ChW30uTs3zyLGEqytlhoqKmqMp9hd+vuCUut4W/CdRssH3yNEuZAZwQwka7QTLyBZHH+BekJ3C7EcpXpCy2BKMrutx6y7N5WtlljoBt+8JuTDl8tTLAZOLj1up/uZ6zzcBfPLaVaSAiXmPzaM97huxWWk6SCG493CMtLrUg4BY2qSGidSKG/eCEgY938YLjNwslb1OlUtJsLo1v3Hqa//qZ+NS9ud3JFhGNmfEtTNrq8bnxITmvzxc4veeGsU0i4wXs1K7u0YhycDMYBC8oVajd791y8pv05J5JM+TTyMHd7/7J99BMqBnBz1ZVkRMxFdfcFlYcjErCqtPTWR6vYIC31zoSa/nx2uLPn6QTbB91z1dXnjdpx079AwDN9aEKi+pD9SLNZ4RoVdpAf1DM8V1n5WkgiTRA+7fB3gmU65JQBPJ1nHFL/9Ehy88M8Nv/FGNl69UWWw5WYOGJShZmWnLlFmHvlr7e7MK5gElI5+sl692mQezPn2N04wV9IIEqWI2r48J86GgpYom1gnPniyyZRhKtsNzJw1Mw2dXtcvs3DWu5wV/AsA/8/tfxzDdeycuPnPb+uokJyci9m3WeLpILDTHryo+++Q4hplFiThOSZKEh+70KLkR62ttbt+b4AUGjimpFNM1Z8T0OWfWi+iFiijOHc1rxxvLTDt1rIRSIUTKmF4Q0epGfOUVg6kliy8+O8SFuQoVx6TmZAYptx9VcmAba1xyg07yfke9ymyfWbf5KritAe9eeye5erLKvS0zwjJD5luaY5dcMCyMnJ70y/ODCM71UTx75yLno2v6HtNVXhwniigyuXlXwHDVo9Uo0IsVBQVmnCsZSZrd0VqAk4F8NWSsCSbZ2ZlagzZkNpzHEMRJSpQIzLh/4nN2OG6UF4aiyOQ9d/Y4vL3Ol57rcG3J5vETZZY7LvMtC1soHDcrghmD3GP1d9UpRAl4QXb6RjqwQaeDRLRQiHGsBC9MuHVfwHgtoVpIeOiOmCg2iSOJSDWWnXD8skG7pVGmxC3G7N/icemazW2H5G3ve+f99/7wh7/2/JY97/yTAW6aHlLF32bb4U3jhYBmt8rpSxYrXUHXT0kTCyORyCQzOhGnxJHm4SfLtHxNoRCwa4tPr5NwcEfIvTf52EoP5pZoDXEsKTkpN+xKGCpnDzTNiz+Z7q0xVMy1JXjxjKATwOOvuFyaK/Pi+RKxdrBSi3WFlKqTAdvJNW1z0KnS71ZhwBFXQS5X56IYctD2lsmFa/j2IGKvgtvM+bdhRAgivvKczQunSkjbwJIim7993RiG6ws9a1G+NtFcjeJZoploheeb3HXQ4933dfj1r5QIE5tuInGSlCDOnIrG2h1DaISUeRRf+1FyEEX7g3wSnT2POMntx3HW3GAoSRhrrFjmxwxmlc+CY7N11OcnPuCh0zZHL3a4NK/4xssu3cDi1FWHaws2QimkVKu2yTRFJ5paOeLwbp+SHZMkOWVJ06yv09Dcc1PIoe0J7bbBno0GRcel0y2SahMfhSBTd4gSDm/WJFrT8wSNjsW1JZdL0yH7d3k3LTfq3xaG0fN/YgRfWpilWCw+9PhTT36vjFc4N1lhvglvvrWDIV0aLYtWV+Yv4/pkoN1LWW4mTC2ZvPhakY6fcvRiwsMvJYDOuV82d1DHWWS+aZ/HWCUmjvopdT6/TyqkMrg6Z/H6+QJharHYtCE1s3mBbmaOcs1+v2FfDVkDZimQg3as3ALa19ANmfPw/jiFvO2tfyKC0acmOrep9hsO4jV3REjE7z9ZJklt1KB6uTbBFAPps69sXMfB89OIU92nKRKdy4VZsmkgMPnwm3t89qsBTR3hJQ5eIjBjBlFcyhQZi0FwEEK+IYrnkRwGn5VoSBTESgw89H2KYUTZwg8MhWVqfCs7JLbr2RQcF8eOuGufz537Q951S5dUtDh2XjExpzCM/vkwcsDB4kgwXEm5dX9Myc5a9BKd0SCtM+1+qCRxHZNOt8DMYolT0wWW6pJ2L/PfrLYwKtI0pdUT1DsJ0gy4/4aAw0mBC1d9du/U33vHne98emZm9usbN264HuALdZ9iIHedm2zuvHKtTa1sUy0oHnnFZPOGFvceiLh3nUm7Zw8OE83m62WjvBbr8PSxbP5dlAjCfFB7ovPWQZ05x6IEZryUy89l8zTSJM7+ZT/CCYlQEoHCROIagvXlzOnnGMkgWvcLNNYaXp0B+/rOcJU3/cpBZJcYSmIOuHa/Q4jrOLdprCa4mad8NXrbZsixS5KLsw6pMlFSYkmNITK76SpFWSXgb1RR+nc/YPS98P2iT5Ioothk54aIAzu6vHTBJVIWXpzZW80ki7yZvTWv+MY5D0cicoPdwIRFn6b0k1qQCQOZsT8BTKoUQ2aj3kxTY5kK2zSwzYSuZ2FbMY22i2PFFJ0I04x4800x4uY4N4ElCBHnO0Zm8ooTC61LhJGJlgZoBWQWA51KFlayQwHiWDG7ZPLU0ZSlRkgwONowO+vUTwQtT7NzQ4c7DoZsX+cyPe9k70T2GCkv7yw43V2G8L7+TRF8ZqGJ64QEQciFSZMoFaQiot6UHL9U4qXTPtVKwpaRJh98sMtwVeAHJkkqkWhOTBaZqdeoOhk9QGRvsD+uO8m5WBBBL4ROIOhGBkFiEuvVJNMQmbRnq76Ora8r0liDqCsGemwG2lUt9roCEvkIN5lVQPvJppFLh9mMlDypzMdJ9JuTTTNLcrM7Ty6NiJSIP3iywMqKi7ANLAmmWJP4vdGDwur6XSsRDkbOrfFx98v2sVZEkcHIkORDb+lw7FKZIHHoKQs3ybi4kXu3lSQHt1jl4UJmU2NFP3jIwfxvnYLSfd/2Wm9JBnZD9s/alGtqAUb+c7UW0MpHMptmgqWSfAxFRpf6JyzHceaU7OZHhgeRIo7koHNrjWqIUikbx3zWj7c4OmnmOUTW3zlUjPiutwWMDxuMlgXjVYcoCtgw1AVRoNVO8f2A0FsiDFfNhQOAHzvyeSxDMjXdw7Btdo0IbNPIWs16UO8olmZh5lqJV0+NEKWCIH92rgJXCoYKglopK5pItSr4p/mRdYOBjF5Kq5fSDVLChIEBS+YtU/053mYu8/U1a1NlyWA2di1XQIwM4FKtHpfXt9bqPFr2ezrXJp7Zn5PLiINhQH1KstqkbA64d4Khss6dM5Pw+cdKBNIc0BNzTSXvmzwob7TLslYX5g08POfiOcidxOBDb/f51Nd6vH7FJVImPSmxkqxVz5ACmaxVVHKg951+/U8TepB06lSg5fXmr7UDTOUaCc80syMQLStXkyy1hsYl2bNSyaC5W+Y2BZFH8DDOjp5pd03aPQMvyHZ9/QZbuZKZFVmn8OabNW+/LcA0srOJEi3RiYNpFIkik3rH4sSCSaeX0PUzQWLDSIvTF07x4plFJMn1AG/W56nU1hVeePz/3p4Gl5ie0yizw12HwTZdJmeLzC2bdLoaL5/02h/rABlgbDMbHO9YmTrR56KDMi1ZU6ofpNRbMZAZge08Yc045JojtQdDMvsFGoFp5lW0vgKy5jxIIx9BlpJ1nkSxIM5PN0b0h2+uRu7VCK5zoGd9j4O/N/vztPvUJKMnygy5OGPQCS0Y0JM1/Fu8QR7sg/tPLNWLgVy6WoTpe7gVSZy5/4qmYO9Gn9cvhiTaxkssnERg9rvhc6qyGsXT6yL5IKKTgZw8wYXVszLjOJtvmAGu/6zkoGZgGwLTEpkEm0+rzeoHevDssgbwVR9O5hyUtLoWc8smK02BF2SyX/5aMg9N/t4tU7LSsig6Fo6dScWQ5gatrMPJC6DdhfmVhMnFGMuJue+GNrFWnL3sUqhu2P7v/tmPFT74vh/vbd26IQP49Mw8i8utt3ej8X9acV/jnbemTMyVePSllAdvabN7i0G1bOP5Kh/vsHpSbkr/zMnVoTKrydaqq2zwskXKmauayfns/7OtfJtV/aixOt44m9+RJYMDOS9PDvtFGXOgeWcJl06znKDrZw8jZbW61i/9G31qYqwdCLQawS1jNWr3ezoNI8K2Auodzf/1hyVWPAdhm1iSQfVytcAjrgP5n3YNil5a5GcLieuKPolWxLFBuWDw4x/o8MSxMiuBRSgNeonEkmIwIXaVFuWtf6I/NTYHOeng+a8WhUQedLIRD0GUlfTlwNgmB8HEGsw4FKty6hqwG3nusrYpPPPJgGNHzNdTzl4BiR6oS31n4mDUnsrK/33vUf9cz6yzqN+tn9lEFluakdGIt9wgWKwP8+hlSc8P+fDtw//00sULz/d63h8NIvixE6eQyiFon8fzu/TCEiApuyadrsnBbT02jfXWFAdUfthq5nXor66+Dbb/IDOQZ1upaWgqxZBOEPDKJcWVxQpbhkWe1K0OpV/VqleBPaAk5urDXfWHrPpFDKURMjvx4OqMSbsr8pHKYrCFG/1RCdeBfM14iUFCuSoLmirj3rYV8XtPmpy+7II0EXLVGqv61t9vqmJ+cwveWnAPvNvp2naz1W6cKDGIY5NDO3u87742n/qagzYsPGljSzEo+hhCEF3n6hNrxiLnfu0kWwyp7FPCvlwIM8vZbO/sn/WtDXoQVFZB3n8P/Qm9ee3BSPN31c9j0nxQU8L29S1evxpydr6K17OpuFlBzhD5hNvrqp/Z3/ihIB7Iy/0KbOZ9StIMH9s3FGl2ElIRUy1CGEbMzU8wNy3p+cEqRdGmQBrQjuHYJUWxICi6MZYMaAcBx64EFNxodQbHgCtmdGC4rLnzQESqMwmIVAxALkV2HqVOI549KfnGcYuXTlfzUWR61Yc9eGByVaM2+2pHv8qY6dTZ0Mz+z6zx17EiyoWIguvz2kWTi9PDGMLAsrKcQBh9y226OqfQuH6k21r1xDASTBUP6IltR6y0NH/8VInllgOOmakNYs0slj/BQTgA+Z9AwAc0hTXgXtOJ04/iUWxQK0ve+6YeD7/os9KxiJRBL+lXT3OKktOTtXw8i455r6qQ6P6wUgGmCY4lGKlpri73eH3SomQpau5q4cw2xWowsVbNaaap8t2UNZ4eVo+FMfPuLaUJY8X9NwYYzjxPHC3wzOtF0AaGUrkhrd/KlqJ1TJom3HEwoFrWxInIbcXkw6Cy36noCCqVlDCRhInNxjHYtq5DtRJg2Qk65+FGY+kC1Wpt27ETRz525XyLIHBptRVaSurNiHoHUlHAUBIhsxRudVVlU/2rlYS7DkuiSBNHEXcdDHjgppDJeclXXrDphIo0dXjytRL1ZoGardgylFLIB+o4dm5yMtWaiLFmK7RWI/bqRNgYx878Ka4dUi15+FGP33jE5OWzDroXs308pSKz09TW0pT+RCdTrQJ6rSyYKSbX0xPLDJhYEFyYdNBYCGlgrvGe9Ct4148iXjMNZe25lKzx4uSdPWvpyWrRR6Lz5gRSk31bQ3aO+6w0HNLEwhcSL28UHnQ/yTVUhesBr2Q2MSwlRUqJZUClqNmxKWTXtjovX9D85leHWVouMFwga8a2snrDIBDlUT2TEOVqsm+KQWQPLYUT60HSutQosHFU8+H72rzlxgZPHW+jSekFki+/6DA5b/DATSF3HQiJI0UYKu45HDNUEkSRMXA66vzEaimz3ltDalaaDgsrDlIoep7D9LVlqkO3fezGG+88/trrlyaMqQVYbCfjK834oao5yXvvcTFUwtX5lKeO2hhFB6VWnWL9butBsSdJCQJ4/PmURi+lEWi+djRiw1djOp5kYt4k1VmiVDAk22vZ0R9ll3wEcT5Qx1K5bXUV2I6VrtKRvIvdsbI5gK6dKRrlgk+11KUTePzi75b5nW+MMeo47F6XbWepXk32BkWNfMrsauReW6lMBoUdw4gwVIRphCgZ89WXSlxcdsA0Mnoiri9PvzFyr9lx/1QO3j9pWA8Szj6413T7aEUUGuwYCXnXXT1ePVMAHRBrg26isu6htZXTPt9mtSNKSYglGHq17NAf6qMTyd6NDrfvW2GkNM2//8woEysVyq7BsJNSsjQFC5xQ4/QbRQYV3zWKlpV10YexIDJzK64WeQ2kQq1kUyt7fODeADtv1H7oph4dT7B+JGWkIun0bJqdAp5nsbKscp+MGOxumSqWe+EVBGHIS2cTLs8WsAwbRzW5557ooXU1f9xR8YThWpqCnWBKaLRslpsmcaJpdlPGh0zGqhaOlbm/1vYTat0/iiMbuN5oa6aXEuZbkl5gMjeTqSHbKhnfcoyU7LPymSPO9eDuN/b228OsNRE7oyDJGnCHuE5AyfXoBT0+97jk958f48j5YYYdkw3V7HNWtfHVyD2gJmpNUmn2QR5njkG1pnKpYhw34qXzij96qojn21AwMERujRVr5MG1CSZ/dpK51lU5UFLeIBn2jyTXOU2plBTf8aDP117o8cp5C4oRQSLpCjEA+UCi7CeecUZVohik0jnodP7nZgDs+gYL9RJCwIceaLJ74zxffL7Bwy+Ncq1dpGwrqpamZIFrZe/StlLsATXJ86BIEpoSO1ZEVv/MJUkUm9kpHb6i0bEp2PGgK6pSSBgqZYdWzSyYLNQLXJu3qbdlfjjZWnpCfthBlpg6FowNCbaOhVQKCUkiabcN4ljQ9bM59IZr+tiGSdntkYoWtXKJkYqDH1pUi1mkNNTqsMg4WbONDkxSKc1OwpeeTinbKTV3tWHBUP1qIzmfk4Mj+/pz/jJwrx2o8wZgm9koCMeKKDghRdfDcTwuzkT87KfLPHp0lFQVGXME42VNxU0Hxvx+Ecjsc+9+1DZXI7dlJphW3wabeb37EdyyQqIw4WsvupyZcjMJRqiMnqzh32s18Ouj+ZpCytoBhfSBnTcArKlkroJ8jU9cK8LIYP8Wn3fe0+XERIEgMkiFwktMjDf4zkWmeq+qKjJFxRArnbeMZSarIBT0fEm7a2HIAmkKt+/pcM+hNu+4Y5Kf/dQwZ68N0bIcarakEmkKJrgRA6tEn6uHOdD7p76FURbNg1jiB4KerXBsjW2aGcXJJdps1F62uwZhwrMnQpodkc9QWW2QiPMBn0mSPUIlwbWhWjToRTA61EYZHgttzXIrodNNMP7rH36DNDWx1DLlUpG5JZNHXhWsH63zgftaICXN0MQPFeiUnRsS1g1lK1OQjfA9PaHQZkorHMI2DMputo0ZxpoTzZRc3c4smXG6waQovWYcQ4Jj9gfrxDh2jG1FFOyQoutjWx5XZiMeftHkNx5dz1yjRsm0GCtoaq6m6qb5DO9+87C83ik42B2SNU3EWXdOFsGjgd/EVBG2FXJyQvD1Fwr0PBMKBlJIzDfQk+ubp6+vYoo3cJS+FyVzFGY/dbqm6HOdbNiPtIowNCiVJQ/dE/BHz3icuGKAUiRC0knUQGwXa276KspAiksxopTI0NnhUiFYvsIyUqS0AYhiRbVk8pYbOtz0b5b49NfbfOGFIS5eq9I0LKqOzEbcGeAOAL4G6FFKYGqcSBKGEj9QeHnPa+a7T79ZpjU1lWJEsdAmMRNCw+TcFWPQaR7FsG44ZuvGJB+UpIlDTSQS7r05ZKxW4sSlAlMLiqmLR6BzkSCMMaJwAikFDS8CLAq2y45hg27P4rf+aIRGN2W5l9LoxiRJyK0HfHZuTgijLGIooXn8lQJh4LK5JhitCopOf8zuqnvP6FcjjayZN+PYGbD7YOsnjwNwWxGOHVIq+Li2R9cPeOGM5F98YpiTV4YwHIcRZ3XMccmBsisouSqfJ9hvHl7D5Y3+4slGP9h2nE2czW2wphFhGRnvtsyQOI35yvNFnj1VAFuBUCgpsugtWC2Vv6F6Ka9DGasVxTVRfED59Bo7cZ/6pWt3yjzJShVhYPDAIZ933dvl9IRFHGcfHGPTSY18waxJYvtcPF+ARgRhPkjTV9msw6yR2BhYCbKdWlIqGAyVevzz7+vy/gdm+ecf73L8UpWFdpGmmQG9bKUUIr0G6ClOlOVSQdhXXxI8I++a6tsrjL7mnVWSHTslCCWjtZSf+kiLMG7w9Vez6p0QWf/m3s0xd+zXRJFLvVWg2XFpdgzaXYOpmez0kGrBJ/DnuTTVglRjbB73Kbnw2kXJY0ccDm5K2bUxxnWgaGs83+DqrGRmUbLSMZmfKXLlavYkhMgkoo2llMo6KBUkJTcbM2xba0/1WlNcUXrQLdPn2FZOQxwrzkEX4VjZaDfX9mj7Id84JvjSc2W+8uowzU6JcsWgZqVUbX3dJNhizu1dx8CxZcYZLfJJsBrb7vP5GCenPVY+Utk0sttQMaYKMa2Qo1cUn3+iAKkCaYCUGLln5o2DKN94mNP17WriOpi/kYNnzsJVz3x/5IPOJ1T1f8Z5pP7wWzy+8YLLkUtGvppS4tSmjUGsBfGaBDb79P7sxtxzf90IOJlXnY01BjAxmAve8y12r+/x6z/Z4etHuvzRc0VeOl1lrlWiaZlUHEXJzGaQO+aaUyUG8q5YtT4YWSFHyX4zucyDnqDtGHS8Asstm2pxiDfdEGEamb8lTQVeqDhzyWS5ZTKzILk8l+IHAUUnoGCHbN8YsXuzx5GLgoszMa6tMZ45Po6Sko4XcOP2JVQa8vRJE8NIedONPkXHYffWMgXHZqUZE0SaRJNp3X2OnXelZ7P88ght9A07WRNAn2P1k7wsA48H4LatLJK6dkil5OPYPvVOyGOvSb78XIk/fHGIertEwTFZV2YwLLPYH5bpiMGhUKs/xeoZOpbOlZcEx87GPThWhG2H2Ga2oFwnzLzeMkaKGD/WPP1KduIXhgShQMg8cq+ZavsGYEu4TiK8rumhP132m0D+/3D332GS3VedP/66OVfs3JOjRiONcnaQbDnb2ICNMWZhk1nWpCUs4N3luwu7BJOMjbEXgzHGOMuWg2xZaZSzNJqgmdHkHDp35Zvv74/PvVXVslkWMHy/z6+ep56WRjM9re5Tp97nnHcYDO4rjz5FZxdFnqWi6LZvjHjl9T32n9LxfQBBD0wVna6hEWUKUSaJbfDQrDQw7Bm2lhu2nFD74osoEcKHMBc+eK7Bj97W5Y3Xt/j2Mx3uetzhqYMlZpZdllSdkiXj6WBrhboq6/PstT7JLe0P/+oQjbkI5TUNGctQh/JBB+zbJBUBtAvLGTOLXWIlpFIJePWOAEWBkxcU9p9Q2DChs25cB1JULb/3l+yUiYqCpTgYikKaQbOlc/BkymgpoerJGLompthiiMlP65qa9d2fxNBWFHbaT9Et/LvVPE5EVwtDeoGxDT2kZPsg+ZyeSzh2QeJLD5Z4bH+Z8/MepqEyUZEoabkLrJZhGbmX4JBRpihuJd+xZyLez0ixzQTLSLCNCMsUmN4wAiwjwHV9oljYr4WJuIauHsu4uKTy6bttglAGq8+cGLD4Xrb7HjYoGjYzevkqZbios3R4ezJ0SBtaGxa/Jo5C4gBkGhk/+cYu33ncZHYpZfWoGCb9WOPUrEmvbdGwDeK+EVDRysV+XCQbp0hSkr/4lD68SVOlr9uMC3VPpBJEArq6dsCPvabLa65o8+SBNnc85HDkvMPJmRKNnoFjybgaOKrwpNFzdwNVyT1jlOHv1yCBWsgIB0LwAgEMHIfFoSeKMtZMSNRqEhfmShw7K3hRFxYkUCI8V8UzIU4l1N/71beOXTh/4L8eP7qTs3Mp+05YIrJPlmlFMpok0WzrTNQy6uVi6i0KdiAMFhesBMcU+FaW0z7hqW+cIBdG6mmuTI9xTTE8IvnsP5XxtUcNHtpV5kLD4eSci6VrjJYLo8xEpCrkFzgBP6T8VS9jGiq2IefdPMM2MywzxTZjkaRmRthWiG0E2JZPyeliGl1ePAVf2Gny1C6Dri8hkbJjW8irrg7Zd1zN772iwIdlaBLDDL6X7aKlIdHDEJ1wpU6R/jYqzbIhWd9guBxcO6X+1RMgi+HyDTFXbwu59ao2O7ZFSKlEx5d56gWdzz9QYt/JEi3VIba1fuR5Pt72ZWX9AgdAXKHFO4lMkhTZOzJRJOebERU/0uj4BiXb5wdf0eOGbR3mWy0e3LXEHY+W2HfCo52a6KYqIKMiAsT0XLs5cNqViFMRNqtIYitjm4WHTZJLD4vvsdRf9TqWgmuZJLGMbfZAilDVlOmxhD0nFL74sMxrb7nxv27fuvV96gNPXih32uEbzp/WOTuncPS8hqII9xbXkJisyqyblFg95lPxQkwjyge0NJeXJbmkKyIj5shZidPnRVffvi4Ry/ueTpwItXYhSTMNcVY/NZNw8Bx8/XGbB3Z5HDvn0o0sbENhsgKumnfrfPdq5phOuL3mPoJFvIg+XNwptimSix1LpBc7Zohj+jiWj221OXQ24mtPWNz5SJkTFx26vpabV/doxk3+1Rt7vP+HOnz8ToU0SUEt2HbfA38PKXlEYb8s3nAwXn439h6GI7n4YfDfpf6/F1haUVJSCT5+p8PpGZVXXN7mknUQhTpJInPlmpQ33bjI1x5rc+fjFQ6eqTCfWqRZYbWc9l1exReVDMEkpW8tUayE41iES4WxINsZoUYQRPR8HdMwKdshkzWfbasD3nj9PDt3LfP1xx3OLdicueDSMHUUTcZQxPwCECcpYZBSK4dcsj5AU+HCosqBMzpZltM1hjwYDTXD0jMcDSp2TJZlrJ2Smapr2KYsfBGVBFlWcc5krK633+Cpp8tqGPfoBSFhJHHlZrj2koQwFmIDU88ouSL2w3W6uE4Hy4h4aLfGY3u1vhRMVkDTJMJE59n9JmfOqaDBTTt6bBzv8uO3L7F2XEZCJs0Swjhm1xGJnbsNnjhQ4sRpl7meTZzqOJrMtFPYGg9U8kVh6yorbNZMXZjTC4iC6NpGhm2JA5adpxcXxe3aXTynzc4XEj7wiTonL1boZhaWrlCpCJ1i7Ge8+aY5rr0sYv1UQhDJfPJunSwdwLNhZt4wPFGGir3ImZSGMO6KC+bLj2aFWWbGAJJkRdSUBIXPHyl/dZfD7/9NjYVFlW8/EbK6Do12iThR0LWEdeMhv/DDPd7xqhk+8OcBD+waZTFzKOiyErnUqv9lJbkpT0aWKcJmosDicX60STLCSMaIEsJQwdAT/FCj5xsYuollhKwbC/jXbwx4560Njp5t8PRBnXtfcHj2sEM30ElTlUzKWDPR4Sdvb7BuDG7ZEaOpcPScwjMHNKJE8GTkPCBLUiQe26vz6AsGlq4y5+vMdRMOnZMp5W5bhg69WEZTZEY8HznrEYYd1NWjXZp6l858yIlzLqfmFGZbPm+5YZFpN6URpHz2Ww4nZ110vYQkw+ySzNyygiKRi22F94iWU15rjvh57Dngcf+TEXuOnuN3f2qRiwsK+09qfObeKheXLRoth1g20BQVTwdHy7A1YbdmqsNSsoGHoJYfiwoPQVNXMAxJnJKNQee2zRjbTHCsEMcKcS0fx+7i2i0e2pPxcx8d5/RcDds0mDYzPC3D1FJhfGOq/PjrVMJOmbGKzy/9WJvTFwzufc4FLed4kP2dhS3nKWV9hZG8csgc+BIWhS0kZIWtw/BwmQ6t/CTANBN27lb50GcrnF0sIZsGf/kdkxu39dCVMgCGJiINHdtg43iHD//sMj//kZSdu0dZwCMtNJoIul5WDL5ZumLY7ePwhFxtnxJoEkYkE2gKRpiia2oey6jR9XUMzcTQxbLgms0B128L+InXLzCzPM9n7zPZf8rkwoLE776vwY1bXS4u1Gg0NCRgxE542w0CvqpKgqLEKIrY/rx2e8zsGzNkRfjtnJ9P+Nz9FlGiMlFLeNN1MLNY5uysztk5iXMLMgESqm1JxKHMSFVizaTPxlUqzx4w+ObDU0S5MEKWJMZ08Q2O4wzTzlhliW9KQa8sLpbDGklZkji97PPKqwI+9R2bT32zQhDbRIqFqmrYlkxdFR6Cheur3penFZTMgeBB1wbTtnChEmY9piEM7C0zxTZSLDPGMRNx9cwxvud0cOw2D+7J+IU/m+DsQo2yozFippSMDNfM8EwJz5GZGHfwe1MsLLcZyVrUrBarRiKQk0GxDRd3H5rkforSID24b3MsDZYow1weORXvGoo88ApPk0GhC2FCcQ3NSLOUs/Mq810b2XAYcRVcSePRXSWmR03KboRrx7iWJnSzscJ4ReaPf6bFL/0ZPPACLOLluk3RyXPPsRw6pXkXFyJfIYKWcm2kjB6LUINQkwnUbOAKFqorFgdd3UDXLAw9xNRDtkz7/K/3BSRpi7+6y+CxF0x0qcTZi2MiIlKhH9BbzHSFBA7E9yVLZIJQwu9llIyU//hWUfxRrHD0rMrjB6HRS9CzmDV+TNePUU+cM5mbM9n7ooVliHjssarCRE0hTlYS96MEWt2MZluEtpKTeQaHHHloZQjVUsaPr8m4/PKYX/oTm05YQbUtqpqEp72ssLWVFmv9C6hK3wdPsNZy99fC9lgv4vxEgVtGjG3EOFZx1vcpOR1cu8UDu+EXPjrJ6bkaFVulbqZUzBTPEgeikqswUtFYPy6z3HSw9BRdjRkf6fHGVwTc83zEuVaGZEgr7OaGu7bwDRxYVQx7eSNJ/Q4ZC1SQk/4loXJPMtSUlV08HXib6FrGzAJ8+zGL+aZNuawyZqaMOHDinE6aKgShsEMrEuuy3J9wqi7xoZ9p88sfg3t3DYqcopNT+LRk+c49Ed4paU54iiWiREKP8pN8oWVVpT6nvlD46KomuroWo+s6hh5h6iamEVBy29S9lN/5yzGe3l9iy2RC2VWwTHF5LjwhC+MmWRZfVxBKNDvQ7mRESTYY+CUhZpeVlMvWCFqJkkmsXWPglSzUbhCj6yE7NvYIUoeZhoJmhFy+PqRsyzS74psgyxlJInFu1uLkeV3EaeR7cAEb6BecbWa4dsxEzWfVeJO7HjR4/EAN07GomZI48/aPAQMjzEHU9NCRKBc8iKtXzj/O/z4jZxyaRoqZ58Xbee68bYZiU+IKzH3P8xK/+ufjnJqtUXVU0bmHi9uRKTsKJUfYH8R5CnEUq6SZiqFHIkso+x7dWyq4N/kBo69MUfpHjQKC90lD6UA2VpCiFFnqd/EkFV18gMNFKSZpRhTIgIqpCHcBWYY4SWh2VHRNyfH+0MYl/zg1kvHBn26h/EXG3c9ILGRuH5OD6NzCCSsdUvtnJEnuoJDIRBqEcfGzytBUZYXYYdh2w9DV/EqtERgxUaSSZRLXbWvz+tvaPPBsiShMmKjEOJaElZPudH1Ib5t//4Io4+TFkDMLkfB1yfWmra5E2Y3Zvi5BliTONDSWuxrjayLGjB7quTkFKVZws5SOH3D4rI2hw9jIPJKWcfdzNmGsoGkKniFjoKCqOp4j56IDcY4tYj0cM6bkRNQrXVynyTefjPmtvx2h2Skz4UHZSEQEtj4YGgt1yLDr1MuNeor4aU0dKHp0HczclNPKn7YZinWgKdaAnt3inmczfu0vxjl8vk7dFZ27ZKZ4JrimhGvJOJaCbanYhnjhyLlZaJp3wIJZVmxHhk/0RZfuu2jlFAVNK16oxeYA4lhsEACUvMMKyoNErAwisZNkJT+cTDzFUVRsuYpoxSzLTSoDkUeqqTKyrCBL2hD5SgzE6yYyfud9bSQkvv0sLOIi9a2WBVe8HweYpgMflSTt59H3XcL6V2qpLxsUu2xBRxaWEymmoWKGCWGkECUKIxX4rZ9soioK33xshAsNjVEvo2LH2Lknu6ENuEvFpmx6PGN6VYBtBTh6SJIkfOsplVotY+saB12T6MYpzUBmtJqwajRGfestPY6fTvjKPSWSVIbEhzTjvmfLLDVkTp3TURQF21CpuTLrJ1Q2TEO9nOBaidgv66Jz1so+uuYjyz6n5yM++4jG39w7gu97rKlAxUxwzHx3nRPodZVcPDxQyBffwP7bfCFSGFLBD7MOTT3Jr5R55zYDXKeH57T4znMZH/jLUQ6dq1NxVKpG1k8wFrRdQd21zIK/IngrQkqVDfU/ccHpD5Q5PCkKvYAmfd9DTQRX6bn/igR0fOjEKb0gAUQxpClI+edVFYjVoQ5eFHkxfPY3KoPWLC58A8eCXpDkicgi215WhvJEJSFEXj+Z8b/e1wQJvv2MzIJkM6S/H8LgYk6Ik5RYy40/lRQlTzsuTv0Dt4JhWJnlRZpihgqmLrZRYSTmgpGKyq++q81kNeL+511OzjrIyzqWIlF3M1wjEYsDHRxTplbWWD+tsn7KolYSDUlVI7ZMJcw3M5IoQNdStq+xWFNLeemEwqGzFurxizpnF1TCSJyDGy0NqS2hqw6uovDKy6Sc4yHhOVDxoFYKqZVCym5AyfEpOT0yKWDviYwj52Ue3G1xcqbC2VkbQ9LYUE8pmdkge1IvhA3D6ng5P+UOJe8WVNS+DdtAQzlQ+AwJIIritnu4dot7n0v59U+McujcCCVXo5b7GIo8TCn/eooduoKVd+9CJa4UBvNyiqQN8nCUQjxRiJjlQeZQcXbWc367nSci22ZGo5Nw/HxKq51hm0JwnWYFxJGJVOFaJSyNB1bHxdEnzcQVM40Fxkkyca2LElHgYT/Xxsjf8wAAelZJREFUftAsFFkZ0ApkYU8tSRmbplJ+56eaZEh859lxFiVbwJV8kyKw+ICDXWxUoiLmWxkkcCjycKHLA6uPXOEj3ull/JxZ6IcqvUCnWjL5qTd1ePN1y5ycXebB3SZHzxscPOYQp+L0X7MzqlZGuxfS7CicvqDh2ga2CY4FtXKCq0foTg9FTokjDUP3qY7EGHaEOr9sEYVdVtdTyp6Ea8skRRqXDiU3wXOS/k7ZsYQ8DHxSAp56KeOJAwZhavPkfoduRycINFxdZrWb4VlCfCBi+aR8ZzkQsRbfhEK4Wqiy5Txaujh7C6pnmp90BZ/bKKRren5+NwMcq4djtdm5K+VX/7zO4fN1HEenZuTFbRQvNESimqHkUYED1qHIhxdxfbqe0GpnPL5b40JDEy/CIRX9sC2cquZaxXxGMPN9fMmJmRzxmW+3OfOESXPJYKoGTpq7Sg0ViJbDlP5GpS/XEt2vXpa48cqAhw9F+JFBlLuFRTGEcUYQpehhiq8pQ0Wu9gu8MOaR5ZSNExkf/A/LpJnMvc+Ns4iJYJGn+b6+6ORCfR8nWd65B1daOadsyIrU91Ip3sWEQJn8XgF+INPTFbqBmsd5a3i2zagXsHrU57rNIS2/wTMHWoRZxmP7bZ7e7zLTNVDnFapWgmum2PkSw7Mkyo6EaWj4kUqSJXiWiKuZmFYZKSmoVSfClno0nCaPH/aQU52bL5G4ckuHiZEmZ+ZC9h5TcniQoGoJrh2z94TKzheqLDQsfF/F02UMRWLMAq8q1DtmLvgtNiv60P6678Xdlz4NCrzo3C+XehWSs0I7KYQQAppYZoBt+thWh4d3J/ynj1Y5PlvHsk1qRUS3nuWFzVCSmoxhFHk8AvboWiL0mkqCoSZ0w4RjJ02Crka1OqTD7A+WQ6QhpaAE55c3M8GzI0bKXcJsmWW/ykLLxLOKS/DgrT1KRKJBlIghN+77eAvhQxgpVMsyW9ZFeGbIUhfCVMqt8jLCKCUMJQJVdPGioyo5HVZRBl7tRUDU+omMD/3sAj//pxL3vzA66OSk+a486w/Gapr7sMjDo+vgkqvIosj7/ut9rWax1pXE3aKXE6t0jUXdwDQsbCPBzTdft18VYho+b7q2x0Krxc4XVPadMLEtFVWRMBWwtJS9R3WeP2EzWVW5eqPE9dt9MingsX06sw0NzdJQK05CpCZMj6Zs74FtpkyMNbnjiYQwVFlaFseZNBPf8CSTkWXx1qcrMKpnOC55QjC57GwgHhbcX3nwllVQKPXhBIWB/YOmCvvkvolP/y0611UqedKCVggiBGfcMgIcq0sn9fnb+8ucuFBDcy0qOpT0rF/cljacgyliAk1N6lM8+0Y2mngxK2pEt53R8jVQVNGlhnIw+4OljLCGKyJSVAbzgRljmiGaEpGkKZ1Iphtmub5R/J1RLBPH2YruHRc76NyQM00V0kSlZAoOz2w7JUhkorjo4OSFnhBEElqoDLZRsujk/WS03KZallPWjqf8xO3LvLDPYC5QWMLoGwVJ2UBVk6oZSX6hTYcwelHkgkw38Isc1mwaeZF3h+4ZghueoWtqPlOZ+TyXYJoRthlTNkPe9YqI99wao8hB30woy+DFkxKzyy3COOGJvSX0IwqOpXFuTmJiSsZ2FVTDDCANiOIexy5onF1wGHFdDEXC1hUmyxITO6DdS2i0U/ywsAMQKQhmwQsxZEytgB9SbguRd7gcQw+vkYSgOO2reAxVwIFifypLori7gUbX10gSGRAdXFcLQYRIGbaMANfuEmRdPvIFh68/OYJi21TyDPpia2P109QGUElk8tDfBhn9Y0MuX1MiHt2jcv9eF92Uc5s2QRoq/v/kFcOW1LeC09UsD69K8kSIBCnNCGMRZR3GaV6cwpMkjsW+OU4GMKUIjCpiADs9jVde3uWWKzocuTemF+sEsUQQZxh5nEyoZmhRSqDKqIGUwwo5F+oqfaiiFHBFSnnzjS1O/ug8f/QFmaWgwrKkIzPs6SK2SooCUpYRJ9AJJTqhaHyylNMp1Gzw7L9LDwq92JINu/8WlGvR5ZX8rqFjGYPtnKoINyw/UFluyX3PG8tIqbgx73p1SL3U4uJiwr5TCn7UoxP4qLuOj3HyDDz7/Ci3X6Vx6w6VNBO7bMcKMLQUP1A4O2Nybg6WmjFpmr9StQGH1zSKENViUS8CkvpvY5DDi5eLiUUXtoyYkhOgKiFBHCPLCXGsIckucezhp3lU91CsiTgghNhmj07Q42N3mvzpV0YJJY+SLlPWcliiZTk5i/yj0v/aBzTfoRSHvulmhKJE+LFCkuqYiozRTzMoUuAGQ6aSrzMLlcpAdxijKKKQQCTORYnouFFMHiQgMG7chyfZikEzzg2XolhFRsHSYshCerGOn0iEfZiSF3iY9rnXqiqhBGKQVRSln6xQdHBZTvHklJ/5oTYJc/zpV2TmgwpNSUOV0iEaQtY/+oUJNMOMpTAmSDIUSSJtqeiyQtnOckqzUOEXAuXChWz4LkCO4TVFNMUiWboY/osYR1URg+5iQ+LcXMyZhRg/StFUCc+UcQ2TNLOoeAE/eusCa9enaIaCevt1qxr7S517GvPWDxyby7AaPt0gwdQlylYs1jWGRslRWWrrRLHSP5dbhjRg7xliH+1YCY4pfEVAwg9Ffk+aCuGr2GELR3/DiHCtEM/xUeUexy/GzDbgvucsJEVFklS2r9JYVVPzS17S98Qo4u8sI6Dkdvmzz2r8yZdG6ODhWQoVPcMteOOFqkdfGdEtZoMBXOoHvObqetMIWWglPLXfBckQ7rbKoHurBQZXhtabysB3Re1HbwtIkL/f59uP/JnQL+xi15wkwxHfRcyIklsqq6SZxk2Xhnz9kS4Xeja9RBKBTWo+aMYZWlR8n4QsrX9VzYdO8TVpK4bPkpvwC+9q0wvm+d3P6HRlF02Wc5NPcVmUlPzSrEpsWBdwyfolVDlAVhN2Pmdxccnm0HkHTdKoWAplQ/wMTF0c9TRVrFfTDPwQepEEmSh810ywDfrLiP7q1pTz+ELo+CHtXsL4aIppRdhGRsUKcYyIrq+iyTJn5mpkztg9k1MbG+odX/+bWUWRfnu8kv3A/uMxu89rWLpJxVOpOhLT9RRLizh2scdLpxLWjphUPIWSCyU7xbESXCvGcyJGKz6q6tP2RQdOMxkztjF6DlEkoyhZ3rVDbDOkWvKRpC6Hz8bs3K3yjccrLPVsLszYuIZCzYHmpQo3bFMZqSRiu0KMKosTuqGLYeTZQylf2FmmnZSwbJ2KJrw8isI2cr+VAgcWZK1+RHeR6KAPjH8MPUJWQh58RuHup10UVVwONbnw3qMPvQarsmKrUiiY0n6WpfAIFFzsYr2XDCUuJMmQPVkqYIr4dbl//IkLhU2k8cbre9zzTJsvPVaiE5l4moQRgxEJaBSqQlysqqkoamVgIS2+RiXv4moeRyieFS/hR1/T4d7nlnj+uEZHsbAUCTMXZshyhqlDvaxw3TaLmy9PqZQ6uFaHN17dphUs87XHLR54weOl0yWW2gZVL6MciTnIUMXsEsXQjDLCNCIjQ4pkTixo6LLCaDmjnPOJnFxj6zkqIxWZHZvbGGbExXmPum4xVUsouyrVUoJlBhw5I3FmyWL/kX2/feDI3ln10GmNJJXwTIktUxFXbUjZOJ1Qr3SRpIg9x2XCNOGpAyolQ5y0R6sZ9XJMrRRSL/tUvQ6K2uGFY3BiVuaxPRZJaqJrCjds1tixXkLXU8EBz12obLPLkXMBdz6usXNXjT2nyugYlC2ZbZMpNSdlpCRTtZXccldMM7Iy6OCu49P0Az7yBY+XzpRRTZOyDm4hihh2ZNKkfHtTTPQDK7i+ALqfwSMKPCNi72GdpWULqypjKNkg6Xfo0KEo0tBOOFv5LCyF8+IWHTzL+Sa5DUJR5GmaG/0wJDYourkIio0ThZ6vMzaqsGNLl28+7tON8izNWMSbaFE2tHJNUeRE7MP7CRgyqqz0t1L9e0PO7984HfNL71nmFz9kMtvR6Koqdv51goBgpi6x1DLYfURjrGZRcV1GKz0mah1+/Ue6vP2mGXa+sMxXH6ty4HSZlq5Rt/M8JT1DUyVu3hpzzbYuph4SZxGP71M5MWOw94iDIhmMOBJjXkrVFdBLV3UU2eCG7W2+8UTKTEPivl0mCSYjJZOt0xqWHrF6MmSsHhJFoG6e7mDqcPwCPH1E5ZJVEm3fR1Ji/CDhuUMKlmYz5hlsXq2xZiJjcjRgerRDxWuy1PH587tVzi9Z7DliEwY6caDimTIjJYXZqkpzNGZipItrBZTdNprW5r4XMj765QrPnaggSxZjjkTNziibCSULyo5EtaTiOQq6Rr9YCjtj0whJkoAv7dS474UKqeJQ1SU8TfBcRHEXZ9+VFFtDH6wojSHsPRzyqqshJy9m3LfbAUPHkBH4uw9NeBkWL9aFQ5F6xXElt24ohrU0DwRIhnWYabGVyEiTLMfe+YElHR42FaJEpdfTec2VPp+Z6rL/nEs3VkXkd56IEMYZapQOLqwFhOqvNWXkfhfPkJUUWdFQZQNdt3nNFS3e/ZolPnG3RSfycFUJR8tyWq+AQs1OhqEpZBgEoYwfqrgtg5JrsWWqyyVrOrzyygt8+MsdvvPCCBc6di5mSKnbEpNli8mSwUhFHOeuXOfTDdvsOdbm3JLMHQ9X2D9jM9qSWR0kpGmILJtsWTPG7Vd3sc0u0+M9OmGCgkrFzNg03eZ8w2bXMRtdTVC3rxcMrIlaxqbJCNuQWW7qHDlj0+nBhjGZeklhegymRmOmR7tMjS4z3+rw+UdUvvF4ldOzNrasUjIlJh2J+gRUSwqjFZXpMakf4FortWj1Wvzhp02+8dQIyz2XiqlSs3NuiJHhWBKeJVNyFMquimsLh1JjKIhV10T3fuZQyl9+vc58t4TrKrmsLR8qNfqdu+jeA3gycNAy9XQAUbTCcUl4Ec41YN8pB03XBDxRVh55CvVOsQsfJDTnW4ohZ1dWnP2HMjJXCB8GqzfRxYfyM9MBFo8TBT/QuXRNj9Fyj+x0QCdRcWIJM87QYwQ8UaT8Y0qoJAOYUgzFktKHVLKs9QdPpZNQK4e87+1d9h5p8PABi46m4cbCMEhEcKe0uwmaqiJJwm04ikWR+5FKt2dQck22r+rwoZ9tcfvTXf7gsxNcbFcwVIlKmHHmokSSmoxVTepll3o5pOL53Hp5D03vcvuVc9z5uM4Duzx2n3VZaMNyO2V+WWV61KNecZmqQKeXcehsxtFz8OIZlW5iEsS6MH4Nk7Vkskq712R+YZaxeoqqSqyZMHDMjHo5YaTiM1rtYhhtnjsc8affVDkxO8rCoomOysZKRtkWVyXPVii5wg11tJIyXg8YrXQZqzXohi1+9/Mun985ga4ZrCpB2UxxjRQ7t3xwTAnXFp7YniPj2UIwXBgAGXqEY/v0goA7HzXZf66CbumUNXCLqT3XbBraYNOjD0OTIZKYnvt29KGJJgTQnTjis/d7pKmFocqYcjYUoy19F/6W+0VfGPkPVPfDSQ+FomfYOjkpWHsrPtKHKgVEEQJgEQsSRRqSrfHjt3fY81KX5cikoyhYsYQeFZn2+dcbFbHfAqrIfUiV4/McrqiyiirrqHJKu2uzaTLm7a9qsueESyuo4GoSViRhhiKcVe/FqIqEJCm5pYUm3KwimSBQ8UOVrq9T8XR+7NY2OjP8z89knGlUxNYkvwt0exrLLZX5ZZWSa1B2HSpOSK3U46fe2OUdNzU4MbfMPc+57H7J5fhcwtg5hZGSTK2kYJtiUHdMiZGSjGZVQPaABPWa638AzfCYu/A8y82vc27RJQwz1oyFbF3bpVZu8MjelKUjChfnFR54vowu61RMiQ1VKDvgWooQgtoKniNTcTMqXsxIJWCi1qFaXuL+XQF3PlnjgWfHqLkKI1aGZ2b907nYxsjYlopjKni2TMnOcC1B6rIL0bAZYOpdnjoA9z9fQVIsSjk06eNunbxLryzyApoUu9nBM1f3593b1H2ePCBx//MesqrntNSsH92nDg+WhdBBKj4OOV31BcnZCvLqCl/wtOB95MeTLMuLXBqoar5HaGuUqAShwWuubnPFJS0e2efQ0WycHKbosZgXwqhwM0hRIglZkfOLY0Fkk5BlZcXMoCg6Sk+scG+/usNdTy7z4IsmjVAMnEaejKGqIMux+L9Klb68LYxlglDBDxWCUBR62TV4+y0tPGuWLz/p89CuUfFOFCd0/ZRmR6HkqJScvI5sHc8xKbsuFTfghk09btnW4YFdPqfndbo9eGSPx0hTY+u0yurJhCgKOT0TcvtrX8/N1+2g0WqjqpqKYahkKEiI+/70qhBVa/HlR1MuLLoszKuEsYZrSmwfzwS3xJBxcpqpY8q4loTrZJSdhLIXMlLxqZfaWFaTbz6d8j/+ZpzA95gsSVSsFNfMcHL7ZCvnhFimeKEImJLhOQmunWBbAzW853Y5vxTxPz9d5eDpCl5JpZyvAwfFvRJzD6K6h3C3nm9N9ARdHxS3oYckWciXHnK4OO+gOIpINSu2J0MclL7I+GXFXdgYC/I4fYu7oWSeFVK0vqq+j8WzgZQtyfoDZwFXokQkP/ihxlhd4Udua/P0gR5BZNBWVMwoEfHl+WVR2LWR772TPgYfbH/EflxsfrT8IJTSaCdsXB3yG/+6wZnftTi2qGMpCoaS9OGaSHWLc0csJfc9lAVlIJQJIjkvdA3f13j1lS1uvGyZ3/xMzN1PjNAMDcY7MFqKKTspni3j2IpomqaGY6u4loFjudhGlUtXRVy3OSROQl51eY/Z5RYPPe+yfFxnvG6SZDKGriIrKqqiogaxhBxDq6eQpRKq0uP0bMyBUw5yarCxJrFjSmgDozhfyquCOGUZErYFrpXiWDElJ6ZW8qmXO6R0OHgu5L4XTL766Ag6JqtH0r7FmjVU2KYulvrCcRYcK8W1UjxHrB89Wyhzym6XNO3ylYcNdp2sYlomFU0IlIWyZ7hrS7n5vZJj8SFo0r9aJv3uresxuhZimT5PH5D44s4SqaFjKTKWkuY/0Fxk3e/Y4p8leZAg0Rcc9zWbL+fUZCttI4Yt3LLsZXh8ZVBs/7IZiyKPYo3QN/iRW1t87oEWj71o0dEUrFhGj3OeSzQ8M2QDVyu5+PrlvPAFVBG/RxVHItmg3XbYvqbFD966xMe/YbDYq6Apcn8zhCR0nWkeuR0nqoAooYQfSfRCiZ4vCFY9X6Ub6NTKJh94d4ttqy/wnec9jpwpMdPWGXMz6m5MyUqwLRnHFDVh5UatuqYhyyZRLELGHCulVo5460099p+J8EPxc3AtkU5tGCnq+SWVumTNHDij3nfg/PjriDsYmsrl62GkIg43sgRBYNALNNJULOuFkiYWJBk7olYOqHhdgqjLgbMJ33jK4NF94ywsOkx4EiNloZ4pjDELh1khU5IwDeFCJS6oApa4doRrBziWT8XtkkltPv51lQ9+cZwwdanb4GnC2crq0wYQmHtF584POsPQpHCwHRosTT0giEP+4tsu3dBGNjQsJesfd4YJVi8v8mE4UsCTfsrZywbMAQ6XciX7UKGnWd+Mc8XAOZTdIyRkootHsYZjabzvzU12H3LpRDptWcWMQOvDqaw//AosXsAreeiMP0hNXrHi7KZU3IRf/dEmkjzLx76hstBxUZDFZVbKcru3NOeOZ/muXsEPJcEeNGQsX6bTU2j7Gp2eRrVk8t7bWrzu6iaP7m/z9Sc9Dp92Ob9kUHEkRjyxeLAM8XPVdbEFSjMIooRevjZ2TRgtG6waz1ClkInLDbZvCO4bHVVnKk6K+urrNnHHnZ8+tXZE/+jy+pHXLc0uoWkB+89oZOckDCXG1iQ2TgrPQlOPcW3h+mrqMbYRoOs9jl+IeP44PHfE4IHna8wuOoy7MpdOpFRssR0Rr0jRsXV9QL4qzrGmnnuZWEJT6dnCeLNW6iDLbf7sawp//KVRummJqiNTybndfWiSK0H6EOXlK8EhW2ZjhauWCJhyPZ9Hdks8sdsllkxsRcZSRERg/7gjr3wW/PAV3XvIUkIEcK2QKQzpH4cslNOXbVOG1ojDAoj+NqXvOKUR6wavuLLDdZc02bnLoqsqtGMZPacXryzwHKooUn8LJK3YCA3h8cKaTk6peSm/+qNtFPUCH/7qNHMdp0/IKuaGtF/ggtmoh3JuuikK1NJlWl2FlqXS7Ogst0zq5R7vvKXFqy5rcN8LbV44YnLkvM2BczaGouLqYGtCueVZ4iq9fjpl7SphMKUrKYoUc2pOJwwyJtdOcuB08tF9x+8/9Ybbf1x4Nq0bF3Kv5mLE6dMZScdk1ANJ0vB9G8+AqXrEtnULyEqXCwspbT8hSmM6SczX7jN5eI/H6RkbEgNXVbhiKqVsp8LGq5CEmQXvWrDtFAVBS8197ISuUhj1uDksqXodZLnFR74q8adfrdNJK1RslWohXNBz+Zv+MtzdXwvSz/MZVgAVDrbiKTxTTl6M+NM7S5xbcpANHUsRu29NyV6Guws7iFyULUsri7qAJcXue9j1Z0gnucLligFU6XfyIR/2ASYfZGjGiUIYawShzmg54Gd+sMnJixbHFzVaso6RxwwOH6BkOYcXSvHCHKw6ZUlcOSVZGbKEFoeqZSmj7GX88rvaKMp5PvTlKWY7DhkyaZaSpRlJNvAeD6K0LwBR+gab4p3bMRVcW6bZUVlu6cwtW4xVe/zgTR3eflOPU3MdHt6j8rXHXVRFwdCEP/qhWRUVMTOOVVRUBxaCDFkJGSslLLcCDp7UcBsmaSK+4aLA112KYdoEUcSTu08xs2RwyVqfS1aFKIpEyW1zcs7njqeg3ZN49AWTVkdB1sTJ99ychZopVE0RaFSx09xpVskHBhnHEnjdyvGvogzestWc412IhoWXiU/F66Ioorg/+tU6zbhGxdao6SmeLgg9lp4LFwqJWA5NBixBckcs4XsyKG7hLCtsDYTE7fN3GDzwdJlYsbDUHHurQ7yT3MinD02GiluWCufCtB8fUkh/V0qAVxb4yiDWrC9D+25joIFGM06HYYo43euRweuv77D76BL/81MWPVWhKStoRXFLw8cn+pRkQZuV8wIvBNJyDrfUXAE00HVWShm/8IMtyM7xx1+eZrbt5Mr9VFxo04w4LbY3hTd6krNJpXzWUrAtUR+erVDqqDRaOhXPpuL5bBjtseF1Pd5wdQtVjdG0lEZX4aFdFs2uxpkZjTue9KiZgv67ZS1cvSllEY16bTU7LttKz+8NCrw+MQHS2vv94JsfXDuZ/NpkfZYzcyWmRhIOnW3z3BGNLHJZaumAxHJLohsKtbehZazxoGRleFbW79auXTyh5GS4loA2tiH8v7OM/hpJJH4l2EaMnZv0VLwustzkw19V+ehXR2jGFaqOKO6SIdaLllHsuwsf8AGRSug+6dMtjZwM1rdO1mOMnEdum13uelLi8w+U6CQ2iqXhKBmmQt9PbxiWSH0YMrAu+N7PwjlqOHFqUMTD7rJFJ0+zjOFUg5XOVyu54oJdqKDGGkFoUNIi3vPaHs8eXuQ7z6u0JAdNEkPkSnxdqKXEVkXAKiV/N5JX+CsW1s+D/wORZv0LP9hB4hx//OVJZjsuSZZ38vzdJ1bFnw2ijF5U1IrwrXHNON+WFZ1cFPpyW8Nr6pRsG88JqbnC+TcDNFRee4UGZCx1YqJkkeePKBw5UWVqFJ47mWIbCuHFMx/8j//63ffvOnBxUOCSvI5f/R//qyvJ8smwN4Katrl6U8CpmZhHd5cY83SmpkXRdHpwfj5mdikhQxxWCl9u8QWruLaMZ4sEL89JKLsRFTfAc3yQeqhKgCRJLCzXiRM3j3GOsU1R3FWvg6y0+LOvK3z0ztG8uFVqRt65h4q7eIrNiZJ37yFRRe6bYua4WxjsC5GEqQseecsP+dtvlzl0ugS2iV107/5wmQ0NknknHzLzkVmJu4cpwn1r8OGPw0Y7wx19GK6QrejuxV68sFNLEokokdESlThOCCONjm+xaXXMT76lwfMHLOa6Gk3FyBOR80urJC6sipwihzKKlA55KsqD4VmSV0Si9L/m/OupuDI/+442UXyej945yXwnNxOS0r75vyJJNIKUuU5AJoEs6WiZTMXKqNoxJTvBtWXatkLLFsXudXVatorX0Vi2DEwjJk0lZhYNzs3KdHri5zk1mvDqyzr4fo99RzUuWWMxPmIwUm2c/NLf/rfuu//Vbw8KHOCH3vpWFM1i5uROdj7xDE8fNPEMk7fcoLBqLKATRswvG2zfoPD0SynnFjJqjkTJkfKiFq9CzxGFXXISKl5I1Q0ouR2Qujx9OOGOR0xOXqizuq5x/SabbWsVqqUAU0+wrZCK10WSm3z8mxp/+OVJgqTEmCtTNVJBfzUG7rKDri311TmGPhhajfwML8z182toHjsoirtHGPv8+TctvvNCFQwHU1Pz7l1Y/q7ce0vCQ7QfTdI3uR+CHwMMPtS9X4bBX9bQB3g8W9nRhzv9sDlnkaMZxQqKMtBc9noJr7uiy0/9wCIf/qpK26+wjI6aF54iC8KaHA75hMvkwocBBBOFLa8o6mEzoiSVqbgyv/TOFml6gY99I2OuW0KRZDRZiMJdR+bqS2WuvbTD9FiDE7MxX37E5ZkDZWY7GjULak5C2U7x7ATPUWjbKh1bpuMUdA2Zihdwbq7Hcwc1pkYDjpxPefKgyZpRl/FayrqxkLmGD/bV3Hb7TXQ6PvCyAp8crWKYNueOu6wbTfG8BM/2ubgU8dh+nWZLBjQ2r2qClhKlLp4tUyuplD2VkiNRdjPKbkLFFSzDitfBj7q8cCLiq49Z7Nw9gq1YTJfAkWTiWCeIhHrd0CPKTg9JavGJb2v84ZcmidMyYw5U8hQHW8+EnrKv1s453fk6cHDMGXC8+4qhHJpYuUjCc3rEaY+Pfc3gj78wQjP00C0NTwE7N27XXnbUGU5yWHF+fzk0Gep4g9r+bgz+d/5CtrJ7D3f3tPAxHIIqUaTmOssUqWfiOSm/9O4eCfP82Z0yLb+CVtBipawfHLtyP55DFVnpu+PmtkS5R4q04oVVJMBVPJlfemeTJL3IJ+5SWOy52JqEmwnFlyYbhEGdOLS4Zn2Tmy9p8uDeNl9+zOXAiRLzszp1C0ZLCRU/pdtL6PkqvUAliIShzEilRyx1aEUe29YpbFMSljpdjp6NeeKQg2ubaJLC9VdZqMYoetobzHfFP6RoIBnHVM0+fnbe3XB4T0SW2Yx4EjVP5aZtCfVah72nYnYdsJiqyIxUNEYqKtUSVEt5YVd8qm6HKO3w5KGYrz5u8czBOlFgs64KY6WMkbLMeE2jXpZyY/oIzw5AavEX31b4vS9MkWUlJjxR3EWKwwCKDJ7ikDOszmFoW1LYSiR53o+AJrbl44c9/vJbGr//uRFacRndMiirYq9uqcPdO+vbH8v5GDn8+B4LkqFff9k2ZWUND+DJ98Diw3X/3cWee6WkQsdZ4OchG3JKTsav/ViHjDk+8U2ZZlhGkWQRGtuHXIOP4tgjDeDJ0GhcZARFOSyKY3mFCKNakvi1dzdAusBffHuaxZ6Fa0j0/Iz55YTj51R6gctyS2ek4nDbjiY3X9rimcMtvvKYx+4jJRpzOvUOjHii0HtBShirZJmMbdpctzVgrtnhricdRkoem1ZlXLMx5rVXRyRJi9mGi+fZx11HOyYR9r9/SvEPH/6TP+LfvveG45OjxujBU41XBZ0ul6/XmRiN0IwIy2zxyN6UPYccapbJhmmNiRGVsVrKeC1ivN5j7WSTifoih853+fDXDP7iW3VOnKsyZutsHMmYrMJYVWWspjNWUxirJYxWAuqVLiW3wSe+lfGHX5oAhAtW3Urz4VXCNfOIlBWKHGUFz8TQwDIGXoW2kWCZ+fBqhv0IQtdtcc8z8IH/PUozrmLYJhUtFyfnK0u9r8oZxCH2XauGrBH61nKFgLiIZyloALm0zrYC5hox33rc4fyyi2koOGphD12Yjg4cvlS1+DsKI52cQNUXU2TfPQTmCRAgit82Mm66vMuLxzMOHdUJZT0v8oHlnCjoPAYc+t27n8ycsx5f7hledPAsE+tKy5C55fIOURLw2EFPyOpywQeZTJKqgj8TaXR7Jqpksn1txu1Xt1kz3uboxYwDZzU6voqUZaRpShJnxDH4oYqp61yyOmW02uXsUoxExPlFmfkFG12JGBmt05O3/dmLh07/5bVXXf3dHRzAsRU8x7h7coS36SlXtPyQk6cTzs5rlKwKUqZw2VqVVWMSZRc8O6LiRozXuozWGhy/2OMrT6l868kRXjrhMe7KjI2KQ0/JUSi5ChVPpVaSGKmI4q6Vu0yMLPPSWZ+PfXMSKDPlQc0Si/3+5VPP07mG1CnD3oXDUYGDZOShsClDqH88t82hczH/+65RmlEV0zWpqCLzpzACLSixfVjShxDCu+/vhBnfh8fKzym9bD6V+l268CxMEoksU/JTfgEdBkkR5RL8h7e0OXJc58WzCsuylQse0qGDjjQQIkepgCeycNwqYFEYDWzpglAmCAVrMCqSiDOJ0Qq8/21N7n9unpdOjmGqcq5FDUnTjCBS6foanZ5Cs6Ox2DIZqbi84aomq2tNvvlMl8f3u7x0rsREV2YqSGj7KUsthYsLCqvGykyM2Lz2ihjP7nFmIeT8fMrJOZ1EV/eMV6y7k2Tld3BFga/d8jbu+NyvPFF3eH4uVa6QspQrN8GtV4Z0ey66JjFW62Eafr43VRipdGl0m3z8W7BzT41zF110NC6bzKg4Ka4l58OnStmVKXsZ9VJMvRwwUumyanyJ0/NdfvuLI4RxhckSjNopng2eVSSmyX0rCnloTSHL0gqbBl0bGAINnrkxkBFS9jocPhvx65+o8ei+EQzHpKZB2RiIJLS8YxfQobA8LgxwsjxqJHt5dWcrKvGf/BgGQ/1tTWG/Jhe2ckXkH4CMImeCTpvI/QKXJLh5e4vf/ulFPvDnMgfOjrIsG+hFg+hnJ5HrRwsarejuZBJJMvh/UyTRaExdIohy+m4y8E+sleHX393kNz+tcGq2Lq6dWUqcRIRxmrtaKbR7Ou2eSrOts9iwmK51+Jm3tnnbDUs8vK/N1x+vcWjWYdJLyZQYSY7Zf0pYQeuaTiPUqHgZ09UQRZc4dTF5/tTFbz3xJ7/zP//uAgcYHV+Nokg8sucszeUelorAyF7EqtEWzx8N2HPEZtsqnTfc0KUTLvObn7V59mCFsqGzpgR1L6Nki+2KY6l4tiy2K66Q+NdKAfVKh+m8uD/wl6M8tX+EKQ9G3JSKDZ4ttHi2rYrIb12c9TMgioQiXYKBALiwacghQhFLWHRvz+5y+EzIr3y8wsP7RtFMi5qO2M4YWX6AEgafkix42GEkjhZZ7iirFjvp4SHw5V33+9zW+4NrgZWHxMySLDxCwkjYTcgyaKpClCQD0878hfGaq1r80c8t8CsfV9l/doRlWc0FxemAbZh/3liRUJOMRBH22EkMUZISRcJmWVUFj8gPZcJIRJyIdw/xwr95O/zPf7vEb3wy4+TFOlGiECYpYRTjBym+r9LpKrS7Mg1bZ7mtstTUqJdtpqtt3vemJjs2zPAbfz3Gsu/whmszNq/rsPd4yK5DJdZUwbQ0RksSU7UEw9GYideK1IqXPb6rwCfWvRVVVULL+Sol9QSdKOOFoxrTozH3PZ9w+GSZzVMO49WE+dYiH/qaw+7DddZXZSbKYj/qOjnd0ZJxLXDtlJKdUHJjKl7AaLWNqjb5/M6Yzzw0zvHTNaY9GPNSyrbQfXrOYKfuWOCYGZYhWsl8Q8FfLrYYA3POQTzhgGci4r99DKvL53YaPLmvhqzbVA1JbGfMTBR47nalq+Lzdf2Mdg+CuOjogouiqYOrYzZU4f0h8Z/cuQfAZGX+ZtYvQC0Ps1Vk8ba/3NLp9OR8G5VhRRJpQt+NVpIEceqW7U3e+5pF/stfWLTVEqYsCVptEe8YS8RKRqwKbkmWZX3673IrYakZAYhEDUMc6cIoVxmlA09zgKs2yXz455b5/MMBX3tinG6oMx2l+FFCL8zo+AntXkGPlmnYBsttjcWmznjN4uoNy/yPn5jnw3cozCy4bFtT5t2vbnDFxkWOniqxajSl3U05M6vzhlvH+YFrXxNmacwH3v/3FLiij1Gtu7967eUbti2cO/bql07A9Cg8eyhmaanEzZdaXHdphOMu8qE7NA6eLLF9QmaiKlP1VEqugmdLOFYmvAxz8pRrR1Q8n6rXRlaa/MXdKh+9cxIpc1lVzqg7KRVXomQLj27XVSnZMiU3o+QklJ2IqufT8kOeO2wT9gxKrpL7YYu32aLADU2YCBXF7dodvnC/zBd21ghUl7opUzGERE6EyA4EF1ae96PrMe5Siwf3WJQNkY+jKOJCV/BDRH2LOO5+/vz3p8IHUeBS4Ro1oDSYekFn6PHIHp1zMwaqIujHjpkSWbn5fZ7rM2A4Jrz7NW1ePDXH3z6g0ZBtzNw2To9EXEykgp4WpqBitim7UPK6HHg6o9dVqTng2SlBmBLFqqAMJIpgE+b4P0oUtqyS+c2faFAvn+Wv7hrn+KLNSCBR8zNcM8GxUmwjxjIUHFPBcWQWmwbLLZVGR2fHmiV+8V0LfOxOiW8/aXPdUo3rL1OoOh2e3l9lrJLS6erozpaHR2rrfhUW//4Ovmm1x11372wZhne43Su/olqZU45fUKiYNq9+hcSmNS1QG3z2AYPzFzx2TKtMjijUKyo1T6LkprhWEbgaYxoJrhVScnvYZpsXTwT8yZ0uzx4dwVBMpryMmptSdiRKjoJnq5RclZID5RzSiK7fI6XBR76hsu+IxVVrYyxTbA3k/IcvYMrAUMgwQhyzx0Iz5HP31Tm7UKHsiYRkJz8a2blzrmPJuVROoVaS2LzWJ5GXuO/FlPmuh6bIGKqghCY5/7k4qf+zTJtD3bs4zhQvYkOPKbs9Ypb44qOjKEHEpmmoeFqOv4FMfVn3T1EUi7FKxHtf1+GB5xrMtDWaqiYSiZUMPc4wEmFhkaaCQ6OpUHYTrtjcoTba5A8+P05rQWc8yojiJPdzyUhSlSRVSBNpBTFstKryvjc2uHbLWT70lRp7jldY7mlULfBMobA3tQxLj3HyeW2pqbDctmh1VdZONHjv7U0+f3/Eg3ttzi247NhosH4q4vhFGC1biWV4h3c/f2/rqmvf8PcXeNGFut3W+8PUvK7VMq68bE3KxEiLEzMJD+3L2HekgpyaXLtZYaKmMlbLGK9HjJQDSq6PZYToWpy/nSZkhMw1Ar70iMqXHxnl0Ikq4xWZ8arA2+Uckni5ZKns5sXtRVS9gNFKh4nRRT7yNZkHnhtly4TShwPCdXYInuT6SkMP8WyfMO3xoS87PHawhmkZVHXhmSKkcuRyOVnMCo5KxZOoV2IqbsxYLeVt1y/x6e+4lE0RdFXoJbN05QHmezTh/+O8OUy2Er/wPX53UeR9H0RhgGpoMbVyh0/fJ7H/tMMaFxYbUf73aVDk78jqUHS38D1pdRKu39rkF9+9yP/6jEnTr2CpEoYiovpCTajyk1S8iIv/j1bH5k3XNDh0+iJ/+tVJwlQnSlLiJOm7ciWpmjMd1dyGTiaMFeolldfuaDJVWeBLj7a595kaZ5YcaAh/S0NJMdUMW08pWSkjpZjxispCQ2Vmoc7qcZdf+KE2u4+3WW5lfOc5h4mqzdqxmIkxdV+n236/63jf8/v8PQv8bW96DS++8OfJ5tWj2V/fsYgfdnhmf8Zzh1ym6ibXbxK59CUXJuoB47UOmdzl2PmErCH2vmQJWZqgygknLkrc+WiJZ47U8EyT9aMZNTsRXdvOtyyuSsmRKTlQcRMqXiQ6d6XDWH2Rx1+K+cbT04x4GmVThB8NewHqWoqhFnwT4Tar613u3y3xjcerBLHDmA2engskdGkoJVlQeR1LwrOFksjUY9Et5ZQ4jgkTnXgoGW34MPPy4u7DDBiyi/geRZ4Nf8xWvCQkpBUvEqmfFp2iqgm6FhKlEmEs4UfQ9sVqVNUkVFUVq0CFfK2aK3Ry2426EfG2m9s88cIS33zepBla2KqMGacYUda3kxOOWxBEEq2OzvxShbdet8jzh+Z4dP8oSaqLfXWakmSRUPUkeZEnCnGq9w9DfqiyZrTD//hXDd5xyznueNTi1EWTTBLhUmTiriFLMifOGpxZ0JmYVxivyhw7q+M5dTZOh0xf2ua5Iwkz8yGWmdBK12bPHWon/+mn3vl/X+AAo6vfRRxHXLb1f2PEC5yfq/GOV6QYpk8mwSWrQqZGAtpBwNHzCffvMnjmRYcoMdBUmUY3Zb4VkKQhMTpq5jBZkhl1EqpWRimHJG6+QvQcmbIj8HbVi6i4PiPVDmO1RR5+Mea//PUUS/Mum0dSXEvKcbK8wlfQ0BMsXeTQl90ep+ciPvylKsfmylRcuZ8NJMhXUi67UzBzaZRjZjimyNfU9VgEIGUpaZoS9bkYWT/y+ru31kO/lg1vDl8meMiyl5Xz99jGDL9Q+tzsrK+XFJIxEbkexOAHGb0gxfAT4eqrKPmxSMk7vyhyTUlptmJW10N+7keaHDlrc+Cijq0qgy4eiQ1SGGUEYUbPl2l2VRYaNmsmIn773yzz//zNLDv3jJGkBmmWkGYpaRrnGlJVFHisEMVDKcmxSjXQuHJ9k6s2dkBaJo5N5hZrLLc1dC0lyTo8cdBn5y6NY2ctXjpvMFkP2LIq4dyCjK2XWD+ZMLPkMz5R77znDbd80TRM/tPfUcd/Z4FLSjWT6X30sq3r/nj/7iPlTWt6hHHCobMaYQI375jh4PmUbzxR4tipEp2OzYYRhZonbJMtu83DBxNeOOFiGQYTbsaYnVCxyTu1wNuuo+TFLghaJVcMk/VSh7H6Ejv3xPzG30wyO1tiQy2lbINjid240HQKSqxpDGyKHdPHj3p86SGDxw7UsAxD4O6iuPM9rhBfKHlScn4FNcSBSFMTFFnEXA+fywc1/D06c78gBzTZ4Y6+osa/iyE+/LlXVn0f8hT03P5vEvTUMBH6Rz/M8IM0t4DOD2CFGX1R4FqKqhq0ew7XXxLzrtuW+KM7TZaCMpYqYYZS39baDBN6gUzHV2h3FRqGzsyCy/RYwm/9ZAPpM7Pcv2ucDJ0kS0Q3H/JajBNVBFfFah7rPpDc1Uoqjt3i8BmdR1+o4WgOmpZRLSVcv7HLpas6HDq3xF1PqZw673Dp+ow4Vjg71+HwOQVFlpic2rbw7J4XP/Ijb3/n3/k2+XcW+FhVYvbC0c9PTV723/ft2VU+NxdiGyqalNINMvYf1/jCwxYnT1fZNK5x/UZhDrR6PGSk0mW81ubSzR3++6dHSWODESul6kLFlSg7KiVHzXF3RslO8JyYshtRcgLq5Q71yhIP7on5jU9PcG6mzPpqlk/vhTpIxTbJQ1+FUMI2RHF7Toedu+DP7xxBUm1KJrhaNqTbzA2BCu64JmEaheon6es0FSUWPA9Z7vNRBjUorUQV0ooP363qeXk5v5wtmA06+4rfLw3+bYDb81CqNIMkxo91glhwr4MoIwwTAk3Gz49jIhY7Q1VVYfeg6KjdBFWO+PfvaPHUkSXufc5kSTUxc39vQ8vfEfSEji9jdhUMTROWcGrKqtGE3/qJFjDDAy+Mk2a6iB5MUlHccZbbQiu5l4va383LUoZtRnTDDn/2TZsn98BY2WfU01gzqjA9WmbjKpcbty4zVl7iqw8rWLpBI5RwTQ2jlNAMSlyy8XLKpRL/p4f6f/qPoxPTwfnTnZ9es2rtl0n3OM8fVWm3Da7eknH4dInWksU1G3S2rVO4ZF2A5za5/4WEMFC4/SqbsVKMY6Rksui8VVesEsueStkVXbvAvJ4dUXKFuLheWebhfRH/9VMTnJutsLYi1ogCr8tCSGGJlZiIVYn6KqCS2+HCYsDH76oz16pQKSmUtRRLS/uqe3H1lPvc8WETzr4/oRKhaxGqriFLiiCOvqyIkQZ5meLSuJJR2Df9+a62PCjUjEFRFxfTvuBh6IUw/KrIkEhThShKSOOYngxBPLBPDqIUI0oJIpkgktBDWVhahzK+quSFrtNWbEaqMf/xrS0OnjQ5tzSCqWjCPSzIvdzVRPB9VBVdVVBVDVUxUeQSq0Yy/tdPNslS2Ll7jDTThTV0mhLGKWEcEUaJiGOMVJJUFd7yakrZ1YkklQtLLuvGdG67toUfBTz4nMfxiwZzyyqNTpW1UxLrphMOnba5dmtA023x1AGbS7es6WRIP12vjwf/6AJvLC6mY+Prnt1y6Wua9zx2zAl8mUvXprR8n6NnLLavsbh6C2xavcRcp8W3nlF5Yk+ZbdMG3V4MehtDV7E1qLnCa7BW1qiVoOKK7BrXiXCtKPct7FL2Gjz6YswHPjnBmZkaq8tQd8RA6tpiledaCq6dCQ6xHeHm4uSK12F2uct//vMKD74wiutqVPqeKWCoQ517KCNo2Ctl4BEeM7ecsfeEgaJKg+gPaWU47jBVtoAnBV7uS9eklwGS76XaGYJAK+RsK7r8wEIiiBQuW+9TrQbMNjP8WAyDYZT140yiMCXIs3r0UEZXFQJ1KGRLSVlqOrz6ipQ/fv8cv/hxhZnlOroiON1avnfXtDgngCk5ptf7zl2rRlJ+9981+fW/THlo7wRRaoiZIBSpb36Yv6tEGXGqkmXiz5cdC1m3UMgwNZlRp8TWdS0srcFj+w2eeslhoaHT6ZXZPNXl2PkuB08arJ/SuXqzzGte96rm9PS6Z7vdZvp/quH/Y4GXq6MgafN+mLzzxuuueejwS09qi104c8Hmms0KW9Z2SaUOn7o/4djZEpZscu1Gnau2QLnU5POPqEixzkQd6hWV0arGSAXq5ZiKF1LxAlw7wDJCLN3Hddo8cSDhVz4xyfm5GtMlGHESSrbU57M4dlHcKa4tfFNKjjggLbTb/MrHS9z7/DiqYVI1stxpNusH1faDZrVhklbhMjvwBte1iNNz8NAeB92QUPs75ZWccHloWzKI6htW+AxZRwzBlQxIebkvysp/L1KR+8Xd12bKdH2NV14Rs3a8x5nFBD9WCZNExJhE5B00JYxlokhsW4JYQo9kgkgVVtT9hIeM113T4k/eP8PPfUxhpllFlWU0Jc1pAUnfX1wtTIJkDUUxkaUS0/WMP/ipFr/4MXj0xTF6iUk5kHB6GeVeRiVICaKIOEnJUh1ZVjENi7WTDm+9sc0X7zd5fK9Fp1flyg0m113S4NjFGe56vMLOXQabV5lcc0nGibmYF0/AzdfdEGVZ/M7Remm+59r/eIgiyTpR5ziXXrrmXJa2jz/y5L6tjhbyuusiGj2f54/43P2MiYrJpgmNzatVLtsYUSkt85mdIY+8UGbTmMLUiMp4XWO8njFeC5mod6l6HZKsR5JGqGpIyQt4ZJ/EL31skrOzNSbLEiN2Ik73BSyx1XwgTSg5MWVHbEtGKi3mGm0+8Jcl7nt+HMOyqBmZ8EzRUlHcQ1TU4ik45S83vy+SHUI6vkQq6YKYlCtfVmouBbV0pWVbYduWDlxlv0vhM2QLkUkDZ6shRX2aZmSpAPlF1+4bAKUi7SFLNTwzQkojuokqOnicEUXFU/BHQk0hjBDbDDVFC/MMTVkFycjJYzKvvarJR95/gV/+czi/WEOVCncsUeSFOHnYRL9wpp2qZ/zJzzT55Y8nPLKnRqRpJBrMhSpzXZXRLvhBTBxnZOhIko6pl7n9qgBZneOL947S7JosNC22rjHYsabFleub3P1szFJD475nVdZPKlyzTWHV2i3HVWvjuV37TnPNjrX/+AIHYfH1/FPPnCqXy+97y23bH7nr/sfYd1xHlgzCSGd9TWairrNptcLWtR1sZ5k7HoHH95TZNKqxYUJlekxjciRjetRncrSFJDc5eC7kjkdM9hx1uHpzzBuvz/itz4xxcqbKuCdTtxJBuLKlfnF7tthTiwIPKXs+o5U2s402v/FXHvc/P47nmNTMFCfnZhdc60IZP8zrLlKTtcJCWS2ORBFhEvH5BzxINMENz7vzwPtE6tNKi18vdtUrMnDkotiH3kmzjBiIMym/ir7MRvl7dPQ0X1MmfU2mgiRp/Nhruzy5x6cbWfiJiNkOc/vkIj+zCLeK4iyP5E4JIxlJUklTKV/nibju11zR5IP//iK/9kmJc0tVoWrqe4jHeRdX8id94peqpKwaifnDn27wO58Ned31CTvWS+w+bvKlhzxOnHdpz+oEcUqShqSphoQFjHHr9nk63WXufMijc9Ck0dJZalaYHHWoOzGulqJORMRxj1i5jVZLed/MxSdObdiy4+8r37+/wGVzHZ1uF9uyLpyZlx81jCOvXDu6BErA/HKGrXlcthG2rF3gpfM97t+pcPJsie1TGmsnxBl/ajRlzUSX6dElDl/o8tkHDJ4/XCPo2RiaxPxSxqEzCecWHBxLpZZ7hHu5u78obnnFKrHsBoxU2lxYbPFbn3G559kJyo7BuJPg9uO4Cx6HNHCCzX061DwWvChyPbdxK5IjLjRT9p2ykBUNvR84VaQcD1m1De2pRX7koLCFm2uxbhRMPNGiE5FOnMvPxPl/WEE/oAKs1GFKA6fZRCGONbat8Rmv9Di6VKIXKQRxIrp1PnDGcZqrbwqhAn3ueBhCFCn0ggw/UAkjlTRVeP3Vy8BF/tunZc4tlHMKce6KpcT591BBkRVURRN7di3B1G0mqj6bVmfUXQudOq+8JOG6jR2eO9rhM/eXOHCmTDdICeOQKNbwQ4uuP8GNW5qMldvc+1zAM4cdltsWl4UK3bjHfCMjiXWuu8TjFTdseXTrpTdf8P0uluX80wscwLFtdj729FHTcj9y2WVbXnni8IM0uzZpanPtJRKWvcR9L/R48sUSYddmx1qZ8ZrCWE1ivBaxZqKNrCzzhUdiHnihxKHjZTaNyaxZLbFmXOM111ls3TjHJ++V0WLhOuuaQ0Olna8TnZSyG1F2AkZrbdp+i9//gsU9z45Rc3UmvYSKLf6spspECfSCNC+W3L9kRVhplnuO5/AkNwFSlYC7H9M5ed5B0yUMZWC3MGz8Uwh0+78uDaJL1Pw8XiQsSEVGDxlkMVmaEKYqYSLlfI7c/L6ALGm20helX/yDxLVeoLF+QuKNr2jxsW9UaMU2pVjK4wTFNTJKig4uXkhZTgmQ5IwklekGClEkYegavUAjioV44g3XLOJHF/nvn1I43/RyHJ7m0S1DqcaKgqaqGLqOYxp0A51PfLPKI1NVXneFyZoJWDvR43VXLjFVa3Hf7oD7nq7QPmfiByGdnkqjrTBRr7J1jcm7X93h6fEGB0/GvHjc4bpLVEo2zCz2WLNuB5WS85GTRx8/un7zK/5vSvf/rsAB1kyvQVKqz46VF742ap99x/6XznOhkTI11uLLD8ccOjHCjnUGW9dmVLwMy4iplkJWjTVJpWX+8A6Lrz82yrhjcPVamKrLTI3pbFqVsmos5ZmXTLJUF37hJn3jIM9RKPWV+qJz18odKl6Dbz2Ycc/zo5Qsi+lSQt3NKLtKzmdRWGpH7DmWYKpiNZhRkJdEorCmDqW+5RRbywxZbEZ8/r4aYWpSWeGNMmT48zK7tmG7M1VJ+zErmiqs4VQjIlMkUWVBDEZIT1HwU4kwlfJQqpwDkuPvPmwprqhZgb+F6U8Yq3iyzntv7/KFhzosdiy6kYQTpyLBrV/cg2SGIorRMSN0LeTUYZvFhkXZVah4ClEs/h5VyXjdlUs8duU8n7lfZ0bV+yogtW+mr6EpMpqmYOo6jmXgOQbXbo04eFzh4IkYP9Tp+i6Njsa6yRa/+IOLrBuf5Y+/XGP5tM26TszcUsyxcwr7j5tcstbkdVe1mB7tcOdOEeFyZk6lXN+CXtr+tfFV25/128v/t2U70GT+fY+PfPiP+PAfv6dRq29+cml+/6bT5zpbxytdeoHP2QtVbr9a5cqtXaqVBqvHG4zXIqbHlrh/j89f3F3mqb1VVpc1No7B9IjK9JjOmomMDdNtRqpzfPjrLucveEyWoO7JlF2VsqvlKqCUqhdTLQmJW73c4L5dEb/3xXHCsMTqSsaIBzVPsBpHazobpmDH5gbnWj7Hz1mULfq8Eys32nesFM9K+lZxrt2j7LX4xF0Kdz46gmQI3vhgEzPwGx9kOoojkaVnWEaa60BjbDOn6lpdUnrc85TKXY+Z3HJFiGklnJ6VCWMNZDU3+BQJEroiDbY8Q6tMTRsIOjQ1zTN4hOZxeiSg1U14fI+LrGlYeRrcIDNefB5Tl7DMFM+Kmax32XuyzV2Pa3R7Si5PU3JvEzF0mjps39DmwlLE/tM2iqSIlOdi1pAkcQST5X4OatlJcewO337ORM5UVCklzRSSVCWIdNJU57J1CdvWtImkgCcPmfRCmWbgEyQhJy5knL3oMFVTafkRzY5CrWIj21PffM1tb/r5l46dP71+7ervf4ED/OZvfoyf+tdva4yOrr/8zIWFVzYaF2g0y6ydTDnf6HF6NmDncw4kNptXd3hof8TH7qwzO+uytiazekRivKYzMaoyNZqxfqrL5Og8f3kvfPvJEcYdhbEy1DyViqdR9mQqXkbVE2vFaqlHrdzisX0+v/5XdS4uiD35mJdS82RqJY2RisZ4DdZO+FyyfoFjMzHPH/IY9XLed+Fpbkm4VoprJ3lxB9RKXU7Ndvmdz1W40KriGcPe4/QV/cO7dCOnC1hGKp5mjJMb9ZfcDr24y2/9tcPv/9UIjZbCT/9Ii/e+xWe8HLJrv0orNNFVGVNFhFzl4mM9L8wi710rVplqvrpT074AQldTxqs9Ht6rM7NsixedmqErw+4DQpjtmBmunTBR7/DwvpDvPGdjSDK6mgnLNlkQngr4NT2acuP2BkcuShw46/T9DgczSG4YJIn5RlNh86oATe/y+H4bKZHyIpeJc9FxkhhsmlS4alOPuVbI2VmL268weOvNEbbl49hdjp7VGCsbxHGX1avXcM3Vt351dubiV2+76fJ/SMn+30OU4lEqr8Wtrvqg5Z3c4HWW3r3/2ALHzssYmkqWuly5QeXSDW127pX44gOj1DSTyXEJz5LwHJV6RWGynrBmosdodYFP3RvzqXtHGTU0xssZVVeh5GmUPJEUUXbFUFlyAypeh4wWdz7hcGG2xroRiRE7FdwWV1xIqyWol4UQ+tj5iHuecUW+Yy776ifrqkVmZ5K7agUYRofvPKNx8nwZU9Mp5Qp7VXnZlbLwISyGzbyjCWWMCH61jJB2z+f3PufwmXunaEcWa4w2fifDlVL+zet76PIc/8/f6rSiCqU4I0qkfpxgEZU9OONLuU2xgBBxIqiofqCjqTYbJiPecv0yH7nToxlaeLqEU6wLh2BKkn/OOJF5ww0+D+4LuThnULbjfDbRURQFVdVzmOWxdjLkXbcssWu/zWzXE6aa/XjEOP8eKCiqhqpaGHqFf/v6eRRlhs/fM4EsQZqFJKnIWe10LeaWDKZGLP79G5Zx9CYvnqxg6R7TYxmZ5LN6NKDViVD01Vxx6YYvbtxy5QfbjXP/0HL9h3VwgN/94Ie49IobAsdb/e2lhZde7ffSNasmwLTg0jUy9VqTB1/0eXiXy6htc/VmldUTMqqqUfEUxmspq8Z9tq5d4MC5Nn/2tTp6YrN+NGO0olAva9TKKlUPql5Om81xd8lp8CdfUfjcA5OMeDoTbkrNhaqnUClpVEsyI+WU0VrA1GiTYzNdvvJohZKuM+JmQhtqFxpRYSsnDkU9xqotvvlkzAc/O8ZyWKFuS5T0DDNP5xWYPScvvSwWxdKzPifGsYSnedlr88DzCR/82yk0q8TGOmyeMJiqlVAkA0WWuWpbh5dOZhw46aBrijAcyt8ptH6up4LepxJkK1KkC6V9lkmYesYVm7ucW8jYfdQVpvGqUOkYqjAlFUEDgr/j2RE1r80j+xSOX3Bw9DxkSxFdXFUKKaC4wV6xsYekdnlot0uKipa/sIvVfpY7x2SZQpbJlGyZTas6PH8k4cBJC1MFRUqRJJkokTgzkzGzqONZBldtDnC9BgdOSsws6GRSzMy8KrLrS+XH3viqG941O7OvfdllV/9DyxX5H/wngHf/0JuZHNW6N93yrvC6HRq9XoQuy5xfDvjsAxqP7SoxWbJ5zdUyr7y6jaq3aPcSym7GRD1g3dQis60mn9tZQYocNo6Tb110RqsKI5WUelkMqRXXp+z1KLktjl4I+MoTNVTVEp3bzvqblpIj585aESNlnyjp8q2ndbo9k5KR5ldMqX+9FK5XwnSo5Pp0wx5fe8zhfKtM3ZapmUKvaeYRhhn0Pbz7rEKJFbtxRRbQQdcioiTgf3+7RKA6jDsp05WMuqsyv2xzYd5hqemSBi7ve3MLRfXpxhJREf76MmerYelaEaedZBJBpNLp6bS7Fo22S8W2ePvNTSyrzVJXohtJBBEEsTj6iJO5UMO3exqOafDGG9rIWsh8S6LZTWl1YtqdhGZHotURPt6Nto0feLz9ppBNqxaY66XM92SWOxLL7ZTFVsxCI2JuKWZmQeL8vMnxc2WUtMqP3eZTqTU4Mpcxu5zR6sSU7JSQDo/u67LzOZW5+Rq37TD5sdf1mBzpkEYypp5wYdnih9/8lrDpK90dV73xH1Oq/3CIUjwmV20gTdOndz52Saaqe17RDkLD1lSu3ZzykqZyw6WwemqJw+d7PLqnzqWrZSZqIRuml1nqNvijOyq8sL/CpjGJ6RGFsZrGSEWmXk6ouHGe7iA4JlWvTafX4QOfqHBhvsyaSiYYgqacF7gizD7thLIbUva6dEKf03N1HE3FMZI8trvwLhSWbn3DT7vD159UeOpgnYqhM2YLC2hTE1Hb3VAERKmyWOcVKQwFlXW4uFVFCD4uLKacnndxdYWykeKYiNVlJNPpaXR6Bl3fYrrWY1W9w/kFR6wM8+1JlmZ9WlYBhQpNpq4KO+JuoBInGmYYk2agqyk3blvibdcuccejNo1AxTMTgjAliNKciCURBDJdX8UPLNaN+Fh6j4WOQaUrhN2mLmMYMqauYBoapm5g6g4TIwF/8B8W+PHft5jtVJCRidNUxIdHCWGY794TlSQ1QKpw/ZaMX3t3iz+4Q+bQTAlTT1kzkfGqHRlh0uLMxZCn9nsoqs3B0xmgYlkBSWzznh+4obd+47pnhNH+P+7xj/6Tq8Y81kyU/0vgt9+RqqsWAl8mlVKkTOJVO8D1Wnzm3ozvPF5n65TJjk0xqycWOLO4zB9+ucSz+2psHJNYPSY2KqvHJdZPhWyY7rBlbYO1kw3qlRYlt4PntLn7WYXdR6qUTJWSkQqlvSXhWCquJeHZWU65DTD1Dg/uUdhztMSYV0R6y/1Ba8Afj6iVe+w/EfPnd1Vp+Q4TXkrdSal7MpN1lakxlQCYacr0QokoFkeZoosXhCq5vyJMsI2QrzxisLhs42pgaghPF1l06DCS8EOBn+tllXe/ukUcpoT9Q0yW6yoH7lWKIi6ulhFTr3RB6XF6RuHcnMH8ssly02Kh4WKqLv/mrV0u29RgoS1enH6EKPIwwQ8R0SKBynzDYscGhVdd2aAVxyx1JdrdjHYvptNNaPckWl3R7Ts9g1bH4cqNMu+4YZ5e4DPjS5xrKxydUzhwTuHYDJyeiTg7G3J2JuPUBYPj56vctNXhP7+zwcREg5OLMfuOJRw96fCW6yze+8YOy0GbR/cYSChAhCplXLNjlb9u021/srhs/1dJqv7LF3jxuOLSS8ItG9f9ZakyHjbaKpdvSJgaX+bB3TK6XOEVl5u88qqQrRtmuHtXyH/9ZI1nX6yzYURi9YjK1KjG2omMrWs7bFozh+te5OF9y5yYWWS0uohnd9D0Hnc/79DDEt3QAMeQhjymwbNjSk5Iye3SCXvc8VgZXRLytsISwjBkIXLVRaF4TkiWdfnyozrPvFShbknUbKHuH6korBo3uO2ajLffuoxmByx1ZVHgSbFTRsCU/MKpyOKwoxkR7VAhQ8XKd+1KbokmBjypv8cm07D1lDSKiXKx7kCxn/+QJPEOoaspJTekF7X4ymMRO3dlnLogMbuk5mp0k0bH4drNCu961TKSErLck3NmX0YQpvgB9AKZnq/Q7urEicsP3+LjWW0WuhItH9q9lE4vod1Nafdk2j2Fjq/R8Q2y1OIN1/ikcZe2HzLbCli9eombr51jKWpz8GLC4bMJZ2ZCzs5mnLlocOpilZsucfjgv2vw2usXOXC+w8N7Ex59wSXs1bn1yoSzi232HVfwLJm1a0ZC1xv//SMHH/sfIzUr/cfWJvwTIErxOH6uFzru6O+lajs0jfZvRWlTfnavweqaxebVEatGfc4utrhnl8zRM2UMZKbKMFmTmRxVWTuZcun6BkvdBh/5mkzHd3hsr87UmM+vv2eBV18urMQ0VcVU5dxCGZGpaYru7eaCiZITUHLafOERlb1Hyqwqid9r5qFXQoOZYZkJjhnjWT32n4rZubtGyTQYcVJKtkTZUaiWNMZqEpumY67d3mLX0ZTn9pqMl0SHHZI9DAmDhci600tZ6mhIitx3qC1Yh4LLPaxuUSnZEboV0ovNgah5xbtE7omippSdgKdeirnrSYMRM6NkROiajq4q6LqOadiUHJdbr2jw9adaHD5Rp2pJuGZBX03pBQpdX6Hrqyw1La7Y2OZN1y3zpQdclrsKtp7mrggylqnSMQWs8n2dINTxgwAyUKWE269c5D//aJfpEY1H98S0wyZ3Plxi/xmHLAtRZB3LNDANlzhVefV2hVX1Ds8djth1tMTMsszmVS6vvLzDkwd8TMNMt2+a+q21a2t/3Gg0wn9sXRaPf3IH/8Wf/mEman7vhqs2fu2Gay7Nzs0ojHgGV29pcGE+JYx7fOcpleOnarz6Mp2rt7Sw9JTRqsrqcdi+fplessDHv2nw6PNV5mbqXL6mwuz8CHc+uIojZ0aJQhNJkrDUwmJAaDKFGr7ghQtv8bmmz9/urGKqOhVrkOkpDjxg5ZpL1w5Q1R5Pv6hy/EyJERc8k5wiIIJoy47gpyiS+GFGSdbnjHzXoJknq5lGwksnZZ7dbaNJEpoy2BkjFcSp/CIZyySpwi1XRmxZ5+OH380NhwEtV3TxmJSUJJUJI2h1E5qdhGZXptVRaHc1lhoOm6cVbrmsSZDFNH2ZXiB0m76f0PUzur5Mp6fS6hgEgcOP3eYzUmsy25Vo9SQ6eRcvfm8vEMLhKFZJUVEVg60TOj98k824V2H/4Skmy6O89jKbn/6BJqrZYv+ZhHOzEbML4s/vOpry2O4SmyYqvOXGEE2PmByNeeF4yMKSyXhNYtWGazKnuv1rJy5IvU2Xv/efWp7/9AIHeOU1a3jL6y89snXzpe+//tqb061rljl1UWHVaMzBkxKmXObWKzXWTnc5PqNSdXXWjMtsW9+kmyzy4a96zFwsc9NWkzffoPAjr2mzbW2EIVWYXajR6Ql8Zilg6WCZEnYRGGvnqz7Xp+Q2eXCvxtHTZcYcsQUR3oaK+DMGeQ6QWOX1ooAXz1koikHVEhQBx5KxbRXXBttMMIwIWY5X8LQHlTcUHZjbM2iKcG5qdjR0aeAtPmykWZCo4lQmTRQqDrhmnBvnDNvDZX1+lvgM+buGlBFmGd0Iun4BJ6DdFQXe7BpEkcOl0yGu2aURQCcUvJxemNALUrqBJGL9ujqLTYfN0ya3XdGg24tY7Em0e1n/c3d86PoKvUAoc9JMuBCsKqmEfp0Dpyy+/FDG3U+YPLVvjFXVGj//Qz00q83BswlnZhKWmiLq7/isz0PPW4S9OpesSzk7L7F2DI5eCNmx/aZ01erL3t/ihiOBtOX7UZrfnwKvju9g3/5ueMmlN30yiLNfvthYQ8WLidKAdtfm9Tf2uHRDj4VWi+ayzfb1Gts3dgnSRf7sax4zF0tcvlbnii0K2zd1WOy2SSOJuicDMr1AIklVLI1cHCxjm0L44NoJnh1QL7d5YFfCH35xDEtVKedJyv3ubeTd20xwrBDb7LL/FNy3q0Ldzc/xhiQCkgwJ2yw2CjGaliAr0ko1z5DzlCwNWISKkqCpKbKqDKBJPzGhYINL/cSEJJWJI5kkzsjSNMfg0oBotcIHURgdpQlEcYofIYbGIKXnp3R9iY6v0O1pLDZsbrtCYvu6Fs0wpR1I9MJMdPEgFZ05kGn3VNpdAz9w+JUfCbj1ugUutiSavkS7Jwzpu72MTk8EuvqRhizJWHoCWcZCU0FXFLxyl30nfXYfSXnxaIlVtQrvf0cPxWix/1TEi8dURh2bkUqHA6dD7ns2pmSoGGrIzELITTvGqVWkX77l+qs/ubY2G77y+s3/3ylwgB2XbWBhfiZ59a3vOXblNa9tvXS2xtEzNsdmYo6fUzg+E/DwC1VuutTghu1dUmWRj33d4ezZEpev1bh0g8JlG9q8cLzJp+5y8XSdegVGKiH3Pa+y56iZ26zlJj02fV54rdQjo82dj9vMt1xGbJGmLHB6UbBgD3Xvth/wV99xCX2LmpX2oYxZvBhyb3FdCzm/AOfmdXRNRO8VrMQB2SpPEJZTZCkRMEaS8ySFwRW0sKrNhi6SaSaOI5osrBeE9VkuaUuz75KqhZHM9Ijgn/hxRi8vcD8UXbnrK3QClVbXwDYs/t0bW9TsHk1fohPkXTwQ0KPTk+n4Mq2uxnLbpmTb/PDNDSS1w2xbodWDdjcRz55Eq6fQ7elcsQluu7bHXBMWGimdrsP73hxx2bYGL54K2X885cWjHutHKvz0230Stc0zB0Oe2uvxqh0WqyZ9Nk5nbJpusHYUXnejxatf8YrWG2//4WOzs7PJ+NSG71dZfv8KHMCyXI6dbnxz0+brfuY9P/jmRT9z0WWFIJG4+ymdLVMm123v0I4X+dv7dC5c8LhsrcaWNQqXb+xgu3Pc+5xGxTBZM64wWk0pu21mmjJaplOxJbzc3qvkZEPswhZPH4bH99UZM0XIkWNJK+CJZRTqe8F32H0046kDJcq2jGOkWLqUD6Li2mcaaZ7GFrLrqMJzhy1cI+vzyvthVLkvopLbo0VJyjcet1joCD+SIoZvhQdKX7kjnFk9W+Itt/hkakrYT1QbMAmH0447vspVm1Ou2uzTiTJ6Ua5/DBIxRAYSvq/Q9TUaHYsbt2VctrlJI8johqKL94IUf6jI2zkWb3ZcXnmZxM2XLLHQSVjsSjS7Ge1uQqub0eooNNoGpBbj5YhlP2ZuOeXURZVmq8abrvVpRV1ePBlx6FTKi8c81tQrvPd1Pqbb4OlDPsdO27ztxghNjWh1Ddau0lm14R2L11570894ZuObpmn/o+vvez3+yVuU4YfjugC0W8ufGb3yZrXZST/43K4HR59+cZnbdshUKx2eOBjx6B6Ximlx9SaN9dMy2zf0sJx5PnWPhd8tc9kalelRhbWTbWYbXe5+ysNSFGoeOeeE3LMwZHK0xfGZLn/05RH8yGJdRUSGu6Ykurcp4IZtir23Y4YYWo/9pzVaTYcNY4PiNnV5QJzSUywjQpJDuqGErgibsUGujYysDGXc5MSnNE3Ze9wkiGS0l3NYigJnmFMiMj0vX+8jywlxqg+KO8363JRC7BDFKlGo4+gxqZTQCdW+wDcI8g1JoNDzRdFumDbYsbbDo7sjmoFOKUiGurhCpycOOpahYTZtJusev/jOFmfnlzg3U889HAVDctnSWGjojFQd3nzDPE+82OPUrELNSzho21y6oc5PvGGZz3xH4sAphwyVIPLYulbh1350kYf3tjl40mG543HN1iZn5se46vrXz1151c2/1upEnymVpr+vxQ3f5w5ePFyvgmaEn3rta278wMTU9rltqzU8t8P5uYxW02LCs7lxm8oVm2HLmgDXWeCvvqOx68UKWyZU1k2qrJ0MWTuxyBOHJOYWbcbLUPVUqiWFWimhWgqZqLfR9WW+8IjNSycrjFpQscC1xBA6KPC8exsxtuWz0Az5+tMlbFsR2Ds/BInLndS/cnp2yEIz5sEXbDRJwVTzaGxFYjg3UylkXUoqMLguC05HMXwOfCb6Fd5PLSuIUyGkaUo8nE+fCRFEkkAci3ycMJJJUp3XXuUzXvJp+RJ+LByo/HzP7QfikNMLdJbbNm+5PqRWbtMI8sNP3sV7fkLHz2j3ZJodjUbboNFxuWSVwXtevUySdDm/LLPYzlhuxSw1ExYaiohpL1nccGmL4/MJp2ZjTp5POXbW48atHv/6LS2WI5+j5yL2HIl4+kWL2cVRSrbFqrGMZrfLoVMOV+64bG58zS0fOD+XfKpUKv9zlOI/T4EDSFKV5558/JNb11R/1fAmFo+etfBsuGR1wDVbJXZs7tCLehh6j2cOJ+x5SWDxrWtVLlkXsmXtIi+d73LPMx6eqjJRlalXNEaqGWPVkNXjLRx7kb++R+Orj4xSNdWcUCXl3uSq2IiYBU+7yOnx+frjKi8d9yibYitjDp3xTX0QKa5rASdnUl46bWFpMoYqEiDUvvSNfl6OkmNwTY1zoyBZZFMOCZQLr6Ask0RqWTFoJgpJIpMmSd+COEnJbdDyAk8QZpaRQhDqbF0FGyZ79OKMXiANDjlRRi+UxDEnUOl0TbavU/nhVy4T5MNmN5DoBZko8F5KuyvR6sg02xoLyxbNTom3vwJ+4k2ztMKAU/My841U8E2W4eKCTs8v8cZrUzatbXDwfMah0zEvnch48WiFazY6XHNJBz/OsO2AF074PHdQ4fBphU4nZd24wpZNo4uNTv1Xn3v64U9uWuv9U8vtX77AAa67+c3c+2znb1Rj3c+tXrWudfKihOdoXHNpiz0nI87OKCD12H3I4ZJpk+u2yVyzrc2qiVmOXVzmtz9b4tx5l1V1idGqxlgNJusBayYaqNoCf7tT4kNfnSDq2ox7KRVHJEM4tjBVd6yB85VlCAqrLPd48pAFso6nF3k+0ned8W0rQpZDnj2osbRkUTIz9KFwqIJtp+TRH6oseChRmhFnqqDlFrzpnEsC5JTXHFsnRSSfIvIllYigoMv2O3kmzHRiYf0Qxgqtrs5oReWaSztEWUI7yElVYZo/wQ9l/EClF2jEicWNWwOyzKcVyflgmnfxXkK7l9LqyjQ6Ko22zkLDwdRK/Ow7In7s9ov49Dg+JzGzmDK3FDGzIHNu1mHdmM1/e+8y69YscXI5ZNfRkGcPZBw6UeHaTSqpFDI9qnLZJp+nj0S0OgpT9ZiJibWtHdtW/9x12+b/5t3vfNM/Zwl+fzH493rUK2kapdYXPW0yvtLmb2YuHjOagcS5WYMd6zN2vqCRhB6v2AGrJpbYfaLHt55IObfosdAucdmExFhVYbwms2osZMP0Eqfml/nQVx0Oni5DZLKqklB1Cs/D3BLOFoqdorhNI8ZzAnYdhr2HPUqGlLtdCSqpiP+m371tM6TZC3n+qA2Sjqtn/SQ0VZHzIs9hSS4yts2Iu5/WOXzSwFQG8SpFgOwg72c4tUzIzy5dl/CWG7p864kaUSpIV0UHjws1fCQThgp+qJImBtds7OC5Pq3QpVeY7ISpiEiPJFHkoVgDXrW5xVWXNNl92KZmSvTCFD1M0fwknyU0ZFnui4hVxWW8Bj/79havueY8f3JHjSMXyihKjKXLeI5GteSxfW2HP/mZC5xbWOKbj1Z56YRLstfmlitK3Hp1m/PzBts3qiytjlGRMb0t/rq19X9fKVtfWWxE/6Qz/P8nCvxn/+17WFxcSAzTemJu9mLrqcc+x/7Dh421Yxb1yjK7jrhcv01iy9oZvvyQRatdZ7wWYNht9AsJVVdkcU6NJmyYXuZCo8EHv1DlxFkPV5VxvIyyJTq3SHJTRVKEk+JYCXaeT2/oEZoWcHJOYqllMeoJMYOh5i5XuiSKW0+w9Bjb9HnpbMyj+0pUHPFiKCi3qiqhyqLA1X52jhAuX1wUazdPI1ejS/nWRezCs2IrkohzvbBxEFEtU7VIePulcm5LLPW9t6NYWEIEkSjapZbFK7a3WDXa4eAJp4+tRQfP8EORhuaHKn6gM1pTWT/u88zBhG6k5I60oMrpkNWzJgx/VBVDN1CVDMvQuWxVyK+/u81v/S0cnSljGzElV2aibjCzpHNm3qTZKnHVOpcNExF3PtzE0F2u3mZw5HSXsxdtSkabcnWz73iTP/7E0bGv7T3ZSH7pP/zTL5V/3+OfFaIUD7tUw7KsC2vXrru8HU//q7HRbd3xao8XDpnsWK9y2cYZvv2kTsnweOvNPW7ZFvHvXy/z+mvaWIbKRB3WT7WYaTX4vc/ViTtlXne5zM3bY8yc611yFCqeRq0sUS+nVLwY1xJOsaqaoGlin/vJb7tEkiYkYjnLT9dyA05d8FRsK0RVfJ49ohOmNiVjoMnUtCLHshgwB/hbkWNUDSRVyTWWWV8ooSjDZCuheo9iEcUdxwphpJJE9HF4MgRRRBcXLMQghx6dnoEsWVy/uU2URitgSpjDlCC3LQ4ilTQ1+Ldv6mDZIb1Yyl8wGR0/o9lOWGrFLDUjllrQaIuU4U4g8diLDjufm8RWx/nAjwbU601OzCbMLCZ0fZmdu3Q+fdcYT71Y5q6nZLrtEm++EfafafHiUZ3LNmicmY/YsHZL98YrJ3/i3idf/9UNlUbyS//h3f8SpffP38EBTFUCSP7gT79w8Yprd3/59PEr1JcOpx+HmfKayQUefN5EpcplW3o8e1iiapZQ9BbHz6tsGpdZPxUw12ryka9WSH2Hqzdp3LwjxqfL0VkTXdUpuSr1isREPWa0EmCbMVEskr8AFCkDKaHZM9AUGVNN+8Wta7JQzeTbE9cKmG8GfPHBUWxVpWQkwmo5//0CnogBc5C+IAa8xZYCmRhIhcnnQBOpyFKfLjvImlQII+GWW/YSVCMhTLWc8yK44XFu4BOEAnZ0A5Wur+MHNu++dZG7nu7Q6FQZ6fsApnlhS7kBp0IUazgmQEKRCpik0OpmLCQStpERhjEAhq4RhjJ+FHPfbpADk07P4/KNMr/+nnk+8lWVkxcV1k5obFqrceh0SskymRjvsuuwxNXrPW67qs3eoy0m6jbvfN1Iw3Qr//Gjd9z75d/+aZ1Lr/7n79zF41+kgxeP//xzP8rRwzu4acvqz7/jtit+/rprr17Y+cIkQehx1SUB9zwbMrvgMT0Rsf8kaJLLptUpk2OLfP4BlaDjsmO9xtVbJSZHm5w470MsU/UU6mWZqZGYjdMNatV5FH2eKI5odzTCSBjFq0qCoioYSp4urAwUPmbOoLPNGF3v8cWHdI6dLTHmZrh51IlpiBeDpshDZ3jBDTGNlMNnJO590iYNFaw8Vtw0xD7esYWTbRimtLsZXV/CD+Q+5DANmTffHLBhdUgvFPbIWV7kSZoXeAQ9X6bby0lVLZtNUzrvvm2JbpLQCSAIs764IYolokgmipR+WFSapMgIty/XlFC1DB+fmW7EkZmUmcWYhUbCYlNDl2S2rmpxbqnLC4cS9h5xcPQqP/baJmeWA46eTYlCh63r4Mx8xFTZ4E03LrPrSIiUaLz3jRWuuPKahYDrf352cdvnf/Zdt/yLFjf8C3Xw4cf7f/LfAXDh4vLfbN6uqqunp37vO/ffP3rw1EWWlz1+6FUBJ2c6HDtd5rVXKqyfanPP8ylLjTI71uvs2AzbNizy/PEOn3+gzOZRlbGawkQ9Zd1Ug+OzyzyyT+XsTImt4wYbpjR0PRVn7hgkScFSyX2uhUGQULCnmHqCYwW0ugF3PlHBNnWqZopr5SQsU8HUFTR1IB0rHnIfX6vospR3cGFT4dkKk/WMjIDnD6WQKsiyhm0Oungcq/nGJV1B6BJJw8LAxw9z6zlNQdc0LNOg1HF5x81LfOb+Ho3AZaRf3BlhJBPGxbuESpqqmLkayDYkJuoaG9ekrF/d4sx8k0f2Whw752HqMRVPZ2LE4cde0+L8YpO9L8lIkomqeqxflXD7dS32HlIpHTC47VqDRrPJwy9U+KFbLTat6VCvV6hPv3Hu1a96xa8nUfw3qvHPs+f++x7/oh18+DE5UcEypb+64spXfOBtb7pt7uJSnRu3JTh2g6BncO1mmbG6j2k1eWKvyYhjcvOOlG0b57hvT5evP2FTMU2m6zKjFZl1kx0ydZE/+5rL3pfG8Dseh84oLDYl/ED46N33vMlC08DK4YNWOFzlGk1DT/Bsn2MXMy4ulBizMypD2xnXVrEMgb8hvzbmlmhpn7sto8q5ibwuiF6eI7N6PGB8bJmzyz7n5hJanYSuD0GY4/BUIUukfuhsAX0KHnkSi+tjq5vRaMk02iqNtsFyy2a8rLFpqsWyD36EsE6OCgN6Kd+da9Q8hddd2yNJxGq0WlLYvErC0z2uWV/l597RJZI7nJxNmFtKODdr0GpVeMdNIbdet8TBs22e2JeytOzyyssl/Dhgbtln10s6lubQCns8tEvnyq0ltlz2lrlX3PLKD8Qxf/X/VnHD/wsdfPhR8hyybPmT11xzfZwm+ofOnryvuuvFjKkxmSBa5vSMSTfRqNomV26QaPjL3PNsymN7KswtaqyuQdlTmBqNsaxl/voem5JW4obLVdpxwON7FeI4Jc3AMUNePGUQBRpuOcsHvyJ/UugZbTMmw+cLD7voik7dzig7MpWSUPp7jlj9BRFEcT7U5XHWSSKTIZPlVm6aLFaKhi4yQ8tuSCvq0o1k4q6govrh4M+niUyK8BdRZfHiK7xRVFUmSaHXjukqomAlSUZTNVzTpOS6/Oir2+w9FtIJNaIE4iQlTRWSVCKMZbqBRtnT2b4m4u5HEyQUdFWiWury2F7o9UrceJnCv3nDIp/+js7FBYXJEZn5hs3asZTXXZFgKz4zizHPvVTmii0el6wJmKikNP0O7QWXKzfJLPmjrNpw29L0+qv/8+k5Pr1h6u/3D/z/2wIHkKQKWRZ+5trrrlnsdU9vvPYa+fefeP5R7dgFi6vXSzx7wGCiorN53SJ/9W2V1bUar94Rc/JCCKmMrplMjrR54XjCvpcqXL1B44otARebSzy5bxRFAceKWe7FLLYtRiyJkpWhDu7nIgJbyyg7IU8fTHlsT4maCWUHKp7CSEVhsp4yPRaw0Eh56aQJKKSZGCCDSAShpql4QyyyLQuL5iIgq5fGpEna10gWOHmQ9Q6qJAyADE2wG4XmVEaSUl46G7PUgOl6AujoqoxrGVRLNq/a0eaG7S0OHa73X9TiIXborY6BbbhU3QaeF9AJHOIkI8tkjs4ELMyFjFZsrrqkx+7NHY6fNLgsSrm4mP3/2juz2LjytIr/7r7U6qpylbfylsVZnLSTdNKdpJtOJt0Dgh6mNTNoeACBEItAIIEECAYxDCNAA0JCvCAhBBo0CIHUghHMNGpglk5PL9Od9JbNdpzYjne7bNded//zcO10MxoQSCAnDeetHkqy7z31v9/9vvOdw8qWweyyTDEDx0drfPGrTXryNqcPudxblZjYL5habHJo7KLfCeVf3Xfg5J2EbX81m95zeu09wQEkSY9qlel//MjTn9TnZm60OwF/EoQ3pGanKotAY3y/y615wb6iTT7vM3lP4vhIxNqWj6knUdQWr16zKKY0DpQhm27w968plFISqYREPuPwzl3BrbsJejMSg0UZx48f913puJbW1Iik7VJ1JMJApysFmaRCV0al2CU4ONgikKp842WLRlUhY8fRHJoSB2p5vkp4n+BiZ5Qfl0C6FicqxFLa2AgzCN+3Nd7VgEPcMzeUOOYwaavkMgqFNGRSEd3FJn/9rwrTSxay7GNoOqmERrVpMpAwyFguNSc2EBIifjKl7FhctVU3gBRHhzoc29dmYcGi0RZsbJucO9rgiy943F5QGSileWK8wtSsi+uprNV91jbh2EiH6XkZL8gyNtzm3dmISyc1bN2l0e6Kzp15RNjpQz9f6h374tLyinfm5Nhe0yq+F3v9B+wiUzhIZWXRK3X3fOnkkZEjJ8dHPtuJeulKBrw5HTC7lCGTdvnGVY+cpVNzJN6bNTlQdrk6I1hetSgXdYb7XGZWHGYXkvQXFHryIabR4B9ftQk6OiMlhZOHFUZHPBa3Y5JJCEwtwvU9rs2ZJPR4yyadVMil4/o5pMqfvyAzOWsx2BNgWg2WNjyqDUHbiVt9YSjHNfR9nxR2TDvF/QgUQby1E+y4ye4SXAhA2iG4GvsoZlIK5VKAEzWZXxMcG1L5iWfrRJrDwkbEdiOg2pCoNgzaHYtjQz6aHuD4cYaEpgr6u5tMLja5Mhkxu2xiqUmePevSCjzWt0KW11X29xrsK7eYWwtYWNEoF0xOjLWZXoLjwy4Zy6Fet3n6dJ16q8VIyeT04TprmxGPjndT7Bv9rJ06eKSQ7/mS01p9YMgNDxDBAbr7jmBnRzpv3VqeXvFKX/jI40c+f+mJkVDBZKjU4fWbHvt7ExwoR2iKz1BRR9PaXJ1UyFgG+8uQTdd55T2djGlQ7pHZX25w5Y7PrdkEpYxCMacyUAwwTYemK3bah8SpX67P69cT2Kp8f/k4n4ko5ppcv+czOWczWNB57KhEsstnYTOi0Q5xPCmuo3esiWVJxFv29/Uq7+vCxX3De3HfAyWK4u8K4omnpoJhxKG4A8U2640mr98QLKymOFLWODzSZK0esV0PqTV3BjOexdmjkDAdWo5EGMY/Mtv0qPs+ixsBq5sS69sJxgdVJsYaTK2G3FsTNFpJnjgWst32mFkS1BsJzowJ/KjDvZUEbiQxtSAzfa/ImWNtZlc8ZMl2GwxXPPn45z/1Q/oXktrt6WNHhzonJw7tNY3+HR4ogu/iRz/9w1wYU8NPfOLTv3Xm/E/+/o988oJb7E7x2KEkPd0BHT/g+l2DI8MBK9WAwLU4MKAz2u8wvexx/U6KsbLCkZEOkrrFKzctCAwKaYl0Uiad9LHMYEd7AboWkUq4vHlbot0xYo/xncXj7qxHINq8cl2H0GCgWyaViHvNjU78+Pf8ePQuorjM2K3BY8N97qsNJSlCsCuD5b5KMAzj3J3dDoqy84JqGZBOuJimT70tWFhTULA5P+4jqR6VmqDRCmOhVNMgYeg8OtZmuwO+v+sJLtN2odGOqLcElaqBKiU5dzgglJrcvBcwOadzfEhn32CL2RWf2/M6mpyimHe5OS8xMRpr6RfWA67c6MZK53HlEy81XL/shenf/eu/7Q1Pn/vxvabNd8UDUYN/N5x98gfZ3GqQ62r9RqFwQVat0bP7lv9GfutWdNZQ1tTDAzaK5vHGLZt82mJ0IKK7q8Gfvagx0KVxaCQkk97i+Zcsrt3I0mXygcApH5kAW5cxDWkn0KrNt6csQlclk5N2/FYE6YRLve3TaBkUUgqphIRlhEhSGJvWf8AjRZJBUqQdOe37PuS7RpWSJHbiriWCKLq/zBBEsRQ2ipR40ZhYXrubjROKeDWt0RJUqjZdiTrppEetbezIXVVqLZ1i3uTRsRaX3/JoOEYsiXV1FKmBF8atQ8+XqbdsTh+QqH2Pwz+93mJyLs3+gRQfO7vCF/4qxeyyRNI2OT0W8OYthxt3E2w3HcZGCsGdFeO1X/u5j0d2dt9VwCn3ZPeaKv8pHsgTfBf5XApJ6kGW878u+/MXSn1P/cATj088n+raH+mmxXbNY1+PQNNcbLOOkDpsNJIM9cikk22+/C2NykaO80cEyYSg1o611fWW4PLb6v1g2VLOYXHLZ3HdpMuOjSOt+5tAHu/eVbg1a1FIQ8IEywhQFP7dErKiCHQ9Hv/HJpag7rQiNTWK7Y7lEBERt/GC3RfN3WUGBc9T8Px4cvm+N6FMEILjR7RcQaWmcnRI5ug+j5YnaO8sENeaKrVGgsGCQl+xw2pV0GwJqg2dp090yCRCFEWQTng02iGvXrcpprM8+0RA1ekwv6KRtg0iKaQd+PiRw+ySRsoO0HWVE+OjUV/50ec/+tRTP/DGe2sXyj3Zzzzo5IYH+AT/TkyceY7a5o2GYYz9Qrk8PPPCN66PNxtbzzW2p8gmdRY2IBJpupMq5WLEzIrP7fk0HzsfsFEP2OpozC8H+KGGFwpu3ktyelginxHkMk2+ckVlddVisCuOTtFVGU0NMfQA0xTYhoptSFgmmLqPpok4bUzZdZ4NqHciEAqWtjNEUiR0NW4RWoaLIrtIwqXjC5xA2snPiVuFrqchoWDqAY32bhy2hB8ohP6uK1VE21Fptk1c18XzI4JQwQsE9ZbM2pbNQMnh/LjDP7/ms1lX2aqpTBxWYCd0qytdY24FlrcsNrc1PnbeZLvusrBh0F+yODqg0tsdslGLLdwePTZKNp3+clfv49fL5b4/djpOY/zQvr2mw38ZDw3BATL5owCVufmV37x08dSQJb/KO9dyz01OTzI91wYpoi8tKOYdvvmezhPjMm7UZGHVIp+BhXWBoQtymTb9XTnyaYWBosda3eXKjQT9GYORPgVJku4vHMhyiKWF2DtmQ6YhME0PUwsxdkb9lhGh6x7ffltnfdNgOMtOriRoGqQTHsvbLi9fS3Bu3KPltam17dhIKIq9uustjb6iyunDHi+8HGu746wdBd+PcPxwZwtHirN0PIcoinYsKyQ6rsSdRRVFzvDYoYCrky6LFYPNmsryRprtpo/rRwRhRKWqMlSEervFa9dS7BsKefltn42qQXfWI2dDw0vy6MlxunvGvvzsxYlfrGzW57t7+vaaAv9tPNAlyn+E4aFehgdX5ksD+3/l1MTxT54594nL3/+Rx3D8BKWugIWtkJRhkEx2+LtX4lH4wX6fUlalN+/y6k2NjKnS3y2TTbd4dwacdoLzxyUG+jpst0IWNgI6Dsytanz9io6lgm1KpKyIxXXBS29p9yW0CSvCD13mVzRsRSWzM7yLorjm90OPv3zR4utvDPLMI1l+7HubyFqA58db+QDVho7npRgtCTTNo+mA54Hjqlw65dJXDHbMeASep/LR0x7DvQGWoVIuhnSlOixuNHjlPZWElmTigEet7bK0Dq2WxbmjHitbEatbSaaWTXQFnnuywVbHodky6Sm4zK0IBnqTFAfO8elPPHd5aOTEJw8fOfgrU0sPJ7nhITvBPwhJGgGY6bhi5mSB64t3w95sYexPV1du7f/ma28pKcPn7WlQpQSaLlhY9+lOm/iRx9WbFvv6dA4M+lQaIa9cS9Cd0Tk82uLarEcqofDGVMChQZtKTeHOkkHOlEnaEik7oNYW3FnUOdQTm9V3pTxmViSm520O9St05+Huckg2HSJLcXb7/LqFLEyiUGGg20NR42mjbUF3V4u7SwphlGJsoM1Qn892bVf6KnNgWGAlBK2WiJWIrsJoryCXFqQSMkdGV3nzpo1tB7w3o3Fk2ODskRa37wXcXgoo5gxOj6l8ddNls6YzWGri+Rqhb3HqQIfN7ZChHo3unhPhxLGjM9P3gp85ceLJFWBa+qCi7CHEQ0vwXViGBDC9tl6dTmTD7zUto/+nx049f+3dr6Vn7q4kyt0NZFllZtlgpAT3NgJsNUW51+XabMhAj4amqIz0ghu0WFpL0V+M6Lguvm+haRJJWyefVChkBUkrwHeieG1NltB1UBSf9e0QFY2DZYVUtsW3pwTljkYYxYMeU5fx3di4p+OrRKFAliWSlqCYq3L5HYN6M0++y6Y/32a66uN4elyHhzJeCIEj2KyFbFZVUBN0fBVNg6TdplK16C8aTC82mV3OMDpskUkpjBY73FtXKGQT9JccKtsw2KdwZ0ljqSJTLNiU+gdaly5crIeh96nBgf1L+/ep8w87sXfx0BN8F6ViFtcT88VSbqHTqh1Nms88fvFJ58+WF24FL1+5nUts1lOFLpevXdU5fzSi0Wkyv5rkYNmjmBIM9bi8PmkQhAaFrIumG7GkVvbIJSzKJZnB3jqG4eLUVISIkCSwdEG1JXjpHRMZjYEiyKYHkraTziDtDHF2E+p3IL0/FBJCYqMhUW8ICDWeOh6wuhZv5QghoUhxLPlSEDJXEQytGsiGSSgi/CCi45isV2XKJZWThwRTdwXZnEbHlRgsSdzF4a2pBOceifj62xH9kclAf7phpca3Dh88qCZM9aeKPaOvZ9OpGhB9WMgNHyKCAxi6BBC166vbvT3lF6Ng7WAo/sJ98sKf//Lo0NUfvXLjuj82GB1SjJY5c9fkQC+oiksxo6DqEaqI6M9LdHd5ZOwEsiJ46V2ZZlPl0LDL5esBGimG+1rI919E45PYMDRyKY2evI+nOBi6iWnEMtpmW6fjCOQo3t1MKCEpKyZux5FouRrrTQnNi9isadQDGy+Sd5KTYwesvC1x8qyMore4eVflkUMSlyaazC3abDctlusyvRsKVkLFj1wq2zIidJhZSDI6EHAPiZZbcj5yJphMpE5pz1x85EvJ8m//4Zvf+rxRyuecrc121JVJ7/Ut/B/Hh4rgu7DTPQAR0H7nxhy6rP6Bqih/8NSZE0omlf6TW/fqB7+/OP9EvbqsvDubIgxhct5lpWLx1CNgGz5pM054sxoKfd06Xtjk3rLCgV4Dw2iTyxgk7YjtRmzmnTYkTAvSyQ7L9dggqJCF28shPY5BIVGnHkQEkaDtBOwrQk/OoVJXCEMJUw/YrAcsbchEpkGETFc6otURrG2labgqRBpDJZm7Sx2W1gwaTki1BS1Ho+nJLG0IzvYpDPY4WLrB44dhq2XjyqPhD3+88K217eK059V+Lgqj0LIsnJXfEWZqf3uv79f/Jj6UBP8gJo4Ow/thCUHobf/0o48ZXfXtyu99/Rv/ok+tLoaFvH6y3vBOjfRXWdrsYOhgqgLL8EgZPtneCCcIsA2Lkb6QpBGyr6gyNhgxvSAQYUTWhnzKZWY5YHIhSeiFFLI+k4sB+aTEx887fOXlkK2GxAtvmAzmNTJpn8m5CFPzOHdA4pbhsbSpksqqqLJEX6HDtbvgBCnqLsyuQE/RwNRd5lYtIlWm5fh0OpDVA5IJl626zdmJAvWmflWT2m+V9YPK2bPPeJls12e6PW974CEYzvxP4kNP8O+EoncBbAM/C3D9va+hKHzPzEL00YxV+9TUvD9WzFXp6b5Hw2sytSA4d6TN4npALg11NyCqaxiqjFCg6gokKSKXgpYnsTRv0HFAkeNIwYwd4Hgmc6sqfiChKRLDpRBdgq22SsONnWSTpsyRwZBqQ6LWUJAQJCyPMFLwfY2etMDSfdY3IzKJgIU1h4snA5y2SYjN9108yLFRjY1GYmq0nHh+ZUv7Z0USlz/69NN7fcn3FP/nCP6dGD9+CeCy62xcluDl8XGxb2u7EnW9+/dRrntg5PsuFX+tPz1JckNlc7PKu7erHOgXOJ5PEMYZlYbuk0kKnG0L11UxDDBMhXTCoZD2qbUTvDedRpcVokhw8gBMz8N2XdBoh7Q6Oh1XRtc0/FCiWvfx3HjhGBERBh5JLWKkV9AJ8gz37yfSQg4eHiIyKl/Q5NrshQvn5WwmL/uhcgd4ceJUbq8v7QOB//ME34VhdgO8uPu5ulVBVY1svbb8Wq3SJplVfG18/JcOH1WfySYDDo3D0tKbpJY6zG8kWduC4R6FKBR4wsfSFGaXA6YXQsZHOpRSIYoUBzOhmCxWQh45UCdyJTarBpWqQDMNqp7GkeEGhTTIskUmm2bi9GMMjil0pWU2atK/tNvNPxpVAy1bfJRPn+q/7LhutaeU3etL+EDi/wn+HyCbKwBUgX8AqNcWkGCyt18qqYqI+js+jfpNDC1gs26x3RSMaY5/9rGnPue4W8/m8sJPJkPyoeD4eESpT+CHepyVEwGmxNlTHfr7BQnLZEhTtXQq95Xb37zyub6CohkqyLKGZacoDx2jjIaqyXJfIK9JMDs80LvXl+ihwIen4fkAYOrG60iSVKpU5jN3FyOhGLBcgUsTLps18AKdVgecUGKzBpdOeCxXBIqss1bXpVJhoCaEWHv64uN7/a98aPBvi+aoed7iCzUAAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMDdUMTg6NDU6NDArMDA6MDBWVqG+AAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTA3VDE4OjQ1OjQwKzAwOjAwJwsZAgAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi41LCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvSM8oowAAAABJRU5ErkJggg==', 'weight': 24}
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mf_hecke_traces • Show schema
Hide schema
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id: 15595000
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