20 вариантов тестов ЕГЭ 2019 Ященко Тематическая рабочая тетрадь Диагностическая работа 10 Задача 14
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В правильной четырёхугольной пирамиде SABCD сторона основания 4, L - середина . Тангенс угла между прямыми и равен . a) Пусть О - центр основания пирамиды. Докажите, что прямые и перпендикулярны. б) Найти площадь поверхности пирамиды
Ключевые слова:
Задания ЕГЭ части 2 Задачи 14 на стереометрию ЕГЭ 2019 20 вариантов тестов ЕГЭ 2019 Ященко Тематическая рабочая тетрадь Диагностическая работа 10 (20 вар тетрадь 2019 Ященко) Геометрия Стереометрия Теоремы стереометрии Скрещивающиеся прямые Пирамида Вектор Задачники Пособия
ФИПИ 2025 🔥
ФИПИ 2025 🔥
Примечание:
20 вариантов тестов ЕГЭ 2019 Ященко Тематическая рабочая тетрадь Диагностическая работа 10 Задача 14 # Аналоги 876 819
![В правильной четырёхугольной пирамиде SABCD сторона основания 4, L - середина `[SC]`. Тангенс угла между прямыми `BL` и `SA` равен `2sqrt(2/17)`. a) Пусть О - центр основания пирамиды. Докажите, что прямые `BO` и `LO` перпендикулярны. б) Найти площадь поверхности пирамиды 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)
![В правильной четырёхугольной пирамиде SABCD сторона основания 4, L - середина `[SC]`. Тангенс угла между прямыми `BL` и `SA` равен `2sqrt(2/17)`. a) Пусть О - центр основания пирамиды. Докажите, что прямые `BO` и `LO` перпендикулярны. б) Найти площадь поверхности пирамиды 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Q8vKbKr1MAoVwJoWYg1HWf+RxakXVzGpVaJvgTQJmHYnqfAo15WJ2HKOoQBxyqagFuMzVa1U7MbDNxd9HM7XMrAYzMQIxLH+LIqf8ATGB79I7aUJmKlHu3PySaBMQBUvrzMdry0GIVjzgCovQCA2LmQ0hMQ1hERdK1wJoXMAss54OxQclJgc5MotSAPsuQ0jGYVpBHbSpMxLS2dzwdtKkzEKSEWCJgNWkytoQmYBSfQE0CYptQfG7aVLH0mFSSXbcxz8SiM+jtKDg3JwfQ8jAdDaTsdvwAiauvLwXe3/3AK8xeedvaEgbmHKuwszLZSK4YDSI1vmAJ24v8jTD+mOLGlJmAjRM7UkIPc161CxyUqT9FzQtSIptQeBAYUeYgxLdnnw0DVqhIAswqcjA7IIUUsD6jyu6Oxc1HxBkpYqO3znhm/SaYTYReg45mrGZhFYhwY0pMwbFup+y5DanoInJBG+NwvoOOc2UTqYBQrg+JXj4xrVIBQr6jKbYKP7MAoQc3JmZy3akSKbWOupSIAHSmiMQdLf8AD1/ACLmnoSJpPUwKPO7vIGaiBcGIepLQKBsIzhdzLZhY+FZgF2/EixUwmrQ7g+ChVQY1Bvc8COkAJHxAcM7UlDduQiigB4Kv6DKCcTATAmlBxZFcUwscWFqREUIoUbD7CxpSZjZiabpfBjfwjf1mYBccJ0rFFf2eK/H2k9FHgxfHkZ/qHYKpJ9JhXlqO5jmlMxrSzKb7Z/TCH4Tfp68F5Ow684yhhUVjdNuPxJ2YnSkTGq+5mU0lDc8oi6VA8DoCbHJoob1IPiJABJ2EOdmNIIcjILeYlLNrbwBwTWx6H6OxNQ6ia16ia16id4vUQ5kHqJ3oOysZrf0SW/8AERXvcEfXZzWJpg2ha+S84BU7RssJtgB4ETQ7t/I8cz6EmBaxjgCbII/79M51vo6czAKFCPz/AOQCljn/ADs42DRSHQH0MFg0do/J1b/nB0DexGxiNfI7j8RA5k8GOrKFGy7+YQCCDsYMTJYUrGwEgm7aLlIFMpivqJFEceV3yuah1ELr/ITvU/kJ3qzvOitNZ/gZrf8AhNT/AMJeToJ/k9pT9RKfqJpf+Qmh/wCc7s/zM7rqzTulncp0ndJ/EQYkHoJ3SdBNC9BNC9BAoGwH2JlDKQYuFVgAAocO0i8cwCwXO7ePKhcCAUAPp8j6ELTCulLO55ngDbf9mVtOJiJo/wATE9Z2V6XRwZfgIEU2AeDLfsYrG6bkfw3KWA+GIMjcy1TQ/wD+5CMq5hTA3GfIi3SzFrALFbJneN64zO+6o074dDO9HRp3v/xad6f4NO9P8GjZSosoZeVzYWlid6LBE1ZP4S8n8RP8nsJWXqsrJ1E0N6vO6HqzGd0s7lOk7tOgmlVGwENMt8q9IopRf0F86hIEBBFjgCDwDA7HhzyDcrDeIrzsE19hIBFH7A/+TKE9F5ngxoGIoAv1M7S3NVmkjBHGjMDsHH/+YhtRwT1XpxZbEViCFff0PX8AdgosxWDCwbHnMgb+xsYMZLW7X5OcWkQgoCNqgFcCL8ZJB2sS/YxyXbQOQG8VQBCwuoDCaEGTnRBXgGBB57bzWxYUvK6uE0IhJHMVwV1YkA7eJWL5CRsI5CKWmFaSZTbqgiihHcAqvWKtEnrMjFQK3Jg5CZ/2qNyeFi6+/ZX0ITMKaE9zzPBvQdeGU2+U9FjpXZplTXjmF79jsR78DycH0PLwMoYUYrFTpb/h4qwa/Y199T4MhT0PMfU6Gxm05r6iKwYcvCDeQithvCSeQiG2bgrXttGNKTFsJqokkw5lCcogIUep6nhYZiOnKZxSqBwFnK6DYmzAKFCZ9tImI3jBML6m0rFUL4cpYJS7mY00KBM+yn0BgYtsCI6lMgcWYGJ2UxwwdWisWGxEI1ZADsvOEWKMXGoNgcKF39+/Uy+ycd2/rg4bv2T0dhM/6DTAS2BCZlQqS6C73ExOrrYjjUpEQ6lB8DKGFGKxU03/AA+UllBq38JyoDX28mooL5NXoNvpy6g0TXFuWZa8DtoQmYlJWzMraEJmIBEAMyuQQoiD4RyqZLKNW9THzQWCK5VHQAqwW6iuG2jsVHIc4oKCzZveUcrhiKVYxYml/wDud2UIZIpJHMVAtuxI9oMapZERNI9zvwZQykHYwCgAPGb4k0LmPYk+p/Acr6E9zyExroQDim19eBFsPaOLQidl/S4EBH1AVe/BeTlfQ8x4WUMKMVih0tt6HzchOmgaJjKFxGICEAO9fY7OuvTg7aELVdRG1KD5BAO48QIMLgbmK6uSBwJA4M4WoDYB8sqCbqFGHyNUPekUKETFRtjbeBlDCiL4MoZaMVQooCFFYgkbeL58nsvmMwUWYllbN2fIyH4agFAD8BH+TL7LxO3ED4iYZg5O68CARRgFCpk5U3Q+IgEUZ8WP3WKwYWPJdtKkwcxMnzoIfiNeg3+yJzdm4XqyEegiChwZwogdvVCICDwyE1QNEzHegWbhiNd8chCrZgBZRcW1zFRtUAAi887HoIzBRZiW3xHgrHJfT0+sY0pMxils7nn9Kebgeg5/YncIpYy8uU94sxZ1f2b63M9ChuZjQIgHH18IFdqPuvgcalImM2g8bJRteRiuGHQjcQOWPIfDCwHiyrqQiY8gqiaIjuHyKFigKKH2NzpQmYh8FwmphtizcMrgUtWTFWhGrSb2mDmt8LLZW9uQgFCO5LhEMAoccvxOqSwoiC8jtCaBMxbFjuxmWyVB9TByFTITWldzEUKoA+5BaYnr9hJCgk7CC8+XoiwAAUOQmXAHNryeJlZG0Zf+N9WSFBJiAu2sjyX/AF09wR4U5My+Q6HM9jkoneaBRHxegiJXM828bYlY2ZkUKoI9DBxDguV2I4k16EzULAO5+symkMRHQABhU0E/MbmDZhLG0P8A+Vz4ONQKzGe7+Bpd7RScbMCpNmWSLqhMSGyxFE8SaFzDbW8yhiVqIulYwtSIilRzNmZE1+xECORTNAoH4pkY5n0JtFUKoA2Ey51Q1RZovahdOhWOgcUwis+BqfmkVg6hlNg/U5TZCxBpHk5f1U8OQUQ3TyAABQjYg5sxXINN4ywEyZlKkTEwZBwVwzkdIUBcN6j7BkUsBXXi2JS2rmDAABQjoHgRvVyRAK/I8uQ/Im5mJBjSZW0IzTsyctbbtO0qGwtMTa8StGUMKIsQo+DnjNrMWVX/AL+nY6VJMxC21Hc8/KNHKQT6AjwkWCJjJoqdx5JAIozmnusBBFjiCxY3VcHXWhWF/gKkfFChx0yx8o0itzMS6U/0Vly18Cc3Mw4tHux4ZkL4mUTBYxAOKInamrCfeYl0Iq9Bxy4P3pvMWcE09K/02Y2QsRdK+V2yJzQf14ds39jy6OM2OaGAgixwyhipC0AQbmBWXCqtwoTkYMSA3X+ismWjoTm0xYghvdvC7d52lVXZfDlwJlidpfGdDU69YpDCwbB+jJAFmICzFvD6+LOLX/hmA3iQ+HKDQYbiA2AR5ZUqbT/oneKdzRjZVRLgNixxTGMd6fU2f9FZHLnRjmPGqeB3VBbGoXfPapySYsS418DuqLbGhGZ85pOSRcCBNExouNAq/R522WIulQPDfxke3iyfLOyfIU6HwuNSEdRMRtB5mVtblhOzU+Io8wp3SV+J6y3yCMcgExOxFOPu/aXa1TYNu0xoqLS+AmgTFYZnLuQEjZx8uJJ3WZ+ZyFZ3GX/9+YkzI/xvaQkAWTQE/Xev2LFUKAAKA+lxf5MhfxLzdj4n+QzD8Gdl6i/EnLIy9eY8s7RkHeazdHad0pQVyI2MRj8rbj8Se9BrephIKCo2xiMNAF0b+7ui5FowYcmP5HnfunJ0iOri1PE9kxxUVBSgDiSALMLNnJVOSRFCKFXbz3z792lxG1oG8OdqShu0xroQDwnkIgpb6+JtjH5Z08WTkyv5eZqQzRbKDsQamA2tHcR01joRsYj3ybkw/EtAuxyMo9YEUG6+8kAiiLEfsy7oSsvPj/8AnP8A0/zSDPjMBBFg2ODsEFsaE+POeiRECKFXYee95X0L8g+aZaTC1TGulFHQeFf8mYt6L4nPKh6wcvHn2VuhB8Ti0IiWyCjR8px3mWvRY4/zJ/Rj/BlDejcHTUOhGxiPz0vybiWAIH4gGB5A/fTiRt1h7KPRo2FkBfXMRfM6h7KwAAUBQ8/O5RKXc8hMaBECiZfidE8Od9GMzCmhAPFu49h5GZdSERflHixbsvQ+TlbQkxLpT3Mf9dZlXUhmNtSA8Mial9xEbUsyPo92Own6YJY2TEBPNvwouo9RNY9ATLc7KBNLndqndA7sTMQp3H3/ADIXoRVCgACgPoM36+Lhi+PK7/8AB4T/AJc/snjXmzHyCLHjPLMPceSUJcE7Dhl/VTgAceSgLU8crd02ocyYKRdZNsYiMx1P/wAH3UMW25DrKb+UsjcebqE1rO8Sa+iky3OwAmhju87pYEUbDwpyyuPxDtW6PMp042MxLoQL4Mz6EJmBdKe58R5CJ8o8nA5dPFmHIN0im1B8p/1k8IQBi3qYyBG1iKQwsfdH+Qxdhx5q/sfEXUQv0Uman9En+T2E0t6tNAO5JmhZpHSUPKX9dvxDOurE0R++OMdObeH9bL7L43+Uwch5PZdn9mPiIsETBsR08pv10/o+NwUOtdvURGDrY+6BSp5bdJr50Zzc+0eghnpGdV3M1s3yrArHdqndiBQNh9EB/nJ9vxByFQk7ATsfzvwd1RSzGgImTLk5qgCzM+lJhTQnjbmQPJyNoW52bd/78Y+HMffyj+v/AEPIYd02sbHcQEEWNj90ZG+Ik+8RwyAyw5obCZCRpI6ygfph+u39fiHan2x+rTMvdMmRdlhyIE13ygRs5DvyQbLKoQ/5c4Hovkevk5xeIzB87jx5eWlvKH65/ryCARRgvE1bofupwITcACigKEzC0i7D6bbOfceFGD3X4X3bN2ouwpVhAYEHmDF7InDK+hCZ2ZKS/IHr5OQWjTB+q/8AQ8eUWhmI2inyV55j7DySARRiscZ0t8vofuzi0MxG0H0zcsy+DKxC0NzEXSoHAMD+G5jryBIopQPoWFgiYP1G/oeMixUw7MvQ+Tj+d/KZQwoy2w+6RSGFg2PuhmP5a6H6Z+WRD4CLzAdBfDKbpBu0VQqgD044KtyPVvwl20oTMC38f0eIVnfyPkz+zeTi+d/LIsUYytiNpzX1ERw62PuicnYfTZuQVuh8DHTmBOx4YxqYufBhWk/Cc5JpBEXSgH0YWspbqPIzCtLdDB5GP5381lONtS7eoisHFqeNj7hVZQeo+mzC8ZiG0B4socUY4ZRSm7mMOBTAD8MJoTCNeQv9I3ymDmB48otDMJvGvkYvnfzijIdSRHD8b51xfIdkFtO7NWSS0I0C1HPpcBsA/acm6f39Nl+Rph/THgHx5ifRfw3O9LQ3MwpoQDx616iBgdj5jC1InZCdBU7r5GHd16HyMOxPU+aSBuZ3ifyEdkPxBqYRO0qw94jEijORHDO9IamFNCRwWTlvFtvmFfasv7f7+mb5TMHycWNKTMOxPU/hv6uf2HjAOQ2eS9IEXoI2NTFZlIDcwdj5mLlnf3F+RtnHRh4TtwPIGYfkHisdYXUbsIcydYuRW24kWKEGEbsSxmTE+u8dTus4shEmXDmNM0TWzgAkt1ud4cVBv/s9YrajRBnaP04h1IDCQBZisG2+uTOHznHXmZf2/wB/THaYPlI45zWOYrCC5z/C8zUvuZgQC28WawhqKygAAwtysCBtSWfWMoK1MZtaO48tuXaU9wR5GbkUbofG7qFNkTCQUHgdWbZqndD1Ymdys7lIMSDZRAANh4GdU+ZgIe0/wQtLzOt2qRUbKaLsUhwpQVFAncrQsWQb4EAijFxFbpzU7sXbG4ABt9d2RAbf1s+Zl2H0+Lk7ji6B1oxVCqANh+GE6mZvQchFFADx0BsJkNIYg+FR/wB4IObf35eY1mxN5GcWhiG0B4MX2QQLl9Xndk7uYcIM7lFUzEAEHlv2lFNLbtLzuP4LEwLuwswKB6Rz3pK7INzANQFclg5CvsbfKZ2T9DzMvy/Tryzt7j8PytS0NzEWiANhzP8AfkFgBZjkPSiKITQJi8xfXy8/Jl9mhdV3IE75J3yzvG9EM15fRBBdC9+DC1ImDYqdwfFlNIYgpB5DZET5mAmtaBveZUOWqaliYlRaXjlJC0DVxEJr0Uen1eXKE93OyxMr94EdAt+SRYInZP0fMyi0MT5B9M/LOv4eDqdnOy8hEFCzufGTQJlqiXvcT/E3PZpYq7FQt3h0rt6nwkgbma16iBgdiD4e1rBiQmyLMCKNgJQ8XyZ/ZvFl5qB1PiZ1QWxAEbtPogLQ96/ztQ6LEw1FxgeBnCxEN22/1Od2DoibseB5AzDjq3f52ifH2pm9EFcMrjEhcxG1oG2sePsuzjo3mP8AKYhtB9Nm5Mh/Dsx5UN2lfKg9N/IIsUYuMD3raFQeRE7hIAFHIVDmWF8p2Sf5zBiy+rzuB6sZ3CRUC7Dw9qB0ROaA+3kZ9g3QwGwD4cm6+DJlTHvO8zZfkTRF7N6uxad0BFULt4XcLESjqbmx+jdgiFjsBOyZnd34O6ottEYOoZTYPFPj7W7eiccr6MZaYE0YuGca3THB48H62XzH+QzH8g+mz/ID0MG34YTQic2OQzGN2O58zIpdaBqA1yK17iXflZxaReSgeQ4tCJgNoPC5/wAiiFgoskCEgTVewMGIay9C/IZ625mItczzbwtek1vFuhe/ndtekCTBhGFI7qi2xoTtOdMqUkGdk3xMFiurIGB5GFhpLAggTsvyF/V+BdAaLC52rfH0uWBwwfHlfJwzYjlqnKwJnTZ1aJr566mfJmVqRIMmc7Ypoznd1WYsDl3Lu8GBerwZwhpRaA0W8Ge3zJj8T/IZiNoPpswtDENoPokdMi2hsfeszXSerRhShBAKFeUTXgqtvKcWhExNrQHycfw5GTi+VE3YCHtJb5McvK+QA0sGD1Y3AoHks9GhzMVKNnmT9I7hELNMN5u1a34PiV3BaZlU5cSQgEURYj4lfGU2WZcAxJaO0xYClW5mV+7QtEwKVtxbmJWVXxP+yLgAos7NUy9ppTpHsGmFNGJV4Ag3XAEHY7eJ00Ykx9W8CfF2l26CvEdjMPyfTZPkaYv01+ixouNaX7yTQszFbOXiHW5b0HIeUT6DeBedk+d6zs3yH2Y+Tl+B1eO5RLClppzZN20RezosCKIK7w/15TMWNLFQKPpc3+TMiekwfrZeK/H2sn0Qcc3PNiTgw19p9khNAmdlt3fJO0tWOhu0KDMSg+RBMD3hF7rEc5GsckhTMrkpRWVmfkzBB7RECClHDLnIbRjXW0wZhmHE8+1KOi8SaBJnZv079W8eH946H6bJ8hmL9MfheY3SDcw0mL+hMS0g8my23IQAAcvKJA3NeEzsx+frqPiJA3NRs6LEcuLqhMq6kImFrSHbinN2PkXUJZzS8l6xVCih575UQW0BsA+IYkDaqmLEMZb3PHChQuSbLG+Kc+1Oeg4JnRMz+8z5WOI6BS9ZgQJhVZmxDKsxoMaBRDgRmuAAChyHgzuUWl5u0XEUwsF5uZ2TEUxcC6BtOoXHxFnDq1ECIgS+ZJO5PDOaxEerRRSgePH87/TMLUiYDafhRNCYviYvH5uq/wDT5JHmMAwoixNBHysYrHZhR4sInIFvXWfA+dEmvNm+RdCwdl9XctExInyrxw7uvgx7t4yQBZgtzZ5L06wCuLEnIoGw3hIUEnYRGLW3lkA7gHztfc53sXc0PnNvaJ0iY0QUqztTWUT3Hkp/kzs/onDNmXFvH7VYFKV95iGJswa68D886L05+QgrM/0xImFlUN+FZm2UbtFAVa9AJjs2x9fqjsYmVQHU76ojAoCeUftKbLzaaMuX520LEwIni27R/Y8GLY+JmCizKOTmwpfAzaREWhZ3MynWwQQAKABsIBX1WXKb0JzeFKzYU8hjSkzsn6MyZAnIc2Owilnz63VnAiBs+a3+RIyIwoqCJ2bZ+gbhlfQvVjyAmMsme2NqTp8gcu0H3Hm6h1mtZrWa+itLb0WW59AJTn1Amg/zM0D1JM7pZ3adIBQofhOP4spaZCeSjcwCgB41cMSB6fSN+q9DdonaE+SYziDEqF8jMadG4mYxSDwuwRbMVS5DPt6Dwhwz2QeWwjZq/YZgJskr9XnyaE9zMOPQvVjN+2f0vkjC6WEeli4lUdWI3O8RMujuqrq0RAiBVhfIt41Q2WNTEgxIBwzvWZeiqTO5vBXrML68YbxlT3wb0rxF1HqJ3izX0UmW3SfGegmk+rGd2DuSYEUSgPG7MHULFdg+lvwrKaXluYihEAi/ES3p6eJiFFk0IS2XkvJIqhRQ+kOEa9UbCjm2Wf8AmxSsmDa3SJmR6C+LMLQzE2pAeDnSpMTkg8DuEFmKpc223oPHm5uqQChQ+rzfr4eGLnnyt9A+FHcM3BkKOXQWDusGZD4y6jciax6AmW/oAJTHdpoB3JMCKPQSvObnkWZBbJ+FP8WYL0mQ3SjcwCgB4XcILMCtkOp+Q9BAKH0juqDmauLjUA7m4orldj04EWIcIsNQJEzZHSmG0Rw6hlNg+AixUwGtS9DwybV1g5Di7hfcxUs23M+R3Y16/rO08kD/AMCDNY0avSrnZge7s7t9Syht4EUbD6RmrISfQQBnbUDQG0DsrU+x2I/CGNLcwjkW6xPiYuf6HhZgoiqWNv8A8HnX5LZMuVzoalh71FtnaxFNgHi66hU0PhYlIM7fvxmI6uLU8SwTMD6NwfnkVeLvRpebRErm3NvsrAMpU7GBM2juv2dYAAABsPpHbStwbfUoAxYnrwyKGQzEbQH8Hz7BRu0bkgUevKKKAHgdwvuYiG7bmfMJAlk7CV1MAryMxrExnYa0TtZrA0wknGL8JQHbkZTJm1VsOZETOj8m5NHXWhXqIjEAod1PKY2tBAbzf0ODub0pzMRAnux3P3xueRT9S5pCZiFIODmlMxCkA/Bx8Wc+wifE5PoNvA2qqWKgXnufL1dATOZ9oFA57ny2UMpB2MXvMBoUVnx5yLWlEUUK8b4FeW+DqyTOU70OmzTA4mIgu7Qs2TknJesRAgoffGNKYDzQH6sj3MCC7JJ/B8hdQSoBiFhiv9zGKNKgecdRPKaR68/PIB3EqvJagLadqwolOsw5tFj0ImCyNTbXMbFr5Uo2+93U7wGwoJMdshQ7LCrhktp3TfzMRdI3J/HnFoRMBtOGc/CF6mozhfcJ/wD7inUoMdgi2YpLCzy+yVHbQt0TGOZ+iR8CjdyzmJhY5QrLO5RFLVE+QD2++aQOS3Mo5AAnmYyWQb2/IDMBpyvBzeUn0UQ+i+pNmWFWBNban/4PspIG5EbMii7gyNlal5RFBJAHIcrPrAAIRcN2vueALE7AD7y6lhQMRThLA2VJigu+oigNvyI/DlJ94xpbmyWd25mCg6lvXnFUuQzbeg8JIEv6cuvUTvU6zvV6EzvT6I01udkhOU7BRKy9QJ3TndzO6Pq7GdysGNB+0SgppQATAKEcuDa0VETNrQQt6gWK/B8uVcS20/8AY/8ACYcgypf4tmFZDHe8Sj+UdrI9B/8A8mBTkcu23guUesoeeSBuRC6jdhO9TrO+Wd63ohl5T6ATTkO7zuSd3aDCsGNB6QIo2A8qhGbSLq4UL0Q5C7kQoia3All8RK7kRCxQahR/BWYKpJ2Ewp37nK8zsEwsZ2MUn4tnUbxSSQPQQIXBY7XQiqFUAekLD+zOZ9pXkF1HqIciD1E71J3nRSZrf0SXl6KIBl9SJoyfzndv6uZ3I9WM7lIMaD9ogRR6D6PIx1oBGBJIAodZ3Q0aZjVsD1dpxSwOe5PhCtrJLfD6D792tqwNMC1gWZz32VUWY00LXgZCzAhyv2HWvUQ5EHrO9Sd8kTJrNaCB9tzC8ZmIFia9eQgXmqjZRCtm7P8AU5L0E7xeohyqIcxPyJNeT+EvIfQCVk6gQLk9Xndsd3M7lZ3CQIvQSh9YRYIgF5vZeHOOchQ6wAQYptR+C9u/YsfK+X/HhmHCuL6vvVnep/ITvk6w5kne9EYzvH9EMt/4iasn8RP8ntCrtu9Tuh6kmd2nSHQnQQBSOQH2tlv1IgFCpYiF2skgCPl5MJgxaLJiiwT1gTkQSZ3SwIi7KIFA9PsxNAmYRepupgFQuAablGvM1AUo+7EgCzC7NyQf9MRNPuT5uXOmKOzZ86h+UTGuMUvBXVrog1v4NjfM39JYur58EUHUSNzNC9BNC9BKAm3iLAGvWBrNRgNz6RB8P21uSGInytZ5CObzhY3Ol6+P1+yOupSLq4q0oHCjquxX3dxeRb28AyLdcDyE0F71MZiJohjZBrxDFmzG3crEwIk7UNGZHgNixM+XQKXm7TBj7pPqBRzn2EJoQCgBDdct42paNk2duDaiwA2ibsOh4O2lSYNhHbQpMRuVjmxirX9mWXaypIELuBeiCyBYo/bMivzIaJrCjkDEBOYtQuovNi30JP4cWAIHXwWBueDCxENijuODcyF67x/RBByAmRiKC7kwChMZ5EmK2rYcvHmxjKhWImdOSTFhptbm3+pxfqPN29hwa65Q2rhmo3y4axRPSYxSkn1N8Muu1WKG/dUziwoiqFFAQEH7a7aVLdIrBgCJkPKoBQqKaLkf0IooV9Ab9KlfeWYKLMJbLyUUvWKKUD6NgWyUDQAjBkGoMSBuDEYMoYRjQJlAjW29RL0c47eg3iCmMJAFmai2Sl6bxVAl86lXk/rguN70k0kAAFD7EjBGyGLsD1hNcMnNlUdbMckLYFxgz7ChNbbaDcG3OaRq1cHQOsRXHzNcAr7aRYoy+7sEGooLtqIoDYcMVsxPoD+EswWWzbCoMQ3b4jKr6RObsY7BUJMwisYmdvlXqYATVwkKLmLnbtF5i+sZA28KEMCtCAMd6EAqJzLH3+y1/nI9G4MLBEvIOVAxF08zzY/egANh+Esuoe/oYhJFNuPAWAgNjlNQuoTUHPn5p5CILF+twpZtjfDKpYCtxFLtutQCIjj4Dt4WNKTMYpB9l0DVq8yxdfnfN3I2UQKBXF3+MKIiBbO5O5iiiZYOQsdl5S7Iv/685zSGIKUeXlNJAKAH2fUs1rNYmv2M1n0Uy2P7anx+0p/5CaX/AJzQx3cxcaqb3P2obffgQSR04BjqquXXgnxOWvlsOBNC4jBxY8s8gZh+SHcDiOWdvcRm9BzMPJTUwKaJaOGVw6ixsRFbV6EcGUsRRqvLyHkB1PmPzdV+yspOzETugd2aDGsCKPQShwJoQAtuSJiYsn24kCX9y12aUXAxumHhB5kRmoDkTcW7PO420RdNgbQzFsT1Mc6UJifKKHKOaQmIQqf1vAbFzVbFQNoBQ8s8wZjcBaJi7WfXi6BvUgxECCh9C3N1HmKrHKS2w2+iQ2CbvnGYLuYHBXUNocwGykiA2AR4DrN1Q6TRl9XEXGbBLEkeeRYqMaXlEXSoH27YzeD6pnVRZMRtahvpXNIYi6UAhPOvXhYuuDORkVRB1mQnvEUQTJzdFgjmkMRhomVrAUbEwTL8kOov8JBB3Epq58v6iCh5pRSbIF/TIbyN7fW5m04yZjGlABMoC4yTMKWgmb9IxBSKPA11yndlvmYxEK/uJHnmx8RP/Ih18z9wqtvqXZgwAoTSWHMwYU8qxdX5mT5kHoTCaFmI2u29PSE0LiPdV68D+uP6hIG8flmVjNWr5ecQEuzHg/Oh1M0Ld1GW6rlR4EAijFUKKAr7FkOwurMG3BEC3Xk5WpIvJR9HnOy9TEXStTMbISAUKEz/ALU6n6UixNBJtjcs43I0kg7VxJPoL/AnbSpM1O9aQAJbKwBNg8GUMKiGxR3HkZDyC3zMAoARiFUkzFztyKvzMiFgCu4ja9BLUPYTEKQDguFkclWiitzZmRC1FTTCIjbubMIBFEXAABQFfas3zp5mUg5VB2HMzIWZCRyURDWJbmXWUJmP5F+grX2n2WE0LmH43Z+C/HnPRfxxf8mVui8MwteDtorldmAfETwdwsLPpBoe4gNi5zYcjUVjqKmE1G5OoPrweyjegqYhSL5hNTJz0jqfsqOHYgDbw2Lq+fFWskdODFrAG3qYhJHPhk55k8JYAw5R0ad8vRojalBojwYxrys8zmsRmJDQLTNzULx1F3pfTc+cFAJIHM7wixRiqFFAVwVFS6FX+NsaUzAKTg24HA88yjoJfOuGHmWbggpeDGso61AKjrZHoYE52TcYWpEAoAcFXTfufJZgu8UE8zDzyAdPsuHdj4Mj6aHWOgRQVu744m+N16GE0CZhYspPqTAKFcH/APyF8vM1Y2MwrWMRjrzBfRZsJj+Ny/BWDEgen5cwtSJgbdDusJAFmLz58HOjIrTGdQ1cMfwu6wvrbSh/swchLvkP/uAf5T7DzyaFxV9TzPBeeRj05fZHNITMIpB4HIOX2UTUGcXyHpxdOepDTTIcgQ3MKBEA4nn2gew8RVz+8CKrA2zX4KuHblMKFLJ3MddYqyIqhRQ/MXxBjYJVouM/vYtxIB3HF8asbIiqFFAVLOuq5Vwx87bqfPPIWYDYBEJoEzH8v2TJ8jROSDwYuZc9TMgtJjNoDwLqDRMy8yi+Af8A5J/NrF19GdwY5pDEFIPPIsVE+EaZkOyjcwChX2TL8hi8lHFjSkzAKSOaUzEKQTIWsKpq4wUIb2mA/wCQgwsFFmY2LWTt6cB/+UfzbT8Wr1qoL539ERYj6mISuXX6FlDbxUC89z9ly/JBsOOe9FCYmAQKeREY6yFXb1PBl1Cd3Z+Nrj4w/sRsYuH1Zi3HQNer1/2DnNKPCyK24iqFFAV9QzBRZNTv2f8ASQtLz/wSa8/8EmvP/ATAMnNsnrsv5ETQv8K7R+360kKCTsIo75i77DZYCAKANSyYFo2eZ+g7xNeixq/09kQs6n6DvUJIDAmKbF+Z2n5Av8oiKqih5VgeBmVRbEAQ9qx+DQmvXQv/AFbmDNiISHsqFJ2VyyMG3U+ZnIDpE24s6oLY1FzK0sVc713546C9TMeU69D1fDK4xIXmB3yuS0c6VJmJxkUkR3CIWMVC15cq+4WV3zjQlQCgB/rE9BMAov7t5TuqC2MbtLbJjmbM7VrSpiYMgIjsEUsxoCXkyi1+BZ/5U3cs0zomCtFhp2dy+IGaVC6QKEfl2pAITU7YfkEwJQLVvO15f2LMKDGgWZfjzonhfvNkiBlWnaz/AKuyNpXlueQmNdCAeTlyaBS82Owi46+JvicxVAnaxeKYU0Iomc68yJF5/wBenCu/ztEUIoVRQEdwiFjMKsXLtu0d1T3Y7AbmPqbOjOv9LHzH5E+aJhAzpwy/BmV5rWrsQ5k6xW1C6I/0sduX1YT47Y2fTysH+R2yn+lm54MRkyhfROZ4ZxTpkg7Tjh73KP4LOypo1rCQASYLynW/JBA7vYxCh1MTEFN7t1mXEMsTEqCgIyMMysBYqjwZFb5gDO4xfwioqfKAPLZgqknYTDk71NXhs9Iz6RZFCHtIukQtASTtQ/O7HX6nK+hC07NjZLZt2mTKqTHid2GR34Z3KYmaYGL4QzcO052+RJ2ZWTFTQmhZidp15tCr5B2M7NQQpswhdEvUwE1tm5YuS9YiBFocQqjYCEWKlC7qZcgHw7mPhZKLGgx2iKFUAfR5v0XmEV2ZYNuObOyPoQTusz/Plr2WDsqepZoFCilFD87fKS+jGLM0ZhZGiYcuv2YfRZsq4hBmzOLVVAmLNrtWFPwV8mXNaGkXhna8yJPSOwfOARYWN2t0cqyQdq6Y3mc5HqxURdKATJmVPdp2VNd5X4Z8oCzsuLQlnfyXwo5uLgxQAAUBXiy5SKRPnMxYgnuxmX/JnRPRfMZgotiAIe0pO/f0xNDly/8A7M73N64YpJHMVxykDExMX5F/oeBsaObZQTwy5Hd9GKdmLktbX+dZG0ox6CdkWsIPq0yOEWzMKGzkYUW898yJu0TOjnhmQv2kLExKiaQI6hc6VM7hMZmDPiTFP/Up5IjNMLM/aSWmVtGJmmJaw2SLPOzHbvqVFujzaAGq2mchM6M0BfLt8CTugEKqN9zMT5cQ0DFKzPuQkxYVOUndV+iJrtcsBbnZuZd+p8zNi1srVdRVA2UDx9oF4Wi7Dw9pcpild1iVE5u0xIMaBR+ddqb4NA3aErhxAREZ215f+LHdUFsZ/wClIjq62psTPlKUqc3aDKceEd7zeI+pQSpW+D5UTcx8z1YpF6tMOfK9oszLlCWzxSwQHflAbjEKLMZ8udiENJF7NMuFEAZVoxflET4+1O3QVwT/AC52f0WdqAYKkTEqitAjWFPIATsq8mfqZlTWhWJgLV3rFoqhRQFcHRWqxttAvU34AANh4nzJirXP/Th/nBmxnZ1gIOxvye12ro6zO5dFTGbLQYGG+Wdyo3yPO5T0d4VZOaOxPQ84NuflO6otsaE/9S+iPEzo/gzC8LCJsvO+Xh7U4d0RN5iTQSSbY7n87y5lGe22SYXQnW7jXLFXErNlLtMmhBZAmBCpZiKuO4Gd5hxfvfmx4O4RC3QTDgtxledpxqy629J2dKRZ2r9KHkgEHITtnyTEgRABMmVUiIztreMaUzszqlh92juznQkRAiBRHTVlVv48GFxVCigKH0GVkFaxC3ZZlbs+ypOwo4fyWAIoi5jxKkKg7iUJqW6sX5jg5u016JAABU7XSOugU0wOz4gW45a7pr2qJ8qkbV4CzZn0LaoJlCYsyKtALEzBiaoxTa3+c9pz91MGK3Byw9mxNHdsDlN1mA5tAVF97iYKOpzreZWIQqnNyOQlNizAsOY3iEMgI2PDtP7EiCdrNYZhBCC4/wAedU9F5mEWwHoOGVBkQqZ3WfYvMeBUN7nhnasLRMa90qsAYqKgpQAPoGbSNrg7X0Rp32X0wy856LDizNvlh7Om7sxgTWaRAi9TvEwInu3mZc2k6E5vHRyhd3i4fg1s2mYC+gB/Lwfr5eAvJmc1bE0IiBECiF1G7AQ58Q3ePlx6DbrEz4gnzw9rxQGxfCgNgBMKf/zJV4+FGtSsxlsOQIxsN+HO6ottLz5dqRYXzYfn+NIrB1DKbB8okAc4hJu/+fW58QdDOygOitZtZyoseQECd+7NstUDEzDCNDrA2XN6aFiY1Sdwpys7RcWbEaRgUiAhRZszLiZ8qNAKEyYg7qxgFCULuufj7SbdEg2hIG5mtP5D6AKBsAPAyhhR2gAG3jORBu4h7Rjh7UkBsWOBNC52ZdbPkMYBlIOxgwIkAs35eW8OfvFW1MvLm2GhJgrDmdGmoAWTQ94cuPZE1tDhfK47wUsHZsX8JhxBXZDi/poFUbAeDMHRxlWDtOKruE9/lWgQq+v4a7hFsxULNryf8Wd8hYgtCCy0OakTsv6XkO4QWxoQ9pZvkxFprzNz7mYe+Lscng/9dOwq1mLKuUWp4NkRTRap/wCrFxftJ1kILVYNhHzZWzMuLZIja0DfQPhdXLYmq4MWV6GVqUeixVCgACgIVB3EqvON+kznMCKiYcr5bLz/AM3XK8/8qdWn/lwxECWASfOZgilmNAR+1OeeJInacu5S1mLKuVZmyDEkdczqXZ6nZHfXV34jsbiYE12NoFUbIomnUKZRXF/kadk/R4M6LuwETIr3p83LhXJB2VPVmaKioKUAeAEHbwE+lEwJiBvQAYHTYEQNZqj+Fk0LMxf5XOU7DaOaxs3tMIAxKJkYJiY9BOzCsK8CQosmgIrBhYNjiCG2IPDOhfERMJBxLwdwiFm2EOd3/TSYcrl6eZyVRjOzIEwXOxjkz9ZlcIhYxMIddeXnKXJSooCg82goco3ymYeeLR6s02ExNaOu7u0RdCBeg+mZ1TdgIHRtmHmMaEUUJlyhIz5zVIFmFy68xRHn527zMuKKqqKAEoVVco6nFlV02Joifq5/ZIy6lqYsK4oSBFdXJCm68GRO8WrKwYMSxURTarAQfAcDqScTlYMJPzu7RMKD9kAAFAV5pIG5AiurXRB8BzqM3dxR69Y2VE3cCHtWKf8Apd/kxSu0v0SDspbnkeJ2ZEcMPwx11IVurFRMOjdyQJ2k1gaHKMSgGyTHzrkYKbVIhFAcq9COHabcrimHH3aVCQosmhM3ab+DFOzJ3acHzqG0AF52U2jcMpD5wm6rC4HJRbegETHR1MbeZ+dDqQJnbRgaYVrConbTSCIrZPn5J6LGIRCaoATBnfK8zOERiTOxLHzC9CDW07Enzt9NYmdEeOiJzV6InZHd0+Py6mZ9GJmmBF0BzzYxnOVtCbDdoiBFpfPxX/6WfgTUzNZCD+2nZdmfqYzBRZNQ5i36aFoMTPzytcAAFAUPCFA2H0TgshCmiYcWf+cGHN65p3D+uZp/5E9WYzDgXF4M6a+0rMVhAG3EPZULloMKLsgjMqLZNAR+0uf0kmDPkd/w4ixMxtkX3s/8mIl70fOx5noIMSBAtAiOhwG1spAwIBHrE553Y+goRc2R3pFgwWbyuWiKG7UaFKo4Z20YWMwIqYZ2cgqzdTczZtFUpaYg+Zma6FxFTGsTIuQEqY4vMiztKF8JAgzvQVEto/ZndLdreYc6gBH5MI1ZcRo2CJgfubUKS5MTGznXm/4sHY1/maiY0QUgqDE6ZSyVTfRE0I2YoAX5XO/ZvkxO00Zn3ZUn/m65Wg7Lij4kfJoRYiBECjzO1msUTXmRRzVBEQItKK+gyBsLlwLQwdrxTXkyfIlDrFwhUI3JmI5UGigoETCGNuxeAV9W+VENFo3aP4AtE7UjGiCvhz8s6NBsOLnvc+g7LFUKtRERGNCr/D1+PK7dOQjumBYM97Y3mfngeYP0Ehfuc7zBipbbduZlCMzYc7NoLK0792+TC0KZHRtcDvkQYq9mioqqFA5CUBHwOrlsTVcXs2zZXLREXGDpg59pHsPA2NGNsoMAAFAUJpF3QvizqgtjU1rV2I3aUWHtnoqXMT5XZgy1Bdc9/OqOgeuoNjwPnCvoVSzTFlQ2ugq3hd1QWxqHtmKf+xP4PMWRciWvgyZVSZtbsNfKzyEGXHjUAuImZHNK30OhbuhxoH6zI7O/dpEwIkNAXM2VMqe90IgIQA714O1g90G6RDqQHqOPydt9m4EA/hjsVQsBZAmDOMyR3Lkon/WgUKAoHITP8OVHgIIBGxnatlT+cVdKgCPjVyCdxFFetngQDuIBUIsVFWvCxpTMHN3byXUMtROxL+8xezYh+2BVXYAfQ5O1KjQ9pxQdrSAgixEF53eYued3i/KPA+JHrWIqIgpVAlDpAAooCuOQsqEoLMw4iCXfeKnfZ/ZYOzosyoqOjLyJP29jpUnoJ2TYv14dqcJhmDswpHPgsDczO6HC41rOzMDhTjlwrl3ncZRyTNEwOrgs8sCHMi7uIe047C/hJFggwdmS4qqgpRUA9TvMiB0KmI74bR5iUs5yP5Wc51e0h7VlB+NYva8TTPm+BSs7N+iPrM+Qonu0GI0qL/bNEwIkfEjCqExO2IsjxM5VaVbJMwZR8hBViYpsV4MuUYlgy9ofZIjuWp18JHw1F/wZCT8jRu0psh1mYkZm15PrS6jdgI3akuhbfQsLUiYCMRKPMmdV5JzeHAXQnJzedmyA4vdYOfDMrZDSZag7L/PLD2SJ2ZFdSu68cvfh7SiIH7R/CV2lt3VZ/wCa/ndmg7NimPAFfWd/wuh5WoXVxsyJu8Pa02RWaf8Ar64nn/qPpheMM2X9ipH7P3VC7aN2f/EieoiDSgXyWYKLJqHO7msSQ/8AqmDKz2rimH0Gfn2nEs0DWG9RwMzmy3RRU7LhVVDzLiDpOzuWUeCgfIKXyvlExonyqB9X2pmtFSV2qdxlb580XsaQYUDBvosuJMnzCY8KY9hCQoJJoCDPhS2SyWj9rb0xSs+XdqWYU7rLoNNfHELzu83b+uOTIuJLMzPnCa7qdmyOzaX/ABZhakRMOViQ7PE7NiWBQNhKHSEgCzyEOfF/OYEsnIzBmmn4r8NjrLHUTWvUcTed7PyRFCqAIducwvr7S7L9A/8A+YnAmpky1yXm55ATKhTBW5YzBkVkC+ojnShPQTsi/Bf2QZEZqDAnwb9q4Z85Q6EmPLkXKEf6V0DoVOxiYkTZY/8Al7UF9EmTKqCYkay77ngTQJnZOaEwbniP8vaT0SdqQulLMGIpbvufxd86pF7ZZrRxs53I/YJ3KrVCYsYx34TD2QOxLuZ/4sUHY8U2mdqwtOzrSDhnNYHnYE+g7TaOmWf+tJ/mzemhZjwLj92hFio/ZgxtTTTusz8nflEUIoUbD6nNmONlULMblluiPJyFsrlFNKN5lRcToUgNi4c3+bu1HBDed450oT0EwAvnuZ/nR4Nh9KTQuLm0O7bljMCA/GxDPxymsTTs4rCsHHsn7+txnRd2AiZkyEhfxbLkZn7rHMXZgHLPMnZUeYsj4nCPO0uUxTCgRaHjdwiFoM+V+SJNfaf4LMLu626aTw7X+lMYpBwzucqMqTspHciagdorK10Qa84gEUYEUbKB9U+esoRVLeEjX2o+wifKPIO0w5Qga+pNxS2fOGi7CKK7W0Uk7ipg55XMIsEGJjVFpZmIbMifSu6oLYzPndthSzB2VNFvHTuCHSA2AYWAnanAwxMuJEVdYiZ8bEKrccvZlc3ZWL2RIqKgpQAPxXK4RC07MhHNtzxzgtnSOgdCrQ4suDnjNrMWcOacaG8vtVhVboYcgRbsUYpfP1VIqKqaRtED4rTQWndZXHxsF9hMGEYk+vzZRiS5ibWNfkoL7U/HLnTFMPalc1MHMu3Uxdh4Gz41cqWnf4v5iP2xJiOXK4cmk4N2YAsxblOzCkZv5cM1o6PAeZ6TB+89W4EhQSdhMA1u2T6VMDnLryGdsTZojKUBEyHvWGJP7aZdYxnRvO6zufjuNixd6iJcHZ8X8ImJE+RfxrteyD0LRBRPFxedOBFiZlXQb3A5GYSWwqT5TKGUgiwYvZsQ+uJCgk7CYs7Zc3ROJIG54ZxeZFiCl8nF/wDkvwz5StIm7RMIVCWmFWfKXqgswCsMG3gfBjdraDs2Gd3iX9oEUgjkRXDPlWtAItoi6VC9OGUBkZYmW8NncCjOzCsIjnShboIcr8wxNNMa6EFcxC6qtkgCI5zOK+RfpGUMpB2M/wDL0dqiIqLSjiUUsGIFj8czJrQrOyuWSm3HDLkCD3MxY9FlubtuY4y4HLIbWL2seqNGJ7S6qqkLAAAANh9pz/oNMCIEVq4Z8hQALuY+Bm+N3nZQQkzfrpBwyvoQtVz/ANi+qNP/AGJ6I0w5+9cgJ4MHPPl4Yhrzu3BwFxNMX6KwbeA9oxTW7/p44MDvzyvERUFKKmd9CRUJt12WYX1qDHcIpZphUu5ymZEYZSg2c3EXSoE7TZwmY+y2nxwYs+PkjBhB2UtzyvFAUUBQ/NnR8Tl8f/VnfueSYmmLCQdeQ2/ChNC/xEAA2H0zZEXdgIe1Yf5w9sTZEZoc+b0wxDkKjUFBlMd2r+ooob353af0GmLliXhlN51Hoss526IIooTP+vi8FDpKUegithQ0GUE+Dsu78MJCZnUx8yJu8OcZMT1E/RX+vCEQGwo8Ha7Z1QTEgVAsOJ8TFsfNT6RcT5XDZaCjZeFC7rn94OVBuRFdW2P4wSBuZ/6cX84e14oe2JP/AFM3JEhftNFqVJixZcwt8sHZcUGFBsiwALsAJryZmYI1AR8GQcxlaYSxxgv5/av0TEFIojMFUkmgIitnzM2yxQOQAoDhl5508Hd53u3qDsg/c7RMGNNl4nYzsnyNwyYEyc2idmxJHQd0wUARP0VvyTjU5Nf2axwsdYWA3ImXMF2gcm6yRG1oG893CC4EZ/n/APoQY1HpHQB0I/GMgGmYsKOlskGFBsix3xYoO1Y52ssUpJ2Kxi4tsZ2Pd4efKAV5/av0onyD+pnxO1sz8opbuVVLBMKZsS69cxPrQNHRjnQ+Vhx91fhGMC6J5/baZz81CdwOpncJO4SdynSdynSFURboACaTl9NKwAKABsPIxsWZug8e+c36DjQu/wAJbKquFJ5nz85pDMS0iiZ30JERETW8Ve/cORSCZ3ASl3MxJoQL4MwOHPrWLVWOd/Qdr/Si/KIRYoxGGHKyPsZkyd98GOIoRQolfFf4WxpSZgFY/A+VUjPkonaYXLpZj4w/PZp/mXo0XJZogg/gjuEUs0Rw6Bh4XTX2uISV5ij5b5Uxi3gIIBGx4ZfjyqkJAHMgTJk15tiwWJiZ215f+LMuEPVEqRD2bKhDKwaYxk0EORcK9pD8nmDvefex3Cg2aEKPmBOyTsrXi91+gy4i7rzpYBQrg+JX3iY1TYfaSwE1r1E7xeonep/ITvkj5W/YsrM8w2HK2TXnd8DsLN1Fc6qYVfgZ1QWTGzHcIamNiyAnwK9uy9PBmNIYgpBxysRQG5iYwsKgggxVCqANhxzi0uIbQHqPwPtbhyqCKNKgdB4W5dq/tYuw4kgCyaEORBuyw58X84CCLBseHLiXKlGdncqe6fdeGIa3d/8AgmbA6qzu87IlYvH8/a6fYRqCzs3N3++vjViCYMKdJ3adBAijYCUOGRz8q/MZjQIvmsaBMwCkm+f2HFm0gmIpY63jpqUiY00IBxfKE5RMqh2i5EY0G4MWHygGOMpWjUCZP5xQwUAmzwb9cf1wJAgIIsRmCizFYMLUzMbIQQChX4HjVXzPwd1QW0OfJv3VLFdnQOsBuZRWdDBtxzp3iVMXZeog7MnQTEndpXi7SKrKN1juO6LzAtYhM6a8TCYs6piptxMRd21vY6L4s+JiwdIXfKNCoQ0xoEQKPrndUFkwZGf5RQiOWJU+n2F3CLZgNi41IC1c5re1N7+nm5TSGE6EAXma5QY3SyGiMHWxwy8yq+KgYi/5HgRQbCgHg7aRCz1q1DluAIDYB45FawyiyJ3jHZDBiZueTgyg1YhwjcErExBfwNjSkzsg/wAVxmCqSfSYl1/5H3aZ20YTOyFykUUKmfllTwZcq4xbT/0p1eY8gJqn8brqRhDlPcaInyLw7tLvSLgFfXWOoljqJrXqJ3qfyE75J3vRWmtv4TW/8JkR8gFrD3oIQTGgRfMZ+dAEmXl6KJ/l/wDjLy9FjjK3pU7vJMFhyp8/PsIDYmdxVCY8dc238TuqCyYc6xcpP7D4cvMqvHDu/wDfDJyyqeBNCI6uSFN148mMPMtDHUUUoH4ZmNYWM7OKwrO1GsJiCtI6CdqcO6oIgC/CNhFcNdbCdq3SDbiyK1WAagAGwHk50K54vJR9gIsEQYUncp0gxINlECKNgIABsB4QoDE+p81ECCh4WYKpJmEGy59fMZlUWTO+HQkRHDrYhAYEGdx6ajUdApRQNz42AI5gVO+xiLkvZT4d859hA4NgbiMwCkmYAQtnc8HQOtGVlEGInm5iqFFDxsx2UWYG716qq3HAEH8L7SawtMP6KTOhfEQJ3ruoRFpqomNh/wAQVN4FztybkIgpQAKEzi3QQch5pQEg1t99rvDZ+XzHfT7sdhFxXzeZUewUMxpoWuLfrj2HkBFGwA8QAFnrGQNzuj1EGLYsxNebr5cubGHGUpl5tNb5OSgrFAUAfhfaReB52Vi2DxMlurdPu54nOPQFoDag+Ux0qTEOVhfJRMT6geLFQpvad4x+RIjh/FZ76vSvDiGolz4CQBZnfD+JqYzqys/1qoqkkCifw51DqVOxiIEQKv3lno0ASYj6vYjjmUslRXdBTLYmTOGWIrMP4rAABQ8rNsF6mAUJh5u3FR3h1Hb0EIsVMWLR4h+uf68B5giYNiOKuHupm+QzIQqGJeKidjvNQq75TGxa29D/AKOol79B9JlYnIFWIoURB/mfw51BAEHiZchJpwBNOX1cRe8vmQRxbnmA6C5lzBeQ3mFwAFIIPDLyQxBSgeJ1LLQYidy382gRu+IDHaLjoglia8DqyMWUXe4nfH+Bmh3+Y0IqhRQFR1DqVMXC1jW1gQqCKM7j3NQCh/qLELLNMmQIJhYbGwT4cvzp43BKkKaMGIjd2iKV3YniOeZj0FRcKhy0zL8FxG1IDMgtDMTWgMJAFkzvbIoEg+I47cMDX5dqE1CahLHBmoT/ANXtEzB/sFZAeTAiXl/gDLyfwE/y+wml/Voqld2J+kyGkJmNaQCDENZczKgYe42MxNrT3Hg3zewHmYebPAQRYmQ0hmIUg4HEQbRqgxerG4AAKA/M2UMpBgwJO5TpO5TpO5TpO5HVocbj5XjDfWNPv6GL8QQDcH6N20rdEzvH/hO9PqjQZR0MRg4sfYs3yeDBs/ueGQlUJmn4NRZrqIWxVfMGDy0Sg0BfCSCLWc8p2pR+fuQFJbaYkrmRRP2Jno0oszQ7btUK5E2axEOpfpMu6+5jEhbAszFm1zI37RuYihFA4EAijsYMPuajKGUiYX+Cj6RWORrFhR91LKu5/FgNbknZTQH0zOAa3MLPRNARDag1V+Cx1hYCHMnURcisaB4uxHIbmIgUUOBZmzaRsIoofSFQSCfTgcQPtFQJ4mwgsTcAAH3VzrZvU3QEUUoH4eTDl/ipaI+odD6jiSALMUgix9K5oADcxFCxlDCiPARYqdwk7lOkCKPQTSAbAHF+TqeDMFFmYOZLQkAWTEcPdfgDEKLJ8jvzdFfJewpqYFFavA2QA0osxsjpRaoDYBH4UPi5nb04C2zWu3HLbMEBiWMhX0A5DxMwUWxqd6vUQ50isGUEbHxM4Wd63pjaB8h2SXk9ot1zq+GU1RgNjzMoJSDOKoCzFQsbeacisdIBEGMtzyG/b0gAH4Bn2WDwdyy/K5Andv65J3XVmiYSXsih5LbGYP0xxyvQobmY00LM6kstRRQA/CX+QzHRQTSSdzUAAFAUOOPmWabZv7HiIBFGd0n8ZoXp46BN14iAQQZZwmjZX0M75TtzMUOTbeXpANgC/JsQ5FG5EGVSQL+3WPLz7A+FmCiyZ3rH5FiZCTpYUfCSBuYcij1E75B6wGxY4MQFMwsCg45f1U4gg7G+JDlug/B7OE0flikMLBvi50oTEWlAj/qL4nYrstmVm9hFGUEWQR54UDYebYEOReonep1nejoZ3jeiGXk/iBKyHdxO76uZ3SwYlHoJpA9B9qdyuy3NWX+E/wAvUCd2T8zkxcaqbA8QIIseHP8AJBt4EHeHWdvQcN81+gFeF0DijBhTpAij0HBhqBF1HxKPdouIBwrCIipdcHQOtGBc0GJj87QAKKAofhRAIoixOeFx/A8ch+ICd8kfKpoxcysaH1hYDcw5UE7zorTU/osrJ1Amh/V53XuxndJAijZRKH1gyqxoHzSwXcgTvU6id6n8oHU7EeQ7BRZhbKdlAmJiy2RR8LfKZg/SHg7no7R8ZsDUYuM/zbjlsYzMY+AR2CqTMA5Fj6nyiSe0f0I/6yfiOf8ASMx3oF8KDu0CgTIBpMAH0xdV3IEOZZ3hOyGasnoomlzu87vqxgxoNlEAA+mLF2pTQERNIIsnyjkVdyJ3p9EJiljutR8Qb2MxubKt5ZujW8XEN25mBQJpHQTSvkH483ssZyTpSIoVaHgdwgszvWOyGYmfTSrFJI5ijxyPoQmBLFuOcxNqQHiwtSIrso06CSJ3ZYEvMWQBaMD6vkg5Dxk0IcoG4IEx0+Ut+HZGKoSBZmPMG5Hg/wAbhRsOZ4GYua31N8HFqZjNoPL1CF16id6nUTvVnej0VjO8P8DNbeiS8nQCVk6gTQ3q87oepJgxoNlEoD6tzZCCKABQ4uz3SgTS3q8GPqzRRQ3J8DqHWjFxquw8GZf3DcRDqUHzHcJ7k7CU7bnTHBVqJYt6GC6F+JiApMRS7NzIuKoUUBXiMwULXwFQdxMppCZiFYwPEcak2QLgAAoCvIyei9TMjALVWTyAgBw9WEQseZFD8NIsTLhbdYhyhdMRAi8eQliEggi4gCirmteohyoN2E71Z3w6Gd4fRDNTnZJ/k9hNL/zAndn1czulgwoPQTQv8RAoGw+vD25XxY+dt18DsFFmf5HFghYjsr6X8b5lWY8gfgRYmA7jofE6s1Uance7RcbKRTWPAg1ZGfpyHgdiByFy83QTRkO7RRQAu64EgCISzsFaHF7m5iYsgJ8VAc/Ac3RbE1jK4UbDmeAIJI6edkTWBRoiIlGybJ/Cn11aVcGf0cFTBmQ+sGRDswmteohyp1msnZCZqyeiif5f/jNLndp3Z/mZ3Q6mdynSdynSdynQQYk/iIEUbKPqy6ruQImQOSPNZmclV5D1aYBQPhymkMQUgHt4H+PKB6LK5RxWRbbiXUeohyINyOGU7KNzBjUIVmPEMfAzDu59/E2RU3nfA7KxisW3UjwYuRYe/kuuqh6TIpUh1hy6xSRF0qB5QGQDTQ/udz0NETTlO5AiqFFD8aIBlCFQdxO6T+IgAH2J1ZlpWowYj6uTO5HUzuVjYFFsTMC3b+MEHY+FlDAgxqXGa5UJiFIPDl9B1PhxfO/DINWccCLBEGBJ3KdOC8+0nhYur4OaUmYRSDxFFJsgX4siGwyGjNeT+EVHJt28kAD81yZdJoCzEyMXpgNr84mgTBmP8DO9P8DO+HqreSSFFk0IuVWao6BxRgAAoeJtphA0X4s5rGYooeHJuvhvRmPRo2UbLzMAKZQTzLeJ8ZLBlNGacp3IETCA18MhLuEANepgFD8JLKu5AnfLO86KZ3p/g0RyTRUgfdianeLNZOyEy3/iJ/k6LP8AL0Wf5f8A4zTk9XE7rqxjBcewsnYTEhWy3Nj9DXk/qNZ2U8o9M4Uehs+N3CCzDmQzE5C0FhyOospAbAPA3U0ZT+4CNiyMKLRA4vWQR4cotJifWoPgZFcUwioqClEdA6xFKjmbP4myg5VlcFcFmXpMmUqaQXB91ZdVQsEWzFyEmmWr4u2lSZiJZbYVwpsp3pQZhWmb6BnVZqyHYATE7MzBvIyGlmMs6AD/AKYiBRQ8ZAO4uaQNhMH74QDuL8DMEW4MhDDUKB8anunKnYwEbX99ua16iHKg9RFdW2N/UI+piJvk/oTKxVaXc8hEUhQCbjIyAvfOYcfIFvu+UXkUTJ86cXFoRMLWnBHpKHzWYi6V8Hf9FJnet/BorWLojyXbShMRK5nm3BVVSSBzPgZ3L0k/y9VMTvL+IjhnQFS0DhEFzvjYtCAfJVAt16m/C4tlmfYeN0DijEQIKH3nIzggLAMx9RND+rzuj6uZ3SwYkHoIEUbARVCigK+iZggGrxYKo+5Mx7E9Tc+fMei8O0gtSgxUcbv93LL3pJ9BUV1fLfgZGViybHcTVkYUEqYFot1vw0B5eX9n9+Xn/SMwURe5mVhWkbmDbzn55FX8BP6i/wDeJz+3wiA2LHmGamf5KA6mZFYCy8wXRvxZeeVF8J2mO2UIL9zDyHKYLpiwqzwcE5V+8BGLll6mHCClTE5Nqdx4cX6r+B7CnSLMAzHoIquN3vysi6lIgzVycTW7fKKiIwyWWsV5DAEUY2HnaErExhOZJJ845GBboDUwm7b1Md/2KfiP4Af1V/o8MllCF3jJoxN1MUUoHkd6nUQMDxymyE67wChMqlqqIulfEnx5WbxAAfezMXycMgrMrcXcrQAsmEZvaYXBdr+190Ndw4VMRAv38EEWDYm+b+hwfMbOkWog/wArX+0RnVdzUU6hdEePuk6Q4gDaGorkNpcUeCc8zHgSAIrBtjM5pJgG5skccraUMxLpTg+VU9zLynYARNVfFV8HLBbUWYvesNwsOJju5ncj1ZocPR2iihVk/dm+QxGIwAgWYmQNyPIzNuvHIpNFdxDkZhQUhjDi+ABdxsZiZzydfx0uA4X1PlF2Y0kRiSQfTg/JDMArEInNmPvUYgAkwEEEWa9QsFryUvUVgvxaGJ6mA2L8BIG5Ahyp1E74egYzW52Qy8vQCZ6CRCSgJmH534PT3ZpRMRcWUWHGzj4zML/sO44B1JoEEz9TLXovFnKsaQmKxbdSPDlylSFWDvvaaMnq8QEKATZ+7EWCIi6FqOgeJjC/jeV9AiXpF7+vjTnnY9BXk5AShCzFiK82mHmWPB/kaIawCIKUCMAwowKFmRwiljEcMoMXIGcrxbGXu2NQYkE+BegneoPUTvV9ATO85EsCIqs76mFAbDgT3eUsdmnfKflBad07MbICkxVCgDg9DOszMVSZKRRXJhMSgJCQosmKbF1Xic6UJmJFADbk/wCl2GrP/Q8jD6nwEgCyahzp1iOHFjwZW0ry3MRdCAcMv6TS7xIOvDK2lCRMVhBZszKpYCPhTeYFpOLAkEA1BhHqS0GJB6CBQNhwA7xr/aNuJAMCjicbejxcVGy1mZULKKgxWpLc2IiZQqAeoiKzkM/jIBBBgLYTW6QGxY/MCaER1fbxNkVdzUXMjNQ+uxc1LdTfjyGkmJdCAeDIq2C5gfFEC18NVwdgghsjUxImG2JLbjjk/SaYjbqOGfnS9TwN0a3mXWFNtERwBbwChzN+JhakRVCgAeWEQNqoX5DjJdqRGGU2KWIulAPyUsBuYHU7MPKzGkaYFpb4vl0mgCZeU+iysvsJkx/udpgxfuP1r5bRqEXKqqIrWLHDv0vwH48oHTn4SisbYQKBsOOVCwFRU9XNmPeN9QHIwM77DSIAAKEzfotOyjhkDHMvQccwLMgg+0Y2Jdgdr5fjJZV3IEYBzYQtBhCglpiJKAt5DMFUk7COGZWZpi/THEgHiUBYMfTb67NQCjqZQhNTnkNnkkyACoKImRtCEzQyrr1HVMDAqevBWDCx5mRdSETGula+2naYRakn1P4PrXVpvn5zhivwmjArjdgZpf8AlO66u5i40XYQzQX5uKo8h5WT9Npi/TXizBRZlu+3wrPjRxb2Cfr8vzpCQBZMb48Z0wM+wSpiUs5ZvQ0ODrqUiKhsFjHxsG1JAjv85oQAAUPsyuGJA9PpH+QzEKQfd8zsNhNaHcMTLtgEUqfNyZAgmFP3tufE+YJMWcOa8p8gU0ASYmQsaK+IOTkK+gHh7xP5CZXXuzRiOtBL4v8AFlC8DiBfV9flQuBRogxcJ3diYqhRQFQ8hMJGn7KtsxYHY7QG/CdphHwn6FnN0osxH1A9QaPBzSGKKX7eWA3Inep1E75Oonep1nfJO+6K07x/RJWVtyBO5/kxMYKiEqAJjTQPfzGujUdNGI9TuYo5VwdGYinqDE38zND/AM53Z/m0yYgKVbLGYsQTycjUvLcw1jAAFsYiV7nws6ruwEXIoytBlXwHHj3oTusbiIipsOLfDnB9CPsbMFFk1HZmQkchMK6E+wNdGt5jfUvgxev9+JzSmIKUeQ1saBrrMV0QTdHyFXQCSbMxCl4Zfkg2H25gStKaMGFfXnAij0E0L0E0r0ErwkA+dn+Qf2PA2QLDmI3QxWDCxAoBJ9T5WckFYiafdvE2NSbqY1HeOIAB4BWVyDsJi+HMy+B0DijBjyr8rREYElmv7Cw1ZgDsBczfKB1P19jYkXxYaHDjY7+DFsf78WT5DF2HkclBP/ZiHwX4tS3Vi4TQuFu8cLsBHcL7mIpFk7mZOQH9/cXyqkRw4scQzHKQNhwyPoExvrXxnIn8hFYMLHifMFaplc5EICNMWS6VhwyMQOW5iIFjVRuYGux4XLBSVFmVmPQTTm/kIgyXbNxy0MqNDnSKQwvxULuvCuleQoROeZj9nyfDkDQ/FmA9FF/QWLqxfkO2lSYjakB8TLZYk84psA8GFgiYiaKn04psf78WTYDqfC5yA/CARO9cboYMpLUEPDIGawBO9UJEBC8+LYg25MOJF3YzGqWCIQCKMfErComNU4Zdh/f3DMxVJgSltt5h3fjjIDuIzACc8uUkGgBUUBRQ8WRNfqYMCQAAUB4qHCud8Mpp04ZHABUcyZ2egDGdV8rtAJqhYEJwlZhWk8rKdgDRJqPjRUmAlbVhRjZFWCyASKP15ZzkIWqAimxfhdQ4iIE8DMS2lf8ApiIEFDymNCwLjrpW/wB1wbDx5mul6mKKUDwk0LMd7HIf3UDhmpOI5Zj7jimx/vxN8yjxa1urHg0Ld0L4Y2ssBfI8HcItxEvm/MmBADfhybCD7fl5somRwiTEulOL41eDEoFm2mAUpPiO0CO5tmK+wgxhTYJ8fes7UCBMbahxyprWoFzbErFxhY+GzaMViYwvMkk+WMaA3Qvy8wOpG9BFByNqbYbCZMWqiDTCJi0mybb6VzpQkekwuzfP5Q/WP9SvJdiKVdzEUKPEjEuw9B4nYOwTxkWKjKAyAcWZ/Rbn+Ywbc4RYoxVCigIABxP6q8U9f78R+ceHISSEEdFCE0LmK9As34DfpEQs7qWIi4lUg2SRMnPIqePL8kXYfb98/wDQgwDdjcKNi5qbEVgwBHDKzWFWZFYDk5JMwv8AtIojzxiUNcw7ufur/IZiHwL5R5ZQeo8lmCgkzGtkudz4mcatC82mIcjwfIEnfH0RoM4sBlIhFiNiKnWhtohdtxXjeu9TiWttIhRUXckwXQvfxP8AqpxTY/34v3+FOeR2mRwtDqYBQoRno1UBsWOIQBtXByEzhjsRDlX9vxGJqJtuQ6eHJ8him1+3qQcz+1DgRYqYNiOGWwwaJ/kfV6CZhoKvLFXEbUt+MG/FkbSpmNdCAfdX+QxPkHlP86+S/wATqn/T4yoQFhMRGgcHYLHJVCSYvxKCR4CQBZj5lSHtA6GKbUGEWKBqd0fVyZ3KXZiqFFDhi5lmhVbsjn498o9hxTY/34h858KPpLKQd+UewUZt74OlxRQrwtpPJqM1Imw/+hC7+izRkbd6nc9XaKoUUODbGY/kH298YINQO68itwu7ClWjETQvgdQylTBjyGlbkogFCh468DGlJgLuLsKIH1PT7DY+hjOFFmDb7k5dfiBsRWDKCJk+QxPkHlZN18nDzLN4mWxVkQ4r3cwYUHA881dBMgtCInJQLvwEAijNK3dCUOg4ks7EDkB6zFdEE3R4HYzCwAKncGF16jxpzdm4p6/34l5u3iKg7jiXUTvOiky36ASn9SBNBO7Gd2t3AoGwHiO0xnce/wCBkAgg+sGH0v4Y2NWWjEwhTZN/bHJA5RL0i/ERYqYeRZY/ymJ8g8rLsPIc0hMwikHBgxBo10i4svq87t/58WTXZJ/qYmJQXwU1naZT8BUbkTAbxDyaCg1MYpeLYlY2RFxIuw8TtpQmIKUcU9f78Sbt/fgLqPUTWPQEzU52WpTndqndj1JMCqNgPGSBuYcqD1i5dTUF4Ag7HgnJ2H44SALMVr9CPLVg114b8ORrdVHFtVfDUY5OqiJrev8AIOKfrPG2Mx/L5WXYcXyBGUdYCCLHgzGkMUUoHjZhR5iYhSDg+IOQQSDFQKKiIEFDyGNC5lL/ALYjjTz5EQGxfkurM4H7fApALf3DkQeoisGFjgbjHJ6BaiDIfUAcWQNFxIuwgFeMuo3IhypNbnZJpc7tUGJYMaj0HDVqcqByG5ic8rcNs39j8cf4mC+nrwLAGiZqXqIcqiHOvQmKbANVfiw38V9eB2gVwT8fKHGx3cxECCh4SoTKkBB4ZG0ITETlbcyZo+MMKAHHFzLN1MO0xbHysvyQbDhzd6PoZgJpgfQ+DP8AIINvEebATKoaliZKWn3EHlseaiL8blvQbR8KPAKFDyCQNzDlWd7eykzU/ooEK5D+4ARcN3rYmDCi+kArgeQ5C4+Vgp+AzEztVqAvjZ1Xc1DmQTvgdgTNWQ7KBO7ZvneDEggUDYeAsBVwONVURGKoL2uYnB1XyNwPbUvMDcx/nU/izuV5gWBvFIYWPATQJmMbnrwIBgxqpsCLobajKHjxbvwZgo5wWd+UVg3Euq7kCKwYWpuOhf8AcQIyKOZLNXrERVFrwz83RfBkNIZjXSgHDFsfKyC0MT5RwsTDsT1Pgz/KINvE9jmosxEI5t8xhRS2ojzHQNBSihNSwuvUTvVnerO86Kxgdjshnxn0Amlzu00E7uTBjUQKBsPAm58L/LBsPHkALoSJoXoJsOQjFqsUK6xG1oGjOFqXRX34I+omE0LifF8RH9T52BGwjIGYExsStuIqhRQFTLyCnofwDJYKkfTr/jyV6Nt4HOw6wChXFyS4VTVczNIDjSPEduUvKN1Exq42ZSL58B8bk+gjGgZjWhd3fAgEUYMKCAACgKhFio4pKgFKBwz/ALX6GB1IuxLL7chwZdTDoOOL939+U/yGJzQRwCpuPTgIsBbEKYWJjfXZG3HP8kU2oPl2BuRDkQeonfJO9Wd5eykzW/osvJ0Ep+oE0Md3M7kdTBiWDGk0LAoGwlCFlXciHKLoAmISRZFeQnr/AH4cnywQkAWYMo6ECA2LHgYWV/vjkJIKrMRI+AwqGIJh5uPaOSEJExnIBQSZCy4urRUc1raAUOXgy/IYhtAfb7/l+SDmB5LFrFCx6yxdWL8hmcGgtw5XG6RcjM1aCBwyraRDqUHjvl/rwK4DMx60IgPMnc8WJGwuMz+iQHKTsAODsooN6xRWY9COGE8muZzaRflHhJJJANVHf41B2G5mtSaBs8CARRgwoDdSvCnzsPKf5TMfyDgABsPDkFoRMWRdAsid4n8hO8TqJ3idZ3qzWfRDLc7KBP8AIegml/5Q4yd3M7oerEwYkndr0E0r0EoeAsBuZ3idRDmQTvVmtjshludgBKc7sBO7sfExMGJQbqVW3kp6/wB+F9hL5XEtrZtjsIzACvUxBpUDwbt/XEIFg55yfQCFt/aYuYLdTH+QxRQmf5QYMiEWGEVr5jwZPkaYTeMff3FoZjNoOLNpEbWvxk8XauQ5kxQdzvwfErm2hwj0Yidy42cxE0EksSTwJoXAbF8S4uhzMXJbla24EWCJh2I6Hiv6rcXOlSZhFLrY7mBgdj4ygLBiOYic3ZuBxKzXNIqvTxMrXakDrFxgLRiIqbDyV/UPlNsZh+SEgbmHIg9YcyzvXOyGXkPoBCjtu9TuR6kmaFx5DfymBE9FE0L0E0L0EoDyDkRd2E75J33RSZryHZAJpc7tU7oerEwY1E0L0E0jp4SaFzWdNkV5SXzvr4cnyzM1LC2mlUWYqep5njkYqhIgb4AxiEsL4MtkEbiF2rkpiJpHud4SSxUD1gVlb4Ko+AIo2UeFhakTEpRaP3U3XIXBfr5J2Mw/JxDN3r2eQHIRzeMe8HICE0CYi/vO54sQBZgDNzJodIhIcqxv1HHJzRhMLDuxA6tyBBmViqxECj3O8RFQkjc8cXzPxT9R+OT5DMItATCQHXqfETQsx2IHLc7CJkoaSpBg25+VYmodZ3idRDmQQZCzABDXh2y/2I6FtmImh/RzO7Y7uYi6RVk+JwSORqY8ZKn4zO5WBFGyiUOnhdFcU0AoUPKOxmNFKWVBMCgbAeWHViQDzHBqJCy6FmDmPIT5fDk2H9x+eVBAANh4HXUpERnakrbcwChQ/EMf7h78WQE3PmyAei8Mh5qvWDju9eghNC4lkljxfFqJNkTCi0b5kGoqKuwqNzzqPQDw4v3HqeKn/Kw4kWKih0tasehiId25t4iLBEVDdsbPp4CwG5Anep1EOVJ3t7KTC2Ug0oEVMu5eaH9Xnd9WM7pZ3KTu06CaVHoB4n5ZFPAjKTyIAmh/V4oKjmb8ePlqHv5fepdahfkN8piil4Nq/bUR7YqdxwLAeJfjNnYHlDzYAf8AY1hTW80NYf1iq7c38g7RNvDk2B95lQvTKaYQHKRRUCKrfuN/iq/O3FjpUmY13Y7nhvm/oeAmsv8AcLATExJZTuD4EQIWI4OhLBl3EDZP4iaWPzH/AOuGQ0hmNdKAcX5Oremx8ouo9RDlUTvWOyGf5D0E0Od3ndD1Ymd0s7pOkCKPQeAuo3IhzIJ3pOyEy8p2UCVlO7ATuifncmclEBB8GXlpPv5acnYeUGLMQNh6w4UIoiYtiPQHxKwYco3oOJIExcyzxzSEiKCyFjy5cohtBwRmLve3DKaQxGJQBBQ6mKtDyzsZj+Tw5Pkg2H4Y7aVLGA2AfK2y/wBjg7aVuZHYsK5gczFyIVuwJjJZmb09ITpz+zDwMgcURFQLtNA1avKddVDwOutSImpVp4WA3IhyoIcywZb2Uwu/okBzdFE0ZDu87q92JgxqIABt4jkQfuEOZZrdtkqVlPqBO5J3cmDEogUDYeFgSRMd23S/Bl+SLsPKus1dR5OVtK+55RBpUCMS50rt6mAACh4sO7j3nrxZAxsz9PIOjcHNIYgpQI+v9hExh6Y2BZg2mbdB78LF1flnYzH8nhf5DF+X8DJAFzW7fKs1ZRFNi/Fm/SaYvkHlPyyKeDKGFGIgSHCnSAAChHQP7EbGJqqn8gkDcwuvUQ5UHqJ3yTvknfLO9/8Ai0OY/wAGgyudkMvL/ESsh9QJoY7uYcIO7GDAkGNB6CUB5D5KagpJl5DsoE/zewmhzu87kHdmMGJB6QKBsPGzAVe52jXV2BEOpQYztZUCKzoK0EmKG3J45BaGYzaDynFZUbycrDvUE5v7LAABQ8YOnOR1i1ZI4MSByFwGxcc26qPQ2YzVCdRAG254qtXwyoXHLcRTkbcBYqgeWZi+Twv8hmI2g/A+eRv/AIg8GP8AlFnkBcxG1vr4sv6bTF+mPBkYqtgXKzHcgQJlBHx+DJ+0+/kWOsORRuwhzpBlB2BM1O2y1CmQ7vUGI+rsYMKQYlE7tOggRRsBNKyh9EB/mY+B7SjZJvgxoEzWSLrY8S3xheIcHIWIJ6CBS5ttunjbYzD8nlZuSg9D5Dpq/cRAgGccCwG5isGFjxZhVP8AxmCypY+p4sl7MRFQL7nqY4bkV3gxMOYaid4q17nr9CdjMPyeFuamYDafgTmkJiLSgcHQPAKFDgcqg0T4Mv6bTGKQDwOwRbM7/wD+LRHDix4MvywbDwsCRyNTu2O7mDEogwoJoXoIABsPMfIqkDcmK4b2PnIN26+BmJdSw+HgyhhRjCtKjg11yq5eQ5TyAoRQw3NzK2lCZiUKg8nBs3lZF1IREvQL3ryHTXRBojYzRkO7wY1EAAFDxEAijAABQ5D6hvlMwghBYrxYlKJX4Fl2X3Ycc2TQkxZXsaozhZiF52vwZflrqag8rJ8sXYfSu2lfcxVrmZvmHsOfiJAFnl4gQRYjHlAKAHgzfJBsISb9qiMHYnioIdj6HhmUtjIETJyACmxBrO9DyMJtn/Psvy30IPDYQgZc3sBHxbAMYiBJlW/iX5hMbakuE0CYiDJbGFmV/VlEVgwsHyn+QxPlH0r88yLGauQ3iLQ9zv4si6kImJrTwowDFPUQm3C9OfgLMv7dX9QB2cEigODhiaGxE7sUKJB6iIukVZPmk0LmAGmPU/nzCwRFcqKIJIgDNzbbpHQkhlNGIlWSbPB8qjlMCkKSYRYIiM2O1okxEpaMZGxtqQf2Imsrb+S3NT/UxfIPpVYd8x/4Ii1zO/kAAeFxozo8xi3Z/pTf+hgig2FF/QYuWodD9I+ULyAszAm7nzsya0mJdCAfYCaEt22UAe8RrH+iUNZmH0ZFiMoTG1TB+kODuEES9Pxb/bAdeQ9FjGgTMYIWz6/6JflmQ/SMLBER+7tWneM3yLFQ3bGz9sO0wEBGM55D/wDEf6KdGbKp+loHcfTMwUWYpY8zQHgZzsosxXJNEUZcJL8hyHX6B3C+5mBdd6vGzqvzECI6vdf6gJoRwaLX/Qi3Qvy2cD3MCkm28BbWzKDyERdIqFgcl9JpL825DpAKFDz2Firioq7CEHE5YC1M75TsCZTPvyEsDciHIo95rY7LNLndqgxKPeAACgK/1C3xMF8JIAszW1WFgy+jKV8DMTyWMAiEkxbrn4Ce6zFjs0Z9fwpEQIPoSwG5hyKJrvZSZ8Z2UCaGO7QY1ECgf6iuHOgepuOUVXs2QBAoHgzDlvQES9Ivn7zKdXwjeAUAISBPif2EGlRQqZnXRBmHopMQkjmtcGYKLJhBzeyTF/jbQ3ntq9KhVz++p3V/MxMGJIFA2HjORB6iHMLoKTNWU7IAONi6v/TReiRR5bmL8dk7RqHwoouKKAHgsCB1LUCLjAMpB2MV2QnHuYi0LO53hfnSizFX1bmeAQC753MygJF2HAt0jobWzyJ5wAAUJn3T6Yuo9Z3l7KTPjboJ3d/MSYMaj08DXVLAtZBXT/TWc0o9zPiIAUUOsVQu3gYMdjU7lYuJUNgRmLHSv/THxKFsGiJic5FgAHgddaECLYUXwoCMoYUYUb0ciLiANklj42bT6EnoJbnZAJTndgIqld2J8hywYAS8v8RNOQ7sBBj6sTAijxE0JrcG2ACwy3LMygRHDCx/pnMpKgj0NxGDCxLHjZu7uhdzWunUxs9JgUhT7m/KJA3IEOVBAbF+Kud8CwHrAb8gi3Htw1LdWL4EgCzAwPCxdcQbctfJZRdgdlEIsVAABQgUAkgf6aOFIqAe/i1FjQHLrFUCaE6Dwl1G5E7xP5CHMs7xzshl5eiiHGx3eDCsGNBso8bhyaUgLBiHqSYFA8ldyesZdS1dTKoCjTBD8T10jGnX3hIERy2RuYoSxMr6FuYVLLbSq+udqoepgYjkwr3/ANCfMbJpRDlRZ3w9FYzvHOyTVl/gJ/l6qIEc7uZ3KwYUHpAijZRAANh9I9BDcUgqCIxpYBQhNAmFmcghbURGDLY4NzzL7CEXMeJSWMRFSZeeJphIOMQsB9dV5f6EIsUYnqOh+jJA3MbMg9Z3xb5EiHIT8YAHjJCiyYCCLH4CxAFmB2bmqwaxvUBDCx5GQ6UuA2AfpDkRd2E70n5UJlZW9Qs7pju5i4FEXGi7KJQ8ksBuQIcqCd8PRSZ3rnZDLyPyrRBt5zDUpEwm0jc2A8CEB3E1Cr2mPmS/Xbgi6b490wJ0vQMVAvMmz9dj5szcF3b+/MsdZrXqIciD1nerO8Pohh7w7UJoc7uZ3KxcSLsvksbyhSBVS2HJViubphR/AD8eSvReGo6iK5CIKF9eJYLvAQRY8Gb9MzH8g8D5AhqiZ36e874MaUE+U2QLyAJM1u2yVNOQ7tU7kerExcSLsvllgNzDlW6E1u2yVNDt8zwYlgRRsBDQFxi1arodPoUOnOy9YvNmMYEjkYH9GFGPkrkosxEpT1O8JL0lED1gR15K3KAUPsTGlJmEUkJoQbeU/wAh/qJiDKGLNBhQTuUgReglAeNnVTRg8X/9z/zh82QVsv38mgTMI+GzueDJZsGoBQri5VWtvUTECASeV7DwZ/kiCkA8HKM+Mb1Ff+KHyqF3XPySQBZnfJ1hzpO9J2RjLyH0Amhzu8GNRvZgUDYeBnAlgiZCOQ9+AN+fn5MrzDeiybs3wIBgAGw+zZv0zMfyCfM3sPLf5DEFIB5JJ10AK9Y7BVJMwqSpZvWAUOJyoPURXDGhwsLn/sQ23LYRVCih9/ymkMx8kHEkvyU0OsKaRa7iFqqudxsZcWxiP+1+TcQ6mZTbqvhZdQokxcaL5hIEDMdlgN+LN8kCrWwlDxBgSR04O1CclEUELz3gQuW1WOkAy7MQBAKFeeyhhRiqFUAfac5pIpJFDkB6wChy8txZA4tk/gpaKSdxUZyDQFmK1kgiiPADWYj0MynU6pAKFDiQCKMGJF9BwL86HMxhWVCfwHKLQzGbRTwcgKZirQCI55UNzFUKK4Zwum2mIkoLjN/lC+lR0Qi2iEo+tgSuwMBDCx9A7BFsxAW5tDyEx2SW6+JxZAjMF3MZ2UXpgNgGO1UJdFSLo8ufBtjMRpOZiurcgbmRm70BRZERTuxs/fGYILJjk5GQbAwAAUPKz8lEG0XmSeDXkahsN4AAKEc6VJiWEBbeJ8Ts3AOCa4OiuJhW8jG7rwEWIMSg3ZM2ExBa1D1mfdPwKmxk0LBgdm2Uj+4qVzJszu3S9BiKRzJs8CpJ35QY1uzz4Ogaj6jaFHc0zcpoXTprlEV8bUBak/QfqZPZeDfGdI29YAAKHi3f+hCAZk50vWAUKhQE3Mm6j34ZFZlNNQqY8SlATFUDYTbtH9iFgoswG/uFg+WyKxBIuoeeYe3iZwt3O9dvkSIHu3I4590jH068HbSvuYDoXkLA3MBsWJmI0ifE45fCIAAKHgewjEb1MC0nj0shOmiD6QIWcO3psPx1zSEzDS47lsx5clgAAoeLGQbA9DF5sY7FaoQ4yRqshpibWnDfJ/XA8xEXStcHxq+8XEAbsn7ZcLAbmHIg9Yc3oqkmVkfc6YiBPcnzMfN3MsXV+FiFFtFyI2x8GQ3mURefPg/PKqmEhV5CC9A9CY6hU/LM16DUwi0BPAsAa8ScszrEayx96hPxVGIAszDsT1MJA1E73F7xBtqiBibbl7fcHXXkK2QAIMC9WgwJBjQbKJUZtPBHLMfKc0hMxWy0NjuZiHxv4auAAbDwMpbPAKHB0JIZdxFU7sbMfYHoZkIZQB6n8tGrExAUss7xjyVDAtczzPizKwYOoszEpVBe8IBhQHfgUUtdc/thdV3I8WPdm6ng7EUBuYLoXvwZS6k7H0jnJVGhcRdKgeVn+UKN2MoIn9CY/lvr9AuNVNj/AFKTzoTQHY/xExfpr4GNAxBSjh8+f2Xg4JWDaHnlA9B5aHXk1egmc0kOVFoA2egiMW5kUP8AUxYAWYGVtiD5rK5c1yBhATGQIgpAOOr46jc6HXgTQuYBYZup4tmCkggzE5JZghNmC/JIsERECLQjKGFEXFxqpsD8sLgGtzEYOtj61301QsmKbF/Vu+khRzYwJY+LmYQA6hfCciDdhFyK5pT5D82C+BCTnboIObE9OGZqQzEKRRxzmk9yaiilA/OQAsxil+pY0LMxsWHDWA5BNcpqLZCFPKoBQr6omgSZhBdi7RnrkOZirXM7nfwMgaDEggVV2AHiBLE0aA5Rn0D4og/cdz4MJ5u0Xa+GVC9eB1JyL0H5yTQsx2LLSmzEIKiuFgfT5GoAbkxF0rUOxhUMBYmIDmQNz9XnakEU0AqxUC+FnKmghMD5DslQXXPfxFypI0k9KgQubcf0JWReSEERFIFsbY8UsuUHXn/oAixRgUDaEtjYmiUMGXVyVTcGPnbGz9MxABJiW+Sz6cXd6NJMRfQJWT+QEG3M39QzAR7yZVXYQAAcvpAihiwHM/nrOS2lRZjY9W7GD4GVQbB+rddQmPmWPFxaETFfdj6moqKuwj8s6ngSB/o/I9Uo3baIgVajMFEVTq1N9W5pCZhFYx4CQNzDkQGrH1ToHmjJ/OKgG5s/6Pu+0/0Iz+iizFSuZNn6E5UHqIcyTvuiNFYsOakeOwI7IVKkxWIACqSIdZ6CaG9XM7rqxncrBjQGwo/1WED53iqFFAfRHGh3UQIo2UDySincQIo2H3ENbEdP9AL+u/0bZVBrea8h2SoveWLoj71jJYt0v6gEEcjfBnAbSN4Nuf5K6sr60nfD+JmtzskQNZLHiWA3MORRDlWd70RjNeQ7JUxhwPjNnyAANh5JNCMWA1e+0HMXwFux/gIQQKWhCrH90C17/a3NKTMHyfR3UL+igtO8b1XhlNYzMS6UAjtpUmYkJYu35MSBuYci+nOa2Oyz4z0E0Md3M7sepJndrNKyh9Jl16fgjisRB5xflEOxmD5K+3ZvkIiCkA+idwgswKXOprA9BAABQhV9Zo8jAKFTP+mYvyiOTky6BsN4BQ/ILE1L1E1rNd7KTPjPQTQx3czQvrzgUDYDytRcnSdpjbWl/QvzAXrxZCG1JEezTCm+25eboPo/1MvsvhddSERcoCUxoiYByLfj7IWPzkDoIMK9WM7tYEUQKBsPOIsERECChMOzf355NAmJzUsTvArWXXYbCJlBoUbPAuByFkxEZn1v9t3z36AeWb9J3bnd4MK9WMAoUPBlbShMwrSCNkC7AtEfVupXwZwCyqALMUUoH5eWYtS0ANyYCQ+km+XBnoMSOQmEjRAwPn6G2JFQAAUJQu6+3saUmYiFQuxiOHBI8tu8JpaAiqw+Zr8Of9OAl6A5LXOAAChH50BvfgCHvSx/IyQBzNQOrGgfIxMWUknix1NoB/uclHsIgJJY+u3BkLMR+0w4EgAAofcsZY3q87O1JACMVtzNchMS6UA+hyLqQiYnCDQ3Iid6CaXnAPU/k5UGZAA6Eb3wJmtlotVH1Hgb5TMIpBxwsBrdjuYLybil+7OaQmYqXGLMOUCDyQrd4TfLjkHeZQkzkhJrRUBLCorlzY5L9CVVtwDAoGw/KCwG5qL8b6/QbcHvXQ9RHUd0R7TH8i8HcIASCY+YFSADEyNQAQwXQveP8hMwYlq/sZdRuRAQRYN8TlUQ5T+1CYO8ZhdKB52dqSInwjXM/wAgHUwCgB5lC7hAIoxcCL+dsitzIhHdsCNjuOOT5DFFADjlHwGLyUcGFqRMLhbQ8iDC69RA4Y0PsAOoTQvSY926cHW3+K69IEUbAeVY8Ti2Vepvg/PMghNDnFcvstD1v/ROb9MxflEsXUJ1PXoPIbGr7iDEo+wOaQxdhGJJoQChQ4MLFRDa+AuAwX1MuhAxLEVy68WRXHOdwvVouMKb1E+FeeUn0HDKrWrqLIiq7m3FAbCAUKHEuAaAJqA2LHAGyYGBNf6AUsDTSxGPePQ2G54O4K1uT0iHu+TxX17bfaMgtDEJdQfCnr/c1lmpdhuZzSrJazwT4iXMHPn4GuuUU5DuoEHgJoEzFsT1PgJOwirRvUTHc0ANyagARYNtqgcnKVjOBEUgWdz/AKBKgwAAUBXDSAbAhUEUYAAKAofacfwuyem44u2leW52gFAReSxCdWkDkOc1BmoekzNSQNpQEg0IpDCwbHlZPkMUUvgewhInegil5mOCoU70ecDqRYMvkTBj1U1kGaBqA6c/9Okgbmorhtj9F/8A1/8AnF+eRBCedDg2Mn5WqIoRaEyJrqUKquUOFd1JWLjo2WJ8l+bqv/fEFA2AHAKBsKhFgiAUAJXO/wDTLOF3gNixwdqEVL5tzMqm/wCee11ygIPBPjys/oOQ4uhYgqaIiKVXmbP0Cc3Y/wCpCbsjmTyEUUoHAfHkJ9F2+iZDdqaMKu3JiAIqhRQ+jc0hMwikH+o8jaUJmJeV8HNKTMQpBC/QForX7Hp9lzHkF6wCgB/oomhDlX0swZFujY+hJA3PhJoXMhLAE8gTyEGw4ZfkMTmggAG0r/IT7fZQrNlJYUF2/wBF88jkftWAAQqDuLiXoF+cZ3bndzBhSKoUUPDk+dB78WFqRMbhPgaaweQ5mDaEH70XYNfIrC7D9hiOG4lgNzNa9fy/CatTvf0T5FXkYMjNshi3XPwtzzr4GRW+YAxVA2H3vKaxNMKgYxwHPMa2A4A6hYmgQoCKqYiean0/LnQ3rXeI4b2PiZqHUzU+5UVAbF8dXIH3rzaF3XP7hlbShMx3pF8WyKvLcxsrKL0EjwkgCzGfSNiYWynZAIqvYLPxcWhmI2ghezSxECCZm04yZjFIOOLmzN6H8vdNXNeTCI+oe44ax6T/ACRW1Lcx/ExeG65R+SGJ8ojuFBmEHQL++5+YVep45H08huYmMKLPNoRYrwWIaI4WOo8DMo5EzEG1sl0N4FC7cM/yReaDg5Oy7mKula/MNs/9iMaUmYOaGE0LMQcj7zDsV6HhkFoYmMiirkAxkAQ+prcxPkH258lGhzaKhu2NmFD3gK8h68Hch1UevDI+hCZiUhbJsnnxY0pMxtqGrwPzzKOKDXmZjsNvFoqqNVNNCl5RcR3Zy0CqNhxGpn5mgPSBQDdc5lBVg8BsWODrqUiIzoKZCYCzelCBQPy4Iy/KbHQzWBuCIX6KSZjRtRd9zwF4mPIlTAS3pQ4MgJsEgwChUcakIEQEIAYRYoxRS19tyPoQmYkoam5sfBk5ZUbhk+PIqeg5nwZcyaWmF10KLgIOxB4pzytwc6VJiNoQcrYwHKW2AEVruxRHEHcVt4yoMKv6PHV2WrWIulAt3X+iGcDluYMjXzQxWDCx9jyfFkRPC66lIiZKFPyImLmzNxIuZ1UIeUXGugAqIqKuwrgxpSZhHwWdzwzmsRmJQFB4ICLJ9T/pR2N6F3iIF9zwxkNqI2uvqGDEcjRuaH/nFBA5knyRzzn2EZwuwLQO27JXgzmkiDSgHgyoXrwZQShCizEFIo4MoYUYNaCguoRQ7G2NDp4DlSyLFia72/0e7aUJmJaFnc8DtEQIKH1JyoPWBg3k5bGUUaJFRECihG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Ответ: 80
🔥 Оценки экспертов решений задания 14 на стереометрию ЕГЭ по математике профильного уровня. Сканы реальных работ прошлых лет
