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        <title>[CCU Campus Virtual] PS844</title>
        <description>TEORIA GENERAL Y ESPECIAL DE LA PSICOSIS</description>
        <link>http://virtual.ccu.mxcourses/PS844</link>
        <lastBuildDate>Mon, 06 Apr 2026 15:03:15 GMT</lastBuildDate>
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        <pubDate>Mon, 06 Apr 2026 15:03:15 GMT</pubDate>
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        <item>
            <title>T1. Psicosis</title>
            <link>http://virtual.ccu.mxclaroline/calendar/agenda.php?cidReq=PS844&amp;amp;l#item2</link>
            <description>&lt;p&gt;Para adentrarnos a la psicosis es importante tomar en cuenta la base de la materia, por lo cual, deberán de realizar las siguientes actividades: &lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;1.- Utilizando el DSM V., transcriba qué es Psicosis.&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;2.- Realice un cuadro sinóptico de la clasificación de la Psicosis.&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;3.- Exprese como Psicólogo en formación un punto de vista respecto al tema.&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;A practicar se ha dicho!!!!!&lt;/p&gt;
&lt;p&gt;Con ayuda del DSM V, y la tecnología, deberás buscar casos reales sobre los siguientes trastornos:&lt;/p&gt;
&lt;p&gt;2.1 Esquizofrenia&lt;/p&gt;
&lt;p&gt;2.2 Paranoia&lt;/p&gt;
&lt;p&gt;2.3 Psicosis afectivas&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Cuando hayas recabado la información teórica y visual, están serán las actividades a desarrollar:&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;br /&gt;&lt;/strong&gt;1.- Historia clínica del paciente&lt;/p&gt;
&lt;p&gt;2.- Familiograma (Nota: busca biografía del paciente y su familia)&lt;/p&gt;
&lt;p&gt;3.- Motivo de la consulta&lt;/p&gt;
&lt;p&gt;4.- Anamnesis&lt;/p&gt;
&lt;p&gt;5.- Diagnóstico&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
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&lt;p&gt; &lt;/p&gt;</description>
            <category>Agenda</category>
            <pubDate>Tue, 21 Sep 2021 23:45:00 GMT</pubDate>
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        <item>
            <title>T2. Psicosis S. Freud</title>
            <link>http://virtual.ccu.mxclaroline/calendar/agenda.php?cidReq=PS844&amp;amp;l#item3</link>
            <description>&lt;p&gt;Buena tarde, la actividad de esta semana es la siguiente: &lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;Realizar la lectura de las pàginas 30-43 del documento que esta en el apartado &quot;Documentos y enlaces&quot; titulado, &quot;psicosis&quot;. &lt;/li&gt;
&lt;li&gt;Elabora una evidencia de lectura, que puede ser: resumen, cuadros, mapas, diagrama T, etc.&lt;/li&gt;
&lt;li&gt;En un pequeño video creativo, realiza una presentación sobre el tema visto. ( dicho video o exposiciòn con video, deberà ser enviada a mi correo, o pongo a su disposiciòn mi cuenta en Telegram). &lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;cualquier duda estoy al pendiente. &lt;/p&gt;
&lt;p&gt;Recuerden subir las tareas a esta plataforma y a mi correo.&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
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&lt;p&gt; &lt;/p&gt;</description>
            <category>Agenda</category>
            <pubDate>Tue, 05 Oct 2021 23:59:00 GMT</pubDate>
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        <item>
            <title>T4. Espectro de la Esquizofrenia y otros trastornos psicòticos</title>
            <link>http://virtual.ccu.mxclaroline/calendar/agenda.php?cidReq=PS844&amp;amp;l#item5</link>
            <description>&lt;p&gt;&lt;strong&gt;&lt;em&gt;Espectro de la Esquizofrenia y otros trastornos psicòticos&lt;/em&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;trastorno, esquizofreinforme&lt;/li&gt;
&lt;li&gt;trastorno esquizofrenia &lt;/li&gt;
&lt;li&gt;trastorno esquizoafectivo&lt;/li&gt;
&lt;li&gt;trastorno psicótico inducido por sustancias/medicamentos&lt;/li&gt;
&lt;li&gt;trastorno psicótico debido a otra afección médica&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;ACTIVIDAD: &lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;Realiza la lectura de los siguientes trastornos en el DSM-V.&lt;/li&gt;
&lt;li&gt;Después elabora un reporte de lectura, puedes realizarlo con formato libre o probar con las notas de Cornell, como la que se anexa a continuación. &lt;/li&gt;
&lt;li&gt;Cuando termine la actividad, favor de enviarme mensaje, ya sea por WhatsApp o Telegram.&lt;/li&gt;
&lt;li&gt;Por ultimo, realiza la lectura del siguiente caso, identifica los criterios dx, menciona que dx tiene el px ( no olvides mencionar que criterios dx manifiesta el px)&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;de acuerdo con cada uno de ellos realizar una hoja con el método de Cornell &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;img src=&quot;https://i.pinimg.com/originals/a1/ef/7a/a1ef7a725f6351df393969f750414796.gif&quot; border=&quot;0&quot; alt=&quot;Resultado de imagen para estrategias para la toma de apuntes&quot; /&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
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7N3/zNY7JnlzyG//Wvf/04x+8S7yq4JEEscG37DyX4UWecccbIs1Xa3UcZtsTcz88JxA7m9z7P2jbefefx+c9//tq7gA+L1iR5yI/f9OEf/uHj9yglAPmO+4Qkefi0733vey91tP9C3Xg1ftrDwqCDzeXjWbyUZG+P+KXOfADzP7+zPdiBHD0d2uZej789fNuU69U91e71eLrNvR7/evh65Y77vVX70Su3zb3jzpejoq/H0x4tvXK7vtdrd517e0vyIOov/uIvxoSG3TstYAzoMYjzIIHjtZuUM0FwdGx3fcxjHjN+58fHm5MEsIsGCDQkaTjkEhZ3u9vdxknfh51NsO5zWOtrQD/6oz86OlCCAh8p5nxK6tixYrXl/ve//3D22WePCYTnPve5Yzv+cHpN0pJH55xzzvhfwuxCkXjiaNzoRjca+2+HULamO3/+53/+iEuy6jM+4zPGax/hU0d9/w1LmybcFvDBTiO0SszUlWUTZ4Jo9Thgyjmyk6fF57fEif+w9Ymf+Ikjz2vyx3M7aeCwAvtrv/Zrw4/8yI8MVsrxN/jxP22b9H3IWX9qoCewVI4MJObs8grQlVve8pYjn71mhoe+18RBUuehD33o8Fmf9VmjPCM7/LGjSKIAHT4mLdHzSZ/0SWOSL7hXOUfPVik7VWYZjvBnqv6i+71xsqj8Os/8Z7U73vGOBwnDdeq2ZUMnh01/W55w9jiXAmcBHVlLsm4C2mjxw0N/6/16vUk7U3Xa/rXtGHO25Nuh0AP07xve8573jLKur8K2dC+iaRHNntlJZwce25hxugjfps/Q3Nqp4JLINwcIquw+DLR6kftT58oXQeO1rnWtjZM8cFV8+V3voSP3p2ja5/3Q5tUqiTu2fxdgYQIvzbOATbCb1Xf4zLs//dM/vVM+eGXPXBkfQZtTtmOV/kWPqv6FV219O0skPrNrt33e+w0X+hyZM/hQFj3wCXh2HAB91QfZlqbaL/w1x9OPNlFuzrDLrgfsTk8ecPfu93Ds8l6SPPGV2KZHPepRoz9r9/E+YU7yXMRterCKLqxabp8yPK5t9Xi1zb1eP3v4euWO+71V+9Ert829486Xo6Kvx9MeLb1yu77Xa3ede3tN8ngtyY6cpzzlKZegEVNAzpd4OPHDqoFv+3A273nPew4PechDBq/keOddAoDDaDeOjw3b3SFxI+Fjd8KFF144/rcuu0RMtAKvvIrFUbCzBt5v+qZvGr/hkMSEFUxtZHJ2zo4YZNqFI2HhPnyciOxcscXaTiQfIJYckZgBJlkJHHXucIc7jP9hwa4TK8QcQQGw3TI+zIfuFpIMsavmW7/1W9vHl/idV7C0hV+CzhwSKEAQJAHGCY4jFefVq2DPe97zxn7AUZ1kdSWH9MEzSRv8AlZ1JHlsMc+3CKykSr5IxEgmqRsgWzukzjzzzOFTPuVTxm38eZbzH/3RHw2PfOQjx8DNx6Elu/D6wQ9+8EGSR1KLQ49vU85Tz9GrejjlINaBDEd4hL76LPTWM1rVca5tKeM+J3YZLGojz+DvQehVznUFu+bwHG+TiKzPXbc0t8/r79CinTYJknJk7xU7q4P0ufIyZZyDK9f1mWttpEylEb7cJ8+2z8Hjftt2xZNy7Tn4K7979Yx19scYqIAvoT3n+vwwr7VtXFuhBT26p9pXFr2LeGpHpf+aaMci+S6CddpehKd9xk59wid8wnD66aePCWrPt22LzWHrzWmbwjY0mE8W2YlWj9HoXnvf663myR5M7eTzny7tamWnK9gNwC5X8Fsiope4tVtQ275D4nVev6eg8so8bodGT2fN1RKKEkfZOfvud7/7EmjzGnZvJ5I++/itRaU6niGQYPCanoUdfoZduejK+K/2rdKLx3D+7d/+7fCIRzxi3AUWmtQBXlm3kFH9iRANl3HmSPnv+I7vGOfO7NxVls+hHYtfEgmL9EN5uPyjBUfmeklfNJBLkjXkndfc2elv//ZvHxd1yC39ZAMkin/gB35gnDfMHRJRz3nOc0Y5WBh685vfPHaJ7hqTfI0s7LCJkrH8C/W8rhfwzG5f/6xDf8neIho82nePz2RhAt367TVNfqZ20GTnVKv7VV5pax9n9PORHPw6vpEFxHPPPXdnidNV+zEneS7iFD2KLi/i3arlFuE4VZ71eLXNvR7fevh65Y77vVX70Su3zb3jzpejoq/H0x4tvXK7vtdrd517e03ySLzYoWIirxCmOHOkTOicDrtDrO4L+L1SwAlSBnCYHvSgB43//ltCRqIk3/YxeXM4P/dzP3fcGTO1NZpj4t+1S7xkFZFDZvK1Y6cXlPiPYJ7n9SQ0AY6jpIJdPALknoMlMMjknteHTLJ5jQpOfYrDBa/ExWd/9mePfPMsjtfY6DCMiSA47WDiBLUQfrlfv8kTOuoZv/LbjieObAAewSAHUuBmx1IvceK598z9W/as9OKjnU9erwr4mLa2fPOHE1lBYiavWnEqp4BzCocVekEEuUteued1ikWvUuiPg+M8BQlgp56nvmCgh6d3Dy50LoLoDvz7BoELh3wTSFCk38v6GPzGqW9z1R0Wnum7hBPwcdGaBEzddc9wJsEieerVQLQab/mWFZyCR6+P9QLTtEnP6Vob5AskfKsL2IGYICb12Ak2pgJeJVGyS5lXGQh20Os1GKvGvnUVEKwLmKq++oaF8uedd95kEgCtZI6ntS79UVfAKciT5BHsV9vl+x12+bBJgjG8Wga+f/Z1X/d1YyI3r+OmjoAdrdpNAj3P/JZgZicE6QG2RTKbfgHBq12hEt9tQEhH4HfYuQinnRQS+z1g6y022KFGByQPXKPv0Y9+9MEHoFPX7i4Javx4/OMff6CPAl9twvX1X//1Y8KE7bW7E//wHr9TBi8tVFR5pA19ik6YKy2SeEXSvGP+NPaBup6xoXaZmnfw3UKJ8SpRwT7ru34Kss2jFhHQC5wtouCnunXnCn6bI72iaycu2Ujy+K+bwA5P32DDB+Xy7TwyltyQsGPjzScWC/RJ4gVvzaVeXSZrZfxnTt+CoztA38xr5ncLQPhm7sdHiyR221qM4aOYl6oefOVXfuXYpsUfCUN2q/LZeKjjV3LLzh0JCbw051uw4QMlyaM8W5R51Xjh/ywDfDDHSkYB3+axQ4gO+ScV+Ipe+MgsEPrYOPzFI8lK+ABdcs9CT2wunO5pzxmPJSb8ZieANsz7cLHbkjz4SZ/trGUDslvQjmz+gDbIHA/9N0/8kWDCX4tEkkLsBvka79qTXMzr23RTAseuY/6h193ZNq/x4z08kifoMvbapORI+BH8Me/gIx0lJ9cOY4Ad3ickyWNskWEOOungj+cwHzroTg6+nQNvHXldi99qTOUwvzn4NjnMHQ7yzWG8OehEjnZcVf7kWfS6Ppuvjy8HZrntRzYzn/fD51VbOQp57DXJY5WIMxPnoccYZXxD4TM/8zNHZ85OD5O0SdAEH2NusjGpc7Q5HHHeE2gKprwexME0cblvEjI5ZeKBw2rUx33cx41BncSRXUGcEo6i3y0I/gQv+U5P2uXE23KOzt4KITxW2tCkjNeKAGeIc+OexEpWT6vzKGjkyCiT3TGhS/Dh+zOcmTiOeeYcfpk4870aTr02OXa2w3PUOWQSWH5zljkgEkd5tS54Km7XEi2cNjyGJ69FXPOa1zz4+DW+480NbnCD0fEnE0GB5BxHuQVJufCJI4geh2DDCh18+C5Y0g9OH2eFjCXarI557a0FPFUGLzLYUgZODq5dPwKGurotQLCyKCjkGHNI9RtUnH777goa80wSQHAmMKqyg4v+CqwEa4K4pz3taWO9/AnP8ZejHYeaQ885pjucXwERfQfKesUPbod+xGniZKnnFUQJVGU5xWgG8Put/+TjOX7BTVf0wysU+K6P6PWNCePBWFIWPzhx2gQCNuXwTcIWH8jOOAQShXRF0CWwJAcBKLx0ia0QzHkVULAsQBR8wSXAEZArW1d+BQpkpF26hg8c1QBH1D32REJRclPgxfmGm555FVCAlkRT6gpojROvIEmY4IVDkoKe0FM6i05jlj0RcLB75Cw4js0IzsM6k4FdD5K/gm3fJSNfdsRuLXw2vvFXGfpGfpIYxo8gHZ8EUK7pWrtTg8yjp2SlPP5oi4zYJQGuID+JHPynB+w8vVAG/poE4vQHrwScccm+0G198A2X8FFQRwe0aSwIpO1kCLh2j53Mffh8w4yM2XmvKCaBTxfQCPBIe/inbw58oI8SLRnracvZWBCo578Z4jV7L9BEoyBcgoFsABthvqGrxoDdkAJp45u+aRMN7Bye4atkhDEjcGazBbT0lm2XbDHHtRB+2lVlR6r6eGpsk7drOoNG+g2nsa3vAmwJF3qtbYkLSR5jwBxKrwWssZvolmDRFzJLX/NxXmMDbvMOGVhoMbcC86Q5mZ468tF8dsniAH2U6JIoIAfBKHsqqSH5Aje91h98RJsxjp/Rb/ckePAW/WiUDMJL5WJ3kpDFA+0laSshKEGIzwLa8DY8ZzvxBi/ZKHgsCBkLZJikF7ukTeUBvcd7+oPWKVDHTle0A/OopIf6bHx2rkm6sHEAjVlAEJhLVBo35EYWwFiyk5nsskgiCSbpQhb4z2abg4w1um3+MLeYG4zLJPrg4wvRFeOP3gH8pc+ZQ+kf3yC7iZUhc3pGL+3uRC/95xfSGa9LKm/+Zz+AMWsOr2MyY9DuaXMO/cajJDDGinv+k508/Fq+prO5iL6a//YJc5Jnn9ye2woH2KIcuTefd8+B8Nh5hqPnwFHIY69JHkkIq3Jx9sNyDoKJF3AiBZi23nIkODEcJR+lM5lHWU3WJkuOF6c8W73hAlawOAWcRU41Z4AjbZVO4GV3DEdPIMkx5gxy9Dkyvu3DWeCsx9FKu4IakF0xnA0gGFDPTp44cDUAUsYELsDWBicfCDA4ue5xXCukTQ4O+iVesrqlHHx4Ixnj+SLQj7xqxrFIwqBXR7+tdlpp5UjWjyErz0HiFAsmOJb4n9VeTj06Jd84jIBjmdVX/eTocmrhJj/4yTMgWLa6qywnlbPnNT/Bs0QD2WZ3k+SHvnOWOXGSJeqpH6gDi55FpnluNVgAQ5aSjHjqFTJ0oN3qOMcZzWjlzOongDvJDXrNQRb0Bzjr6HHEaVZHYO0e59ouC8GK5JS2W5AI4vjTV0EUGgRN9IIuC24ET/gtAJTksMLJsSUbuqnfxpYdM9o1nuyQE9wLFI01Djtc8Au6tYe3EjXatevKRyLVV0/wkuSjABnoW2RJPwUI2uT40zn4OLThBYffCrTxYDwLmjj1ggn6Z0VdIgC/4XEtuBCgWPX0fRB6QacElnaoSPQJBNBM5+l7gkw0CjzgJ2Pjz2sdEqzaY3vQYdcCWn0EnV0QQNAN98gou8/wgNzshJA4EDjjkzYEMuwK/dJ3dOFddvqghd6SncRmTXKMzNzyD16Sk0CuJqzZGbZUQhlPveopCQXovLFa9ZDu0wd9axORIdGYYmfxNW3ROfrhQ7PGBn3wjI7hEbxAACwIlDwJwEeXgEANTUmMu0c+aDYGBPQCboB+cwc7H5DYoXOSPHQbkKWxkaQ6/pOFBQP3M17Ya+Oz7tiis+wPe58kQNpyToLIeJMIQjd7mf5IWmmDbgA0JDA11ugs/tQdqPiB//gJv0QIvVQeCLzZJ2NBQl3ioQXts1V0gs6y3xIAdlzSVXaWDpsz2U9jSVLPQoKxhm72kJ2UhAdZ0JBkYfclCAPmBDRLyiQ5SBeNVXIKoNs8kAQR3kswodF4iWwlXiRz0Wv8oVEfkjBGC36zfQEJCDbEOI4NIBcyTdLd+JPEYEvJmW0ScGubXQTsgwUn9yWj8IRvQi7xOdImvtH5c889N7cOzpIx7F1oYW+8Ls4votMOvgXexY6qHNlpDxgrbHH8Hr4VXTC2zT/8GklMdKQt9fC2gjGIz5JWAcko9TI+3aej6GYHkkCkD+bn7DxSxs4wulCBXI29JJLsWpPwjk4YS5JDxkO+s2c+pI++y0deZCURyC+rYP+UsCwAACAASURBVFydddZZ4/xp3LNP/JdAbK75ne7it3mN/SNvY3nfgD90C9/5i+int/rCt9onGDM5sovHOUkwvGwP4y0H+8uuszftQU9yGCP4z/60B53MQedj++l8PSpfcn/f92p78/ViDuxDRospOLGfzvw7XvLbhzx6bWzLhb0meTiUHNPWAWX049CYCEz+WX3SQc6UoNQ3XDAhIIA0OVql4wiAPDeRcuysmgn8OYpW2a2uOUsOONwXNFoZ49RIDGmLI1zxjT8ufn0KrZxLE3VePeP0cV4FlHFg06fU5ZxrSz3/UQQIfgQB7nEgp4DTy1GS7ODM4BM+Wn20IybBi/rhQcWFljg82rKTYxGYvG2x5ogIsoBkgXqSBxI06OZscyw5/pwFfEQnBzOvhJjoObKcNOUkqrxSkJ1FAjwOY0A9K3jotCODA4u/ylhJtTNCkCM4FzB7rn8ckyTfrB5WaHmS3xwaDmUCLnU4+RxowSjnUoIhCSvP8T6rkPDE8VZG4GfFPqAcfdIXug/UoT/kllck1OXsSTwElNMW4ChL9NjSnd0lAjvBbHAIOMNzwQK5wSkQwB8OraQEWgQ1SUYKnshAAJIgwDl6SabA7gv19CcBALqt8nPGK6A9zhwe0k+BlTHHobd6CwT9dKMmONUTqFhN1g5a9BlftSPRUsFqvD5x2pXHF3ohCSCotFOo6hc9tSJceS14tAsAfYEkxOg8vRNYCZ7oPz32W9AjyYon+Ks9CQmABwIsYwnAg04BHf3HEzIS1EtCSAbtEui2fuY/AAY3fUWXcWl1XYAde2BsGdvZ8aIO20rH6AObEPumfwG4JAfIKDqkHck28pVAAQJ6PBBEsmkSNOSHh5X3cMDvsMNFP+gy+013JPkE88YH/aUv+CjwN56N3QA+mzvoKZkG6BH7gk+APaWbZAHokqRJDwTFAtqMaWUqP/yWSDI/CUwlJug1wCtJQTwI4Cl7KPkrWaZddi1AZ+meYDX89cwYNm+wDXgpSCajJJpSP7SpawcLGWjLmESf/rhv7hWMS/zRCzI1h5pPs4tF4kTypoKxJgki0RogD+UkgDOf44cgO/ShSx3Jtbz6Rg52zqDRUZM8kh+S7NqDi6wkpgB56Xtss+ATbv2xUyT8pPsWCmIrjUU6w7ZIcJhX4KdDqSPxTP8lsuiIMW7s5vUaMg2Y39DNFgTCfzJGMxsFyE1y2RglCwlmNpq9z7yinPpseGRPXuplJ4+EoMUiNEmo03d04geZqh8acoZXUsu4yGvn7lkoMM8kke0ekOgyvyappu/kltfplPdbHyqQD1vLnpu36Rv5RgfMhZ6zB2Rr4Uj/4IuM2G8JJXKpwDaZn4wn/h59lZgjexCfRwLFPW1oz31JOOMKVJ6MNw7xD/7QD76iOYft89v4i3wPsflLoNb/HOxgjjnJc5FO7FMvLiGYk+AH3rX82/W9k4BNk13YNa96+CYbnx9cigM9/u3j3qUIWfPGXpM8HNKsPIbO1pHJ/XoWpAqeOS4pb3WBY8SpsOLT7kwxcdlVwWkwYZngHRxIzoVrwZffAc6IydbB0UiATZBpVz3OepyHBA36xuk0aSd4Dt6cOVScOqs3SSoIsrKro65kp07OnB0JHbTZ3qt/+iwZwSFDEzqnAP2hmVOR1beU51zU+pJPAn+OiCQZIAfJG+1zuPJfgjifAcGvIFFAxqEDeCzQtgpdnWHONccGvrr7hbNupVtfWzrTjrPVbzgC5CmwUM+OghbwgExDr/7SDavSeMhJ5sgLFOHAWzphVxInlNPPMbTrJEmK2oaEByfTqniAQyuZI1kmOALalZh0P6uOnFVOueQWiAMcp4/u5HVActGWYAJNCaD0TzIEDyQdBEQCbIE1PHgVB9PqaXRaHwUDbWITbrqKH17Zkhw11iTr4ui7r61smR+Jv/gPeRgfcAsO9EEAJni0kgsETwImvzPe6IuAX0IzspLkM04Ea3nFL7okwDE2jC2JFslfbbAP8KAvQZU2yVz/8TEgQSZowrOAQIMe2OmEdruIBBKCVv/xRwBpDOiTNvVX0gfdFcJnY4MeSOYI4gTF8Dvs3CCHXYLASB/RXcd2eKotAaDgK8lqyS56L+AMSNLZMUX30ZqEnH4FL32gG5ImkaPnAmx2EQ46qO9wGCcSSXTYrkFHdtVoNzxzbSxIEgneBOLqGysSSp4524Um2IRfskMyJKAvdIOdib32zDhmq7Jjhm0nX4kJ/XJf4rBCEjWSV2jIK0a1TK7pnH7aXUBPsuODnrDFkidAUC6AtmNQ0kgATG50PsBOSPzQrzpn4aGgnA6SpX6Tg/mhQuRE9pImeMhOsQl2smSOhBt9XoWhrxIAyrJVsdH63CZ56I/kvuRygL6QC/nERpEDW5HEmrLqGK/ZlUJ/jDHtOvQZZBeMRKTkcHYRZoGDvuN3dpKwD5IgdJAdDA3OdjtKwgG4LJywm/ic3XX4ED2kQ5JcdMycJFlAd5JApdvhsWQVuiWDW9AHyb3ousQdu07XtMt+kYfxFHwVR+6xTfRZW+ZBC0zsNR0Aklbsnnm02j7PgsM1WUro1XmWbpuv6y41eiM5J4kU2y+5Sm50D5i3zQ31tSv3jVEyoktsvYWJJIY8t+DFn5CYx2/jsAX2Q38k5wLkI9GEl/SW/rBl8HkGJH/IwgIFnTMGldUHv/HCEZsV3Id5xgs0mVv5i+TIz8JLc/U+IQke5yR4nNkD+mg8tAfe5cBn8sLT9jD+csw7efYp1ePRVsZWpWbX9yruk+1617zq4TvZeHaY/enxbx/3tu3T3pI8mGGyj4PQI9wEr1wFE4yA2ATPyc1zE5FdMRwUK7Jx2FLX5CKQE5hywKbACqokhjPaONomYIGtALQFzp6kgMBFOY4w4GhwME3WCebj1AeHbwqo48huBA6dhJJ7nKsK6WvuJYEh6aCeFXCBRr5H0pb3u97joGlHoFmDneCvZ6+O5PUzQQcQ1Oqf+p5l5TX1JPDselEmjqtnJn8ODCex5QkHH03qxTEjc465+4sSXxx1QYTVa44GRy07edwPhAfOnFX6kECXjOkVXeF4SpyhSV85XPDqpxXY+pFEAUwL+k8vBDUBQVgvySPIo9OcemCXFAc5yakk7TImyEMApw7+JoEhMZO+SDRIhHrVRnDjmzUCCrsw4OHIWaXGVwlQ94CEkcCQ7lcQDJK1gE4yR9AiyCbbvFokqNA/SZYWjAlJVrLkpAMBleA2rwP5rW2BasYpHZGcMZ4CaOSwSxhZiQUp71qyUCJOAkLAAx/Z4b/xQjbhE9shqNOXgABFuSpXq8Z4JQFBB8L/7KRK3Zzpn2CiJnnwOHyGT2CYnWxJEkkAJKBXNvoavJue6ZRkARlUXlX87KZEubEEJLPQqM8BiWgBriSoAD2BpOfhKXtLNnba1LaMBWNCEhN/yFvixI4w88EqwC6yXeQpGDY+2V1jxa4H+ghfQFKu7gqiA5JodmFkx5Kygk3fwEE7oHd250SX9VNywC4iSYcKxp2yec2qPsu1HSPqK8uWhFdst9dG8tqenTjGfhYHtIVe9QP6ro92NUWf7A5yL8kRZdU1bqbmWbL3yiu9bl+9Qx+7I4FtjADjgk0UjCa5KjHAZlbI3FYDfDbOPCo5lPmZzNQVRAYkCcgw84n5QmISjQ7JC2Ce9Mp19IbN9jxzMB0zLyVhSQ/RLoEsOWw8AHyVJMmONIkuCSMJ3qlgX7IE7wP4IxFS56eMKzrBJpIDe1JfYdMHiYjsEMIfr4t7pS3108aiM/rJxK5Tu9rwIckuO9wkKyVOjMkkefCjbQPP2XjyA5K56uJXdoi6T+eMC/RHt+gfvU2CSILS/JQkW6Wf/TAXRZ4SCAF90J5XI+kfPTQWjW12yYKTBSM8Ne9F/40jbcceZ440xlMmu1HNGZlr0249482U7Gu5XVxnR6d53GHRzRlvyHWfgGdJ9NDpHMZnEj1kVRM+5J+Dz5ZEDxtlbCbZkwSPM3k68DgHWTvwPgfZO8gvB51t9XafPJrbmjkwc2DmwInKgb0leaYYxGmvQUMtxzHkINk9wkHPCqsyJgLJDQGEIAbUycBEIyixWm4rskmkB7b62nUi8ALoEaTZ2cHxqgAnp81kzGGxMhXnyOTGAbEqwyFEWxwNODhiEh2ec/KyyieAsvIEZ5vkqW275pRydJSVdJAosrV/FTCxClLxSxBsJdJKnZUwK3Loxz9JD4egivMpAE+yizOlbffxLB8+1T4HW2DtdTdlJJ+y1drkzxkULOFhBY6aoEI/BIj4AWzVVkdQKRjmiNCHJIKsxnolS1tWB+ElY1vk3atBX23PddUTjp/kQHaW9MqiSXCKVw4JMo5w/cCkepIavltga3hAABOZVaeZbrqv/yBJnnaFPHic8YHMOcR0RvBjVRugT58lvCTJgADE2EmSR1vowR8BUiDJKTsbqnzCSzso6LLAVJAmIEsQKIDQRqU7/KUPVpTTR+0JKowtPDKGlTUGBSgZo3RV3+hpQJKIwy/ha7cTfQjQQ/oomOf06194bQwbc/TYbgm4OagCFoF0QDBrJ0JN8gjO4cIzu2wEk5ImAneJhIBxJODBO0nlSnfKOAs+BWbZAVef5Ro/dgV4JMjBm/pakfGIZvw2jozVBGrsn8CwJvzYHQkq4zcJ39AYep3pZHAl+BRosncc/AA+GnMSSUlk4F8SgSmXs9dbyKHaY/OCpJ92yEPikB7TL3RIGmcc0A9lrJzTkYCxgg64tG+XgIDL7grjiW2gJ9pGA/xsGtlLpupXEuzB6Ry7L5DXrsQzXZJAIwf0GEvkALSLT4Jjz9kGts/YZhckceiMecl4ci1wkkxwT6KKDTdO0S7QttNsCgTMkguSNuyZ3xI36GDH2WKyMSboBx4b49oB+szOaQMtAkBzg+QgvptLJWnMBeiTTLOD0Nijd5If5j9t6ht5mUsluyRz8d49fHdICrpH3uSMR3QodtVuSXrLLuu7ZIGFFnMamynJjH4LNPSNv0GPzcmS3vqhj/ptfLNbwZfEmzEtgSSRTi7wSlTjVwvsi0AeLeg3JthmiQbzL9lKxJA/fWKX2Cg2EX8kBB3RI+O02mVjyVxpHqaL7KsddPgqeY0P+ETftZ1EZPBVeuk9WUpYkp3xgX/GgUUkY0CSjjwkeIyD2C820c4stp+NsLCiv3hVE1va01f9Qw/etaC/7Dq6tWGXGbsrSWcMoMXcw54liccX0G++GP5aRCI7STt9NqcbS/pFtsbvIujxZ1H5TZ/hcXQ75yR54k/qs3EZf2fTtpbVm5M8yzg0P585MHNg5sCJy4EjT/JwENuJjOPEyeTQCsQEFxwHO2jqRGx7NqfWKr4gIwdxcIwkXTiCHBgOmbaAlWBOp+QPJ5STZacCsHrBUeAwcV44GhIOHHQrfRw0rzNwaCSQEhypyzHMFnKBkqCU48rhQ6MJXRDJkcvKPec1q00CgWXAcbGjhwPHYVz1Ox74ZseSZJmAwmEFX+JJwsIz9HKUBNJ2SHG80R7g4OKlHQ/6wiGzGsyptMIqmOSocbo4LRwWgTznXhscsQQ26LGKA8hbfSuKCSIFMQKHvLZj5wknj/PHSRIkcYy9wiO5QvZwew0ObXUnT+jvnTnMAhK6JvFFHnAJcOCTzLAboQap5IdvSSQEL/nTJwGUxAVnVDCSV88ER3Djh4QK/lqlBHSZXqmrTA8EDxJu5E+O9DfOP/oEEVaXrdR75rdAS/881wZZ4Q85emUIGBfZFUcPBA0SWwJZAZrxyYm3Ai9woRtJcKFHsOswTgL6IJgVBOCfAJYuCdTpnjFtzNEpySRJS0lO/Jb0oyv0yRgWVNAVQbudApIx+KdtQQhZR7fYDXohSWSMCxD91mcJFjwkW+NbssruLYGuoFOQCg85AvqrHp5oB58EHXigv4IW45udECBbhTUmjCvX5K09Ozb8Rgsdp6PaPGww9gS7EhWST/QRvXYbsUd003jzmpoxn0DcONAHsqJHEr7Gr51dgo8WYpPJn/3AH+NDAoXOCLAFY2yXgFrySRJJ0Gxco8vRBmHoB+wx/TD+7VRBn3EiqcHO6wPZSn4K6OkPmUtyoo2toHNskqCP/ScX+s+WoRd+uxjonLrsuvb1iX6yM5KTxgQdMKbs7DMnSLBUyPgVwKMJT4xZcxh+CIAlR1MuuyfosWSn8YLfkir4ZKyyg/hH5+ilMSqJgQd0VhKT7rOP8OjPIpCooLPmK3TpD51kT4xNdiTjWh/Qkd17bKSA3xwnUWJsooVtMd+qzwYZg+ShHTvsspsH/XbFOLMLxgdd0z87ENlEfSdX49+1JAz9JCsJB7+1R4/pOFmyuRIS5lF0sd8Sh5JCFjjgYj/YQvZLn7WdhLHkgwUj9yU1PcuOI7/RYxyza+ag8CN8rnMa3dEWHtB9thhNjuxuZI8BX4BeS2SwgfSLbYt+OGcsKE93vJIId+Z//De20Yh/7JrnDja21g+9zurZ8emVODTgheQNvZY8Q6OxQM/wUp9iH+mB38YbeuktubOl+oDu2AZt2c1D3vEB0r/QY1yqi19kphzdcki20R/zkMQjoKv6KYlq1xj/hS+hTePD+FPHPKN+62em3X2fa5LHfGCOSZIHL4FEJP+CnTpMSJLHvJvdO/Vszsth/kUPPrYHWTnoE7nU3TvGWw6+Tw5yZb/pZnuQYQ560urKNvd6/Ozh26Zcr+6pdq/H023u9fjXw9crd9zvrdqPXrlt7h13vhwVfT2e9mjpldv1vV6769w70iQPY29i4OQK6DmSVhcFcIJDDqNVHZOdJI1gKs6KSYYzZ2VImawcmTgCJiuOk0BXQoTjwQm288PqFYdRoobDFDDpcKI4OOpwsDmonBnBpRUhTpGkhJU0QVBAXQGFVTATt+BJQCzAEGjZPZGV69ThkNmdYZLnpPbAZBfFMVlyqNAiScDZXQXU5wihK/RxMPTBPUmDrIwKdAS2gmsyUhdwlvIqBFlw5tGgntU/q+gcdXyFM69YkJmAwcp5khLwBS++cSQTNNX+cNI4vurDKRBHn3YFMnX1n05wpvHSLp+qCxVneBkaODqCDgGfoEcAI1CSzOH8CGYEeRJ0gkvyEiQFT+TDsUEruTsE/JxWgR2aBGoccTz0TH8FrEDwLIGob3RU2yCOzvjj4j+CBDot8VghOkoero0JbQgAOWecNFvgBeAC5uyAg8NY0S+6IfCWmMJL/JXwoe+CX/2gMxKjgMNvPAkkOOAA3+mpsS14128OvCBSOW3DRXcFbGRqnEi6WIW1uqy8wMIKrxXNAOfd+BPcSagJIjn6nHjyMHbpIZsgGKM/xr2gjo2ha/rjntV0AZY2/RbU2YVgfAHPBFESExxdoA34BSvsFvoEbtq1KwEt8KBf8K89/XEfLjIhm/BqRHrIfyQqtIsmNAuIBXLoxRO8Mdaz4i94y8df9dUzOptXTFpy8SSgX/CRnTbtzIALX/FK4AUkzfAfr/CJnIyfQNV7uslOopecBONool/A+NWWJAd9JT/yQS89lGzDf3XxQLCpLW3ARU/QENnqK7o9V5/s6YIkpX6oqw1yhDM2XfkKeCHhbYxr364RvI8NTHk21hxnbLA3DtdoIid9cWbfjGP9pVeAbTWO9B+fyA6PybkH2oy84LObhl4m4WDs6iNeotk8KLnSBpuCUP2h9wEBHn3Cb30gH311oC3y1V+/6UCCcmWNbe3oG1ulHnrcQys5GPvGYwAeZZQ3PynjHlyRHzzhG7rc95sdCE3w4Qt5K4OPrgOu1UGzRIg2WlA/h2dkAw/aHQG0wlPxowNefahlU6ee1YMDPfgWeWovOF17jh+1TPCkTn4rg4/AWb3wPzhTNnXx0UFe7ukDHUi7KZ+zcsovAm3Sjwr60gO4lNUefoSuXtncW6VMyh7WeZUkDz7o01Tfd0XbnOS5iJP0YhXdWLXcruRzIuPp8Wqbez1e9PD1yh33e6v2o1dum3vHnS9HRV+Ppz1aeuV2fa/X7jr39prkMSljgMk+ToVJjMPEEZZ4sYKcVUSBNCcQcLKthsYR4RDZfSA5YdXJbwB/BQ6TZICgW7CeQNpviQMBGCchkPro4sBKvEj0aEOwJIjgoGX3jdXwCiZNAYLVa4kIq98SQ4IYz0DacI0XgkxBKucS6GPPGUKn+/pq14eEAJpWAW1qR0CSg6Pu8FtAJDjAZytllSfBD4f2yYuDLPASyKiX8pxDK9eCA+2lH4IIdThl+hzwHK85NdqGE1Qe4Qe+e27Xjvacw6+Ki1OtP/Sm4kiZ9pwyCY7wQTvOdBR9fjvIiGzJskJwuEff0IYveKvPEjho0gd00QM44OTUZyzgkTbUiz7DWfH7LYBRNs5wZEIG8NIJ/MRn+MgzclCGXuOzA4448eSq3+iXvAkNyqAfvc5wJrjj2Gd3BzlpU1tpD270Oue5umQoIHCtPe06qm6k78GFD+GFMShYp2Phg/IB/JkKloJPWfjonyOQdtKW+7VOyjnrf8pV2l3rL/DcdcrBVdur+A7rWntoQkPocK/2q6UpdNYyqRs6Wxy5X8+p46x8ftcyq17X+q7D41q/4q+0K5M+9erVsi2vKv7gybnWyz1n48IumOzq6pWrOqPOJlD7u6y+sovKtzRWfIvqkYXjMGFR++u0uw6edcqiAf+WybTyuOKv17HJq/Sr1lulfMqgo2c787w9b9pOi2fd35u0q1/sf3QSP3O9bvu7Lr9KkmfXbU7hm5M8F3GGjq2iZ6uWm+L3qXS/x6tt7vV418PXK3fc763aj165be4dd74cFX09nvZo6ZXb9b1eu+vc21uSR8dBGFAdHfcF7Jxir1JYSRVQtlCDevVTx4oHcC/t1LoSDwJswbOzwFpbAsQK6gtI0SCQDaiTBI3g1Aqn3QhembIa3QO4rfYKZLW/KoQ/Kc8xSUCCPjtMJJ0kt+waybOUnzqv4zQGh/YCPb7mWXuWHIhD5Vzrpn9wh/b6HC4O2ib0tnS0znbacb991tbd5+/K59pu6K33pq7D76nnU/fxWjtTNEzVm7q/Ds1TOBbd1891ZLdOv6pOhgbtbcrb4DiKs74s63srq4zHdehtcbR1d8m7tj9+t+37nXv0ZKpPnrX41FtFt5TTr7TT9tlv7ZrDvOLlNSGvIfXmATgcaFml7V5bu7q3qE/pa3gWmtN2nre/4WRjUi/Pd3nWNn63NEy1EZp6z+Ho4VnEmxZPr77+OzzLuS1Xf9fr4HcPHbvkZa+dtLfqudJTr1etv6wcGqfGhme9PrgXPsPfK7Os3cN6fhyTPHw2/nQOCz4ONisHP9thoSiHRJrDQpWDv2uByWEBhB9nbNJbMmQLcrjvcD+HctFx8osMp+Tnfo7DkteMd/cciMym5Lr7Fk9NjDOfj5fcj0Iee0vyhNUx8Pm96bk1DvBuAsGTs1dDfPvH9yJszzdRZQKS/PHKkV1AEjxeR5IUqpBJqd7LtWdTkMmtfe6+11zsujCJattrS74NseouHjijXLlu2/FbW+HDonK9uqvcg79Cbau9P/Wsllt2XXFom0MB3M+zRfLq4VceLjoxBXFc8jxtqOdI2zmnnLOyDtB7Xsu6hi/l22f53cPjXu++OnkWutNOyucc/Ls4w9n2o/0dumr7udfSUPncPmvx5nkPV3uv8iT11jlX2tept8uyUzS4j29sHnC9abI1beS8Cf3qtvyO7Dxj8xfh96x93ruHtpSDP2PbdW9ewZfYEmVCU+2j18C8Ymy3qB2ovjMiuEu9tAlX+gEPOrRfy1W8U9eV/qky9f4UH2qZXKPL3JM26rnX99TLOeXze5dnuAWZU/zCSzyuoE6OHv1wpY7nrpWHy3kXYFyljYpPez2aUiZ05/fUeVd0TuF3fx9tpP0erzzDqynZp+5xO5+MSZ4kepLkSYJH8siuYK/a2jVPXuydg9wcxlUOcnZkHDgv0vk8W6aLnsO1KljURbNvQ0nWp+6ydlr8+u91WjjgDL3B15Zf5XePBvfwcBuQuLM72qvDdn9HPnD22tymrfBhHbx0Jovti9qGcxv+BnelLTjhnbI3KZP67VldmwvEc/kkgDLmAgnVVUAbla5ap9d+yk/VqfXb61Xq0Lne4tUmuNo6y37T17zSbpztC8LnHn/IOOMw5Spd7uWo9w/zem9JnhjvqQ66H+bosIHkXoW2jPIJQtqybb3ec/fUr8+sQPhGj2+e+PilV618rNP3bHxIVILF4Tskvu/Qg56B0X8TYQu1bdf1t7Lo8e0b3xjxzRRBg28FmXx67bT4t/m9Lv5Mztu22ba7C7xoanm7Lp2Vrp6sgm/VdhLcpR78mUBcew4ydlIu50U0KBN6lcu1+35rp4634KznGjzVPlVctfym13C3vHAv9LnWprGae8va4myuWhYubTjWhUW8aPGR4zo0rUvLovK1f2hoaat167N6nTJT+pjn6uA/3tCzHo96eFM/5yTY87s9VxyuteNo79ffLY76W7l2Pli1bsXjmn02P0j2+F6Obw/5JlHGdy2vjZZHi9ptn6kLb3u/trHtdXDnHHztb/fd691PnV2e6UiPp1Nt4FVvDFadXoX2Wsa1+stAudTLeVmd9jn6V2mr1mt1qz6r16vgrnSz2avi1k6tW9s91a6PU5JHcJQju3ics4snu3fqObt4ssOn3cHDZ2X/6alXsX1j045GH7AH/Aq648icbkwaxxnPdKUe9KzqWnTJOeMh5Vt98rza9dSt+p576EC71719J9L3GS3mJpCtNKQddXv3PTcP+CcPdv7XXf9pb1Hd4J86q5v6eNejIc+ncNT7aPURf/88xbdFvc3gLYYK8FXQ5pT9DX3Kh456L3jqPfjoBZDQyXf8JEXEZf4Jg08ggOAcfzR/Ks563RQ7+LkIVwoFT4/PtYxrZaKX9ZmNAv4zon9YE/BtTd8Etds3EJ3N75xDQ/vb/RbqPdehqdLlXm8+bHH5rWzGp98+taAf/JsWvzuBtAAAIABJREFUatvts0W/Q+eiMnnGjtAJ3zz1XcwWen1zz/iOjtU6+NK7nzJoS7/qOdfKudZGvZf769yreODbBvaS5EFwOojgqmQh3j3PegxKmXXOaW+dOimLBh+fvOUtb3nwgWbfwPERTQrllSmvbEUQygcWtevZoueMZTvgTK4+2Cy545tFvltioO0D0r9N2lomR7h7erCorRbnFC/dX4f2Fk/qL6OlldWi8ofxLGNmF7h7fa58qTq+i/YqDg7YFH73p5yIiqO9Rjv51D60Zdrf2pqioy17ov3Gi+roHjb9PX1at81WdvS9vVdx6qMJfB8w1b/QR49ynbKHoVtwV7mmzZYHh6Hb2qp9mmq7paWWq9fKtTjbuu3vtn593tK2CLdni3BVvMuuD4PXy9rM8131IfhWOR9Fm6vQdVzL9JI8+S9b/ovbPiEJHud1kzx5dUuSR2LHwTd1sMPmbckigZiFUckDwF555hBUsds53Iudp1fGkmeg6lnv2r3e/XY8wl/bUEeZ1NceGvna/uukOCDfihwJ6fyp7dbHkhP+OYudnP6By2EA2vUHpC+L2kk/2zJ0wH/H808x/KMNH7iXlGjxqh+ZhLfOuVfxVr5MtRt5tO0I4v3HTZ++oGsSCv5bID0LwKntTQHNiadct0F+8K/bRvqqXmSDRkkz/w3Qt1oDdvbc4Q53GHmfe+obCz2eut/yQL3IQHv0t4JnOeCuUH+H7txTR3vAPbjdA2Jk37n1TxrWgRZPWzdtu1+vU869HBKnYnPfPewBeisP1fM7fah1PMt91y2kzXq/3kudeg8+smr1Co5aLjjrvYovzzc5b5XkqQQtanyVcquUWdTGLp4RSBgLH2UwWPxbS/+JiKFXJoqwSZsVf+rDRxl7z5SJomawpd587nMAH7eR0SJZ9Fs88e9uq9f75MDUOFmXhuDJed36J0p5/Zvq4zLbs2of4ZlqY1Ucyq2DZxft9WhbBS9b3Ju42Q59OI6gX6v07bBoT9tVxpvwKnh2SSc6cizDv4xm9adw9PRjquyu+hd6ajv1elft7BuPPpBF7Yvr+nvfNK3SXpI8+U+V/lul/4IpEWL3yD5hmySP3S2SOFkZT/Bppw/bmOD5Xe961/hPQu54xzuOXVMu9lO5+FtVbvW68mORfKfqqK+NBMYZ5y3e+ts1+u1ouf3tb3/wOs2iNtr6+S2OsNvBfxrdB2xKIx6Rp/+U6w0G/2TEa1vrwjrtRxbqOFrbWn/b2eN1J5Dy69LWlodHv4OzfZ77yi2CHu298hKpdu1I8qRvxoCEYvsPXdRPGdfaMG6m2sp9dWq9SocyFZIAUb4mhvAkz2r5ek1X/Bfg9pMltcy615HFqvX8F1L/vXrqP1OvikdfJasXAd73oOVpW0afpuTRloVrGb62zrLfc5Kn4RBhbMLkVYVYm9NO6lGydRW84so1fLvAE3zrnnv824Sf67ab8uFnfm9y5rQcJQ83oXmTOpFLzpvgOMw6lS7XZJtjm3bhygQGn+va1ja4j1Pd9KlOMrkXOj2j7+39PF92xr9N68KtLhy55mj0JtPahutabxmN6zyHd9WxX3Wx0rdOe+uW3aad9G0VHHEmK33qVVnlOmU8X4TbOGvrpO6y8yK86sK7rMyyNjzncMc29PrT3uv9Rktw1DaVTUAcmuvz3nWLv1dm2b2W73CuquNwb0ODupvKfFm/6nPtnCjwspe9bEzoSO6cdtppw+mnnz5c6UpXGu89+9nP3ms3BM5J9LQ7eQRxeSXLOa9s5XUtv+mzZ3Z8vPWtbx2/N+I1H6/URMd820YSy/csAdtinDk7tKOO/9wp0PWfM933n0i97uVbPvlvnqkv+eA/mPrWTV7f8Yyuq+8efILn/IOVZXqoP/DaPZJ2H/CAB4zf6NTHgH7ZkeFbQ+hNMivP6zl6adeDf5QSQKc+ayf/EKbFYy5Ej+eO9LMdU3a8KIemfOsFfvjItOWR8l5Hc0ia1OQXvtsxc4973GP8Pg/+VfD6lM9X+N6c4D48pQf4nW/m6K//mEy38FU5tHiF+f73v//wqle9atSdihtf6ZY2lHnd6143PtYXMtR/C+3RKw89oxsO/fdPdfQB0DF9JE+vRNFD+NEmKdAG9fiqTxIHErGu0RzQB/+F12tVr3nNa8bXDqteRNYp76zvr3/96wd69JznPGfwzVeva/nP0MpH/323Ka/zkQc5OuuffkUPQo/7+po+R4Zpm+zpJvmSi34H9OPtb3/78IpXvGLso3L0i+zwDKANn/HAM/yN/nkOH70ydsPv4KcLxqZ2nY1H9NJnbaHZkb7gKTmlz8HjrP3olfYyllPmggsuGJM82QEZWtDunySRPbrhqYBfkpgO/UMLGlvQTzjyX74r39GSxFhkr31lHeEbftM19OcePGhAm/6FF+hWvkdLS9uqv7dK8qzayL7KYXSYvUmbmBslUR8u9wDmV8Zv005L2xQu96eeTeGI8rTP9/WbkcCrSnt4uC8a2nbQsioNq/K7beNk+F1ldtz6Q350y1HH4SZ00k/GG84Y6U3wHPc6+hd9jmzxLvfQjxcg93LeV9+qXe2NUfdyhLbar0qn5/qXPtVnu74OLcEbGvPbmfPSOu71+T6v0dvS3LbvuX6AHg89ixPYq9trwz1BhfHWw9niqb+1h3+rjvdl/au4V7nu4Qt/an3lOIIc195zZd3Ps4pXoCeI5WDX+xV/rpc9P6xy5Bba08aqZ/WiM+hftQ+r4j8Ry9Ukj0SPJI/XtfzX1N73LQ6zj/Ru3SSPwFVwa+4UmD3+8Y8f7nznOw9PetKTxm+m+IaNTwwIoMDb3va28ZWKu93tbqN/bTzTCboAz7Oe9azxtY+b3vSmw01ucpPh0Y9+9BgUPfaxjx2uf/3rj8+e+cxnjrjYEUGzhIl6D3vYw8byHsKnTcGrHVG+34Kmhz70ocPzn//8SwS6I7LyR0B43nnnDY961KPGsi94wQvGV4O8CiI5JXAF7NE73vGOscwznvGM4RGPeMQgMVfjhoJ2pMkY8G227OQR9EqA4NMLX/jC8S2B293udiMedcnEq1LeIJBsEcAq//CHP3z80KwydTxKFEmKeLXsta997fgMnQJIiTffQsorNQLTl7/85WNb8OLRc5/73IMg084Mr+Dc+973HtsSmALBuuTP4x73uJEvvlUk2SPZwT6wfRIX5EE2Xj/yz2HohvbQQZ5eWcMz3xd98pOffMA3OCRAJDrQ9eAHP3h46lOfOgji3/jGN47ftNM+eSbZIHDHI32QNCJ3yRuvx+k/PtKb+9znPsN973vfkX/66p7dSr7jErnCReb4THce+chHjnpD1wKSO3Z26QNaHvKQh0y+JkTH6ZRv8WlTn9V50YteNMrJa3FA0O91RvzGP6AOnXvCE54wJpTUeeUrXznKTP8lqaI3eOUfO9QEovFJD/DBf6rGH7xXz/gw55CdNrWlHBrJw1gNSCy9+MUvHvVWGW0/8YlPHBN1/unPbW972xFPrUO/4KEn6tB5PEUvfkjc6e9d7nKX4SlPecrYPrkZd3RGObIDEh/0Fh688U1ccktyVRn6ceUrX/kSciBLuMlHXTr5mMc8ZsSJN+985ztHvkq6ec3LuNKvnp8hGcYGsQ0S2fpyoxvdaLjZzW427vBDb2IIZ7jpBx2jQ/jgY+a+d3WDG9xg7ANbyXZpFx6ff8FnkPkx5/Hmln/mJE9hYI+xvXulyuTlMocW3mW4KV015pONXfxA2Vp+Gf5l+E7k57XveNIbwL3+Vf71np/M9yrP0s/evTzbx1n7gqAA57Bdgcmzdc7wknXGKSfNasKpApwLE5j+40X4oP/rypwDyInbRC6RQ/jOEeCMmMhNmuSdMWkMt7Rp+01vetO4bTg4Munm97IznByat7zlLeOhfc6Dg9PbAzS1tLhn5cxKoLq+HwDvcQC0hY+L6DEOOEKCDHzg2HLiFtlPfKA/0SX43eMIcug4aJxUyZ5lQAb+Y4b6ZC8gWlWvoh+r9HMZHZ7D08o49dzHKw4cZ1GAzmkLWMmjB5y+qeSPxBCHMU6q/k6B9qZomaqz6D5c4dMu8QZnr23PFj3v1an3Ks31/ol2nSTPGWecMZx55pljAsR/a73Tne407uzYZ3+S5BFQWZVvD0mYHOyCJIvDNZCU8mFhQbaEgJV6gbZXzwRuwDyjnwI78q923fVLXvKScfyo47jrXe862hJ2/V73utd4L98wEfgL2NlZ87UdFxICQJJAMKYMHqPHIZiXYBIs98AcImnBXpt37JCA/w1veMOYdPKaGR6wb+4J2O0M0VcJCDRK9EzZSIE1miURgB0lxrwdHdpiQ9CdD1ObcyR3fAtIsswuCrzAZ4FrIOOW7ASyAkb/Gct98tEu+gSy+iN4Ni/ht/kf/yS/fCuJzQVsPr1Er3tJ8pjfBdh2HUgK8skkCpSzmGFXAv5e85rXHL/nI7gWEOuHpB15oEMA7qAbkgyZE+iIgNj3aSRx+AHmDMkK8497+iJRkgSWa5/R0Gf2Fi8ja/XZU0mMfPgafrzHC8mGe97znmNd/RbA0zsy0h/1vVZlxxL7zZZLluAD+pX33SI6A+h1TfQlIWAeRbtxZi4jE7qMl0D/9U/Sy3ebgLqSQHRCQlH7+oc3dF1CUOLS/Kquj2VHd8idTNFNbyRdzOH+Y/StbnWrMVFDl7VPr/GUHuChRCEbpDy6JPDoHTzoluS5ylWuMtzvfvcbaTG3678kDaBTdFr/9EE9Y0SyytjHU7yVyLvc5S43SOo+/elPH9sn/3POOWdMFpMjvZMElUjVf2MCP25zm9uMdegFQCuakuQiW+3jp8QKXBJY/lGSMUv3XfNJ8AaNEmESMkn4wZuxJSEmCYNWc/mrX/3qMWGk7+rQodgVidwHPehBYxJaPeOHDuG1HXH6w75d61rXGm2IxJPXIt2jy4cFc5JngrMGrMksEKHnd84Gd/vM7zbQiBOsXq8OBWvrwKPsqmCS0c5RA6ec0d8nLXjFqJMZw6dt98LDqQm4xytyMEBN6PpxsoJVOJlygRXnDq/028RoEjcGwsN980DbJjXGzwrVLiE6ASeHxRZiKx2ZsHfZ1lHhWiQ3Ey2n9wpXuMI46VYaF9Wr5VxzduiO1VcT1YUXXjgWgWMVYNuM2eoccVbgMklnxS64lI89ZGNM9L6XoPzZZ589OiQcgnWBrbDyAk97mJDpB2eCg1uh0pP7nDIrofD4L4gcnxMFIjd2wX90DC/OOuusMchp+1F1xTU+xu4qy4GjY/BwsJclMTjoynJ8Qkvb5qLfqZNkj7KVxkV113mWvgo2rCRbsUa3gCzgvnsCNY5lD6wC6uvlL3/50TlclszSbvS/h+8w74W3aaNHhzLrzLPBVc9tO+0zOrSoTMors0q5lN/nOXrumzxeYxJUX/GKVxz1xQrvPmGTJI8A0DiXEBE4WtGvIJC2M+k617nOmDQQQNJxgR4gw2r34WFvJLqMGcE/oGOCTPwRKAlOBaYCREmEgMAO2DFi1f2lL33pGMznuQDZ6rmx1gO7Na52tauNAVx9bjwKGAWf2V0gmaPPWRDiKwrs7EKoQWLFY54kV8E38FtQy/cICLYFyEBweotb3GLsi/YDAue64JX7zu7bsSKxAuAmB8kMZ0Bm5n58DAhaBbF8LeB1KAkEiSvJJ0GyZLT/LiyRV4EMzHF5xVAf4BL04wsaJAfMmwJqvrSgX7DrH9h4hQloR5JNUgeNwNiVvEJreI+OfLyaTrG7EnoV6LMEh8QS/eHPSqRL4EguBD967DLBa3M0muw6SltwSohJYpn77bTgHwrMxRdAgiB64HdsomQGnbAjqOJTBk/sBpIoDKDFbpzs5NF3dEuW1vrKnXvuuaNvlMUj9laSIbpj7kZz9WXRSDfM47nPr+Zj8fsDEnw3vvGNx8QZXTZnS9AE6K0y5JUYT5I3u1D4gte73vUOdqylnvFozKgH8E/S19xYdy6Sh3KStZJVfCn6GiAHssQ/OAEZ6Vc+vEzX/Wds8g+gS/KRXkgUsTG+42MXVIBc6nyRa/oi0STJY/yxW2TiPr1mGxKfSCahjz0L0Bd6ip/iSW3bkSQ5LXHIx0WzBKDEln/oJEEUPQ+ebc57SfJgWJg2RewqZabqrnJ/Vfyhk4GhvAZDlNOAihMTfISdOi0dFELgI+tnkpIxVJYxSB2DxYfpTDQyxYyygZfAZxH+tr38NtApjAHiyKpLnh/2mfKa0PRH9lQfDhtMKiYsBsB/IQt/tUsOqyZrlM1kZUBWI37Yfdg3fnqNV/69KR0EstP6LVtfJ4B90UZuDvISJKIlK3W7pCETMqeDI2XSibHeZTtHhUv/pmwH22A1iLNsYtp0fJqMrPxwzjninLB1gC2NnUs9ToRdERx9TgVAn7L0Qr/YN86HsW51SYKGUyVQElxvApxkK6H0zX9RhJfDzBF1Tx/Zswq9+cBzCUOvYQg4jkOSp843lf72utpMjrrAR9+tOm8yh7ClEh9wcLCqw5q2tSkxz1G1omyFlzO3CCqdtVzGdHuvd7+WWee617ZASLDOkQ6Y6/3raHOJ8bYIBHSc/GVJHjjifyzCt49nU7ZlH22v0gY57VLuq7S5apns5JHkcbAtp59++jhOBHb7hE2TPGgUnAiWBFDGuSSORIpdA+YD86kEi0DaXCPRAth8tiG2X7CkLjvhqMlSbeCP5L/y/GPzg/laQkFwLjEhSXHd6153TI4Ye/zOAB9Y4KuN3lwnYLQbQIBVwXg0x/j353TJbgKJK302PxmzzpL6+h1/ie4Zp1X/7ADJbgNtCOLtnJBMsXtE4Gs3DhBM2iEgMSFAtCBjnhVsVqg6LhkigE+CTNAqABZEJ4GjrnJ2HprXtCdpJkElaQK0bR6Ex5yId/x5ux9qQK5tSTXfkiIDIImC5iz2jDcv/iNB4RUaySI7ViTv+JjiBAkviUI7JRaBnSuZ35XF994OCHEb20t+ZHbzm9981EX8CPAv7bLBG7KQcJBA8aqRwNxZskvf6JNEPbrJgszooyQ9PQbVLsNLZywOtcCnsbuDXgUsTOFFdoKaa/m+2dmTcmIRiZkkg3JfEoPs0SDxJolArnZ9oZN/Sy4SOHwTwJehv6HfPb6KsasO+aJBcoMuaBdfxKl4GvD9pHwsnu9mfNTkiXJeJ5TkTByNXv/BTVvRO+WMQ8k/OhiQ+MNvfeEfkCUfIbuH6JHxmF1ydJVtkCyi4+Rnx5VXpeiO5/CYc/3HanyyUMifFEMG9D8AN/0P/bnP7tCHfGtMnJ9+Gb9swg1veMOR93Dza9g3tFlIl8QK6A8ar33ta48xWd2xlzKbnuckT8O5CJdDytEnFMIDBFUHRVP14CccDIxsnG13BjxjbaBRWjiCh8IbeAyowUUpBBdxqkPPAfKJC+XQJ9tOQQx2Wxm1L5u+T5AwMKBMnGhYNcGyDY0cACtkBi7jH8CXOtnm/tQZrTKuHBRB4yY7A6ZwH5f7eBJnh45yjjLBCtRtb2Ugo4NHRbfgifPLGTpM4Pgw9jVIO8z29oWb3k/ZD5OaAIPss2V6E7rYGSspVk92ZWes6nFqrW4Auhp95chwvuywqeOaDDnBJv11oPJHIGAF2hbzgIncHCBpI5m0CIJLohQejoHVvl2BPmbemMJpDggdyrjGu3pPnzgcSaIFV+WneeSqV73q2HdBlflMEJOAoeJT3zNOrVcfIiv0JniT5AESHpxgwWXAgop5wkpqBTbdqhjnXqAYe6Tttv3UM29zxpK0zv16hsfW6lY2HM42qa+M+1mlr+1y0nww08oj/a/JaGNBAMPBrX1Fh63bglVOMeAbsLd4HKD7np9//vlj8MSZznhIGWcJMvwRRKIDzwVNZMFZrquKVpjRLDkL9EV5gbSADu+sLBpD5Mj+qiMAFQBzkAUCNaBRny7xXwRR6gC6hAZJLg6t/kqoTwG9xkvlvCZgPrJDAz1VL9Wna+Zo/Q5vtYsGfLLKHRrNZ+jGO/xACzrbXYJTdB3GfcExm+KQwMi1cxsgHUb7FWeSPJICxmEOPHaQbw7jxpEd7vjow9H0l/6RNd3Bb0mWJLizci/YAsY1eTsD48GKePhQkzzacN/Yoq/apx/8ZAGhRLodB8b8Na5xjTEoxV9+dYC9M7fzvzN+c6Zj2rMTFP0g9ktbAmT+O30ydvi0+mtB0Tij+/RWokqfUhf+tAEn3EnSJKkgAMU34xGeJEvoqnFvXEouaN+iDN82O3XSN20YH9pVHk+0YwxIJtgxELsCr8Ddv/DWHlsuxhFsG0uA7Oy64nPpH/8XXn6C5FCF+NuJj8hFIi9JgPSfTvnmiXldO8aexIn50byADokJSaJFgG9J8pgPBMtpO/XISbJA0gNP4NaOoLv6BmTrN71J+5IH5g3tsIfsKZtlnqTLaKdXdEKySnAfeiIHdNB3CUixXiA2DC+0Y9E/YI5h/90HEmt8nOzOqeUkr5IMyn2yhE8bElySBfDRS3xCt3nAXCTZhgZJJkmt2Em4jEMJkCQY2H76Rm522nkmUWQsshvaw48kXMxXdFTyC1T5Sw6hB6gjGeLVK7oVgMfYwn9jiRwlmMyj6tJru8b5CdlVpk3+SeTA/ksoP/CBDxz7bh4hU/MAXWYLLBKam+i9A06JIXakB9mhkzGSMnhJByRz4KbDdrbpv3HNz9G+8Y1X2mTL6AYbZawBfbUTiY3SFr3OWIs9SZubnA81yUPIEfQmxK1bByMdFbZpn0NAKJRsXWD0KSgjTQEMXI6sTKQB5zfDIbDIB9nQLviSVebEEHDbn0V0cEStiNo+acC6NnDioC6qexjPKL2AR+BxGNCTrQHHEK0C6k/xl0GxStEGAvCq12u7trnseS276HqVthbV7z3T5zhYMuxW4kx0wDNBrsnEZLAPaHmlXa/icMqtkKMFtLzQB47BspXy2geOick3jqpnVhtNYIuSPPTAZGE8cyyqwxD8Ag2TbDveJFEY9ex04QCbANp+B8+uzmSZNkw6EjKCCKvF+ou3HIKa5JHktDoW+zNFC0fOGGFjTJJWbtdJ8ggq2FUrShzaSgN5cyrIpQUOq9UidrQHnpvEOQgCU7aWU4FOfa+6gj8OwNZaMZKcYUMCEjteOdJeEqGecaI5yMYP+83eByTWBW8CkZo0EBiwzXFs6K/JnT7hZVZ2yEBQQE4JmjkzthpzDCJT7XFE6aTXLvM+usWCOBChyZlToj8JqCSyp4JdtEremf84bspxCu38y0c84USrsuY6ZTko6R8ZJ8ljNUwQbgWNE8ZxVBeQCYeWYy6wBOQhAS3hLACzWsfhbMfWWPjiP2yBAIZ+qIfO6sQqRs+sSpKPMUCP2T7b58krDiq5sRWcOFuwJT0CeCtosfpMZ/CR/ttNhj6JCk62eZxNqTsE6JCVc6uxEpmcbQGU8nUMoIPDx/H0SgInnnPNb6jAiRcE4tGtb33rUQ54YDea4EbQR5fQJZglywQE8LBp9FsQZKzwSchGPYtP6CAHNJjP0RM68VZgIjhFq50BeCA4EPAJKNkS40N/8Z0DH4gew6eslWUyhtN3JrTLzrb+Ax6Ql1VmMgICGL6TwEEQJIgDggt8MabtpBAM8EmUSRJiLFiCkvw+rDPbZKxIkNBDvMZb9/Lqy2G13eLdJskjoBKsoZ3N7QH7KlkgOSLJAti9muQRBNXXQ40nwJZ77QJf6JZgm/6xd/xb9s68ynbQEXMJ+9Qmecwj2raQU4H+aYP9tWvRuK1Ap+iYumyVsmwUG9ebm9SNTjvn2n3jjD4DcysbGFtDBuYMOzfYPTu92E2BnjHG9zB/S2gZpy2kHXMQXZIQYm8lIsz5ATjQLsESYDPZj+xSkDAgKztLjGNzhnGiXbYsY0ab+lPripckedSrAIekRXYq6ZO5U3Cuz9mhIrmAF1OQQN9zcyV7zQ7QgwBbwmboB1DHoi/bV3029pBfwB6bc9g69omceqBP+gf0h2+Kv0nEVF8rr6RJBilbQT27P8g7QL5wiQ+BRAR+1USQ++JIybc2yWPBQlvAWCIrelqBv2s+ZH/13bhib+v8yH+jP0nyaM89us7fMb4suqI/+s8GxAbjuQ+Vm9PqPMVH0bf4T/wDc44dNJK4AXrPVptrzcniOH5RgLzInKyS5NH3muRRBg1k2S5iSXIaU+YYMYA+0R3+OH+BDWqBXNHAx43/zn5Fz9BrJxPboN/K4VsP6B9bJpHFJzB3A2MJrXwsdpH+4C+cGds9fKve20uSJ470MoJTblXie+UYyWXteL6sDNyMsUDIpLIMWnyMoQmpOiiMukmIUhnIlJqx5/wGDEADjUNX6+a5c5wijlEm17TPsU6wwBnl1CezXnHkWuAjM8r4tMAwyLQzyGhvg/6WjxRT0MLZMoD0w4CkuAEDRYBrO6R2qwOsTIvTxAQHo9SjUR1OJHwGPmNuu2kFdKFJP2wZNclZtdRW1TnBpnLwmJAEFr0BW2k0QTECnH6D3UA22SrD0a2v+5E5veBsqmMQBxhbsoAHz+kGR7W2lbI5S+CZ5PCHAQtw6vGW/ulznehTJmcOjvdoGeKAwIaRrPKWxebow4s+zgFjp794r58ci/QxvDYBGJMMvDL4TycZWr8ZNn0M4I0kk9UkK38mFQEQqOVMxiYp41OwxTnOxBNcOXP0bTXFK0bWkQlVGROxgK/nQHnOCZC8sTIGj7PJRn8zSUpY6DM9JQ+OvKDJxJj3gDk0dJhDyWFqx7dxgle7ALyKbrMHAkn9FoRJotjF47fJjQProCcCIKsbAhCBWwsmfX0yttky/eBEWQnJJNjWaX+zccZggi2OIn0IPwSZ1ZGo9dEp6DaRGyvRo5p4yOovHbJqwmmN3K1sBsIf7dJlDpSgy+uL9JQjph27NKKD6tJlOsARo6twx4H3nI5IFpnw2Wf8N54ljTlo9NHYhh/fnI035eOcsu1okRCgV4J47Rh71Z767T55xU42QByVAAAgAElEQVTqh2C+8oQdEzyRmXGAfkEDPieRVOdOtsVrWnBzyMgcnZIHSbCRBTsmcBDEO+gZx8dKKL4KrODQDnukXWOPXJzxnWPKZtMjONlm/BKs4DtbLPCnl+YXz3tgDEs4GIOSLvhJ1wJkwVal/5IweGWOkQSwW0vSDkg8JXGF/gRBkm30TyJN4lBgyA6RlbbNzWjnMJK3fsV/4IDij/LZAYOnynHo8ULf0M9Jr/aOzqDDs+q8mmt8ANUztpKMtcM2weu+McqWSxoa9+bI6L75SxBLrknAsMHsKjttvsq4lKATjGTeYr/JMc4qPWfb6H8S83hJ14074zGBnvvpH92UQIzjbg4xJ9EXCcS0r3zso7b0LSu48JG1OQPv+UHAWImtykKGwM+uD8mACqGn3juMa/oQeTnTa7ousVVfXziMtluc+JSDjuTILh6yaw9+oXEqIKeP0ZWKm7+Q+UOSx/hIksecSdcd9JDOmz/ZQvxgfwWa9Mi4YEvNFfSeDtYkvDkgvwWH7DG7VvWMPrEfWR0n56pL/AYr//SEbaB3AjZ14KZPsSPkIzhlnwN8WPOFsd8DfoBxyScAAtPYdjbQuFRff/HaeMUHtinARpq7a1CcZzmTiTb4rfpPBhJVGet8NYl79sdcYbyx8/Qvc7fYxA5241cizdg05vRb4ge/gVeyzNN8VnIE4hhJnuDKeOLjsWd55YwsJcfZQvYPsMFJBFngY3/Ji01KYqkmyuggnpkf1Q3QATy1mwaIfcwrfFo2NKC+BIVYBCgv+KYHicfYVvONuYwfy6YG6BT7l8WU9NVz/FLemMYvvilbSs5iFXMHneJDA7jIBN2pj1Z1KkgG0aM2yUMnou9kLVYzDszN/Hr2E634TaeVoWtsbgUyNSeSlTEpqUUHAvhCL4zr2GG+UHYssRnmdzjCf3X5NPw0ug08M1fx+5L4cT9JQ/qiDr/LvMEmKWfu5a/yM8yxgAz5KfgKzKto4Lfpq37QH9eJl/hK1Z+ja3S7TfLCR67aYpvEhsA4M7bc53/RJUBXjSU+TzaGGOupJy4zrumFsQjHImAnzV/h26Kyi55tleTBgKrcbUOeUQZKVcsRMuVnIDiPnCUKohylohCMLOc2A1wgxvkQZBp4JkpGikAJkIDiDKCDUaakmM1oq8fYgim6BTACMcpmoBhQkjAJktWD00RA0Q16RopxSrIlPNA+56c65BTWdi6GVH8YZM4oRyZgohC0MgS1P55TLo4J/nCYHMpRUsCJMZEKVvGYw8Ops6IXBw5dDgrP6DAsHDwrFgw/o45mW8vwjDNkEpdVbd+1jUzRRYZ2JRmEnEtGzPuFDHECYRlcEynHEN84p/pg8AaCU5KIfkhCoMvqs1W6ukpg4HPa7UQRyMErAMlOHv00EPHBc4bFIGM8yDdtcfrIk0PumaDF6pRXQlq5hk5ng88g119GQGCFX3FuEiTUwEFbHBVyYbQB3TcOBA90lX7pR/2onLERw0pH4LTaw+AryyniCOAlB1lmnwNG9ox71cPaB/zlVJnIAFnSIcaccQXGGz0jB5MDneHoGH8mqgSDJhbJJrITcOG1CY4u6pvfaDbhZOVSIgwwzsa38WEMct71QeAlSRLAB5OafqMHrwWQcONbuxLE4fAc/fBK1pjcjLvwVzafXpIX0EbANYdOn5Ox94xOwWMSMRmbVBhxwFmg+5wStsEzjioewIM3bFYLVcbts3V/R7c5Z9ETvKIHgjTjE8/oCidNoG/8sFHGDR0wFpIoQBvbnAQMm8iemhzhMQaqfQ29lZfuaZuu1yCQzgrIE+Sxu5yyrAbpSw5jAE3K46u2cxiL+kuebJH76DM26JvxWZPKwcnO4oE6bJ2dIPQcnSZoeAQOJmzAbmalDD/ZsWqbyFYdtpC+scfajx2Ag1PCGY+DSo/ojWSOexxMdsxcwA4bM+THxseewmOOMX7ZNjYdCIbYF041gJsdpONxwN03J9jJhUccTbyN3kh4J0lgDqQXwMIHPpoj6Qn7UftlztZ39/GGnfDbYd4LmL85W4I45dhxidMEkOYfyYqAPtFJusxWBPAiOiaB6poNwke2LwkJtoyczHMBczmbAMw1bHjtC9/B/IT2JME5h/gSW6yuOUJfBGcBdo2NQYO5BqiL/tjVlJUUE1zoC/vLTtQ5UTk2lY4JWLKrKMEV2bAv9DbP1OFEo52tIiuAduMrPHPPmKDfWUQhO3a46orySfJLChibbBwbHVx0lr1j7831gmf+BPz6R0fZYRA9c20+43vhoznRnGHsCBbQzukPhO90g32quxLgEZSTQxxv9QSC5obQKfCjH8bmUYAAkFyMUTri2pHk3z5pSoLHmV7mWJbkyThVjo8nEcxvcpCbuZG/KFA3x+gfP8E4I3u6m8NvsiP38EJZcwzdcc+4ZXfpA5+APTWWzMnxS+kGvSB/vgh/TjlBF785dkN7OcJruk5P0r5gzXzG9krIiDOAMco2scvGl8QcG2dO0p/oGPyArvHPJFfYWgEqnvFvtMUXVMbcwt80fsRGxro5ms3j+7Id7Gf0f0Te+SNpYV4xfwVCExnzL82b5iSxFbqNI+XNO9rlw7LFSVIEj8Qq3jqMM7xJAMp24AnZo7kmwdh3cmHnzDUS5uwbO8TWmdf0C36+Gh3iZ7jP7isvMWR+5juZ58VP5GkeImsJMDbGLkZzKzvIjmXxRF8klugYQJPkBN1Qnt01t/KZ8dsOHQvtaMA3Abm5ir1ziF8kL+kDXC2gD810UNva4a+yc/gm5qIL5mB+Z+IitLCd7kmY8V3oONrYK7zBRwsKSUrgG96zcfiML/SdDScLvhT+oFesyD4bTw7taBPgGb3XhnjO2PUb3/Cef8FG01/xArzkQb+T/DP36qcxYTGBnohXzRf8R34T34+ui0vIC3+BeNo8irf6IB6wKIUH5hb6yc6I99AjGYg+SUk+EPnw/x1oMHcbo3xFtlX/jCPjTvtsifELF9xk2QNxujrGFVmqhya6FNqNd3og6Ufm2mZ7HHyvzDnwhF7y0ddAbFJsh/vGbub5lFv3fOhJHkSGeMRhptUgzJdpjEJQTiAIwkgGQGAuQ8lBETC5xxEjIAEJw4vhDAXjhJGAQhngJgVOgICQc2PgxtkZC5Y/BoBBZfBQHkpOeavjJ4jTNkFRqCR8/KagU0qiGcbKQON4c2RMatqgDBmsyhkkFNdgYHgC+GggcejQx0iaGCiRgQLwloE2eAXfDH6cbqsC6NNPhssAw3sBjgnO5KIfzgYx3lJuKwEmWjwUQLWgrECIPBkFiRdtMB628nIMtSEza3Arm5VNfUIro2IQB+iLvppM4AcME0c2Th2aTEScRpOuCdA9eiA4ggOPTQgGpAnbc7/piwlBGTwmS3pGvtrBW21zNOpW0NDn7H50TN/orwmH04avQHv4nP4KttBEl01mWUEnT0af/AL0Gk/xCOTsmt74XkZWHDhmjKF+6JfV1ACjLgnRm4iU0Yea5BEUGQd0Cr2MOdzGUgUGnwFnUBkxumNSjLzotMkBj3PN8bMVEZiYbLM0QaNfohO/kyhRxkRJ5mQREGxx0E1oAcGEMcN5ycpMnjHsJsgAZ4Rx5thwugB7waGis4DDgW6A7yYz8pFs0leTMFvDSTL5C64ESRxfDie5o0U7+kYnOaYcPQ6+wIe+wGNSIHc8MvaBcZr2xxsb/mFzOMJ0opU/Z0/wbsI0BkyqbJh+oUXQTaacLZOMvnJKOHECzgBH3KTFVuM1wLPQX/XWM+NLeTzjtJC3dtnZrEbRGzpILgCuHOONixPakn2cU+WNF5OwcYVeSQrOOT77Te6u63iuONFpftHnuqOLXXLPwbnKFnY2Ap/IkAPheZIsxr/+sH9ooqs1ecAGmAPZBitRnE1j2niCR5IIvwXRbOoyMIaMnciYzTav0Ff6hxfsv7kVRDau2UZ6mQA/bZk/kuQh28iRTmVRQFk2Ah8k6AR7nGp9lxg2juifPhnH7HRA/9hpz4zf2OU6P3MK2Ti6ygZwnsiIrgaMldBG/9AhgMI7zl2SPOSIJxx4gFeSB+jQJ84wWuLwKsM2Sky4z+7AIWmDHzWZbP6ka+b3gMSO8cWGZ8cI/4P9aEGgx+/Qd3qV5Jxy+Bu/QqJPkgfNIPeNQQkDusauBvhIaNc3fMA3/oF5OHWVFXizX1lVNfYF5klsBZ/5H2/xjXOKn/yE8Bj9ZAmMTfM6R9+4gJMDz4aAOvb8ZjONZeOE7hkfaDeGsosqclbeWJaQzYqpe+wvO8COR4/oIH4KLmNfzQfmvKxAq7tPwA99MycIWqJjxmEWPfZFjyAlB1uRwzxOXwTx9cBj9z13jb/qG9v8GD6xPvBxAP/BGDbHsZWCXHXY5Hooyy6aH/hyZAR/7klmG2d0AR47HehAkgxwAbjpJxuoXeWUr+O16p5reuVsXgud6gPzhXvRQfeUZy/puBV5c2ZsLzwV2BbtGzs5e2786WcSVPqpHbjoKVr0l3/Av3Q/fazjoLblmlz4JPEt3UMTvgD8wsv429rCc/4xvvGf1Md/9GbhJnjwRRnPM548owP8fnyCT7+0G37or3tpVx27CNmctKEMf5XuwA8nYF8kQ/DQIinex+Y4KwsP26d9+olX7JdnzngJR9qC18KGeub00OmecmjQjvEA0GY+0r4DTrYZRH8il/Sb/wKXstrlzwL+Hx7zhelH+EbG5jDltKG/ZKVdvMavyEZfxZHa0l/0Kp82whd46FX12fTRfbwhY23Cw2biBTzKS+iQtTJopB8BdNNNOkzexnn6T27oMz5r28agNvUTb12TVzYzoEt5uIDxL8bFQ/qrPnmhCU/1H13waAsPIhN1leNfOZQFeBldUYfd0t+Mj7FQ84d/KlYwLxnzaNR+fEm6kfp4QNfgtiCmLTSRH1uBJjwzpv1GO/879kPTcNXf0c2GrJV/bpXkWbmViwtSFgEHpwezdd5gtGIqoeCaUfaM4DlIggpMoFQUxyoi50Fwb7C4L2khWME0jJeoIBTKBxhQq6SCSk5UBBL6GT7OCueccgQ4TyZgwTuQoBBEcCQz+N1HJ4eKkk4BJRPsUbgAx16wWZ1fhgE+2eI4KsqjuQbaBC9bzpnl+AF1ZVAdmfzwRxAkCEA3RwpvOE8MSACP3JfEMjnKQkvCCcTwkXGuRj31OPgSG7K1FbQrmSJrjacy1YIGyRvOs8SDINh9QQHdCOCjzDfZ6zPHWyDDMeJEAM85onSlAudQuwYe/cIHTrFgSRKEgyu4SpIAneTKkFRAJ3pjHOoz15xSCaraPsNoBTJJHkZZH+hnC9pnRB2SCPQAffglGBMgCEjIOYOcASZDeiRoMgYER2jFQ7zUf3XRIBMuqZBguaXB7zbJQ88E2PjE0Ejc0B0ZcG3B6xDQKId/5CsZIBnEaKFTYBb9oscCTWPfSon6xiinlizIR5/xu44rk49+cdADDCc9yAp87tv55z5esBcV0CTIEGAYWwJQgapkMqBvxoxxAirP/TYGsuLKKUez/hkXxpPgCu1WAukeXgiAOL3sUXbNWDHImDbm4VFP0Gg8mkQAGUTm440N/9A/gTT7WgFu/GLbBHeZZMlGecGPsamvZEa+JnQBexsgGpt0F644rC3/2PX0h20hJ7ZGcClpbRIlT7YfCOi1Fb1N3dqHXBvfHBsHm8UmCDQFUoLA7ERK+ZzRFKfEPTzXrnElYRhnAS60CR7ZWnaCs0GW/5+9O/vRb6kK/38nzlGDiBMIMjrggIiIogJhUAEVUUQ4SgABZ1RERHEAQVQ0Go1Ev15g1ESjiUNCDHG6QMA7vTFOiRcmGv+K/uX1/M77uCj28/TT3U/3+ZxzeiW79372rlq1atWqNVXt3eYaYy2o1KfaIt/GE/8k4cmDuZrh5oiTaTxg99Bq7K3Y6QNHjhOhvXaboXWLD/phHs65Qw9JAku40F8S9BIJaAATj3kt4cYxmUAG4JQ8IKfZEzLltzbhQbtkkqSGI71ZUotuwxt8LYGrnj7SY+YR+aJbJHGijV3BN3jwnw2WfJOwoHPWfvApzGf6Tl/wjiwXDKBbctgcBfgWmJPsA3mhGwJtG0f0w8m5cy1JyZGNVvrFfJfsC+gMepiv0i6ofUkevolkG71Fv/Nx+DKAzJBN9oxsSDLpywT2BX/pEQ5kwB6g15yFWzBgAWDqU2X5IdrkfAPJOvNolQkOq/lOR1uFhNu4rfqWX0b2yB37gl5+Fz2R3Y1GZ7JlXO66666dw62v5KYkCEcexG/XnGW2AZ8Dc0Qy046tdBrayAX+6j9gl8hwvkT1b+pMHvBOYpDepCfMM/em/N0EPXQZWXYY1w46yoFnHcZpHuat3+nKld5D980/Y2R+Jt9r/WN/G/epy/fV084WTLnaen7svZWG9fexeM4rF73wmyvHgDrVO6b8sWXwdOrSWU97nq98WH/POvfW9Sl4M3HM6+vs0xYvb6rti/TrojRdtPyk5Sp1J56uLWyIsSWmVtBWh7HYp2PWevP3Okfgm+N61f7cWJKHMuIAcohnRlBnZZ2n4yK5wPkURAscc54FxFbnOHockcDKAQeOgyPTJniU0JFNCzgZcNnZkgMQ8wQIkjwM3oQCkpI8Eg6cLI4EJ8bKq8BQAMjJmwE/3Ck/dHNgZBoncOrVE7gG+MThEUSvzpMyVtA4bbbJcYQEaRJMQGZYUkFgNkFChcPESRRw5lBwlABaCRr+cHTVb1Wb48GhE2xIBK2AN8q0W6XnyqKFEy+IFkhYPeO4t7qrnuCDQz8TSLL5ttFxmiV3OHMCVY58K4VkQ3BR4KRdDoNAzYQ0SRzuaVM7HEKBrB1A6gJBkEnc6mj0S0KQIbKJN8lKz63IchTnCo9VKm1LGgHjIegXME8wxnZqkQv18UFQJkiSDLFbCT9X5xavrcRyCsm4+SQ4FJDhjfHkmAsUSkoY9y3HOnrWJA+ZlUAj33hLzvBBG+gyF+HXLmc5vgjgyLL+2JVj3IDngqB2s6AFDrjIh34YbzyTTJq6waqRIKtXY+AzvwU0xnGCAAofJUcL7Dy3EkBWBELoRicZaluwMsbBdleyswX0BTycc2OEH9oiI+SogF6gaE4Lmkrc6oMgLtrC79U6Ab7ykhzwpj/IR3yt/EXPcEgw4TGdtwI9giaBNWcdzeaI5KW6EnV0Cz3Ekdd/epdenkAmzU96oyTPNFBkCL6gJJ1EijlPT6Qnm8tkj9y1KjV5QSfSw1u6UQDKDui35AM5Ibdg4vDbnNZu9/2mG9WRXI0WCRO7EfCJHjTPJHwEjhIVwBzCy+yUxJ/f9IzEAJsn+ZvOIU+SRHYGATRob/KNLTPX2cLKROvuxt1/8JY+nUke88lcNFZ0kEQtGZTYpF8m2LEnSbkG9PpibuIHeScjgL6UEGCjtE234ldjbBXOQkE6zzzDCwcbHEhmw998l4CVEMEbuMx5NsAKaIsnbJKx2LJD5q92SwDRw/gfz9BNx0rmboEFJEmIklPKlOhEO90uAKYj6Kl8COXMcfyeO8DoCnOCzJjbQJ+MefPcPclnfJAQMf50k3Gnx1ZQlj2RRJkgmY9GC136EZTkkdQh6+axcsbP6mVAJiQcu0eeyQodMMHqr34ZD/qATec3rYBX5HuCBBK71U6e+YyN5Xu0UGQuSNKhFV/pysA8BSXcJHT0C1hAY5P1d9oA9oyunjJKT/A77g1o56sED9shGehaf+8LSR66oMNcdOC3Q8KUbnZI8pgn7ksU+W1s3XPucB8+Y9thLjjMX/fUST92buyUaZ53b56rr4y6fp8CwheulQa/13uVPfZ8qL5nKy+OxXuVcrNfrvFzHx2zbG26dwj2PQ/XvrbgPK/uVrvhnc+0kV8y73e9rx3PPVN/X5nudw7nPHvWEc5+T/k9hGPiW6/Rlz5cn8F5iMeVr9wWDfFvtnGofDjneQvvfH7o+ry60XdMP/n1FozY+UOgTWMz+7xVvnJbbbs3x3er/kXv3ViSB/ECOY7aDOgnwVYOBG8cHAE5R5ox5qQCjhpnmTPOSQwEnBwXK+sMN6fJShRHYILAgaOdkxiTBRO2yHOIJwh4OLmcNKvKnHsrmIIyh8BIkMZJEnyGF45wc2A46lsOBbxWBQsI1WMMOaycvqlk4Obkcbg5MpwtzhRn22oxkCjzipkk0AQJEg4nYeWUcyYc7bRQlqEVDAvYrPJzygRwnFTOsVUn9wHjHHCK4VJ2AmOPFo6bVSKOK/5z2k0WuxyM21Z2VMDB6eRsSr4IDKfgmySCLkmjOcYcCwEVBx8YV+OtX5IPeCvIl5xrVVuQISHBoZ+T0wqlVU8O9ZbC4KhxRFv91B5nlDJINgWB5HB13IwlR5SzzLnhEJPfnNXJx3ltNxU5ElQJNGawUDmJTcEIecRf80iw3hyqXGc81nZbJPFZMI8m170GRd4PAT5KytkpI1gT6Abkn4xIPLWa7xl5sPoskCZHAtUZbEpykdtJu37BJakzwU4gugJ+c68x07ZXp/AkIBf6RT4B2gV/W0keeMzPkovK22WBZ3SZXQYcdEHKCto0J+FG8+zHWrbf2pv0d/+iZzjoLLIiYJt8NTclctFENiS3vS5irnsG8J6ucZ8eEuAZX+Nlt0SAv8bIqxh2XgEOuaDKjpY1GYMfkhLmJN0YmBPpT3yla9mDFdKPBaQ9119JPPpG+3Sz/q2vP0jopjMmn/Hd7glBl9c70EIu7NSBxxhLLsHnt/4BbUlku1cChS3xmzySNXpBAlbSQaKdLJEbASy5TVbxmY1Dl52N5ku6pH52ro722UO46BJAv2pfQsR4mttea3HP7qMAf8m8capuzySzzBt1BOfJBX1MBoyhe+wh+TYu9BP7LbFslxZAGxwOciOhSqfyBdgjOpfeI4/sGt6wRZJPZISNomONheSfxI8k3goSlPSxJIcEMh8A/9hMfSGb9BK9KYGODrxOPiXV+miweSMxzbZGe8kTCyZsJDtjXOlgCyDK6Wt89GoV34GesOPWeKUH2R/zkc5jF/FL3/gf5I7NsHiET/jBTth1Ql9KZEZzPKh940VeAzxBl35IwNLnEsvumevmGH+ALkQH2TamEjESf9o0X40tMG/wE28A/4ivwhfBM0k8fgt9aez0kwyaH5KGknD6KehPfuExR/h6xo+91h+7Ws05tM7koLkB6Cy0oNMCArlmt4y5sTfmgF1nV/gw5E99i23mpvFYE2a7Stf8pzGgayy40Z9kgN/S7vNrJuEe9O3kYavog/Uw9h3mKflOV8/zmuQxh+kmB3klVyV1nHtm/tN7fpPPDuPUQVbcnzLjeuv3vKeTfoen32uZQ/fvYdTdF+pu1V/LPdB+b/Fki1dXuRdPZ1tb+Cp3kfPEqZ7f5Oam4Nh+rHRG63p/C9+85/pQ/1Z8F+XDbGvWvSreiesq1/vomzjFbzZS2FjCB7JAwzZN2MKDr2s/t8rBs1Xu0LjMto+9vvYkD4ILngXGHPhWfFciBdYYWrAg+GbEc6g5QRxlTni7JeCwWisg4YRwugwGhy1nXhlOmgCUsxs9Mdjqn8G02yZgiNDDEEvkMFK2/AoMBWvRWPmtMyeSAx0dXkfgGDHknnHkrbDOQMSWaCtwHMDohJuTxJHHixIqnHdB2gxWXXNAJ+RcSqzgldVVySU8rA28kFjBt5k8cI1ODlSBdXW0ga9o4Ji2xdwKIEfayqKgi8G3+4mzZTVzJj04AJzCHEk4JYXIiRW4eV+CiDMJBJwcQPwoGcZ54xyTISAwxbP4YRzsJLEaaiwB/HY7cBRLPhof7ZvYgost0FftSKC10ijBoI/JpiBWHwQwnCCOvRVQMmjc2zlmBRIPBakBuuY4dN+ZUy3BZSdPq9zmFL5JrrSKrqw5IyE2ZXviEowYp5JteCmA44wbN7gEK4IrMsvZCuCeCkn/jQkHfyZFBEbuOwTAEjV0gT7gFzwCCs65uWs+mCftiDAfJB3wUzBmvARrbdXnqLcTp2ROc1tbEjCCe22YAwIl+sKuPOAVHE6/uSOgQE8Aj2/FkBtj5yBHknn0g7GXlBagCCy0px3zTMJNebj1XTAsCIMfXryLf/O6tq96Nk/xi2xZcSezeGuXi3kjIMJH8i4oFyTSg/SU/krc4LX5zLmnb/BZOXKPl8ZT8EZGCqzoTvpFoD7lpf6QX/OSjHkNzM4vMiIRK0EhkW/M6JA10UMPGydyImiz25Lc0Y+SLOYZHUFuJTDghdN9oH/GIflMTtCpT2Rf3+l8OtgckzQXUNJVEgzsSPMc7eYGerUvAagsPUTn0ecBfSTpJuinCwS0cBkLPDf/zUcJLO14LmEB4I3m8OGF4Eh7gtxeeaUT7OKRwA3MXTpPIsK8IrfkWNszAVh5tMKBH/pCjgEdCQ95knwxl/TfLhbjIXll0UF/yJ9kNvlgsyWs7DoxNuQw3hsftkVZY24u4CX54FSZZ/rmGTuEtiAc2qWz8VZdNKIbXfooAaW/7klcKme82+1L1yqnHvrIKNuFr5IV6DYHzF2JOYkTfNd/yXQyIjFBl5NHOsE9eteCAvollvAAT+1EtgsFH7SrHFkVSCvrnvEjD+6bZ2imk0F6w7jiERvnMA8qw/eQZDEP+QDZUnxml8ieMeZPSPZI0NnxqB/4JDmj/RYAJPjwzP3ssDHBD7xCI1rsJDOe5pkEknlEx+oT30mSQ/IooC/wDZ/pIeNLJpU1fnBm46vjrB76yJvEFBvB9trZbEyA38ZKQsu8Jr/siHGm1yUa4blJIFvsgQRPh98SUcbvJuEmkjx0FB53dt1BR9C95Nm5I3vobI43z+PNVe6FY5638M3nXR9brvIP5PMWr65yb4uXW/i2yt3p947tx1a5q9y70/lyb9GHp/ICfXdInCtOXRcXr8L7Y+telQfXnuTRkRwSjpQdAow5p0Cwz3HlPHCAJB+s5nnGqRJIMXxWhwCHRsDC0eNgBYIW5QRYgDNnZYgzom1Ok+LUARAAACAASURBVFU8Bn3dLYE+hoZzYfuxVxs49pw3TgnjK6FgwAWTnBb3BBAcDI4Xxw1tE5QvUcBpktyQQLEKKsDkcHDSBX2cI46sfnNIOIAcdbQF+iQoFUxKdHHUlRco6ztnRhsCdgkX/WinDicJzRwv2UlOGx7aJswB1B5ccFgB91yf1MsZFvRYcVuBUdYHdEjIcbY4+5xKQbuATEBhnDmU6JA4M6b6gLfoLjgPvyQaB48zihYOKGe3QMcuJk6w53AZW+PMWbXtXvt2nwhq0GEHjICLMy2Z5YBTYAmvoFRQwSHFA/yxwoY/HHH9nMDh50gK4CUhJJgEQoJX8gOMnwBZP3rFDz0SHOaB8ZCoIJOSEGTUGHiVxphIOJDNFZQ3HsbZ6i4+SiwIQgU75IvMkSl84VTnlK+4ON/6a/4BfRAs6JPdB/rpOd4IWowheTU/JN2mjBoTCS1O7AQJKLJEJs1xNOK7AAGNAkKOt3nsN57oDwVrjOkJY6AMp9RKsjEXsHPWBSnoIbeTHjQI7iUC8Es/jJnAmdOPN4IHY2SXBpkhu4LOgP7AB7IkiYFGjjieogeYq4Ij95Qp+YDn+GtuGc92gtB3AK3R23n34MR/yD1eGxdn8wQNeCKgpSfMK/zBf3yX9MNXc2Mm5Y2b+agv5NM8NVbGlx7ALzym58jHFgi08BFuc0GyiPEUhBoLuBxbcms+4K855qy+5IgxTcaNiz63EyfceGxXoLEqoRvfzW86QoBqZ5n5TA78htc8ANqHz5j6ZhveSEjSz3iBP87mE55KzhR0q69/+A/oPDILF5nHPzyLNrJutbx6a8IZLeiX3JUUQhf+6wsc09aRc+1JQOC7BA19zqYJvlZwT3vwkhXJELgd6NJvtsT8EqDblaq/eCZpqC10CNiNLz7CwwdgDyZt+ijoV78EK56xqZIz6rKnyvm9Jv7Q7jla1WdX8UT/jKV79bF7xgit8RR/jDPa0OgaHnysTokGtJMx5dBtHJRHP3x4Co9rcqCcZ4CORo/n6QG0w6Of2Rk4/I5OvKgP8CS35BIttYWOcOCBdvEFH9Q3fvSVPjlK/KATTdrTVnXQXhl1taOMfgD30Epua8N9MgK/8saydsObXO+Q3P0H7UEyDAd61N8CdHgePfiBlyV1mxvowG+04J3fZAnN+3BvtXeKezPJYwePXdJ8Db4RfXyTYJzwyHxdd/H4bew7yD3+Grv1wG+HOWMs8Jm8rUfJHWfzydwx1uthTDqMV/Ieb65yLxzzvIVvPu/62HKVfyCd8WbOpS1eXeXeFi+38G2Vu9PvHduPrXJXuXen8+U8+vR9ytx55Y99Du8+mO1dlPezPJ1H/02Yz+f9q1xfa5JnJVinOOYC/1ZrJWMEtpwRRtdKsWSIoMhqrSBa4oAh8rqQZ5IxVmtaXeTg20Jtu2u7XAQuVqME6wJ6jn2GH8MMlN8NGMMkqLBF2BZrgYodF5I6nBpGEAjarBRakbXSrbw24dK/gENhJUoAJAvI8ZUJFHBa5Z8rvOhHI0Mv8bDlxDKIAi8rx2hTn7Oon4IybQh+OeOCUmULQpWzoq8fjDDgGHHOJResNKKTAdcHfeWY47Vx0mfOwCEQ3Ah2tM9hVB492shJ5MziQRlRz62+qds4zDYEQMpq38Eh4xwEeCKwETQJJtDPcZfswx8OJSdV8MYR5aQITrSLH/hG7vAbDjsd4ONsqod2/NUuWQ66xivP1eM4wy0RR54nFPjoqwMdgj00wA04RfFD8CzINA61NfG55jwJCpXV1xxk/SSf6HLgwapIJi7P8DT+K28ekqfkBw0cZzx2n3zhE5on+K2O/q2gDTQLBsgjwD9jxuGun8qRl+RUGXPTPdeB+YZfgla0TbmozDyjyTir5zA/4dVvcqS+NpWZuNDl6JnnaFZngjru9xxugL+uPXfeqjvxXNd19ONj8qDv6JrjqFz99zzaJ12ec/InD3LmPbvrrrt2em7W2bqGm4xrM4DT/Z5FS8+d0YVm46g/DnwP1C2IhA/+ZMfZveStOs76cCzgYXxDo9/oWnF45v6E9bd+rHI3y7vWR/06BGRrxb1VXnuT51tl1nvKrzw7j561/Irz9vctBx6IHCjJY2GJ/2gXZN9J5I/dJJTkKdFDHzvoI0f61ZkNddAzHSV76JT0Cr3goB87pn2gEx30sIPu7KCfHfRYBz2yT5f0bN/zm+TlbVv/l3w+jxe343Yeh07z/IHA55ue+1dpb45H16cZ6f1YrjXJU7Mpa78pfQGWhIOVf8G7IC0n3LUEBQOjnADZag6jYGVLkGgrr7qteCprxVTgqX7g2oqlYHd1vpXRJkbXNoMjcNQGOhk0CQuwDqwkSckHZWcZZRlBSY1DoE8AbfhhZbTg5FC9Uz5DgwRFPAi3McNT/D8FbPF/H15tr/zeV/Ym76NJP/YFiRI3kmJrkucmadzXFp7e1wH/C6bvC325E2X4WL4dS3s6NLwSvRLGp4RpP06J91S48OpYfl22zYu2cd30XLYft/VuOfBA50BJHjt4LE5K9tjF42iR8qZ4dKckeUr2sCeOdH6+4D59ll7c9/ym+Hjbzv/PAeOwxhJbvLkdty2unP7eLZ+P4yk+3USMdG+Mx7UneSbzXF8WLjIAh9rZerZ1D53dF1gyQpeBQ3SH/zJ4L1JHOxnLi9Q7ZdlDfDhVO/p5jIG5SHvrGB3io+SgV6h8CyGeX6StO7nseeN3E/3VRsedyKvzeHRv0hzfnE8J4YWTjpR4py/vFJj0HUPTVcbw1Lw9ht7bMrccuOXAfYsDJXm8Lu/Vcsker21J8thxfpNgB09Hu3jayTN377SLZ2snjx087d6Z53bxOFscm7t3XLdgxmebO3nysdLdnSdf7q17k4bb6//jwLR9Xd/EGP0fBfe/q1v+HTem+HQVv61W4Ch+hLPrnp96POCFc8JWG/P5Za6vlOQ5lqBZbl4jGCMd877rFbrX2YCswUS41K1cuFd8+36r15Hg+O3aEd7uVRYtXbfTgyGr/FZ7le9Z+NULX8+ucs7AXgXHTdTFj3h+6vauEzda8dg3TqzM+T6R15omGM/Zt+TykHzM+qe4XuXtFDgP4dDfU8rxobZun908B6Y8kecp3zdPzW2Ltxy45cAtB+58DviOmISOV7T4C77j5zuF7s1/SnETPSnBs/W61nUmefjIDr5ufjJfITuSbZnnyY/u3/S92d6ha4kt/Xqg2UTjEtzEGNXWqc5kUCLzOgBui2DHvip9X+TfdfDtGJxT7uiQy0I8N1bNXbFdMjHbqY31Xjh67jzvuZYMpx9WmOXWZ5f9feNJHoRiHgVfoOue1YCtTtcxnVd+ThD3gpjTPbgMVDDb6p5zeLtXfXUNREBpz7a77+zZxB+OzrPser1Vxr0M4NbzQzjwFi0T4AiPZ3D3e5breq3v/sRRuauc4dtq5yo4T1m3Cb4PZ/yonG8H+be0PvLsP+/0n5+qf4jflbmvn7fG9IHS7/v62F2V/jthnNFwJ9BxVV7e1r/lwC0H7r8caCePJI/vOnaW7PFh/JuEeyvJUxDlkwy+aeg7fXQ3nzCfKj5s6fV761407Tv79AHfz25u31fyMfP7M8xx8AkLi5t9v3M+iwenvhfeU5yNnQSsQ0x3KrAzzvdj/fMQ/yDEJ0SOgVPzagvfMXRcZxmfNfFtUp9oad53vmi7ktK+s+qzJ1cFvPK9VvrYP2jxz2ECcuI7uv7ZhrFdYYvP7gEJI9+g9d1U32dd+7pVd8V/0d9XSvIc21gdnOXXe+vvWdZ1z+f5EIMqp65yfs97K/6t37O86y0DNGm7TOYezjXZgd5o3qLrMvdm/+vXqdtAl76E/zJ0XrbOysPL4jmmnrZmwk9/JQRl6U16jpNvKykXjzsfg/+8MjfBX23cRDvn9fX2+fVx4CbnzPX1Yhsz2TXnbuGWA7ccuOXAncSBdvJ4RcsrW3102X+m5DvcJNzEN3kENoJmBx/ZYaER+EcsT3jCE3YBk9/ZJHQJ1nxvE9wpvgibgv59IDD0X1Pt0PKfX+c3LfWh/u2rv3VfnX1t3oSdO9TGHBeBr/+c7B+mTDiv/hZP1Nm6P/Fe9Xptwz8d8V9pf/iHf3i36eCq+NWXEPCNQkkeQT158M9RTgGH+HoMfvWDed29q5yPwSdm8h9K/Qfj+Z9xD9X1rATxSp/v9H7Zl33Z7h8ezWfqrDi37qnjfn6jpNHrX//6s8c+9rG7/5obTmP50Ic+9OxpT3vaLqnU/c7qzw0m3Xemz/x32k/7tE/b/Wfpla5Z9lTXN5LkOZbYfR12fx/TJm7l9uGY5Y69hqsBPwXuU9J2bB/ui+Umn+b1ndCX5OAUdB3CcejZPiV3iD+H8B2qd6c+05/m5r1N4/2Nt4f4qa+zv+vvrbqzvOfr760613HvJtolkzfRziH+3FT7N9GONm6infh50+3V7u35gcOBd7/73btXs7ye5T+q2sHj2zyurfTfJJw6ySNwm0kdiR2/25m+JnkkBl72spftdn+kO81B/+lWksR/LD0FSBig5ao+A9oO4dD/t771rbvx/Zqv+Zp7dvKoc14Mg0dz8XD2+1CbnqUjj2ln4l2v4dlKrmz1Wzn9DSRJJDLszgDVifZDuD1bQb3Zt/X5VX7Du77RIMFqB5YknTdLrgpe8XnnO9959oY3vGGHr8TmFn+v2tax9RuTY8ufV25r3M6r47l6/kv0s5/97N1/cqYjAs/C27lnzsbOXCJ7c07ZRfbSl75094+ZZnnXzf95/5hx+IM/+IPdmxl0duC/NdPd/su3/24cwFcyNn3Xs87+GdMrXvGKXX1JIn25brijkjyXCV4ng6ZwzPunuEab4zrbOAWd92Uc8bZJbKKsE7Ey90Y/o2ulKVouSltKv/qdtXPKyY+uq8LEMa+vinetfxHc0zCseK7796STYp+/r7vtq+K/Cq36iu8Xkc9ZVtvz99qXY2k7ttzEr92L1LtI2dnOvXEdrfqYPG7x2b2t+2gOR9fz99onOKb+OlR21lWusp3n83mtDbK26lvO3b5gaNY/5vp//ud/PsSh11Y82kff7MNsY6v8vrKH6jU+nWfZY67tIrWC3PisdF0GrzornklLz/BPcLOO2Sy7dV39rWfn3VP3mPrn9eG8dk71fCZ5/Pv0L/iCLzj7vM/7vN13ed71rnedqpmj8JTk6WPLVprnYTW7w7gK4Pu36c7mYrt0XHsOl3nLX6aL3HdP4Ewu3CObxkNb/RfaKa8SJVbQ/+M//uPD+gFH7ZZQUGhLDtZ76vmPuWgL0KEPh2R2lq8efmzpod/8zd88M65Pf/rTd/81t/KdtTcBjehyf6UB/trYkvHo8kwfQPjXvs82XXsOdzjcm9eVD1+/nY39oUSIOpNe/TLW6s37E6dr9ZQhI2CrLFzxqbOy6sSrXeUDf+CduPWbjP7CL/zC2fd+7/feoztXFHi8xaOJqzpeX/uWb/mWsx/8wR/s1oed9Xcdg1nI8zmus23PyA1wf84F99AUH/s9+90crL7zeVA/nbUPjEE0Rp/zIfnwn6l/8id/cvcfsacfD+cc00mPZ+HXvnLuRQe5sUuqMtXFAzqmct0/dI4Gu3Y+6ZM+6cwrtgF9+Hd/93e7/8Tdf/jumXO8me2hwfjA69XUv/qrv9r99+r4WX2/13s9u+z5RpI85xHe88t2Tj0MPVS/Ns5j1HnltGPA5gCeh/P++Fz/T82DiQ+PU2AX4V8y4DzxXQTHVln4mvhbz93TXu3vK+N+ZZxXheS5vp8CaucquOrTpHPFu/XbvfX+ITr2jRUc+D5xUeYctYvAv/7rv575F/fnjeGxOCdNk7a1/vrM7/XeWueUv7fa29Jfyk3eGI99Y2JeTsO89mf+njjcn79nPzkE4dxXpvLwTHl0f7ZZufWsfyvurXruOSrv7Jj3V9yHfqN1pfdQ+a1n6Hag4V/+5V/O/v7v//6MTBcYVScalY2fPZtnTg9Hy/vhAqlV18K7RTNHZb0fbRP/vmt40TgBPq85cH72gTb+/d//fecUvvnNbz77i7/4i31Fz71P/n0LRLD9VV/1VWe/93u/t7dO/FQgGUALmP1w7Xn348nWXNsVGn+UVd9KOB3FiZy4R9GjLr0CY4XU9nWAv4J5uyK8LmCuwX+ojfW5fqzjPomJJ+RKkLvl/M7y63U8WO8f81vdeH9M+bVMtHden5/6N3mzEiwRYPfO537u5559yZd8yU4WT/E9iYvQe9kkD33x3//937tg533ve99OriRMfafCDpxv+7ZvO/Mb/PVf//XZF3/xF+9ey/jf//3f3T3tfuADHzj78z//8zOJrfe///33yCM5+9mf/dmzT/3UTz377d/+7bP3vve9Z/5zKYCTfH3hF37h2Vd/9Vef/e7v/u49OnCVWeWTcbrQdz8Ea16X+P3f//0dzcrgud1EP/dzP7d7rWbX0N1/JHJ8Y8czQM7Q4JW7pzzlKbtdGgW4nmvvN37jN3bjiz66GuCX13Z838P8Bv/1X/+1e02FHnr729++u0cG6aYPfvCDu91MX/7lX372ghe8YFd3V+DsbBfIeq4Pv/7rv75LTtgB5psv+5IcdqmwGb5/hHbfCrKL6uu//uvP/uRP/mRHdzsrvuM7vmP3DRI0wxcP6W5+l/H85V/+5V37aKW72RG7eOx86BW19KUy+oeHdLdESraJL/e3f/u3O1q8soO+b/7mb97t8qi/zmQiG8UOvOUtbznzeuNrXvOa3U4QZdgz+AX6xu08oNPoXN9b0ee3ve1tZ29605t2SR7PgDPekVt8+rEf+7Hd7hxjVh/2tYMn+Pt93/d9O71OH6NdsovM0PV0gZ0d+Kl88sLO4uNf/uVf7mTcGOCP/77HXmvbLpI//uM/PpNMQs+LX/ziHT5ljZXvybj3nve8Z0ei+42lG/j+jd/4jWff/u3fvpNZCwOHQJvmPF6wMT//8z+/kz0888rVP/3TP+2qw0MO3K8/s208xevHP/7xuySYV6LISIA35jv9gMYtHMqSr+aeOYlf+GA3FiCrcJiPPmhPLn76p396N2d8E6f+mnP4BcgZfWNH0Pd///fv6n7yJ3/yPd9KMy4SNOYeHGQO0GfmBX3lW1xwwkW+/EOen/qpn9q1gXfm3atf/eqd3lttzuTTDvEJ/twRSR79uErn5iDtw7Pv/uRhZeCbzDfJt5SGMurcwuk4YOIx+BlCmAUzPs4le3qeYo0SCmAty0hQiBQV5XDKsYOL8sqwJUtbbSRbzuRKPQpfv51PBcknmo4Fyg4NHDcOO9qil5LkHEx8+keZBfW3to0jZTvrVHbrXH3Pahd+ciFIYQitAPzIj/zIVvXdvXAIZvSDUv6Mz/iMs0/5lE/ZnMfKV2cv0o0H1UFf19GsuHv6Pe9toLnXbk26XLeipD/mh7EHZAIvGVHHrOe58vNe/HAvHIc6qQwnlQFmrEH8XOvNduYz5ddn7nUoa/6v9Kzt+D1lFU68wIOuczZn+1vX4eYYmOf9VhauLXrXe+FtPOD4mZ/5mV2A8a3f+q07hyt8ndE/2wqHc/cFYxzAhz/84WdPetKT7kkIzLLrNSfujW9844clWOEMrzr6MHm44lF29pOe/tEf/dHdh+tzmtY6ZOod73jH2ed//ufvgmOO0z6Af2veRSe9xhH8+I//+F0wVgAHX2VW3O6bH/DWN2f3J/hNVoxXsOJc6yiHHy9/+ct3q4YzQcLBpfMEqIdg4hQg+87L/A+PgiKJhc/+7M++hzZ0rrTVxrw/cfd8PVdGwCcQYmcvC+G6jvr4DP+UP+34veqGy7Z/Xr0+vOybPP59Ortk7O1cEQDfJFw2yWPOGmvz6NGPfvQuESHAMUftXBA8CnAlcASD3/Vd33X2nOc8ZxeUs+V8AuUFmI973OM+5MOm/D27YMiqgF+yRCJGHTaC7RfcCywlMwVcwZbs0B14rqwAy1x61atedUZ/AnPMtzz4CPMfZtDZdK3+9V/P+KECNIHp93zP9+ySAxILAndAJ0i8GNdnPetZ9+xEYjclv573vOftdqooW/JDwupFL3rRrr579NEv/dIv7RIj9O1rX/vaHZ/qJ1wSA3Z/4am+4bXv4WQ/d8jGH2PlFTjfnPmKr/iK3TgJiPESL7xS5Kxf+PS1X/u1u/YlNgL6RMLiT//0T3c+ucTN6173up1PIFnnWzYSUulwSSx8468J+PmV7I52BMLGiq7zTD2vNhkfc0EiboKy6V36mxw85jGP2cmH5BYb+5//+Z+7wNwcajwmjnlNJvBRggdfJd98H4Zc2clTsgx9yuizBIukjD6Q8fkx3om7a/zSLwkDfJSQ4ePTjfDgl1d/JAvIjDFkByVx6GYJTDJjDugTuSOLdLmY1NiRJ74TfOq6B5exRi9dLFmhnQkSRBJbeE9++QLGlpzsAzwxpvzppz71qbuktD5pw1iYT+a7JCLZIqPkum80wW2sJHie//zn7xK5+COZiw7Abv7Wb/3Wjja4f/EXf3GnOyQgATnAG7JAZzvT22SOnpE4+qZv+qZdWR+4Jief8zmfs/NxJL1+6Id+6OyJT3zi7jtgdlnRBekMCRh9kaAms3QZnvCRmgfml9f5/IMdfhO5B5J3dB6dZXzgdIhZjSGbDMQw9AJb/NznPvcemd49vKY/N5LkuQztFMIapB/CY+A53w38obLrswy+s4Fxho8BNNEoMlm6BzJQTAwcA70mvBLoU/CHon3GM56xmzQSCiYRo8NoPuhBD9pNPGOBBoevqcsqy76aUMYssDJMgfvPV4J9GW1KiDK0YgDQflmY/SYzyQ8D4jpFFP5ZvnvO+kGRm/hPfvKT56Mr0QcROppH+9qfDVpZ4VigxYpZwCByhBgZSTKQ0XVd350DfGBAKEzK+zK8rg754/wwJGgzJ/dBNEhK3XXXXbvvHajzCZ/wCR+SPFQffuVnX/bh7b46ys9zuOiNINyMUPxxz3HTsPYRDWidtLhmyNdghwHl7FpxZrTnc3UmjtmvY3nKcWAIjREDDxpDuFfaa4N8WanJAHd/ntV17KPx0LPwVAa/Ct4P9Xutt/5GN1yTj8q479gHyvecE8vZ4NiCxhKtoPPux91/0KycIxB8CW7+8R//cXdrXz0OmgCBY8LRgcv4xpvquY9OOsf1FqiHhuRDeY7fQx7ykF2QMet13ZmzKoHBkd0HaNlq3/34J3FCl5G5NbCefdnXhvtoCt9abj4L31pm/obHai59xR74zZnmPNNbL3zhC2fxD7vWRjyiJ/WLvQbuCwQ4wIKY7MGHIbngjdlmVQVgVi2Ty+5f5LyF96L1L1L+pssKgIwPn8b3eD7qoz7qTMLHvUNyfR10luQRNHpdpYN+cVik6SCXJazdM4f5U+gWJPKx7DBRr0QWHfXP//zPOxz8CYlVgZ45z48w733ENFnVR7IjyfBFX/RFO/+ND4g+QZwAiS/CT1FOsCjQPQTsCz9EwsFiBfAahuSKuW+uCXrt6hMEBtoU6AkU9Uld/qngHE59YK8EkSU26DRzjY5i0wR/AJ8la575zGfe83qaeWingg9PCziBRLpX1fCyBT/JLQktugGgiy62E0xiwK6Hf/iHf9glH/YtQKC1JBm+spnG2hhIDAja+cnG144fCaOHPexhuwSBNtXHf7w29kCALKDGQzTZMcE+6LNEnWSO5/y/mXzCK3JB37Gndjh91md91i6Ypz/48upsQbpU8kUCgD/C78+mkSNBdrZlC4d7Ygvl7JTBB3TghWBcAic+wofvdFrfhzJuZIIc4Ms+kKyRsJIMRK8Df91/yUtesusvmUIr+ZLYs3PL/AD4QLYkaSRKJI08IxvalZhiuyV/zE0yyXfHc2XxUltkB47A+Jmfkqz8PTTonzmXb1/ZeUYnPpM1iRJJDTGWmFCcjBZt8bvx1Lx9xCMesZvj8PDVyJ6kFxz6QBbMQ/oDSLhKtEigweG5OS/xEkz74Np46L+x9J2ccLnHX3jwgx+8k1t02VmDDv4s/dsCD51inMk9uU7X0dX65QzQjG90nvlRoo+8kAn3yQVw74/+6I92cm4sgHkguaacOPeQnOobuUy2dwgu8eeOTPLY1kZBEuh9TtTaVwNs0pssF4HpjLlOicCBDgkGmUZGARgURw7VRdq6L5cl2BQQAyaTPQE/Jt/ms2OvjTMjY0XBRKcMGR5JD8aFgeYAcXpNEJNf4I+ej/zIj9w5D1YCTNaA8ufYWiGzcsCQU0iyxlaQZkKoOvvOh8bbM4pGH1YZwpfqut7ik3qSUZJYX/qlX3oPCdW758aRF9Exi8PVOLlecc97Aj4Z6Vav4KHErbgJjPAdFPDq06qIZMUZLatwBeFbfV/piGa0BrOepJ7xl6ibsOLBg8C2XnW8W5uD4tnsc2U7r8/8jg5nyt494+4cvn31u39vntG8whbtaxlOBUeFAZ8rKtVdy2/9VrbynStHZ3OmOT4XeV2BsTa/OZbngTFb263Ovvs9P/WZzFwWmhf0I+ec4zLBGFdm3u9aXwt03DOmHOwCisqtZ84SR+e8cvBfhp8caE6tulN/Neeihw6nJwVb4DJtqceRk7SkF0rycFjTaXi4xUdO4txaHl3Oglm6k6OMrlk/PWHclNtneziX6qIjZ5DjOoPg2jSOgpU5np4JnAWAax0OZyu1aBP06QscbC5Zci5BQ5YEb+7jl7HnrDYmU+ezu+rhIT/MeQV0sttwCWYFPWDfGM77knJWZtcgRCDgPl2A9mhDp36hCf2CGTw3Pmilc8LfeaX3un7PJI9kgP+w5SCLd3qSh3w6sqNkiqwJyskUPgM2X+KqIMo9ZSW0+BKBHQeCKL5fQE4ESvy29I2kjoS0jxkn74IoQb7Xpg6BhANfpISLsuYBX0sACfiFglw7Y8iQQ0BmPOgcQC+5R3bImoQN++NVNMmayvCbjCXfR9sA/ZIH6sQ79z0X+BbE6lMxDJln2+x2sJugMuRVX/lTIwAAIABJREFU0A+/gPkigA+Cy+anOS7Alyxr7MwTSRgJSDwH/C6vFOK1BUm7NOhgiRyvugE7L9BrjkoU4a/xsaMENM/oNjt1CsbpBP4mW2TeooOenaBuR/fFIRJzYj9Ap0iq2NVyHtCN+IrOgFzRnfqORvpNMkRCQ1yirMVFO0LEQxY9p48cns74gH8F/d0n05JzkgIgvtjlI6nzyle+cpe4oyfxMPtUfWdzDf/JK/4BNsZYim3yf+lYfIUz0C9jrAxdaBx8BFiicdWv1ZlnSUW7WOAN8F5swE8MvL7nVSdJG0Bv0NPFD+TFfDb/LT4A84os6kfARs24rvvO+JBfi69ilHboeS7pLMkz++++BZSP+IiPuCeO4OP6+H3J1tqwMUAf7E4KyCYbZy4le56h05zMH2WbyGL6Qxn2lB6gH+QWyBxZkwAXXzvwhN7RN0c2rfYver4jkjzr5MUUE8vWQUrvGJBFxuCyrcfUOaaMQfLvzmaSh1BdlfHHtH0nlaHkKTp86P3ohPAUdMJp/CRq8Lb3mmX7J1DqJghlEUj82LqaYuu+M8fCpJpAGTBUlE9O73x+7HXKeavdcBx6pkw4OBnk7DyHJbyHzucFkcZtC5JpvH3Uox61M2SVY3zNrca++9Hf7854bFWsb2fAPYOCyjmvOPxWNnpmWYaWU9lOHmXX+srje/c5IWRGkicHKpzK7ONHZfadw7/veff1w8qKMb43gOGe/eYUrAFgdOmTZ5zSFRgkBq6xqf/GWoAueAWMXWPNoU2HV14ZjlzG3m+rUKtj5z5nlM5hbK1KTbCDz6sOM0DwnNEU2DlygNyvfQ6DFZjmifHxbMoMHJxsjor5oH9kWX84+tr0fDrs0SaYwENOaEE0HnHi2rocLdXBO9u20ZWcoKs5oPysw1ngKGtffzgtzc14DzdabTW3cxEfVydOAvSRj3zkzoGVYEP3tKH6aOekRLvVt0kbvBw1OhavD0G044mEtkNghFbOkDYaq7WvHFXv+OO/10OswPVaRfzhZEYPHuL1IRDssxmCbI46Wiwo4GlB5NTd8Fs59aqDcgV1tSH5KWD8uq/7up3jzVmVRCGj6PZqg+DA9m/8ZpP6VoLEj7FBv9X+dilwAuktK53GzxibN+jiXAq0PFuTfXYtCLA5roAMWC3nlFutxF8Ot9Vd9QWpdCRHWNBocYSPI8ARMHzlV37lzvnVP4sqU1+yC2iRpGWbJWolp2ZAjQbjzIewUk6W8MGqs/lxHtD58FucETC1RV7bbIzAwqq8/rUT0Fm/OM0WDAUNgmS88nvuUj2v/VM/l9gwrr7HQ/5cd9x0koce6TAPO9gLuqWkzjyTVwfweg3a87HoTUCXCaJKxrpnjnziJ37irs6u0NnZbk5YRJ3BElkxXvw68wiQXzv9HGTUmJNZiQcBYvqlc/jNFbIg+DP+ypIZdc2fFhXIO5rpQ7pBcpBuM5+nPqT/yKLgmqyLUcwhuhHQR+YIngjWmgfmbbIXj5Sns314u4QHG0eW+doSFnSNRIrAUcIkMG8ka7aSPHiQXqy8M75KGJjH2VrjasHM7g80AgkAvrEdhAXf9K9gGQ/pS766a+UE0sCivCQW2thNiQA6pVdrGxttmsv4h056ik6km6ILvsrvkN/9e95jm+gmssCXoBfgJM/nAR0nmZCOVJ7exR+6iW9Az9Hf+oH35EYSgN4k78Y+m7vVHhkyPsZ9Al+A/JT8qE9sFpnXFjlgD8XB5G0FtEqe6W/JcnOS7ifXQYkmfQK1Bb++sjf0pr7YmXNMPMRXoVdnO2hFO1kN6Htzu0Qv+cNXPoY+0uXNH7IOzEP2khxJhOET+cTLLdCf+sS3ErfMJA85lIhlcybQNxLOfb8HTXYZ4scENlmSh/wHdCSf0MIXvRSY12yaGI48Wugm+9NXYIvxjX6QVCZj+GIs6Ub+rISn3XyngisleSaDDxHUIOwrs/XcSgDluvVsCw/mmbgJ/LH1tnDNexwzK51w38I2Byh5q2ZXAQ4v5xAI7BhIE0HGfIKkj3KtRJhYxocxzEjN8sathMC8T8HBL9g4Dzg8q5JZjShjjtat4IIjwTlQh4Ej2xT9lFFBrn54F30CpctJIYecj0NAyRdsCbzQw3EpmFW3NhlyzohsNGdmOu5WEKwc2f00wc42wRh6Ctw9NwaScxzUAm6GgIMnMEGXdjlcFJqABm2ebyUTZpsCLjRyLGwN53QYN8YBzHGgdBlE5WafBSrqUKJrUF595Tmh2kIXA1WwR4bICxrwTPADjz5R4AJOY2pVznMBhKQA4PxZGWJQGK19KxK7wif+w9khBxy4kgvkiNGycmw1YoKx48AIEBkihgy9+m1sGWWB7pxn5Jgjgr8caTg5C+QQHzkhtsbiJV5zLsxhc7It2Rwt4+pd+PgjQJZg58TD7eDQ5XCjQR2JUTQzkhYHBIR+Gy99tQuCIRYQAmNptQw+jg+nInBdYG+eol998xIdVt44Ta3EM+baW4EDy1iTNytkDo7ix3zMx+xWu9RpvrFX2sEjcsJ55qTkqFZubUP/yTWnTrJCf3yvJv4pTycrI6ilH+2AkdyeuowTTh6UcRZ0ClrIv3mNbs4+Z81KHUee7uC44iPHVwDCYS5gSsesNOM9h832co4lR5Fu5RDRe+SoeWsc2ASywuEx1hxI462v5mDA2ecYCdzIKGezLdbN78p25pSSV7JufhhbDrw+kk3jggbz284DCQOBmMDG+GjDM331XKAmkUMX6AcZoK/JtNVcQYyg1+ovPM6SzvomUOAI47tXVziH9KNktr7SxYI+YwU/R9J4GluBnnJkPSBL2soW0cX4Tv58SwBPyLEkEnlgT+H6uI/7uN09eMwz98kuvUW3mlecbwkvAA+ZFcjQA8aHHBjLdKdyeEQne8XEPCQ/dKT5QT/tA/qUvbHTgX/HFnL6ySR7irdeH0ErWcUbz+heAR+6HPrslRh9JCvGwzw7FKDto+kU960KG1dzzTg5N9btejhFO8fgKMHjXILH+dgkD5upLwVLxgFI/khizUU6vohAyjmg++iW7KX7dAAZt9MuP09yWF3zjFzbveVs7MlCwVJ4O5NR89OuID4DHaXuTFhX1pw3T8wtss/WkalsBDlGL1niN+KZJIAgskSHMvwmPDFXSlroE53g3vSd2EPtkVNg7po/bJk+09UOwed8ZZPuoavovC1Axwr0GT+NzjBfgXHGF3a6xB39Qwean+3k0T92RjCOfv6uBNxMCuAF3OatoJl+NT/1KbnQJp+PnyShjk4LYOwsnpvnwP21D+s9NlB/6GPyxhYJyo8B9o1ea9zUQSP/hZ4LBPdkTvKPzPBrjIc+mieHwNirtyZ56B18ac6EAx/YcLuJyLPf2p46IZ7oO58M/uy5sYSTnciO4id7KxEW4D9bRffrE1tArv0ufqjs1hn9ZHYmdPDRq1l0ckB+2S79AewGesm35Km24GJbk39+F39AjHDXXXftkkHkyNieB3DNVx+VJ4d8m7mbxn2/2TtzsnJ8dH7JBAkn+mkmc9gv+oq8T11G10gq8YvMH3PMooY+NW7sn/GgH9DVvKBL8EeMxV7TaaeCG0vy6IwOUGqUJieA0gHO7hE+wrvPsVWW0ucgEHAGJmYIuuAuyRODtMmRUN6AGYhDYEAMoMnOyZSJI6gm3ATtUiyMAEUjKJlgUA2aCVoiAQ8EUgJRgRNFDShKhgiN+ifgpwRbBfCcc82x1ZZAlNARVO0Hggdl7ILJaMJhAsNNAE0eTob20bZOagpefU6ZQEk7hBU97sNj4gDKAW85VgwQfALDeKwvJgIHVJsCYfwV6E8w7pQTJQ/wllPPSZDxbTUnYzvrUmbejWRo4VlBnwVCK6CJY9UqQ8/RTq703zigBW2STlbgKHbtJKMULP5y3E1cE5wBARSosaKoOZ14wdG1DRavmvjKMggCEwoQGAdjiSfwOvDZKk/O+67g3X/IBwXKwUC/gK56jGnKRHFKCs2MgcDGllBORIbfnBGUoBGgXWKHAWL4ORYcAvOWfJANToJAyzhwAsiz9r1yZ2Wn+U1eKddos2LHOG0BOsk73jIKaOKwqzsNpCQBeRbgKSt4Ij94CBgLddZv8sR/Mqm+IEt9Dgcjhi5jKeEhuDMWAg64GDAg4OekO4yNcniETjqEMRcEM37GjxOEHzcB9Ib5g17BGL2JDuNuzN0XTNLFnBmrIJwBjp0VU4EQnYL3AnJJAAYqvU32BcfuOWx/htNOC7pYm/hV4Grec7Lhk2TKQaVXrBKqS+cA81NSh9HleDsYRWWBvhUk4S/ZL3FI9u240F/OveCOnjOW+kFXCZr1h4NrTicLnbVBpzPw6NK3QPBOrq3E0HHqzHrmhD6rRzfhjZU/fCWLZDMekiNODL0J6AzONCehxFTtOqdbzWfzTf/ivwDYfOYkAfbLPTaAziabaOKoZzfJgkDTmHDa4PL6K7kl/5IPyqhHb9EF9A/eSdoAdszzdbVw9/DuP+wnJ7Bko9v4kKNsfM0//aIrJJ7JKB4bR8DGRwt9BCS1zCv9DBddiFZ2mw4hd41PZ/zGO3QLvFqkME7uSS6AdtNod9ofc1wQygbTeRI7AX0kSA3MBX0zF0rUCzTd01aJS3KKr8ad3SrBaYcMIGt8CfMg/Hhv7tBfgTFj27LT3TefJMnYLnOXjAXmGfvTiiWZQSueKm9ctCV5Sd8DulmyKtl1jz2WuEIrIK98HraDPgzoQDsKJISz7z1zNh76aW6QyXwGNhGfzGW8m062sSX/q5zRD60Uw80v01e4kofZ9nVfl+RBP13Jz3HtiLfXTUP4r5rk4dOh2/wF+UXuS6DmQ3jG/yHfM7FHnsnkDLbJDBkyP/jsAndz39iadzOQ58/yy4yjttOP9c+ZrKnLN2sRiv7liyTv6qvbziS+gkWIgmV4yCC/A118QLEG3UFP0duBPuMJX664gC7ln/BhalMdvgV/pWSKYBZ+7diRqE3lBcFsOaCH+FfkXP0J9WPemzwxB+k0vjuAS6DLNgQlu/DA3AP4Za6xC5P/dAx9C4yvOSsBQu/SL+wf20LfBfQKfVqMQq/Q1ewPuw70wzFh6x79z88gf2RF/Bis9bvvTCbwmn+OB3xF9Y0du5Qcs3XsmrJsX8Bnmras+/MswWJ8jPsEdbXLtk2+WBDFq5I27Aj9R88GcyzZRbowu0cmJdTouuhn58lW4wgPHvF78r/IqPhmLi7V3tZZnMDm4lMgeW5+zWQSG8oPFn8A/WErLZCQDTZCAswiWrEfu2MO6qcYw/iSKXK3BcplG9gRNpkPH7CjbBbffALfiH5qNxX9IgYyl8mGmEBsKPFFP4mpAnPZ2JMXc3QCWsQ05JleKqZKFo29JCL9YPxvAq6U5LkIgQI/ARGhFGBSGDlWBJGDzoEXWHtGwQrOyy4bbEJt2xUnmINLYUo6GCBOD+G2CyHgKBpc7XEoDJbgfSqCypoUJjQ8AlaCQalyfrST02dCGGDBDcFjjAQUlBblFhhUytlgCpiASQg/oSZgPvIEZCBz6ChcAY56hITQ67PJ62wiMZTo4zgxJATHdm4TRxmBpMllUhFm5eEj/PgsyWTiuIdu/APaMnFluNEhUHFQxlb0ZDrVKetKyK2CahM/ChYYCcJu4mpHJpfRMsEZBZNoAifY5JyGBo8FndrjQKPLWNhmh86AXFnRkEjBBzATGgKRlEx1nCkYzrO+ZvDcpzQoKu0aX84zx4szKnjU95QumayPZIzTiMcUM6XAAWFQBU2cAdlzvIKLbKSItUuxc9ZL8lCacFtNYlTxdw2EZ3/MHQ4jB4HMmxcCITwzbsYTrySTXM/MuPElT8oyeOaQAKiAmlMq4McTuHJ8jL9yOaYCHnOHocZf42ZuMPjmFro4W+Y1J9BODfUF9uHUJ3MHneYWngYMorLoSDmbO4yGsYqflLP5Rf4B48WRNv8p6Al4gn58Rz/QL0ZRsEVup1MqgOeU0WMcZMAwcIhK7pXgoqOMcwE9Jwjt+AkYEll7eoPjk/wqn1HYFbzCH3pB0oqxolP1FwgsJdvIDMeGLsJHDoP23csxoC/JhPnJMag/dBL5DPBfGQmcVuTIofkJb/OSTpckab5LwJQg0i7AS3MATxhviUdzR/vmK5rMRTyeiX02hY60OkReBKCcJ2Ds6D/46GK4jEeB967Q+KOMOauMOZ1t0QaZyrk1Vut4me9TTkNrbphLdpKwe/CsK31k25jlIFTX3HTQUWRH3bn4IGFEXyfHeC5JR1869J/TzQFpbmTfCka0xdHUfoGXvkmaOPQZ3drAB2NEv+srpyUHdeUJ203WzFOJPnVLsJv7kitW4fTNmLPl+MQ26WtgbsKTbmIr2R38nGD8BUF0oDmwgjFnc9CdzCkjYJA8pK/YIDbL72mzjAEn3Tv8dCnZtcuALaXjzO9kDk5JBXNrJmLcz9lLrvgb9HD9lZBFn8TkBLwjx3wS9DaHKyOQc28mecw9uph8uCbbJWcEm/gVT8NjDuMBXe2ZxCgb1MISv2gNYOhttip+8QPYbsmg5r8xBsZf/0rY1a4znVvyYyY74cAvfWeLjH9At9FZcHK0AVkyFznw6WtzxnjQx2hp7jpHWziv48ymobFdPK471t2z19H+xMk2l+ihLzrYSYf510EuHfQ3XW/u282IdrbV/CfTfGxz2X3yhvd4WwKFPbCIYn7Tq/SK8aADAj6WRKX6/CXAl+M7myPu8fkEm3aZBemdxtR9YypAVw+dfD42QtKTfpxArsidw8LBBDjpGbvVzBd6mk1FP//Bfbj1jc7gg5N7fTEPJDM801dznfyTc7TQVRJe5iSess38X/aHvJvnElx8d7qlOEA9CwfpfPSiU5/pqXwJdKONLtE+P439o/8F+PQ9nQbYKAkXfo64RBnzDC5jqLx7Fkv4u9kSvo65lj3l19NTdjNoG50SDvhKF5qv/DfP9JVPwD9c9dAcg/UaDjyCM72pzBz/tY7f+EO3kVe2hg5CL19QXECXi1fpG3oQz/VZeXEWHzb7WHtTd+CJBA9+kAs2XuzXOJlz9KhYzdjiC/+GbpdwIht8NjGeBQz0SN6rx56w/e7zsZVTnr+Dh2SMbyUmMZ8lqcg6eszFYkCxAhkQH0mSmYvGovgmvpFdB7okNTyn+8kg3Px4/DBX2VT4LDSxP2yke2gn3+rx2Rz6kG0w/sbB2NPh6PKMvyBJ36JqNHU2zsZIvEW2tQe3emL+4mp2vASvumIz+klZNkwsx84YI7qLrcRX8kBPmx9suzHHX2UceKhvE8gK3GKECXwKeoMO8pzPYC6Zd+fJ68Rz0esbS/IgjKNOKVNiJkoOqkAHU01WzodADlMp5VbjCayg12BThAZJ4kFwwggRasyHCxB4ikw5YPIwDAyMSZLy2z28O7spIEcbugioiUrQGJZWLTlw+qDtBI+iSeBdBxxnk5xSNYgOAQrlYtKXcTSBBEwGXgJLkktwxMnXPmHN0cFDwkqYCaH+UkImZ/QIYgggoVeecwa3oDngqAtOGYl281DCVq5z0AirjK9JRLgpEHgoHICPMxAx4T/90z99twrJwOCbJFDA0RcEcB6mQtQ+Y0jBA8+0yVkwvoIOeASP6GVQOWjawDsTmLIreaduwGjr/xaQQf3Rzwkmo2DIM0YNGDcT1D2KioNDXt2byT1JKA4ChcdoyCTjqXLJMrlSv6QE/PjCiJMrgEc5U5QjQ0l2tV9SZVfw7j/kmUHwHO6ADJIF/TG3BGmUOadnjoFAB82SghQemZ3KnsHjeHCsC6rRhPfxm8NINkuaMYjmpPvkRPJDgMexopQlYdHFWOWAoxs+hgLdQUqQjOujsQMMpd8MBGPDgAky8DL9Yp4ZE7KJrxPwytydfTXXjJHxcggSyZA24DYOjS9c5pl+kEcgoOagMqgT6DDBF6cUjxhdY1HSulUBMl1/Z/2LXNNDcOTccjBXYJzwhRG1rV4yEs/pSXMvXcrpo0/NRYYLXnzknJCXCZwlSW3JeoBfjDyjz+EArs13+hmYJ+a0ccQjoG16kO7jgMCrbeNaUMzxNBbqB+SMw5CO6n5nZfGdPmdPjEdOaWXm2VxAl4Mjpl9sDZlJJ8/yXdP7nGT6gDybewB9+kCvCK7hbYtz+oCjwzGcegXPyZcy5i1dx7FqrsFNfuxQILvAGEnAcIA5L4J1Y0vm0hEcV7ZW0g9e7XBEBfPtqoIHzfojUaRtc02SjW4qKe65OQ3gmWDsObGcGjJGH3LE0Iw3AiZyggb9ZPc4pmxb+gY+7dNBbAmgRyRY6ZUAv9kDvGWzBCwrPfqvPfO07eTqk2n4yRh6G3v+wwS6Gd/wyDiSJckz5ekCeNhHIJChJ6f9dd+uTuXNLYCfAkP8LonpOTtq/uKNpAX5UJdssUHs4ky2ckYludmegD4QvLCfzUPP2A1yTU9nn9ynx7Uh8KYLtCUBwZYJKOgoDrIycATGS/sl+5TLLyjp1FjwcfSvOR8OZ+0Jnj3HN3gmeO6ZhTBgXuCbeU//tOou8BNIkafmq/GiI9gOtESPMx5fN/Ah0S54cBYoOFwXaF83DeG/bJKHPEnoGQf6gryYi3wpuoRdkKiXlKVrzWmy4Z5nbKBn6pNTeoDfhf/kiU/Id1OWvwzch1sbnqkvFpgLRPVrPWufnlfXohZ64W28kwMyxNdFCz96BeXoAj4B31p5co0eOOHn36jP/8AbNAP0syf4YT6zq/CxCXjA70ZPv5XJBrOZfmuT7+4andqALx8+epNl8wJ/1EEjfpF/NkKbzvQPPHAD5dke5RzKZYvwUXn3jCWeNv/JtRiKvgu0nz+lDYf6YjaAf3hF30pEwYtH+6B+9ZztkNSmh/L/e3beGS6LkdpPXxkTtgSf5mIy/WMs4okxNQdANDkHdKmy+sXW6Jsz/AE+kxVtoSE/hv3Cb+OLv/nM7Ik24Tbm+BjPlOdDq6N8fES3PmrbWGtLWXO3cdQvesAzctX41S8yaRzxWj18URfN2iO3cOiLdvVZWboXD7SLdr4KeqMZDviqqxxa2Xg+ikMCJnri23pGn3rmHhyO5jmZRxcbw18CeKK/yuEjGskhcJ9OkjdAF37rk3lsLPC+59qAnx7Bn4BvoE7zCR8d6tJZeOy5M/2Wfqj+qc83kuSpkxjGWRcUMWolYCgLTl6BASZa4RdMU06ElqNKQUzAsJxKTo7kS4wlHBIfhCigmAmOLLr2yvyaVJxGTsVdd/+bwupQXJwZNBBOtDPGklKy8FbyKBgBsJWM6UBRiBw3AXPGJLwCGEFjIIiGV6KDMATqWrFYDRn+oUcbggTOl8kB0MoBFTwT3t4RbkeC8QCcPkGSRACe6wO8KS9l4hHFIBhFo8AAmLQCfXWB9vGwxAi+CKIELHZEmGTGkFBHg3oMmIyrcQEZDdfGn/Li3JIXDjQa0G5CAnIiwaFMEH4TWICzBRy/dcVTPU4AfnLCSj7gA35aoREYSLBJNNippE7t4YEEABrJm104nPB4gg79m310Dw84+JKMAWMvySaYJc9lgLecYoFQSaCSffAYf4kj/HHNsTUHKEWQXHKK0cxgmoec4LnCLaiTeZYIiO8CHPKSgq</description>
            <category>Agenda</category>
            <pubDate>Mon, 18 Oct 2021 23:45:00 GMT</pubDate>
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        </item>
        <item>
            <title>T3. Psicosis</title>
            <link>http://virtual.ccu.mxclaroline/calendar/agenda.php?cidReq=PS844&amp;amp;l#item4</link>
            <description>&lt;p&gt;La actividad será la siguiente: &lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;Ver la película &quot;El Maquinista&quot; &lt;/li&gt;
&lt;li&gt;Realizar un ensayo analítico de la película (desde una perspectiva psicológica) y finalizarlo con el DX del px&lt;/li&gt;
&lt;li&gt;En un documento aparte, elaborar un reporte psicológico del px, mismo que mencione los criterios diagnósticos de dicho DX (tomando con guía el DSM-5)&lt;/li&gt;
&lt;li&gt;Por último, realice una sugerencia de TX para dicho px, &lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;!-- content: html tiny_mce --&gt;
&lt;p&gt; &lt;/p&gt;</description>
            <category>Agenda</category>
            <pubDate>Mon, 11 Oct 2021 23:45:00 GMT</pubDate>
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