<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-1723217057640645236</id><updated>2012-02-29T18:11:33.681-08:00</updated><title type='text'>Cátedra de Producción Gráfica - ECI, UNC</title><subtitle type='html'>Bienvenidos al espacio virtual de la Cátedra de Producción Gráfica - 2011. Encontrarás información importante acerca del cursado de la materia, además de lecturas complementarias y artículos de opinión. ¡A navegar!</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://producciongraficaunc.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://producciongraficaunc.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Cátedra de Producción Gráfica</name><uri>http://www.blogger.com/profile/03682878427223812221</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='16' src='http://3.bp.blogspot.com/-j3HKSsI1aqE/TaTEb8MVmjI/AAAAAAAAAAY/RJCu84XJG7g/s220/eci.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>28</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-1723217057640645236.post-7523722680329138562</id><published>2011-11-16T14:34:00.000-08:00</published><updated>2011-11-16T14:36:24.103-08:00</updated><title type='text'>Firma de libretas</title><content type='html'>&lt;span class="Apple-style-span" style="color: red;"&gt;&lt;b&gt;¡Saludos! &lt;/b&gt;&lt;/span&gt;Les informamos que mañana jueves 17 se realizará la&lt;b&gt;&lt;span class="Apple-style-span" style="color: red;"&gt; &lt;/span&gt;firma de libretas&lt;/b&gt;, en el horario de 18.00 hs. a 20.00 hs., en el Aula D la Memoria. Esto es importante para los alumnos, pues por medio de la firma queda asentada la condición &amp;nbsp;de cada quien en la materia. &lt;br /&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: red;"&gt;¡Los esperamos!&lt;/span&gt;&lt;/b&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1723217057640645236-7523722680329138562?l=producciongraficaunc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://producciongraficaunc.blogspot.com/feeds/7523722680329138562/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/11/firma-de-libretas.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/7523722680329138562'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/7523722680329138562'/><link rel='alternate' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/11/firma-de-libretas.html' title='Firma de libretas'/><author><name>Cátedra de Producción Gráfica</name><uri>http://www.blogger.com/profile/03682878427223812221</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='16' src='http://3.bp.blogspot.com/-j3HKSsI1aqE/TaTEb8MVmjI/AAAAAAAAAAY/RJCu84XJG7g/s220/eci.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1723217057640645236.post-3092314629071629879</id><published>2011-11-08T05:10:00.000-08:00</published><updated>2011-11-08T05:10:49.335-08:00</updated><title type='text'>Devolución de correcciones de Trabajos Finales</title><content type='html'>Les informamos que el próximo jueves 10 de noviembre los integrantes de la Cátedra haremos la devolución de las correcciones de los Trabajos Finales (Fundamentación y Bocetos) en el horario de 18:00 a 20:00 hs. en el aula D la Memoria.&lt;br /&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: red;"&gt;¡Los esperamos!&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1723217057640645236-3092314629071629879?l=producciongraficaunc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://producciongraficaunc.blogspot.com/feeds/3092314629071629879/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/11/devolucion-de-correcciones-de-trabajos.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/3092314629071629879'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/3092314629071629879'/><link rel='alternate' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/11/devolucion-de-correcciones-de-trabajos.html' title='Devolución de correcciones de Trabajos Finales'/><author><name>Cátedra de Producción Gráfica</name><uri>http://www.blogger.com/profile/03682878427223812221</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='16' src='http://3.bp.blogspot.com/-j3HKSsI1aqE/TaTEb8MVmjI/AAAAAAAAAAY/RJCu84XJG7g/s220/eci.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1723217057640645236.post-6269464844087255207</id><published>2011-11-02T19:17:00.000-07:00</published><updated>2011-11-08T05:15:37.821-08:00</updated><title type='text'>Recepción de Trabajos Finales</title><content type='html'>¡Saludos! Les comunicamos que mañana, jueves 3 de Noviembre, la cátedra estará recibiendo&lt;b&gt; la segunda entrega de&amp;nbsp;Trabajos Finales.&lt;/b&gt; El horario en el que podrá realizarse es de 18 a 21 hs, en el Aula D la Memoria. &lt;br /&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: red;"&gt;¡Los esperamos!&lt;/span&gt;&lt;/b&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1723217057640645236-6269464844087255207?l=producciongraficaunc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://producciongraficaunc.blogspot.com/feeds/6269464844087255207/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/11/recepcion-de-trabajos-finales.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/6269464844087255207'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/6269464844087255207'/><link rel='alternate' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/11/recepcion-de-trabajos-finales.html' title='Recepción de Trabajos Finales'/><author><name>Cátedra de Producción Gráfica</name><uri>http://www.blogger.com/profile/03682878427223812221</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='16' src='http://3.bp.blogspot.com/-j3HKSsI1aqE/TaTEb8MVmjI/AAAAAAAAAAY/RJCu84XJG7g/s220/eci.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1723217057640645236.post-7247756465660652251</id><published>2011-10-27T10:29:00.000-07:00</published><updated>2011-10-27T10:41:50.804-07:00</updated><title type='text'>Materiales a partir de la clase del 20 de Octubre</title><content type='html'>&lt;b&gt;&lt;span class="Apple-style-span" style="color: red;"&gt;¡Saludos!&lt;/span&gt;&lt;/b&gt; Aquí les dejamos material y contenidos para trabajar a partir de la clase del jueves 20, en la que nos visitaron comunicadores sociales de la agencia de comunicación Usina Creativa.&lt;br /&gt;&lt;br /&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: red;"&gt;1.&lt;/span&gt;&lt;/b&gt; Consignas del trabajo práctico nº 6. Sobre la fecha de entrega, la profe Mariana aclara: "H&lt;span class="Apple-style-span" style="background-color: white;"&gt;&lt;span class="Apple-style-span"&gt;&lt;span class="Apple-style-span" style="font-family: inherit;"&gt;&lt;span class="Apple-style-span" style="line-height: 17px;"&gt;ay dos fechas; una es hoy y la otra el jueves que viene. Se puede entregar el jueves el práctico 6 que es parte del trabajo final. E&lt;/span&gt;&lt;/span&gt;&lt;span class="Apple-style-span" style="font-family: inherit;"&gt;&lt;span class="Apple-style-span" style="line-height: 17px;"&gt;stá todo unido".&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="background-color: white;"&gt;&lt;span class="Apple-style-span" style="color: #222222; font-family: monospace; font-size: x-small;"&gt;&lt;span class="Apple-style-span" style="line-height: 19px;"&gt;&lt;bloggerarchives&gt;&lt;/bloggerarchives&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: #222222; font-family: monospace; font-size: x-small;"&gt;&lt;span class="Apple-style-span" style="line-height: 19px;"&gt;&lt;a href="http://es.scribd.com/doc/70534510/TP-N%C2%BA-6-Impresion-y-encuadernacion" style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View TP Nº 6 Impresión y encuadernación on Scribd"&gt;TP Nº 6 Impresión y encuadernación&lt;/a&gt;&lt;iframe class="scribd_iframe_embed" data-aspect-ratio="0.772727272727273" data-auto-height="true" frameborder="0" height="600" id="doc_58992" scrolling="no" src="http://www.scribd.com/embeds/70534510/content?start_page=1&amp;amp;view_mode=list&amp;amp;access_key=key-8z83osfpgrc68cr1obv" width="100%"&gt;&lt;/iframe&gt;&lt;script type="text/javascript"&gt;(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://www.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(scribd, s); })();&lt;/script&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: #222222; font-family: monospace; font-size: x-small;"&gt;&lt;span class="Apple-style-span" style="line-height: 19px;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="background-color: white; line-height: 19px;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: red;"&gt;2.&lt;/span&gt;&lt;/b&gt;&lt;span class="Apple-style-span" style="color: #222222;"&gt; Contenidos para realizar el TP nº 6.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="background-color: white;"&gt;&lt;span class="Apple-style-span" style="color: #222222; font-family: monospace; font-size: x-small;"&gt;&lt;span class="Apple-style-span" style="line-height: 19px;"&gt;&lt;bloggerarchives&gt;&lt;/bloggerarchives&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: #222222; font-family: monospace; font-size: x-small;"&gt;&lt;span class="Apple-style-span" style="line-height: 19px;"&gt;&lt;a href="http://es.scribd.com/doc/70534609/TP-N%C2%BA-6-Impresion" style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View TP Nº 6 Impresión on Scribd"&gt;TP Nº 6 Impresión&lt;/a&gt;&lt;iframe class="scribd_iframe_embed" data-aspect-ratio="1.2938689217759" data-auto-height="true" frameborder="0" height="600" id="doc_89459" scrolling="no" src="http://www.scribd.com/embeds/70534609/content?start_page=1&amp;amp;view_mode=slideshow&amp;amp;access_key=key-2bn4xhf8au3svtp50fwh" width="100%"&gt;&lt;/iframe&gt;&lt;script type="text/javascript"&gt;(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://www.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(scribd, s); })();&lt;/script&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: #222222; font-family: monospace; font-size: x-small;"&gt;&lt;span class="Apple-style-span" style="line-height: 19px;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="line-height: 19px;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: red;"&gt;3.&lt;/span&gt;&lt;/b&gt;&lt;span class="Apple-style-span" style="color: #222222;"&gt; Datos útiles sobre los distintos sistemas de impresión.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="background-color: white;"&gt;&lt;span class="Apple-style-span" style="color: #222222; font-family: monospace; font-size: x-small;"&gt;&lt;span class="Apple-style-span" style="line-height: 19px;"&gt;&lt;bloggerarchives&gt;&lt;/bloggerarchives&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: #222222; font-family: monospace; font-size: x-small;"&gt;&lt;span class="Apple-style-span" style="line-height: 19px;"&gt;&lt;a href="http://es.scribd.com/doc/70534334/cuadrosistemasdeimpresion" style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View cuadrosistemasdeimpresion on Scribd"&gt;cuadrosistemasdeimpresion&lt;/a&gt;&lt;iframe class="scribd_iframe_embed" data-aspect-ratio="1.4199535962877" data-auto-height="true" frameborder="0" height="600" id="doc_24815" scrolling="no" src="http://www.scribd.com/embeds/70534334/content?start_page=1&amp;amp;view_mode=list&amp;amp;access_key=key-25sq97i22dqd42z5jf6f" width="100%"&gt;&lt;/iframe&gt;&lt;script type="text/javascript"&gt;(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://www.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(scribd, s); })();&lt;/script&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: #222222; font-family: monospace; font-size: x-small;"&gt;&lt;span class="Apple-style-span" style="line-height: 19px;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="line-height: 19px;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: red;"&gt;4.&lt;/span&gt;&lt;/b&gt;&lt;span class="Apple-style-span" style="color: #222222;"&gt; Información sobre cómo preparar un archivo, de acuerdo al destino que&amp;nbsp;queramos&amp;nbsp;darle al producto.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="background-color: white; color: #222222; font-family: monospace; font-size: 13px; line-height: 19px;"&gt;&lt;bloggerarchives&gt;&lt;br /&gt;&lt;a href="http://es.scribd.com/doc/70534255/como-preparar-un-archivo" style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View cómo preparar un archivo on Scribd"&gt;cómo preparar un archivo&lt;/a&gt;&lt;iframe class="scribd_iframe_embed" data-aspect-ratio="0.772727272727273" data-auto-height="true" frameborder="0" height="600" id="doc_75218" scrolling="no" src="http://www.scribd.com/embeds/70534255/content?start_page=1&amp;amp;view_mode=list&amp;amp;access_key=key-1uywl5a0tw9urihkq1sv" width="100%"&gt;&lt;/iframe&gt;&lt;script type="text/javascript"&gt;(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://www.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(scribd, s); })();&lt;/script&gt;&lt;/bloggerarchives&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="line-height: 19px;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: red;"&gt;5.&lt;/span&gt;&lt;/b&gt;&lt;span class="Apple-style-span" style="color: #222222;"&gt; Datos útiles sobre cómo pedir un presupuesto acorde al producto realizado.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="background-color: white; color: #222222; font-family: monospace; font-size: 13px; line-height: 19px;"&gt;&lt;bloggerarchives&gt;&lt;br /&gt;&lt;a href="http://es.scribd.com/doc/70534153/como-pedir-un-presupuesto" style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View cómo pedir un presupuesto on Scribd"&gt;cómo pedir un presupuesto&lt;/a&gt;&lt;iframe class="scribd_iframe_embed" data-aspect-ratio="0.772727272727273" data-auto-height="true" frameborder="0" height="600" id="doc_14270" scrolling="no" src="http://www.scribd.com/embeds/70534153/content?start_page=1&amp;amp;view_mode=list&amp;amp;access_key=key-2g5jqyjy5on3e61ewml6" width="100%"&gt;&lt;/iframe&gt;&lt;script type="text/javascript"&gt;(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://www.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(scribd, s); })();&lt;/script&gt;&lt;/bloggerarchives&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: #222222;"&gt;&lt;span class="Apple-style-span" style="line-height: 19px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="line-height: 19px;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: red;"&gt;¡Éxitos! Nos vemos en clase.&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1723217057640645236-7247756465660652251?l=producciongraficaunc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://producciongraficaunc.blogspot.com/feeds/7247756465660652251/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/10/materiales-partir-de-la-clase-del-20-de.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/7247756465660652251'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/7247756465660652251'/><link rel='alternate' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/10/materiales-partir-de-la-clase-del-20-de.html' title='Materiales a partir de la clase del 20 de Octubre'/><author><name>Cátedra de Producción Gráfica</name><uri>http://www.blogger.com/profile/03682878427223812221</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='16' src='http://3.bp.blogspot.com/-j3HKSsI1aqE/TaTEb8MVmjI/AAAAAAAAAAY/RJCu84XJG7g/s220/eci.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1723217057640645236.post-4199485146127546750</id><published>2011-10-26T15:08:00.000-07:00</published><updated>2011-11-08T04:58:32.307-08:00</updated><title type='text'>Recuperatorio, Trabajos Finales y consultas</title><content type='html'>&lt;span class="Apple-style-span" style="font-family: inherit;"&gt;Les informamos que la clase de mañana, jueves 27 de octubre, estará dedicada a la toma del &lt;b&gt;recuperatorio&lt;/b&gt;, en el horario de &amp;nbsp;las &lt;b&gt;19.00 hs&lt;/b&gt;.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="font-family: inherit;"&gt;Por otra parte, a partir de las &lt;b&gt;20:15 hs.&lt;/b&gt; se recibirán las &lt;b&gt;primeras entregas del Trabajo Final,&lt;/b&gt; y quienes lo deseen podrán realizar &lt;b&gt;consultas&lt;/b&gt; sobre el tema.&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="font-family: inherit;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: red; font-family: inherit;"&gt;¡Los esperamos!&lt;/span&gt;&lt;/b&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1723217057640645236-4199485146127546750?l=producciongraficaunc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://producciongraficaunc.blogspot.com/feeds/4199485146127546750/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/10/recuperatorio-y-consultas.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/4199485146127546750'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/4199485146127546750'/><link rel='alternate' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/10/recuperatorio-y-consultas.html' title='Recuperatorio, Trabajos Finales y consultas'/><author><name>Cátedra de Producción Gráfica</name><uri>http://www.blogger.com/profile/03682878427223812221</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='16' src='http://3.bp.blogspot.com/-j3HKSsI1aqE/TaTEb8MVmjI/AAAAAAAAAAY/RJCu84XJG7g/s220/eci.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1723217057640645236.post-3769285609204376777</id><published>2011-10-19T15:10:00.000-07:00</published><updated>2011-10-19T15:11:31.048-07:00</updated><title type='text'>Actividades del jueves 20</title><content type='html'>&lt;span class="Apple-style-span" style="font-family: inherit; line-height: 17px;"&gt;&lt;b&gt;¡Saludos! Aquí les pasamos las actividades que tendremos la próxima clase.&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="background-color: white; line-height: 17px;"&gt;&lt;b style="font-weight: bold; line-height: 17px;"&gt;Jueves 20 de octubre.&amp;nbsp;&lt;/b&gt;Nos visitan jóvenes comunicadores sociales de la empresa USINA CREATIVA, agencia de comunicación. Nos contarán su experiencia en la producción de materiales gráficos. Esta es una oportunidad interesante para conocer la realidad del mercado laboral como así también las tendencias y necesidades técnicas del mercado. Preparen preguntas y aprovechen su experiencia.&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="background-color: white; font-family: inherit;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="line-height: 17px;"&gt;&lt;span class="Apple-style-span" style="font-family: inherit;"&gt;&amp;nbsp;Entre los servicios que brindan, se puede mencionar los siguientes:&lt;/span&gt;&lt;/div&gt;&lt;span class="ecxApple-style-span" style="font-family: inherit; line-height: normal;"&gt;&lt;span style="color: black; font-weight: bold; line-height: 17px;"&gt;PRODUCCIÓN&lt;/span&gt;&lt;span style="color: black; line-height: 17px;"&gt;&lt;br style="line-height: 17px;" /&gt;•Edición y producción de contenidos.&lt;br style="line-height: 17px;" /&gt;•Redacción creativa publicitaria.&lt;br style="line-height: 17px;" /&gt;•Cobertura periodística y fotográfica.&lt;br style="line-height: 17px;" /&gt;•Audiovisuales y fotografía publicitaria.&lt;br style="line-height: 17px;" /&gt;•Formación en prensa para organizaciones.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="line-height: 17px;"&gt;&lt;span class="ecxApple-style-span" style="line-height: 17px;"&gt;&lt;span class="ecxApple-style-span" style="font-family: inherit; line-height: normal;"&gt;•Producción integral de publicaciones.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span class="ecxApple-style-span" style="font-family: inherit; line-height: normal;"&gt;&lt;span style="color: black; font-weight: bold; line-height: 17px;"&gt;DISEÑO&lt;/span&gt;&lt;span style="color: black; line-height: 17px;"&gt;&lt;br style="line-height: 17px;" /&gt;•Diseño gráfico y publicitario.&lt;br style="line-height: 17px;" /&gt;•Diseño y programación web.&lt;br style="line-height: 17px;" /&gt;•Papelería institucional.&lt;br style="line-height: 17px;" /&gt;•&lt;/span&gt;&lt;span style="color: black; line-height: 17px;"&gt;Mailings&lt;/span&gt;&lt;span style="color: black; line-height: 17px;"&gt;&amp;nbsp;y campañas virtuales.&lt;br style="line-height: 17px;" /&gt;•&lt;/span&gt;&lt;span style="color: black; line-height: 17px;"&gt;Brochures&lt;/span&gt;&lt;span style="color: black; line-height: 17px;"&gt;&amp;nbsp;corporativos.&lt;br style="line-height: 17px;" /&gt;•&lt;/span&gt;&lt;span style="color: black; line-height: 17px;"&gt;Señalética&lt;/span&gt;&lt;span style="color: black; line-height: 17px;"&gt;&amp;nbsp;y afiches.&lt;/span&gt;&lt;span style="color: black; font-weight: bold; line-height: 17px;"&gt;IMPRESIÓN&lt;/span&gt;&lt;span style="color: black; line-height: 17px;"&gt;&lt;br style="line-height: 17px;" /&gt;•Offset&amp;nbsp;&lt;/span&gt;&lt;span style="color: black; line-height: 17px;"&gt;fotocromo&lt;/span&gt;&lt;span style="color: black; line-height: 17px;"&gt;.&lt;br style="line-height: 17px;" /&gt;•Asesoramiento y gestión de imprenta.&lt;br style="line-height: 17px;" /&gt;•Impresión digital en baja tirada.&lt;br style="line-height: 17px;" /&gt;•Encuadernaciones y terminación.&lt;br style="line-height: 17px;" /&gt;•&lt;/span&gt;&lt;span style="color: black; line-height: 17px;"&gt;Cartelería&lt;/span&gt;&lt;span style="color: black; line-height: 17px;"&gt;&amp;nbsp;y exteriores.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="line-height: 17px;"&gt;&lt;span class="ecxApple-style-span" style="font-family: inherit; line-height: normal;"&gt;&lt;span style="color: black; line-height: 17px;"&gt;•&lt;/span&gt;&lt;span style="color: black; line-height: 17px;"&gt;Gigantografías&lt;/span&gt;&lt;span style="color: black; line-height: 17px;"&gt;&amp;nbsp;y gráfica vehicular.&lt;/span&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style="line-height: 17px;"&gt;&lt;span class="ecxApple-style-span" style="color: red; font-family: inherit; line-height: normal;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="color: red; font-family: inherit;"&gt;&lt;b&gt;¡Nos vemos el jueves!&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1723217057640645236-3769285609204376777?l=producciongraficaunc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://producciongraficaunc.blogspot.com/feeds/3769285609204376777/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/10/actividades-del-jueves-20.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/3769285609204376777'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/3769285609204376777'/><link rel='alternate' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/10/actividades-del-jueves-20.html' title='Actividades del jueves 20'/><author><name>Cátedra de Producción Gráfica</name><uri>http://www.blogger.com/profile/03682878427223812221</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='16' src='http://3.bp.blogspot.com/-j3HKSsI1aqE/TaTEb8MVmjI/AAAAAAAAAAY/RJCu84XJG7g/s220/eci.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1723217057640645236.post-5497096752648574202</id><published>2011-10-12T18:29:00.000-07:00</published><updated>2011-10-12T18:45:34.221-07:00</updated><title type='text'>Organización para el Parcial del 13 de octubre</title><content type='html'>Estimados alumnos&lt;br /&gt;&lt;br /&gt;Para una mejor organización en la toma del Parcial haremos dos grupos:&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Los estudiantes con apellido de la letra A hasta la I, a las 18:00 hs.&lt;/li&gt;&lt;li&gt;Los estudiantes con apellido de la letra J hasta la Z, a las 19:15 hs.&lt;/li&gt;&lt;/ul&gt;&lt;br /&gt;Los esperamos en el aula "D la memoria".&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1723217057640645236-5497096752648574202?l=producciongraficaunc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://producciongraficaunc.blogspot.com/feeds/5497096752648574202/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/10/organizacion-para-el-parcial-del-13-de.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/5497096752648574202'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/5497096752648574202'/><link rel='alternate' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/10/organizacion-para-el-parcial-del-13-de.html' title='Organización para el Parcial del 13 de octubre'/><author><name>Cátedra de Producción Gráfica</name><uri>http://www.blogger.com/profile/03682878427223812221</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='16' src='http://3.bp.blogspot.com/-j3HKSsI1aqE/TaTEb8MVmjI/AAAAAAAAAAY/RJCu84XJG7g/s220/eci.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1723217057640645236.post-4796091471248564672</id><published>2011-10-10T18:17:00.000-07:00</published><updated>2011-10-16T06:40:45.795-07:00</updated><title type='text'>TP Nº 5, material y datos</title><content type='html'>&lt;span class="Apple-style-span" style="font-family: inherit;"&gt;¡Saludos! Hoy les acercamos material para realizar el Práctico Nº 5 sobre infografía e imagen, y algunos datos de interés.&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="font-family: inherit;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="font-family: inherit;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: red;"&gt;1.&lt;/span&gt; Consignas&lt;/b&gt;. Fecha de entrega: 13/10, vía mail.&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="background-color: white; color: #222222; font-family: monospace; font-size: 13px; line-height: 19px;"&gt;&lt;a href="http://es.scribd.com/doc/68271619/TP-N%C2%BA-5-IMAGEN-INFOGRAFIA" style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View TP Nº 5 IMAGEN - INFOGRAFÍA on Scribd"&gt;TP Nº 5 IMAGEN - INFOGRAFÍA&lt;/a&gt;&lt;iframe class="scribd_iframe_embed" data-aspect-ratio="0.772727272727273" data-auto-height="true" frameborder="0" height="600" id="doc_89417" scrolling="no" src="http://www.scribd.com/embeds/68271619/content?start_page=1&amp;amp;view_mode=list&amp;amp;access_key=key-ey9pwj67q8yj7tmntpf" width="100%"&gt;&lt;/iframe&gt;&lt;script type="text/javascript"&gt;(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://www.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(scribd, s); })();&lt;/script&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="background-color: white; color: #222222; font-family: inherit; font-size: 13px; line-height: 19px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="background-color: white; line-height: 19px;"&gt;&lt;span class="Apple-style-span" style="font-family: inherit;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: red;"&gt;2.&lt;/span&gt;&lt;/b&gt;&lt;span class="Apple-style-span" style="color: #222222;"&gt; &lt;b&gt;Nociones de Infografía&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;bloggerarchives style="color: #222222; font-size: 13px;"&gt;&lt;span class="Apple-style-span" style="font-family: inherit;"&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;a href="http://es.scribd.com/doc/68274035/Algunos-Conceptos-Sobre-Infografia" style="display: block; font-family: Helvetica, Arial, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin-bottom: 6px; margin-left: auto; margin-right: auto; margin-top: 12px; text-decoration: underline;" title="View Algunos Conceptos Sobre Infografia on Scribd"&gt;Algunos Conceptos Sobre Infografía&lt;/a&gt;&lt;span class="Apple-style-span" style="font-family: monospace;"&gt;&lt;iframe class="scribd_iframe_embed" data-aspect-ratio="" data-auto-height="true" frameborder="0" height="600" id="doc_17100" scrolling="no" src="http://www.scribd.com/embeds/68274035/content?start_page=1&amp;amp;view_mode=list&amp;amp;access_key=key-mlfm74lk3ukxz0fp7vz" width="100%"&gt;&lt;/iframe&gt;&lt;/span&gt;&lt;/bloggerarchives&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="background-color: white; font-family: monospace; line-height: 19px;"&gt;&lt;bloggerarchives style="color: #222222; font-size: 13px;"&gt;&lt;br /&gt;&lt;/bloggerarchives&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="background-color: white; font-family: inherit;"&gt;&lt;bloggerarchives&gt;&lt;span class="Apple-style-span" style="line-height: 19px;"&gt;&lt;span class="Apple-style-span" style="color: red;"&gt;3.&lt;/span&gt;&lt;span class="Apple-style-span" style="color: #222222;"&gt; Les pasamos dos links de interés relacionados con &lt;/span&gt;&lt;b style="color: #222222;"&gt;Juan Colombato&lt;/b&gt;&lt;span class="Apple-style-span" style="color: #222222;"&gt;, infografista que nos acompañó la clase pasada.&lt;/span&gt;&lt;/span&gt;&lt;/bloggerarchives&gt;&lt;/span&gt;&lt;br /&gt;&lt;ul&gt;&lt;li&gt;&lt;span class="Apple-style-span" style="background-color: white; font-family: inherit;"&gt;&lt;span class="Apple-style-span" style="line-height: 19px;"&gt;&lt;span class="Apple-style-span" style="color: #222222;"&gt;Link a &lt;/span&gt;los &lt;span class="Apple-style-span" style="color: red; font-weight: bold;"&gt;&lt;a href="http://www.lavoz.com.ar/infografias"&gt;trabajos de Colombato en La Voz del Interior&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span class="Apple-style-span" style="background-color: white; font-family: inherit;"&gt;&lt;span class="Apple-style-span" style="line-height: 19px;"&gt;&lt;span class="Apple-style-span" style="color: #222222;"&gt;Link a la &lt;/span&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: red;"&gt;&lt;a href="http://zavekainfografica.blogspot.com/"&gt;página web de Juan Colombato&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="background-color: white; font-family: inherit;"&gt;&lt;span class="Apple-style-span" style="line-height: 19px;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: red;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="background-color: white; font-family: inherit;"&gt;&lt;span class="Apple-style-span" style="line-height: 19px;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: red;"&gt;¡Nos vemos el jueves! Éxitos en el parcial.&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1723217057640645236-4796091471248564672?l=producciongraficaunc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://producciongraficaunc.blogspot.com/feeds/4796091471248564672/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/10/tp-5-material-y-datos.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/4796091471248564672'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/4796091471248564672'/><link rel='alternate' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/10/tp-5-material-y-datos.html' title='TP Nº 5, material y datos'/><author><name>Cátedra de Producción Gráfica</name><uri>http://www.blogger.com/profile/03682878427223812221</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='16' src='http://3.bp.blogspot.com/-j3HKSsI1aqE/TaTEb8MVmjI/AAAAAAAAAAY/RJCu84XJG7g/s220/eci.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1723217057640645236.post-3465966561300199226</id><published>2011-10-02T10:58:00.000-07:00</published><updated>2011-10-16T06:48:16.774-07:00</updated><title type='text'>Datos de clase, información y TP Nº 4</title><content type='html'>&lt;span class="Apple-style-span" style="font-family: inherit;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #351c75;"&gt;&lt;span class="Apple-style-span" style="font-size: large;"&gt;¡SALUDOS!&lt;/span&gt; &lt;/span&gt;&lt;/b&gt;En esta ocasión les acercamos diversos datos, elementos y contenidos para trabajar.&amp;nbsp;Comencemos con&lt;/span&gt;&amp;nbsp;la agenda:&lt;br /&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: #351c75;"&gt;&lt;span class="Apple-style-span" style="font-family: inherit; font-size: large;"&gt;&lt;b&gt;A)&lt;/b&gt;&amp;nbsp;&lt;/span&gt;&lt;span class="Apple-style-span" style="font-family: inherit; font-size: large; font-weight: bold;"&gt;DATOS IMPORTANTES SOBRE LA CLASE QUE VIENE (6/10)&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;b&gt;1.&lt;/b&gt; &lt;b&gt;Intercambio de horarios:&lt;/b&gt; excepcionalmente, el día jueves 6 tendremos el teórico a las 18.00 hs., y el práctico a las 20.00 hs.&lt;br /&gt;&lt;b&gt;2.&lt;/b&gt;&amp;nbsp;Dicha clase del jueves 6 nos acompañará &lt;b&gt;Juan Colombato&lt;/b&gt;, infografista de La Voz del Interior, quien compartirá su conocimiento con nosotros. Aquí les pasamos un link a un &lt;b&gt;.pdf&lt;/b&gt; donde están los temas que Juan tocará en clase. Para verlo, hacer&amp;nbsp;&lt;b&gt;&lt;u&gt;&lt;a href="http://www.slideshare.net/zaveka/charla-catedrainfografia"&gt;&lt;span class="Apple-style-span" style="color: red;"&gt;click aquí&lt;/span&gt;&lt;/a&gt;&lt;/u&gt;&lt;/b&gt;.&lt;br /&gt;&lt;span class="Apple-style-span" style="background-color: white; line-height: 19px; white-space: nowrap;"&gt;&lt;b&gt;Juan Colombato&lt;/b&gt; es diseñador gráfico, ilustrador, periodista visual e infografísta, entre otras cosas.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="font-family: inherit;"&gt;&lt;span class="Apple-style-span" style="background-color: white; line-height: 19px; white-space: nowrap;"&gt;Recientemente fue reconocido con el premio &lt;b&gt;Adepa&lt;/b&gt; (ver &lt;b&gt;&lt;u&gt;&lt;a href="http://archivo.lavoz.com.ar/09/12/03/secciones/economia/nota.asp?nota_id=572838"&gt;&lt;span class="Apple-style-span" style="color: red;"&gt;nota&lt;/span&gt; &lt;/a&gt;&lt;/u&gt;&lt;/b&gt;en La Voz).&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="font-family: inherit;"&gt;&lt;span class="Apple-style-span" style="background-color: white; line-height: 19px; white-space: nowrap;"&gt;Quienes deseen echar un vistazo a algunos de&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span class="Apple-style-span" style="background-color: white; line-height: 19px; white-space: nowrap;"&gt;sus admirables trabajos, pueden hacerlo&amp;nbsp;&lt;/span&gt;&lt;span class="Apple-style-span" style="background-color: white; line-height: 19px; white-space: nowrap;"&gt;haciendo&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="background-color: white; line-height: 19px; white-space: nowrap;"&gt;click &lt;b&gt;&lt;u&gt;&lt;a href="http://infografistas.blogspot.com/2010/01/lo-que-enviarias-malofiej-xii-la-voz.html"&gt;&lt;span class="Apple-style-span" style="color: red;"&gt;aquí&lt;/span&gt;&lt;/a&gt;&lt;/u&gt;&lt;/b&gt;.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="background-color: white; line-height: 19px; white-space: nowrap;"&gt;Además, pueden encontrar sobre Juan Colombato en el apunte de cátedra, específicamente en&amp;nbsp;&lt;/span&gt;&lt;span class="Apple-style-span" style="background-color: white; line-height: 19px; white-space: nowrap;"&gt;el&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="background-color: white; line-height: 19px; white-space: nowrap;"&gt;texto&amp;nbsp;&lt;/span&gt;&lt;span class="Apple-style-span" style="background-color: white; line-height: 19px; white-space: nowrap;"&gt;&lt;b&gt;"Artificium. Nuevos escenarios en comunicación y diseño editorial"&lt;/b&gt;. Allí, en el primer capítulo,&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="background-color: white; line-height: 19px; white-space: nowrap;"&gt;se&amp;nbsp;&lt;/span&gt;&lt;span class="Apple-style-span" style="background-color: white; line-height: 19px; white-space: nowrap;"&gt;presentan&amp;nbsp;&lt;/span&gt;&lt;span class="Apple-style-span" style="background-color: white; line-height: 19px; white-space: nowrap;"&gt;todos los entrevistados.&lt;/span&gt;&lt;br /&gt;&lt;b&gt;3.&lt;/b&gt; Les sugerimos que traigan &lt;b&gt;&lt;span class="Apple-style-span" style="color: red;"&gt;lápices de colores&lt;/span&gt;&lt;/b&gt;, pues los necesitarán para trabajar. Por su parte Juan Colombato recomienda que vengan con&amp;nbsp;&lt;span class="Apple-style-span" style="background-color: white; line-height: 17px;"&gt;&lt;span style="line-height: 17px;"&gt;&lt;span class="ecxApple-style-span" style="line-height: 15px;"&gt;&lt;span class="ecxyiv1832486192Apple-style-span" style="line-height: 15px;"&gt;&lt;i&gt;&lt;b&gt;"ojos, mente y oidos bien abiertos...".&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="line-height: 15px;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="line-height: 15px;"&gt;&lt;span class="Apple-style-span" style="color: #351c75; font-family: inherit; font-size: large;"&gt;&lt;b&gt;B)&amp;nbsp;&lt;/b&gt;&lt;b&gt;TRABAJO PRÁCTICO Nº 4&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="line-height: 15px;"&gt;Les pasamos a continuación la consigna del cuarto trabajo práctico del año, sobre &lt;b&gt;color y diseño digital.&lt;/b&gt;&amp;nbsp;La fecha de entrega de este práctico es el 6 de octubre&lt;/span&gt;&lt;span class="Apple-style-span" style="line-height: 15px;"&gt;.&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="background-color: white; color: #222222; font-family: monospace; font-size: 13px; line-height: 19px;"&gt;&lt;a href="http://es.scribd.com/doc/67178403/TP-N%C2%BA-4-Color-y-Diseno-Digital" style="display: inline !important; font-family: Helvetica, Arial, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; line-height: normal; margin-bottom: 6px; margin-left: auto; margin-right: auto; margin-top: 12px; text-decoration: underline;" title="View TP Nº 4  Color y Diseño Digital on Scribd"&gt;TP Nº 4 &amp;nbsp;Color y Diseño Digital&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="background-color: white; color: #222222; font-family: monospace; font-size: 13px; line-height: 19px;"&gt;&lt;bloggerarchives&gt;&lt;iframe class="scribd_iframe_embed" data-aspect-ratio="1.2938689217759" data-auto-height="true" frameborder="0" height="600" id="doc_59837" scrolling="no" src="http://www.scribd.com/embeds/67178403/content?start_page=1&amp;amp;view_mode=slideshow&amp;amp;access_key=key-sdlhv1zuzf0mue7o2k1" width="100%"&gt;&lt;/iframe&gt;&lt;script type="text/javascript"&gt;(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://www.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(scribd, s); })();&lt;/script&gt;&lt;/bloggerarchives&gt;&lt;/span&gt;&lt;br /&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-family: inherit;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: #351c75; font-size: large;"&gt;&lt;span class="Apple-style-span"&gt;&lt;span class="Apple-style-span" style="font-family: inherit;"&gt;&lt;b&gt;C) MANUAL DE USUARIO DE DREAMWEAVER&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;Aquí les dejamos, para quien desee consultarlo o descargarlo,&lt;b&gt; el&lt;/b&gt; &lt;b&gt;manual de usuario de Adobe Dream Weaver:&lt;/b&gt;&lt;span class="Apple-style-span" style="background-color: white; color: #222222; font-family: monospace; font-size: 13px; line-height: 19px;"&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="background-color: white; color: #222222; font-family: monospace; font-size: 13px; line-height: 19px;"&gt;&lt;a href="http://es.scribd.com/doc/67170390/Manual-de-Dream-Weaver" style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View Manual de Dream Weaver on Scribd"&gt;Manual de Dream Weaver&lt;/a&gt;&lt;iframe class="scribd_iframe_embed" data-aspect-ratio="0.818181818181818" data-auto-height="true" frameborder="0" height="600" id="doc_60969" scrolling="no" src="http://www.scribd.com/embeds/67170390/content?start_page=1&amp;amp;view_mode=list&amp;amp;access_key=key-1z8yq4xvlb8pgbxx2nf6" width="100%"&gt;&lt;/iframe&gt;&lt;script type="text/javascript"&gt;(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://www.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(scribd, s); })();&lt;/script&gt;&lt;/span&gt;&lt;br /&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;Por otra parte, quienes deseen obtener los programas Adobe Flash y Dreamweaver para trabajar, puede solicitarlos en clase a la cátedra.&lt;br /&gt;&lt;span class="Apple-style-span" style="line-height: 15px;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: #351c75; font-size: large; line-height: 15px;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-family: inherit;"&gt;D)&lt;/span&gt;&lt;span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;span class="Apple-style-span" style="font-family: inherit; font-weight: bold;"&gt;CONGRESO SOCIEDAD DIGITAL Y EXPOSICIÓN DE DISEÑO&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="line-height: 15px;"&gt;Compartimos abajo dos actividades atractivas para comunicadores en general, e interesados por la gráfica en particular. Por un lado, el desarrollo del&amp;nbsp;&lt;b&gt;Congreso Sociedad Digital&lt;/b&gt;, que se transmitirá los días 24, 25 y 26 de octubre, desde la&lt;span class="Apple-style-span" style="color: black;"&gt; &lt;/span&gt;&lt;span class="Apple-style-span"&gt;&lt;span class="Apple-style-span" style="color: black;"&gt;&lt;b&gt;Facultad de Ciencias de la Información&lt;/b&gt; de la&lt;/span&gt;&lt;b&gt; &lt;u&gt;&lt;a href="http://www.ucm.es/"&gt;&lt;span class="Apple-style-span" style="color: red;"&gt;Universidad Complutense de Madrid&lt;/span&gt;&lt;/a&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;. Y por otro, el lanzamiento de la&amp;nbsp;&lt;b&gt;Expo Diseña 2011&lt;/b&gt;, los días 8 y 9 de este mes (evento en Facebook&lt;span class="Apple-style-span" style="color: red;"&gt;&lt;b&gt;&lt;u&gt;&amp;nbsp;&lt;a href="https://www.facebook.com/event.php?eid=278375882187920"&gt;&lt;span class="Apple-style-span" style="color: red;"&gt;aquí&lt;/span&gt;&lt;/a&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;).&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="line-height: 15px;"&gt;&lt;span class="Apple-style-span" style="background-color: white; color: #222222; font-family: monospace; font-size: 13px; line-height: 19px;"&gt;&lt;bloggerarchives&gt;&lt;a href="http://es.scribd.com/doc/67178008/CONGRESOS-INTERESANTES" style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View CONGRESOS INTERESANTES on Scribd"&gt;CONGRESOS INTERESANTES&lt;/a&gt;&lt;iframe class="scribd_iframe_embed" data-aspect-ratio="1.2938689217759" data-auto-height="true" frameborder="0" height="600" id="doc_24978" scrolling="no" src="http://www.scribd.com/embeds/67178008/content?start_page=1&amp;amp;view_mode=slideshow&amp;amp;access_key=key-klzkiqicf81eebf8yd2" width="100%"&gt;&lt;/iframe&gt;&lt;script type="text/javascript"&gt;(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://www.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(scribd, s); })();&lt;/script&gt;&lt;/bloggerarchives&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="line-height: 15px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="line-height: 15px;"&gt;Tenemos mucho por aprender. Esperamos que disfruten de las clases y actividades.&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: #351c75; font-size: large; line-height: 15px;"&gt;&lt;b&gt;¡Los esperamos!&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1723217057640645236-3465966561300199226?l=producciongraficaunc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://producciongraficaunc.blogspot.com/feeds/3465966561300199226/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/10/informacion-tp4-y-programas.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/3465966561300199226'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/3465966561300199226'/><link rel='alternate' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/10/informacion-tp4-y-programas.html' title='Datos de clase, información y TP Nº 4'/><author><name>Cátedra de Producción Gráfica</name><uri>http://www.blogger.com/profile/03682878427223812221</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='16' src='http://3.bp.blogspot.com/-j3HKSsI1aqE/TaTEb8MVmjI/AAAAAAAAAAY/RJCu84XJG7g/s220/eci.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1723217057640645236.post-7060553468304237945</id><published>2011-09-29T01:29:00.000-07:00</published><updated>2011-09-29T01:30:03.336-07:00</updated><title type='text'>Importante: traer pendrive el 29/9</title><content type='html'>Les sugerimos a todos que traigan su pendrive o mp3 para la clase de este jueves 29/9. Serán necesarios para el trabajo con los contenidos y programas que veremos hoy, sobre color y diseño digital.&lt;br /&gt;&lt;div&gt;¡Nos vemos en clase!&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1723217057640645236-7060553468304237945?l=producciongraficaunc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://producciongraficaunc.blogspot.com/feeds/7060553468304237945/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/09/importante-traer-pent-drive-el-299.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/7060553468304237945'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/7060553468304237945'/><link rel='alternate' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/09/importante-traer-pent-drive-el-299.html' title='Importante: traer pendrive el 29/9'/><author><name>Cátedra de Producción Gráfica</name><uri>http://www.blogger.com/profile/03682878427223812221</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='16' src='http://3.bp.blogspot.com/-j3HKSsI1aqE/TaTEb8MVmjI/AAAAAAAAAAY/RJCu84XJG7g/s220/eci.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1723217057640645236.post-2679193913101412961</id><published>2011-09-22T16:07:00.000-07:00</published><updated>2011-09-27T14:33:50.673-07:00</updated><title type='text'>Recordatorio de entrega para el jueves 29</title><content type='html'>&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;Les recordamos que el jueves 29 de septiembre deberán entregar&amp;nbsp;&lt;span class="Apple-style-span" style="background-color: white;"&gt;resuelto el práctico Nº3 de tipografía.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif; font-size: small;"&gt;&lt;span class="Apple-style-span" style="background-color: white;"&gt;Los que deben el cuadernillo de Rodolfo Walsh, &lt;/span&gt;&lt;/span&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif; font-size: small;"&gt;&lt;span class="Apple-style-span" style="background-color: white;"&gt;en versión PDF&lt;/span&gt;&lt;/span&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span class="Apple-style-span" style="background-color: white;"&gt;&lt;span style="font-size: small;"&gt; y completo, enviarlo por mail al profesor a la brevedad. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span class="Apple-style-span" style="background-color: white;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span class="Apple-style-span" style="background-color: white;"&gt;¡Los esperamos!&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span class="Apple-style-span" style="background-color: white;"&gt;&lt;span style="font-size: small;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1723217057640645236-2679193913101412961?l=producciongraficaunc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://producciongraficaunc.blogspot.com/feeds/2679193913101412961/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/09/recordatorio-de-entrega-para-el-jueves.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/2679193913101412961'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/2679193913101412961'/><link rel='alternate' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/09/recordatorio-de-entrega-para-el-jueves.html' title='Recordatorio de entrega para el jueves 29'/><author><name>Cátedra de Producción Gráfica</name><uri>http://www.blogger.com/profile/03682878427223812221</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='16' src='http://3.bp.blogspot.com/-j3HKSsI1aqE/TaTEb8MVmjI/AAAAAAAAAAY/RJCu84XJG7g/s220/eci.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1723217057640645236.post-6108623848364613752</id><published>2011-09-17T00:21:00.000-07:00</published><updated>2011-10-16T06:59:23.720-07:00</updated><title type='text'>TP Nº 3, textos sobre Tipografía y guía para usar QuarkXPress</title><content type='html'>&lt;span class="Apple-style-span" style="line-height: 19px;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;¡Saludos! He aquí el &lt;b&gt;material para trabajar&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="Apple-style-span" style="line-height: 19px;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;, a partir de los contenidos y consignas dados en la clase de prácticos del jueves 15 de septiembre.&lt;br /&gt;Debajo de cada uno de los cinco archivos subidos, encontrarán un menú que les permitirá, entre otras cosas, navegar, ampliar los documentos e incluso bajarlos a su computadora. &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="line-height: 19px;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;Además, encontrarán otros datos de interés.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="line-height: 19px;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;Nos reencontramos en la clase del día 29. ¡Éxitos!&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="line-height: 19px;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="line-height: 19px;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: red; font-family: Arial,Helvetica,sans-serif;"&gt;1. &lt;/span&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;Consigna&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="background-color: white; color: #222222; font-family: monospace; font-size: 13px; line-height: 19px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="background-color: white; color: #222222; font-family: monospace; font-size: 13px; line-height: 19px;"&gt;&lt;bloggerarchives&gt;&lt;br /&gt;&lt;a href="http://es.scribd.com/doc/65266417/TP1F" style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View TP1F on Scribd"&gt;Trabajo Práctico Nº 3&lt;/a&gt;&lt;iframe class="scribd_iframe_embed" data-aspect-ratio="0.772727272727273" data-auto-height="true" frameborder="0" height="600" id="doc_82661" scrolling="no" src="http://es.scribd.com/embeds/65266417/content?start_page=1&amp;amp;view_mode=list&amp;amp;access_key=key-r7n38l5rzu5xqgfapr8" width="100%"&gt;&lt;/iframe&gt;&lt;script type="text/javascript"&gt;(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://es.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(scribd, s); })();&lt;/script&gt;&lt;/bloggerarchives&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="background-color: white; color: #222222; font-family: monospace; font-size: 13px; line-height: 19px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="background-color: white; line-height: 19px;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: red; font-family: Arial,Helvetica,sans-serif;"&gt;2. &lt;/span&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;Apuntes sobre Tipografía y legibilidad&lt;/span&gt;&lt;span class="Apple-style-span" style="color: red; font-family: Arial,Helvetica,sans-serif;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="background-color: white; color: #222222; font-family: monospace; font-size: 13px; line-height: 19px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="background-color: white;"&gt;&lt;span class="Apple-style-span" style="color: #222222; font-family: monospace; font-size: x-small;"&gt;&lt;span class="Apple-style-span" style="line-height: 19px;"&gt;&lt;bloggerarchives&gt;&lt;/bloggerarchives&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: #222222; font-family: monospace; font-size: x-small;"&gt;&lt;span class="Apple-style-span" style="line-height: 19px;"&gt;&lt;a href="http://es.scribd.com/doc/65267556/TP-N%C2%BA-1-Tipografia-y-legibilidad-para-web" style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View TP Nº 1 Tipografía y legibilidad para web on Scribd"&gt;TP Nº 3 Tipografía y legibilidad para web&lt;/a&gt;&lt;iframe class="scribd_iframe_embed" data-aspect-ratio="1.2938689217759" data-auto-height="true" frameborder="0" height="600" id="doc_23049" scrolling="no" src="http://es.scribd.com/embeds/65267556/content?start_page=1&amp;amp;view_mode=slideshow&amp;amp;access_key=key-1magw3vkam81q2sy3105" width="100%"&gt;&lt;/iframe&gt;&lt;script type="text/javascript"&gt;(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://es.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(scribd, s); })();&lt;/script&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: #222222; font-family: monospace; font-size: x-small;"&gt;&lt;span class="Apple-style-span" style="line-height: 19px;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="background-color: white;"&gt;&lt;span class="Apple-style-span" style="color: #222222; font-family: monospace; font-size: x-small;"&gt;&lt;span class="Apple-style-span" style="line-height: 19px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="background-color: white;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span class="Apple-style-span" style="line-height: 19px;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: red;"&gt;3. &lt;/span&gt;&lt;span class="Apple-style-span" style="color: #222222;"&gt;Guía para trabajar en QuarkXPress&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span class="Apple-style-span" style="line-height: 19px;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #222222;"&gt;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span class="Apple-style-span" style="color: red;"&gt; Fuente:&lt;/span&gt;&lt;span class="Apple-style-span" style="color: #222222;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="Apple-style-span" style="background-color: white; font-family: arial,helvetica,sans-serif; font-size: 13px; line-height: 17px;"&gt;&lt;a href="http://www.descargarmanuales.com.ar/manuales-quarkxpress-8-descargar-gratis/" style="color: #0068cf; cursor: pointer; line-height: 17px; text-decoration: underline;" target="_blank"&gt;http://www.descargarmanuales.com.ar/manuales-quarkxpress-8-descargar-gratis/&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="background-color: white;"&gt;&lt;span class="Apple-style-span" style="color: #222222; font-family: monospace; font-size: x-small;"&gt;&lt;span class="Apple-style-span" style="line-height: 19px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="background-color: white; color: #222222; font-family: monospace; font-size: 13px; line-height: 19px;"&gt;&lt;bloggerarchives&gt;&lt;br /&gt;&lt;/bloggerarchives&gt;&lt;/span&gt;&lt;span class="Apple-style-span" style="background-color: white; color: #222222; font-family: monospace; font-size: 13px; line-height: 19px;"&gt;&lt;a href="http://es.scribd.com/doc/65268049/QXP-User-Guide-ES" style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View QXP User Guide ES on Scribd"&gt;QXP User Guide ES&lt;/a&gt;&lt;iframe class="scribd_iframe_embed" data-aspect-ratio="0.736462093862816" data-auto-height="true" frameborder="0" height="600" id="doc_18245" scrolling="no" src="http://es.scribd.com/embeds/65268049/content?start_page=1&amp;amp;view_mode=list&amp;amp;access_key=key-2hzei3qtbws22gaolv6i" width="100%"&gt;&lt;/iframe&gt;&lt;script type="text/javascript"&gt;(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://es.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(scribd, s); })();&lt;/script&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="background-color: white; color: #222222; font-family: monospace; font-size: 13px; line-height: 19px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="background-color: white; line-height: 19px;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span class="Apple-style-span" style="color: red;"&gt;4. &lt;/span&gt;&lt;span class="Apple-style-span" style="color: #222222;"&gt;Texto sobre Tipografía en América Latina&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="background-color: white; color: #222222; font-family: monospace; font-size: 13px; line-height: 19px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="background-color: white; color: #222222; font-family: monospace; font-size: 13px; line-height: 19px;"&gt;&lt;bloggerarchives&gt;&lt;br /&gt;&lt;a href="http://es.scribd.com/doc/65270342/texto-Tipografia-en-Latinoamerica" style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View texto Tipografía en Latinoamérica on Scribd"&gt;Tipografía en Latinoamérica&lt;/a&gt;&lt;iframe class="scribd_iframe_embed" data-aspect-ratio="0.772727272727273" data-auto-height="true" frameborder="0" height="600" id="doc_94838" scrolling="no" src="http://es.scribd.com/embeds/65270342/content?start_page=1&amp;amp;view_mode=list&amp;amp;access_key=key-28rclz2rj8jjsr7034ew" width="100%"&gt;&lt;/iframe&gt;&lt;script type="text/javascript"&gt;(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://es.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(scribd, s); })();&lt;/script&gt;&lt;/bloggerarchives&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="background-color: white; color: #222222; font-family: monospace; font-size: 13px; line-height: 19px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="background-color: white; line-height: 19px;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span class="Apple-style-span" style="color: red;"&gt;5.&lt;/span&gt;&lt;span class="Apple-style-span" style="color: #222222;"&gt; Cronograma de Prácticos y Parciales &lt;/span&gt;&lt;span class="Apple-style-span" style="color: red;"&gt;+&lt;/span&gt;&lt;span class="Apple-style-span" style="color: #222222;"&gt; horario de consulta Prácticos&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span class="Apple-style-span" style="color: #222222;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt; &lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="background-color: white; line-height: 19px;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span class="Apple-style-span" style="color: #222222;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="background-color: white; color: #222222; font-family: monospace; font-size: 13px; line-height: 19px;"&gt;&lt;bloggerarchives&gt;&lt;br /&gt;&lt;a href="http://es.scribd.com/doc/65303804/Cronograma-de-trabajos-practicos" style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View Cronograma de trabajos prácticos on Scribd"&gt;Cronograma de Trabajos Prácticos y Parciales&lt;/a&gt;&lt;iframe class="scribd_iframe_embed" data-aspect-ratio="1.2938689217759" data-auto-height="true" frameborder="0" height="600" id="doc_9636" scrolling="no" src="http://es.scribd.com/embeds/65303804/content?start_page=1&amp;amp;view_mode=slideshow&amp;amp;access_key=key-1u7vod3o3fu7m363gciz" width="100%"&gt;&lt;/iframe&gt;&lt;script type="text/javascript"&gt;(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://es.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(scribd, s); })();&lt;/script&gt;&lt;/bloggerarchives&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="background-color: white; color: #222222; font-family: monospace; font-size: 13px; line-height: 19px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span class="Apple-style-span" style="line-height: 19px;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: red;"&gt;6.&lt;/span&gt;&lt;span class="Apple-style-span" style="color: #222222;"&gt; Concurso de diseño&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span class="Apple-style-span" style="line-height: 19px;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #222222;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span class="Apple-style-span" style="line-height: 19px;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #222222;"&gt;Quienes se animen y deseen hacerlo, pueden participar del &lt;/span&gt;&lt;span class="Apple-style-span" style="color: red;"&gt;IV Concurso de Diseño Ideas con Rumbo 2011&lt;/span&gt;&lt;span class="Apple-style-span" style="color: #222222;"&gt;. Aquí les pasamos la información:&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span class="Apple-style-span" style="line-height: 19px;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #222222;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-t_Gr_CqK5HA/TnTIKGQ_O7I/AAAAAAAAAA4/FYu6bha67iA/s1600/Concurso+afiche.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://3.bp.blogspot.com/-t_Gr_CqK5HA/TnTIKGQ_O7I/AAAAAAAAAA4/FYu6bha67iA/s320/Concurso+afiche.png" width="268" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span class="Apple-style-span" style="color: #222222; font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span class="Apple-style-span" style="line-height: 19px;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="background-color: white; font-family: 'times new roman','new york',times,serif; font-size: 16px; line-height: 20px;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;table border="0" cellpadding="0" cellspacing="0" style="line-height: 20px; width: 712px;"&gt;&lt;tbody style="line-height: 20px;"&gt;&lt;tr style="line-height: 20px;"&gt;&lt;td align="left" style="line-height: 20px;" valign="top"&gt;&lt;div class="ecxyiv1645721686titulo2" style="line-height: 20px;"&gt;&lt;b style="font-weight: bold; line-height: 20px;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;CONCURSO&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="ecxyiv1645721686estilonuevo33" style="line-height: 20px;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;i&gt;¡Te invitamos a participar en el&amp;nbsp;&lt;b style="font-weight: bold; line-height: 20px;"&gt;IV Concurso de Diseño Gráfico Ideas con Rumbo2011&lt;/b&gt;!&lt;br style="line-height: 20px;" /&gt;Nuevamente estamos presentes con nuestro concurso, que busca dar un lugar de reconocimiento a la creatividad de las personas, premiando, la originalidad de las piezas comunicacionales, la calidad estética y la pertinencia entre concepto e imagen.&lt;br style="line-height: 20px;" /&gt;En está edición planteamos el diseño de un afiche bajo la temática&amp;nbsp;&lt;b style="font-weight: bold; line-height: 20px;"&gt;“Grandes Papeles Argentinos”&amp;nbsp;&lt;/b&gt;(la cultura, costumbres, hechos, grandes personajes, hitos, logros, inventos argentinos,etc.).&lt;br style="line-height: 20px;" /&gt;&lt;br style="line-height: 20px;" /&gt;Con esta propuesta buscamos presentar, de manera creativa, la identidad volcada en el papel.&lt;br style="line-height: 20px;" /&gt;Te invitamos a que participes presentando un diseño creativo y original.&lt;/i&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;i&gt;Bases y condiciones, &lt;u&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #666666;"&gt;&lt;a href="http://papeleracumbre.syntehost.com/disenio/bases.htm"&gt;aquí&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/u&gt;.&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="ecxyiv1645721686estilonuevo33" style="line-height: 20px;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="ecxyiv1645721686estilonuevo33" style="line-height: 20px;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="ecxyiv1645721686estilonuevo33" style="line-height: 20px;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span class="Apple-style-span" style="color: red;"&gt;&lt;b&gt;¡&lt;/b&gt;&lt;/span&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: red;"&gt;Nos vemos en clase!&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span class="Apple-style-span" style="line-height: 19px;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #222222;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span class="Apple-style-span" style="line-height: 19px;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #222222;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1723217057640645236-6108623848364613752?l=producciongraficaunc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://producciongraficaunc.blogspot.com/feeds/6108623848364613752/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/09/trabajo-practico-1-textos-sobre.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/6108623848364613752'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/6108623848364613752'/><link rel='alternate' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/09/trabajo-practico-1-textos-sobre.html' title='TP Nº 3, textos sobre Tipografía y guía para usar QuarkXPress'/><author><name>Cátedra de Producción Gráfica</name><uri>http://www.blogger.com/profile/03682878427223812221</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='16' src='http://3.bp.blogspot.com/-j3HKSsI1aqE/TaTEb8MVmjI/AAAAAAAAAAY/RJCu84XJG7g/s220/eci.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-t_Gr_CqK5HA/TnTIKGQ_O7I/AAAAAAAAAA4/FYu6bha67iA/s72-c/Concurso+afiche.png' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1723217057640645236.post-8375628474635005835</id><published>2011-09-14T23:34:00.000-07:00</published><updated>2011-09-15T02:38:28.175-07:00</updated><title type='text'>Reinicio de prácticos y normalización de horarios</title><content type='html'>La cátedra informa que a partir del jueves 15 de septiembre, el &lt;b&gt;horario&lt;/b&gt; &lt;b&gt;de clases&lt;/b&gt; será &lt;b&gt;de 18.00 a 22.00 hs&lt;/b&gt;.&lt;br /&gt;Luego de varios meses, los prácticos se normalizan debido a la incorporación a la cátedra de la Profesora Asistente &lt;b&gt;Mariana Minervini&lt;/b&gt;.&lt;br /&gt;&lt;br /&gt;¡Nos vemos en clase!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1723217057640645236-8375628474635005835?l=producciongraficaunc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://producciongraficaunc.blogspot.com/feeds/8375628474635005835/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/09/reinicio-de-practicos-y-normalizacion.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/8375628474635005835'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/8375628474635005835'/><link rel='alternate' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/09/reinicio-de-practicos-y-normalizacion.html' title='Reinicio de prácticos y normalización de horarios'/><author><name>Cátedra de Producción Gráfica</name><uri>http://www.blogger.com/profile/03682878427223812221</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='16' src='http://3.bp.blogspot.com/-j3HKSsI1aqE/TaTEb8MVmjI/AAAAAAAAAAY/RJCu84XJG7g/s220/eci.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1723217057640645236.post-9095709109487329001</id><published>2011-08-27T07:32:00.002-07:00</published><updated>2012-02-28T06:00:18.020-08:00</updated><title type='text'>Noche y Niebla</title><content type='html'>Estimados alumnos:&lt;br /&gt;Esta entrada, en el día de la radio, no plantea una tarea obligatoria.&lt;br /&gt;Se trata de recordarles un material que en algún momento de sus vidas -no sólo como periodistas o comunicadores- sería bueno que viesen, aunque el contenido es fuerte; por otra parte, hace referencia al aula que este año nos tocó en suerte: la D la memoria.&lt;br /&gt;Nos referimos al documental de Alain Resnais: &lt;a href="http://www.cartelera10.com/directores/noche-y-niebla-lo-irrepresentable.html"&gt;Noche y Niebla&lt;/a&gt;, aportado por Gisela Hirschfeld del DUI, a raíz del texto de Umberto Eco que maquetamos en clase.&lt;br /&gt;Lo pueden encontrar y ver &lt;a href="http://www.documentales-online.com/noche-y-niebla-nuit-et-brouillard/" target="_blank"&gt;on-line&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;Saludos y buen fin de semana.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.cuevana.tv/peliculas/2506/nuit-et-brouillard/"&gt;&lt;img alt="" 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+Pl6/w8rYendYEaJ09jB3EbiFtA3ALiNo7aqXBmopWjdPsyXDqKVU+jlbNk4yrVuolVzyPl41Dx0J3bMCZKCmdmnI6Pk5Fxg39CY5+ATcDDlwDwTOSeaQRXd8L142jv2ts+M+V3/L3bYPsm3LlNdt+meu9SvTfJzm2seRGpn6V6b2a6b5b2flM4/F2kfKiwz3AgBxe28zEXB7NxMBsTsb2WEQMK84QlSc42k93L7O77xYPvpzdvI53zYPvUVdolFjuh1ml84zrWu4yvXWV232W23iR7VzObd+HWlXVlH4pWJjxLeKoVaF4lN78Nd27j6++Creto701i472vfuEsHQeaV7HubXrtLR4ujJtTlrludvNdvHYGuedHVHY26gbVHg7qGlZYXk+RA1JqREYxFCRbbmLLDV/Ckum/yojc+IkhxU+w1RYmSrMwMwOhuFq70jMN+2f4BteQkhxQEi9lpldKSkRFtdMl58qWt7TnrxzYlzc8hZ1I49i+0BWToZdTxldTWpbSwFHquArdX6ljWgtboe0bmKvQ8RR6vtLAGEc5Ug1HpuZINWyZhi3TsOQallzDkGtYSgNLaWApjX+9MlWfPn+gH3Q+ombLfuKvH3lfRxSaTwwpf+K1Qj0EaZmYkYkZhxH9CGrg6mgx5VG4ZxSuWX20PNO6rh7+Ibi8PaYNDk0amAoDS2lgKgwi3EFGitnWzerW72fb76K140jjcLpzmmwfOReaCkdSgNlA2MyHzXyY4sMUHyb5MAkiJhAxcVGSi5jZqLU/ddmYg6N2stVuttrN1QcmHTNopKCOleBQQe7PT3lyU64sC3Vy1Xa+2iHA7XyM5sJGtkLLlGF8xDSqMYMqkwh3ODO11Z13+a334coxubhlK594mleu2pWzfO4sXbor157qTbD51le79lQu3eUzV/GYXtrCk3V5YImY7dqXd7BoWUSnxOZpti74UmFm4p4RzDmCOZmYnYHaGKiFgVpGEPMIYmar3VLXbLR2murdhsun4dp5uHweqV9Z5zbxaE1qWxCYEhx1cAT1cHA/Xx8UGoIirVuisY1BRuDeMwB4zI/ltxK1Y9fKlqd65G6eaObXLOUjb/3CV78IVi+C1Ytg7SxYOwvVT8ONs2DtLFw7n9t6Xzj+fbRyJLWlGCobB3VwMScbsTNUlldS8qWUBA1BQ6oaa18m1m9jvetI5zLUvgi1LyJr16ntd7OHv0ltv8se/5jcfONvnAZb5/76SaBxmtn7TWLzu0jvratyRi3tWlcPg+3b2Pr7cPdNfONbX+Mq1Lnrf7AXj93V80DjunT5d678njpStue2p7s3geIBFlwRE9EJy7TCMSuzzQj1ISbiGIFsbMTJxZwgauGh9JdwYfJLODDJw8xc9c/g4GYObubr7QyEYOE0V2flaC0Si3/KFeWZ3IMq8rWCZCAOMR1T+Rex6Ko+VTdlO7HedXLjJnf4m/zpj8HqgdSVZmJ2FmoFUZqHUgKE+mtUgFBinGYrtFyVniXXDI7DoFI/hlvZMp0AJvmIqT+5+TAJIiSIkFyEAlEa/Hnm0lceZuVh5q8qV/3p8wf4GM2FCS5s7PN5jiBEaT5G//XKU9Nc/GdwcJqD08OQgYGYGBgxgppGUBNTTXIMVj7hAg0+IRkZN6foTHtp5/u5tVs8tAxq3CyEHlLo+VqbKbGcbp0ubrxNN+6CxdPU+p2jsGWarZtm66bpiso7KyGDIoP7s+tO8VAKxCgQIzhqioPZOKiDgzrYmIOjdnPUbg7u5eBeEZmYtM/KvUvjznmhOcOn0nwqzaPiw5CNAZtZiIWNmrkIxYZNbJWRpdQx5DoQo0bkxmElqfbn4rWTRP3Snts1ZDfMxRN388bVuLWXLx2VG3f9jbf5zld/66neuCoX9uKxeXlXO9tWRYqT3pwiuIxFiwIy/kJhHULdg4jrhZxmqN0sjYel8XA0LjbuZONOltrRh6PzK/1LifZNeuOdv3TqK516V09CtStdvKXwrojINAMPDKhcryEHWxMYNSdU7jnIMY0747DJde/pAAA8YGcbp7PdK3K2Yc6vh9av7bVjf+/aUz91lY9cq/uO/K4rv+cp7geqx+HGyczm23jrMtW5TnUu6XQDVHsGZbRI7xdrfXyNhwlZX04RQyqr3JMNVo5Xz/5omusZsz3ryn64c53YeB/p3kR7b9I73wWaV5m936S2v4+vv5nZ/SG2duerXyQ23sc3vo2uvYv03oY6d/7mtbd+6W9ehzp3mf3fBdu3gdZNpPe2vz3UuYv23iS6t8HKcbB0GG2chyvHxmRFTESHlbZgYS9SOfDmN7WRFQkR5WJONuJko1YQpUGM+hI2bPoqXJT8HDb2AY6a+mYSHVTq2GpqSKVnqkm+0T6CEkMQMYKYxy0xcrbmKWzb8+v25Q13eS9QPZxeu145/V3++Af36ta4JTYEmRkIBX6ckb+gb+AvGRrHmDJ8TGsZ1ZgZUjUPNo7i1uEJNagygSoTB+pDcCCCDRFsiGCpSAb0Fdio+T+C6sNFqA8THTZxIMMnwL7+yji/yi9O5ufnE9SYuRozW00xENMIbGRgBEdr5uhtInNo3JEUklGFdz7SOEl0LrDg0ghi5mhsAyrduNmfaO7ULn47t37jWtymZnvhziWR6+LpCrXYdaxsaOIFoSkwqCDYqJmLmPvH8vGnTWyM5MA0C7H0YSN2FmpnYy4W5pLQCalrVuHLyTwLUveiIrCCxir4dFXhzUod0yIiyFHbmSjNRikQtwj0NoZSz9NYGRA9pKQR72KkcpZs3noKx8TitqN6Fuy+C3Teehp33uabcOfbaO/7QPOtv/HGV7t2Fk/opR3tTEsVKUp9i0g4r02UxizJIcQBGoIcnX9IZeXgHlDrA3UentYDapygxs3FHVzcxcVdg7B9yjUba15Mr916Vg/chQN/6TTevku07wKVc8fSnj7VlLkWQWOEqfaxNF4xERkjAio6INdagYcvAOAhK7W6mSjtBApbnsqes7prLm4R+Q135dBbPbLnNoPVw2Bp3726FW2eWBe7hkQZDeRU7jmVc2aCioKojaEgWSqaozJzEStf7WAjdgkRjVQOSse/S3auVf4Ckd2ItO9md3/M7PwY676JtO+inbv01m+mN75Nrn/b11j3Taz7NrH2zl05DTSv0ju/ifbemJd33ZXT2NpbV/kktvbWWzuf2f0htf19pHsX6d55qmfx3l2qd5tZu4lWjnK738ZrJ3ydn6/z06launW+tP2mePh9sn4EO2aGZaZhKSnA7QKNhYuTLNTIRAwcNQFqKI6aGFZpWaixDxMx9GHAehak5yJfgYPq2YgOVBv5GoKLm5iIjgFrWaieoyFFJhcHt0KemenOcW7vrTO/hkXy6viqLdeb276NtY6D5S16tiKhAzydg4WQH2bkF3Bg8ku4MCFAKJ7KxFEYuEqjAKFEmJmHUn3PMxWGwUl8WKplq0wciOBj5gnCy8OsPMzKgen+IwwHpgW4XYDb2RAl1rkkRi8Ps7JUJBcx89U2ELW8Gsf4agsbIl5K0BG5nouSTJWBqTKMGZ2DUvyVBGHIdSylAURIsdY2qrNzvzbOf4dfy7M+wUJ+goGREltYbA3yiIDEnrAu9VIb17Zch2dyP55ABlE9NbuysHuebB9Ysg1NaGXCljEvb5JL6xPeuUnPHBTKKX3zMmdqQG76WVD7GHS4KMmBCC5EcyGai5h5mB3EHaDaBWrcStes1J4mUjVfac+5vO0p7kea54HqITnX0iVLcHBhyh7nau2v5dpXMs0wZORprEKj+5XU9HhUKzRG1ZGyObsZqF86ikfW1QNH6cTfvA533wXbb/z1G1/t2r564q1e+GsXtvyuYbalTpaQ2CoSWbYttGzZpsw+PaSkOaiDr/FwUIdA5xZqXEKNi692cBEzW0kzZMYRqWlYZhqBLHAwF2+czu++n25fOZa2LLNrlvmNUOlkunszu/4m2jz1F3ati100kBMYghPmGBM2T+gctG8auPcMAB4w0ytricKGL99zF9cdpU1bacta2LIsrweqh4HiXrxxEq4cuPNr7vya0pPpRx0e7uZpnCBqY0MUD7GINU62kmQrST5qH9V79cGlhY27ld3vbfNrAiKl9BXsS/vJ7rvM+vfx5l2ochmqXAbLF9H6TaL1JtF5m+y+S3TeRho3nvKpeWHDvrozvfYmtfU2UD31109i7Wt3+SBUP7ev7qTW3ybWb33lY8vyJjnXi7Uvc7vvczvvEo2T+c073/ImF3NOUNHwytbK9tvSwfvG2Y9Lm9dkNC9U2zkqs0BtYUF6vo4S6Gk2ZmChep6W5OKmIaWaher7MBFdHwasZcE4D9byYC3/M+XBWi6iBSEND9Pz1QZQrefAGhaMsxENqDaOGZ0ig3OcCqg806h/TupIiIggR+fBY3n7clsTzcG+tNwZ56rNIG75NfP/uv9JjsLAkevZcj2o+pDts1VGhlzHVpmEuHVU5xBhFgFC82EKVBEchbEfC/rwUFqgtoAIxVQYGHJ9/0+2yjQi07GURg5EsJRGDmQSa21cmGDIdQK1WaQxc2GCh1J8jBbiFonBOaqzC9Rmgdo8ItPeY0n+VvPzIJIHkXzVT9qvt/eV++kwP8YCvtEOEk6uyTVmi+rTJVdhQ5PMc4zOF0qNgHK4CvW5rSP3ShMNZKS2pJiIwvFVJFkcc81IfVllYGHMEpOYo8Mq6tf8D36o+RMgQvFQmodZ+WobiDtEBq/UlnQuduKNE2duzZiuEqkqHisY0jV6vkPNNdFwTuFOSR0xCR3gaiyg1s7FHa/kxAhsR4IrtsUtT+E40r6NdG/8jVNf9TTYuIh27iLt22DjKlS79BZPQrXLYOXUnO2h4bzMPSt1ZRTuGW140RBeGDf5RuRGLmIWqu0gbBVgNh5iESAWAWIRolax2i7BnRNat0TvYUC0Jrocrx8nmqfBwp4zt26IVaT2WdS3bExWvMtbieZpduM2s37pX900JYsT5hiIO6RGt9mf6vufMZNfSxTWvMtt50rbXujZixuO0jad64abx+HKQbS671/ddC13bAsNocn3YlI3pDCyVCRDYWDI9RyIEGGWUdwmwixslYmtJMdNAXe2XT7+Ibf1VhcpSCwZqTOnT7b8pdNU+02yeRurXcXr14nGzUz3XaJx48rt2ee3/aXTSP3KXz4zphqmTCNYOc5svUn1bqOts2jj3F858JcO7csb092beOfCnO3JPNkJW8ZT2MntvMvvvst0zhc3b52zTTZkhhzTc62Tla3b3Nr56vZNtn1sDGRBFTEyqRuWal5PQWy1jqczMVENA8FBrZGrMQxDGAvT9mGimj4MBO/7nw9rBJDmk/JhDQ/R8GENH9UKMB2IaUEYZ8NqDoJzEa3KFsT9KaUtwkLIVzIdA6VZattrhQn2z6rDCxy1fQQmuWorQ2EAURpESBChvspX75NcmOQojKDCxIMIPkwKEIoHESylgSHXjeJWHkT0owNLqmVJtVyZnivTf1raEKgIEUyJYEqgIrgyvRihx3HbOG4TI7QQIsUILUZogco4rqEntOZ+VX9caxYiRpZcI8TIAQnEkKo5CgNLphua0jAVBoHaMqZ3/to4fw2+iuSrSMFn+u/FAoTgaim2nmbrrDyTe8IRV/oz44441+QYQHQybyhQaYZqbTSQ4mmsPI2Tp/UMYQ6Wwc/QeWXeOYU3y9N7BXofG7V+nv9/igJclOwvcwhgU/988jGaj5l5mJWpJMapEJ0u2bJNpWtGYPSLTUGRKayOrlLZNjnbVPrmp+xxpWd63Bwchgi+3slELMOwRe7M+IoHifZNuH4Va1/Heteh1mmgehyoHofq5+HGRah+HqycBspH0cZ5uHJIpmtT9qTA6BUYvaOkb5L0SSm/QG1hyPUgQokwCw+i+TDFg0iekuApCb6KFMK0GDGLEbMIsfLVDlNyNVTYduW6zvlusLhrn+3I7Rk27OJgHpklbZ/vZDqXc+tXscq+e6mjdM1M0GHYErIGZ4CHLwDg/lfaTGQAACAASURBVEhmdW26tOHLd5wrbetKx7LSs6z0LMtrsc6Zv7DjXuo5Ftr+4kaosi13JQaVRhZCgyjNRSix1i6lfDLCO6axTRk9IGxmyIzjpkBgab18/NuFjTtyuuZY2DKmWsZEy7m4nahdp9u36dabdPt2tvs+u/7ek9sfp9JsLKT0LrvyB+HauWV+zZiuWRa68fZ5ZvMu0bmINE4ijZNg9dBb3M1s3sXb57pkeQRzvVJa6Ewz3blY3LydX79d3XlnS9eYSgpxZrLt06X1q5n6/nznLF7cVNJhxpSWD5tHdQ4QIwYV2CspPKzC2ZihnwX09av3fz6s7fel9JUPa/jwR0W1fETHQzQgpAFhHIQ0HFijC8y4shXPQg3xpkUmzygVnLLHJ6xRcqZiShUEeg+otUtIf7+uxoGIv8n/PIgUQJQQpgUIJURpAULxYZILE1yYEKL08DjGlummdPYpjVUMmfhSLVuC9pcG+VKcO4GyJTBbAvOm1KMqg0ihE8q1ApmGN6UGJzFwEuOMIyyJkjOh4kyo2KNycAoeg/XcKYQzCUsNNoj2CGATW6Yb09gmDW6mwjA0pRHi1r/J/H2fCz6D/xl9/38OFyYEegtXR3O0Fo7GxtE4mBo7W+fkGuyvYb3MHaDmctpYmq+zDk5p2JBZoHM/m9A9kxmfS42TtoTCmWZjNhB3gKgNhM0gbAY/plef/C+ATQLYIIA/LKfzUIqH0iBKM5XEGOFDvBmlKyUy+sQmP+LLEqkqNduxLK6b0k2Ze1ZEBAVGLwe3vpbrBQbXkMoEapz0bG1+6+3s5rtw7TxYO3MXdvzV/VDtKFg99BUPPhEqHyRb57HaEZWuTJhjLNTKwswgbuNhZoHaDCIkFyaEqFmEWfqp3KezJIRpMWwVwTRfQXFkJi5iVbpm9JG8OrhEJMqh4n68cuxaXMf9K1JrWmmftWXb043TeP3Qn99wLnbUwUXEm0FtEUsgDTx+BQD3GZnCRrqyEyquuwtrlnzXlGsaF1t0rhesHTnzm47Fnnt5I9k+md26MaQLwxDBRGkOZhHqHZAjpg/NYe7kuNE9pnODsJkLWWDHTLx0sLz9bapx7ljcyG5/668c0XNrztxmon6Z6d7Gymfuhc3c5velw98nG1cKR5ajDsKBfKR+Mb/3fah2ZFnommbq7tXt6d5V3/+JzkWwehisHs5uvQnVjtBw/oWcfjJhNM+2ko2zTO8q072eX7/VhVcGpITan5vvXq5sv53rnC5t3EaLW1NEaFTrsk6XYoUNSzrPx6nnowoWpBfrrWzYwFTpRDoLBzH2YcOGPixIz1bp+ZBeAGn5kJ4P/6T9TpW+chEtiBpAVAeiBi6ihxwxS6Y03dxPd068+Z4pVTJOF+lsI9o8ibWOiXSZSpfombLUGuFrHQyFAUSoT0X7z+knpV8ihGm+igQVJlBh+pS78mFSiBB8yDiKUpxJ9PGQYIA7IVHoJQrtqBQbk6nHFZoJpVY8hfLGlKJJRAobFBghQ4xTkL7PhFIrkeMSOSYYl4ulitFJ5bgClauN47BGjpO0PxFI52HS+1qoGhiFxaiFB5GMKb0AoXnQrw71q/AhQqAi+NDP+HyHfjj7BB+nuDgp1DskdGCUCHE0rhHEOoJQL+UagdE6bvHwtPSQTDM4ifMh6xQRUgeyE+bIoNwk1HskRj9DYeIhlo/rf2b+z6MAiJB8xCSATYKPp50LE/2nD77aJrfH8OA8HlowxFedS91U52Ll8Ido49JXPPLkdxyLa5pwXmT0sVEziNvYKPVarh+nw8HyTm73fbJ7GSgfhaon9qW1cP0g2b2INI49hR3XypZvdc9f2A8U95Kt8+nWmS3blNqSbMzGRGm22sJVmzkwCaK0UGMT4Q4BZuOjVi5E8yBaiFpHcYdE65rQeiW4cxRz8lH7q0kjW+2eMCcg74IpUfHkd5KNi3T3Jt2+9a7sOhc2ItWj6ea5e3lDF12FPLMqdwZyp6VGt84WAh58AwAPWOnC1nRlL1jcdBc3LSvrhlxHO980zLWdxT3b0qavtBdpnKTXr2d33hhmyqDOxdHYOGq72OhROOKoOzlJBjgwzVFRTCUl1vqsmWZu891M58ad23LmNuf3vg83ziyL67bFjWTrcm7tjWt+Q26ddc1vpFpXycaFIVGVueb1qbq/chRtXcTa5/7KgXWx58hvxtvn8c5FuH4cbZ35y/uh+nGye2le6Mo92Vcq6wBk85X25jbeprs38dpZrHqscMy+ltLGeHl55/38+m26dT6/futa6Ahxj9I6Pd+9bF/+vrj/Rhec7affEqObi1AMhUGosX16RmX/VDk3sVU/a4z51B7TXwPjQAa2Ss9BjHyM5OMUHyNBjOKqrVPWmCvXXtx9s7Bz5yls09m2bWk90b1cOPg23j6b3bhKtI5hb4avcw8rTX+r/3lKgiMzMCe1rCkdV2nkQQSoMnGUuue8qdBC6T/92//67//3//OHv//f//JP//1f/u3//P63f3/79rdvv/3dH/78X/75X//HP//r//jz3/3zb//wn3/3x7//43/6x9//6R9+/6d/+NNf/ulPf/mn3/3x73//p3/489/94z//y7/987/86x//9Hff/fCHH3735/c//PHtD3/+0z/+t3/5n//XX/63/1XdOleRfq7MwJrSsaYMAoT+W83/uef5n3n+k/M5yM+UIdexIKPE6MWD82SyggVyQkNwQE6+lGqZiGlYpR+YUo/IdCyZUQQ7ISqxsnXtX2qO6dw8xAKqqOEJrRC2gApSAJn79BsBwA/+/7Cq2l8x5X68+kyYEupd2kjOlm06l7qhym6kcRyrH8fb55H6hWf1KFw+neld+1e3ZfZE3/8DMu2QQq8OzKbax9OdU/fyhnt1O9Y6C1YPkt2zROfcV9p1LG+4V7dD5aNg6dC3updonk03zx0LXYUzzdO62JiNq7EJDC4mSoK4TWz0gLiNq7YKNS4eZgdRGw+zCzAXD3GwlRamnGYpzGyVVWgITjpmjMmKe2U3Uj2J1C+mW3fptfeZ3vtk53am+2Zu632qc22e70zZ0izMxdd5J8kQHyIUOhsAPAOAh9zpwnasuOvJb9oKW3Rh07SyYVheI/JbtuI+vbgZqB5HWxfB5kmgcQxFlgVUCDR6QJ1HYPSKjD6+1sFCLCMqig2ZhxX0mCkSKu6XTv8Yqp7pEk3L4mZy485fPyLnWkSmEW+c5na/dS2uC3RBBuQYpxIy24zAEGJrfSI6LrZNc4mws7gX611HWxf++sn02m2sd+0rH3qrR8HaSaRz6a8cyQNLfCL2GnVx9KFk72Z+5zfJzm24fBqpnihc8wzEbZ7tLO18n+nexmsn081zY6I0KKPltvTCxl3x8PvO1R8Cufa4wctSEFyI5iEWjopiK8kPRWCI5qioPv2K5me56C9rVCyViaUysRCSr7YIdHahxgbithGIZmJ2mTPlXt1Krd8EmyfU4ppupmHKdqLdq0T3emH/u3j7TOZMsXHniIoCEUoAm77kV/rzCAFEceUEV24UwvS4zjGhd4oxClTqxzDanphv718U29uw1iyZhI1GJ0m6SMJq0FN2m2duNlcpN5eXion4TMAf1etIvY4kTBarxWW1uGjKbrO6fd7QQnZxJjlNk2YYRvU6wkBYUC0BacjEXKG+cRLP1YUQOSJRgwoTX0WPqW18iPi1VsJ/v8WQ+1G5sJGDfFAOYmShPykHIUZk2hGZToS7DKGVWOEoVj4xRisifXBYSbJRM0NhYspNItQByi18uR0i45nannehOmX08GEKVJjYUv0YZuVI9UKIEkCUAOq3AJlB+EM5oN9Uy0NpLkJxYJoJUwyIHIFoUOPWJ1ZdS+uO5XVvcce5skXNtei5rmf1yL20HyweJ1vnodKeNrwo1DiGZTqGwiDUO1yLjYWta3d+DQsuWeZa8fZZvHseqB2Qcy04tKxJVNyFvVjzKlI/8xUPos3TaO3YPNuUOqZBnYujcXC1ThHhH4ZJltomMHr7fT4CvY+n9TARGxtzsBFnv59tRGkV6YNSa5qYafnKh+m1u/TGu5n1b9Pr38Yat878oW1hN1i9zKx/P7PxXaR+QWW7Mtc8S+MdVlnHTQGuwiDXWgHgGQA8BhOrW4GVTVuuZ1nZMBd36OIeWdpzNy6c5RPT/JqrtO8rH9qW1s1LPalnhql1MHAbS+vgGzygxslCaBB3TJIhkdbNUFlGjeFI5aB89gf3yi4SLNiWtlPrN8HakSFdw2OFSPWoePK7aOVonEoMyi1M1MVAnC8V5kHYzjUER7T+JzLaONNMrd8t7P8mvfFmdvt9snfjLuy5VncT3evU+p1rdVdARodQ9yDiEBLxzMbbua3v4q3rSP1iunujjpR5hogtuzG7/mZ5/4fM2t1s78YYLw/IzArH7GzvJt25KO59GytsKS3xl6P4C7EahK08xDYwruNCll/xP82DSC5Ec+GflAOTXIhmqUxMJcGBSaHGMap3inUuvtbB13lHYDtb7UZCS8HaUWL92rayrYqsjtpnqMU1d3kvvXHrL++JicgIbGchln4K+kt+/f4vVluFqFmstkpNXsQZR5zxKaNbiFADIiVrHA6mcvXertsdnhiXGzVExB/VY7hMIlFOTnpstvz84spCLhGKucwuA2Ywqk1mg8Vj9XptPrfFHfIEZmPJmMftpgj5mJjPYmGI2mH3GEm7AjPWeger7T2dIzoohgUqclLn4sqNjAnNR/9/rn+V+T/nc///HAJEqBGpga2k1a75VO20sPt9tHSoCS5zMJtI6+RhVhHumDIEeAora5KUGcJy0g9bwyKUFiKUGLWIEfOk1smc0Hzy/8cQQIHwB/+DGNX3Pxsi+s0RwypqCDLj4bx5vk3NtRz5TXdhx13Yi7YuwrXLcO08XDkOlvYDhR3LbF1qjQ3KDTyNXeVKptrH+f23RLospmO6WCFcP4q2T6n5ltgSH8ZcE44Z58pWsncTbV0EKgeRxom/vG+arkxY41ytm4s7eFqXmAwMqkgGagF1rkEVPQSZ+QYfT+8dVlmZiIONutmom68NqFxZ1+LmTO/WVz7O7v5mYf/HYO3MWziONq6dSwdKz+oondHE6rbFHXpuTZOoQMH8mDXNxD3DKrPMHBahNEw4+v2/nNBy17+y5ilsuip79uqBvXZsrZ8GurfO8oklv+PIb9uX1rSJ1QlrlKOxMTCShdM8nU2odwh0dr7awoVotpIcmtSBsBX3zaVaR0vbb9xLPWOy7C/sLO9/l+pc6ONFkSmsDa/mtt/nD37jW92JVE+IVEPhmucbo4OQk4X7J53zUHA1s/F+YfcH5/K2Plkj003X0lasfkbNtCLlQ8/SpsqVnTAnRlT2h0K1yjEXr53Mbdx58jvT7atQ+UBkivH1QWduc7p9Mbt+m1m7mW5faCKrr2S0wBDy5LfSnYv87rtEZVdi9I7IjUwlMSwz8BALS0GAsJkLk6CK4MOUCLP06y4chfHj8+3PlAt/UKbCMCLTcmFykvBg7qQukJHZ4jytB9S4kcC8r7Sb6F24i9vadGXCmUYiy57STmrtip6tMRHbi0mDQOfmIMRnTvj03PvzytnH3IQL0f3lfZHWTidXMt1Td649bgrwYfOkzsWUIFMqw9bW0WZ3y2uxZ6PxlNcTdpLMF/eFjG80irFsLHB7tLdRqmb8Me0kiooRjURtkhkIud6GEQm7dzkeX02GRke+GWW8HHr2EGQwMAyXKdVzK/XuwY3WGWNM4my5AVQR/RjEURj4KpIPET/Tn/Gzlwg++P+LoPZ5/v8LGHI9S2ViKEwcmEbdM+HVjenavi/XEutcL8YQvtoyZnAJ1Xah2j4iNbAUxC/qEb9WZfh0HQUowUMJAfKh4YoDkyyEZiIWNm6fsifV0RVtomhI16z5jUDjNNa+tC1tOvLbloVuv6TnWtn0lXZ1yRISWvIWd+Z334Vqh5OO9IjaLXPP2ZfW6GxLRIV5Rj8eW3WubibXLtObN57KXrx7HqwfUnNNmTPF03tBjZuLORkqy7CS5GmcPI2Tg9nYiH1ITr2cMA3IaYbSPkbEdJGSZ2k7Vj1Nta4yvbezm99G2tfOwkG4ceZc3p5u3cRrF7787qgh9mqCZKFOCRWTOzNSV3rckRTb42O2KFdr5+NmEWoaR40A8AwAnrND+XaguOYrbbure/bqgaV8YC4dBnt3/taFu3JsW1rXxAsT1iiotbMwiq2hOTgNasygxsxXW3iYmYfSfJhiyYwcFYX7MvO906WdW/NMWR2cd+e7y3vv0p0LTTjPQp1Sa3q6eb60912kerRy+Fvvyi4SXJm0z0qdC4bpZrByOt29m9/8bqZ3iwVXBIaIhEwaYpVY9dS1uG5ONbTBFaEuINQFOJBjaIoyRQqz3auFzbeB4l6qcxmpHo2bkxI64VvdyazdzG+9Xdh+N7dxp4+XXkoprsZnm+9Ga0f53Xfx2t4kGWBDFIhaODAt0XvEmg/rWP1FICFKC1GaD/+0OPyVR9l+uUhpZMv1PIiYNLhgaxhxxsdNAQ7qYCN2qS1JZar2pa5ppgKHF8WW6JQ7rZ8uWrINyDM7pKRfT5l4GicHIT6/3XEQ4mMlgv4My0foV+PYiFwvNnrcuXb59Mfp1onUkhiRmjgy06TaxgAnSdKxs7aVjSd0U1MePUrCY9NeQzHtidnwxYj9eqt93mlXU3NujLIpTNSEnhjHyQm1C9GnzfZcwKsdYzvUEytJT6+yZCcMbDbb5Q0dXL6NLZakRidjSsNVGjmQCURIIW7hQCbBZ/fVD8CkACZ/1f9/S72gH2HZEMFUGplK47jJQyeXI4VeorIpMwcHpzQ8zCzArWyIAFF6RK5n/y1f3keAEgLUKEAJPmICEZKDECyEZiE0G7NNWKN4bJXI1M0LXfvqlqu07y4f9HMBy2LPV94P1o4izdOF/e8izVNvaS/euUhv3Drym3wi8mjcMKJ2Q8GlCUtyQElx9V5qrh6o7UVaR6H2kae6M7v/JtE7o7ONCXsS1LhBjVug9Qpxj1jrE2pcTCXFUJBirW/KHFc6MprgsjPbC6zuTjcv59bezK29S7dvE42rSP0i0r72Vo/inSvH0laycTFdP0uUjxSWFFtlBVEbX+sCdS6O3gUSbqE1OO6JikiXQG8RoSYJogfuPQOAZ6xQvh0qrgeq257avr16YC7tU4V9b+sq2LkKti6tuTWZe5aJWYdUJiZKgloLV2Pm4jQb+9C7xkNpPmbmqCiWgtAG5lZ2bhY2rxBvZpQIGBMrocK2b3kd9s4NKWmRMRQo7OR236c6F9WLP/kLu3JPdsyShAN568J6qHoSa17Mrr8JV45FpthTiWFIYUW8i9HKkS+/DbvmJUR0UEZzUBcXtoOIwznbXNi4y22/D1cO+/5XuOZUnvlI9ajv/MWd9wvb74zJykspxcLclrl2tHaU27qLVnYmCD9LRYKohQ1Ro3q3ALf3l+L4GM3HPqyr/QfzBqH6y+/9ItyYxjZldE+YPCBqGVFRDIgWGrxy17TSn5F701Ou5Lg9NuVKyl3Tk7YYT+saVpIjcoKLmP9G/1s4MD04pRuUG/Dg/OzaZap9jnoXWErLwKhGrnMxBXIWd2xluXiyvZfweFx6tDoX+K+/O/vteac1Hzyqzv/2eONPp4ffbu4UAvFFWyipc4YxKgAb/LA6ptHMWowOeJSUc5NO3V9+uG6WcrTZdH59097ZkxvMXKWarcBBxMSBDCBiEuI0iJg+vBb9V/nf+P/B/yylsV+UHZbpmErjFOV3zJYyrX21N8VSmUCUZqlMQ1ItF6GYSiOI/m31yI/+J/qPXf0O5U/+H6WCaHjZstBxrW7blzfIhY5xrmlf3vCV9x35TV953185iLbOlo5+iHcupteuk72rRPfSU9yVuueeThHfyOlxe5qDe4ZU1innjL+8F++eu4vbpmxTkypbcl3DTFXumePofCOQjY25hLqA2BDg4W42Yh+QEmzEjnoXHNlOcGU3UT+d33i3uPXt0s4PS7s/Lmx9n+m9TTRuwrXzcOPMWz2Itc/pbDtaOcqu3SxvviWjqyBs5yJWJmwehohBlWkYN3NJz5g9OG71jxIOMUaMwTrg3jMAeM4Or7RDxfVQZdtXO3BVD+3VI0v5yFw4cNdOgs0z+/KGypNlqW1DKhMLo/r+56ipz/3PQ2m2kmTIjKZornL0Pt0+Fhm8r6SGCXNEao0h3syEOTasMgsNfleuO7/1Jrt5t7D91pptC8koR+dX+hYMqaphuq5LluONc09+i6cLPBs3shAXHsyHSweOhe4knRBo/YMyGlS72CorH3P5c2tL228Wt99GqkfJ1nmwtI8GljSR1XjjdGH7XaJ5Nrt+O7/1lkjVBhQWUOt35tZTnYv59evA6rpI6xyS6tkQxVCYuIh5SKpnKY0gQvU72z7d+f+dKMCHyf4KfH9PIUqLMLMQNTPlphG5kamkuGorX+cWGN2jVHDSFoH9s5AvPWmJcjU2BkRzYJqLWJlK4tf8z0XMn2H9hMToH5Ian0vwSToWKu1Nt870kVUQcTCnTKDcKMMsgnFIqcKO947++N33Xtpw0Fj41x8PkmbZxACQc+vOa/M3jcLWXGZzZq4WiOftgao3UnL5krg6qUGqIXveZ2Q/Bgwy7u/fHJ4frB0f7f7pP/+ZcLoYkkmmFAIhTX+Zk4cZBfiHzFkI0z8DoYQI9f+X/znQhxPCUBheT6hZKpPamwqvdtXeFBsiuAg1Ite/nlCDKM2GCB5m/rWv6r8f8SWfai4fXgdESTZKsVEzG7MJ9B6Vd5bOthzLG8aZOhpZQcJ5y2IvVD8O1o4S3cto6yzWPl/Y/y5UP072rlLrN7Pbb+d23tmXNzj6wAuFecw6LffMoeFl+9JaoneRXLt0rm7KAwtMvU9IR3lEiK31DqOOIZWVAdvZiJONOIfkZo7aKdIHEd+CP7+V7lzMdK6y63fp9vV0+2q6dTPdukm1b6dbN/H6dbh27inuWpd69qU1xL/oya0vrl3Xjn7wZJsMGcFWklzEzMEsTMw8oqaYOgtHbxu3+sdI5xhOfbz/f8OJ5tvBwlqgtOmrHXjqx67GqbNxasxtWVZ3XaV9e34djyyJTX4WQjMgE1tNsdVU/80tHmYGUbrfrDI4oR2RGiypQuXofai4yUatT8fULNQ6rCT5WgdP4xxSEBy13RDPT7dOlnbfzm1eO3KdMSoGan1K37w2UdTEi8Z0NVw5dObWeDr/Sykp0AcM8WKwuEtMl0aNQb7Gw0bsIoOXoSB5mD1S2CwcfDe3fhOpHkVrx77VHV2sSKbriebZ3MZdpHqU7l5lN99QM40R2CEyRbwr2zO9q+zalTvXZqPmIYVRbPSMmrxjBs+wzPC5/0GE5ED/gf/7nheidH9u9ffkKAxMhYGpMHBU/RfvLFy1edTklTkiCldC7oyOmrz9qmH/tXOmwvC3+l+AO4el5IjSDLuzodJesnGmjxZHlFaWwsyc1Eq1NpmaePjstccb/NMf/jgT8V+tr/4ff7mMGse4AFAKGv7L5fpfDrtbqehxdq7lC5Zszp14aj+Vyv2/zL3ncyNZeuZbK82MRjPdVUUD72iKDiaBzIRPIDOBhPfeG4LegIT3oCdhCdBVVff09Eja1cqENDOhlXa1u9rdezdiN+J+uP/U/ZAsdlVP12hr7oxGEScYRUYHyAbyd8553/M8z9EoNjH5zWF6yy6XsL9XWvP86cPFw+jszZvR2vb6nFBAWVhgi2EurGSCCpZUxZEjbJmaBam5IM6T6N+Nb2aBj3UBPpV/8kyOFERPrigmluVzKrPKkxISXopQzYZ1VBEysSznSPVMEPuN+Wd9F/8MqXHJEEJiWSR2KLClFgwRkStj2TkKVgbByiDeuvUWOo7sWbQxtu+fegudWPNm9fTN+sWX7tzlDB78TKh7ZYgaN+rBci/WGAWr/XB96CpcijzrfyzEGGonVWGbhs2ToHESICZE+kmRfgog5rQ+yLVOJMveg4vV5l2qeRspX0cro0hpHCpc+w/7nsOe55BsQw49hz3dahlyZ0S2BENqljsy7o1autzVBTbpAg1TgnJgHVdGsBQEXY7TZBhNhs1qLbMa4ys5vgiT/t/PmP6tsnen6tpvOQ/PrLlzS+HKWuyh60faTANNVZDYIezKzGNOOoRNidR0GP0W/0wJyhBrXy7IubDBtVnZPb0lkod0iHjBR6YAjCrBGLCeKsGeLys+X1HMaV3G1UKmPdrrfhGt9iB3hqW0zen8i8ao0J7G06VgoWPZaLAUjs9X0BnEo43se7MnmvAeV2FnSo1MqXEWcUyuIBypKZo/P+h8Fa8O/bkr3+GlY+cYTxRNa/VwqR+vjcKlPtkF0KfKdKntFR6ybbXDpd5qa2xaLVAlGFtu1Ia3TKs5XWRnCXW9v/8n7Xf/zKMpQp4UuCT/LEBDF6hIpT1Tgj66TWHdvNqyQni4MoIrI5ggRhGoaCLkcdMEfLvd/cQ/C9K/NwxPgw4Qz5e0E3ycbAJrw4dS1yZDan2xoJ6RmWgrimU5xphb4cwtZg8Kp63ayWHqb163z3a9WR/y9eneX3ZLl+uBgoP4WaU0WFuruzznkWgvHd8nkC0Uut6JXO0Fi0nLF53y+Lz41etep3M8szg3BwAcoXhOpuLCSrpYxpFruQqUAanYkJYjwZ6O1t+vAn6L/NMADSmJIbf6dLF2Xm2ZVZomVxRcGUHOC+R7ywSxT+WfPI94n38GjDNgnCklaBCxpA+qw7uwZ42psrPULtCzEaoOo42xJ3/lyJ7JgnvzRETs3lgyJ1TRQ/N227Z3Yt8/Jdbrc/owTeGA/Tvu/EXq5D7WGnsKl+HmKFgfyiL70wrbJGz6TIT/aEX7uRCfBAgqZOap3Yv6sGmtHij10q271ZPXa8evw9WhP9cNl4bh4uix4M8P/IVRqHwbq79ONO9VoZ0ZjY0hNf7oFTyvcpmnwQAAIABJREFUtEqMIdy/sYzYZmA9D9JxQZwFYiSzLIWeozKwFHqOUjcvw5akGnL9pwe2KyT/joNjc/bEuH+q3z/TrDWkkTzg2lw2x+dRL1tuZEHfeLbpMEqDnlYqjAliPLlJ7kyuNfqb7WuZe5UMVJgUalkyAw1EqRLtNIB8tgi/5KsAW8R32N65vN84ucWTBzNaJ1NhpkAGnsaFJ3OJxtC1fzSLeqiwUWiO2Tbr8WrfkM7zVDYyF4yjML1YlPPkpkTpYvfidaJ2HSkPgoWue//MttX2ZM9j1etY9TpeG6Wat6vteyJd4ajcK8a4ffvIn7tcO7rVJw+nRJpF3B0pnu2c3yXLl2pv5pE6ECW9LhwYf9oFfOcgHTjkRPBkxWGKkBlYx37XFCD15LMKw4LWShWqKAIlVahiCNXkYIoQFoh+Gv+giSYxTfL1UwLiJZ+YEBiWiLjCvw9Y0hN8fFHrnlyQzsFaCDPTZhZkWvzktPWm3/h6UP6L29Z/+PL8v/ys97qyvm1StELOvx92fnl18XZv/2Z97avCficV2NXD+2bFsLDa3o00dqPdVm48OIvGggweb04knhFL5+VallhJFcm4cpwFa6mAkit9PE7/cGCPevVPlAb+Gv7JKYAu1lKEaopQTTb8JlcUcyozC8InluXk/v/X9P+YIuS7x7uDBrL4Z8EYC3rknyEjhOYIFtsX2+ITAMqQW5Th3cTRbax54zw4t+wcLZkT319Q/1iA/9GShocFYP8O7N8BvVvKyMGyJTmnD2uTxWC1H26OPKWOu3gValyb944EjjQX81Hk1knYRJVZZ/GAyJqSejaxeN621QpVBumTt6vHb2PNu0h17M51HHuX/sLQfdD1HPa8OXL97/kLw0j1Nt16AB1JGojSQPzlkmxGbuCCOB+xs0TILKwjFyc6gNAlGjqMsuQYW6WjSzGGVDsDaRYgNVn/04LbJf9uzbPfduwfmXaP8K0WutFSJsoiz9acLsSQ2aZFumlAy5URi6iNpyBYch0N0k6L1VQRQn4SHKketsVcm5Vi/yfrzYHAGKJDBFtufr6soIHoNIAwYJynMk2J1H88L+EhViJ9ECqerrYH1q2q0Bqdw9w0qWEe99m2G5nj21DpSmRLLOgDaDQbLXe3zu7tW7V5rWtKhD5fVtBA/LN5eEZhjhXOMq3rVGMcr42ilSGZr0Yu+/HaKF4bJerjVPOWSFdmtX7AturaOw3kr9aP77DY/ku+aoXwbRyP6vf/dufkBgttPVruxBoWiD5VATSR+mPPE3VFwRCqWYCG5J88NWCLtaQPhy5QPW0QuCDGk+kZQjU5ZfAgnAVoppdk1BUFGSDzSfxTAANb7hSa0gJjalYbhFxbhtW6JnLIUTpn1HY6oGED6iUlPj27Ms2bd3jc/+6rm15957q1e1FInu9Hq3FbUgu1op6fdy7+++vXf318+tNC8R+uu3971a77jAHpgl266MagjZD9r//0ba2UpzMZK6B0TqxgCeUzUowmUlMEKnLVneIrZxRGUpr64Xhfw/9b4P+p//8ouAI0VBHCBLEpvvIVYmVB+ItFKUOCkv/Bb4V/FoQzpQRbboQccUM6L7bFn6+oGVIjnsxFasNIfRQo96ONsSp6+FJinABNn4v0LMQD+bbF7g2BfVURzgrsq+SMEDu6DdQG9sMzf7UfrA/BwDZVYWNrPaBvE/RtIrFD+95xuNSLVgbJxnjt7K071wlWrn3FvjvX8eS7juyFZefMedDx5vreXN990LXtnBvW2vrVpnH9yLFzDFjCFAnCkxu4Ut2KxsYUIQsKI0esZYkQlghhkzUshLFgjAEiVFBNg1EahHDEqnf9v8/phtCab6fq2qvrVovGnTaxfWTeP0PX6sp4gav1vRCiDNjAhgmmBJ1HzALCzde7SE843+DlKo3Pl2U8lYmnshjTh9tnt/6D9pzK/nJJxQQJntxEF2vJ6IhJvvyzRZgi1syozXMaqyaypQysLejcVAinwgQF0nMRO+ROB4uXpvUKsVo0ZErWjVqiNlhtXds2q4u4lyLG6ZBuRm2lizGGBMdCW5snt+nmTap5m2zcRCvDULH3tO3PHD2Q84Imcgi5Nkxrdff+2Wr7LlbpKf0bFBDjqMz27cru1UOq3jWt5ua1tmkAoQJqMguEBWMzcoIOfOShEX18H/vt5LxvtMO/+sMn9cuv8j+nspLHE2yYYMNGuljHkOi5UitH5tSEcsHcwL51hkbLpkzbmGlIHGt02EKV6KgCDVOEcCXqGVDJFUG8pZVaLffzf/+T8l7KrpWknVjKgmzadNVw4N+fn90f5mv+4Fky+ZcXJ39x0TxJetdMalw4b9MqekeNYedCqdBM0jjzAjltAWKLtDQ+MrmknlpB6QDBlZl5cgtXZmaDBqZYTxNidBFO6ilJvf2HRiYtGUxCB5DvFDt/rM/ypMb/DivxR3zTvxn/H568POY+MWB8EXfCzsQC5nrJVzGlhMK3Hq4OIvURefgncq7N6kKTkJmL+jWJgnGzKQ3sLprifFuarfFOgKZ5IqLbqHurfV9t4K8P3cXOgiXxQmxYsaZseyfOg3N/sRuuDqP1UbQ+CleHocrAV+w7cz1Xvu8tXbtzHcvOiXX31JPvug+ubDunseo4Vh2rggcLuqjImpF5NplSHV2iZog1HBjlwShLrGYD6plHX5PmKQzqKW2FBmMMKcYDta/Ax/WfonFETdFtIplF4wem7Sax1TTsHLsKXcNGY4mITgE6JkgwJChVqCJ3s4uobVZlhGwh53ZZE1pnSnUMGKeIUZE5ZM7kteEt8gCTCRIUoYYqQugSDQPU0sTIlEhNA1EyupCrtjBkxIQImZagVJj48bJyUowB9rh9p2larzj32oHCRTB/kawPY5UekcoxpcZpAJsGsCmR5uWSYlZpcayXDrpfxqtDcsMfKQ/CpX641I+UB9HKkJwUEvUxGsvLvNuOnWN/7irdul0/vlMHt8jfi8Z2MkfDTGvg3W/+Tvn/NTK4j+3/p/hqMq5jRmHmysw0AKeKMDpolLo2XXvnmfYX4eLIvnXmyV5aNtpie4YGGZlSI1dm5Mn0M5CGI1GwRVIeXyhTKbuds7txNxG0Z9cipbWYT6tsr2Vui+VqKO4WS72g9GQ19bZW7Oyk8hFX0ERU9rMn1UYoEJXAGhGsk2gcywrbgsLJg+0s0MICrWzIxhCbJpbQH83IWBKCC5t4UjNTrJ9eUU8tqxgAxpMayQbHuyngt8//k03jW+NT+X/8w8i4p/dehyPV8+SGZb1bYgvPaawv+QoWpAcdyUhtmGjf+Ypdf6kndGR4WICmcPBtaSxdNm+35aH9V4YoDws8B4g/WtLQEbc6XbTlzq2HZ9bDM/vhOeDd5GEBeWg/UO4Hyv1guU9G2voKHW/+ypPvOnJX1v1L6/6l47DryF6Yt4/N28eO7IVz/8KxfxqtjLwHFyJrmg5ZWTIHT+lgQTipnmRDWi70+PhxIe2jo/H9MDiIPN1E6TDKA7UL0GP+36QEd0rNQZk7oQ5vW3bbxp22afckUB4aNhrLhhhFQjAkeqYEpQtUDLGaJlLzZPp5xIyF11ebXfdudQ61TYmRFwIVXarnG/wrhI+0K3Ag4+SSkipUMyWPQXRsWMcEsWlAOyXSTAjUny/JP1tSko3WH85LJ0WoKrDp3Gu790+jlUGqeROrDGKVXqhwad2ogbYU5EiSlcXnr+QcqcmUzG2dPERKPRJ7kvxwqR8sdAP5DjkFpFt3aCyv8O/6c1fRyjDVvNk4e1AGN18K1RMiROZNRysXq+1BIH/8q/zzFAQdQD7aN/p1W9bHf3Pe2d2+SRn+UIjGlGh/Tf3PhokZhXlWaWHDRqoIY0j0XIVd7tl1712lWw+R6jhcGoZLQyJdeYUHJ4QYDcR5csOMnOCBCAuQsYQwVwT9aJrq9PvffPH27Zu7m8Flt12vrGdum+1utpAibJIpOkxlbtttN6XcsLTb2l4dHJ/+9Z//zXHr0mj0ugIb8fWqI573rDWtyaoxVsEjRSxc0AZzkG1tXuWlComJRYQqQNmgYVZunZVbOZCRLkKnV9QciOBABPvd8RDZJGa80039/+f/qRb41vjY5/Kxz5H+kdfhyHSvNBaR0SsyemeUhmmhkgViSzqPv9iJt279pZ7r8IKHBSZA0yRkFrs3LDtHnvyVYaMhDeyKnGszeJCL+iX+bWL7yF0ZOPId68GFtzwgttpIvGjfP4/WbsKVUaA48Oa6rsMr58Gl6/DKkbty5jvW7Lll/8x+eOk6vLLvn9v3TpzZM8fOse/wIlLsm9dqr7DAtIigAAaqCGPBGJlJxYYRNowwQRU5Fzxh/37GBBPEqBItDdJyJZoFCHn2B589e/aDyRWFflFpEhJeuXfNst0ybbUM20f4ag3ybvHUbgqgZ0kIDqzjSFCWWE0TqekAQhMjQoPHup7XJ3ZntdYpMTIJaGiwbhF3L+JuulhHFWFs0EAX4TShlhRXsyB8RmFkgtiEQE0Ro8t6L9/gn9O6WHLzFIB9vqx6hXnce0ep5k2yMU41b+K161ChEyp0ErXrTPsmWuzEyz3v3rHCu8aRmihCVOZIpevXZP+P3PlHK8NoZUhOAcFCl6z/kfABKQqI10ap5k2qNQJdqUlAQ5fq5b7VUPE02eh6st+x/vMUBE38u+L/qez8GP8zCvMy5oZtMZVnVe5MiwyhBY1rRuUUWTPG9aNAcRCujDJHbzJHD+b1Ot8YmRRqKUINHdAwARVLpGABMrZIxhVJWcsA49Vyamv3//5f//uXv/jbznH7ba93nitVUlt2UL38+bSUwU0Shlo6frKzepzd+fu//ftf/vy/Ntv9eKZQbt8Uj18nc939k6+2T3660f5yvfXFRvvteutNtNC3pmuId2dB7WaK9ROLKgpfOyu3LiIuLmz4Fv/kFPDb5f9T1//v/BAZYg3rI3UER6Zbwuwio3cJs3NgnIw848kNzr12qDp05y4NG42XEuMPFpEXYgPk2ya1QK7DC/IIwLTVsuwcBevXjnwn0LxxFXvWgwt/9dpT6tv2zjz5ri/f8+a6nsMOGQ1Cku8qdD2lviN3Zc2e2w4u3LmOJ3/lyV16D879uctEbRAp9bShPZ7SQRfrWJCBDepZoIYFqT8Yj8eZ34af/D+lgSgN0nLEyCtQ/ewPPnv27I+m5kENS4Tw5IZlIqAI7UG+bYl/e8GYYKpc02LDNIAxxfgMrJ+BcIZIyQJROoBMrMgYoHaF8KwQHqZcTwG10xKUozKD9pjEFqUB+GfzMnJZYIrxGZmJtNNwZUYagE4LtPNqh32z6j841ob2qGLiezzopQCVutcStcH6yZvV9n28NoqUB6F8N5jrrDbv8sM/2zp5s3v+5dbJm2ixo3StT/OxFSyQaY7Xju5JnX+o2IuUB2TnL14bBQvdaGUYr43UoazCvxssdGPV63TrNtUaCa3RlyKErTIrA2uh4mm61XfvN0j+p8VqhhSjghqG9Dfm/5ugq6esm2/FXbyfb/Mx/l8syudUVjS4Gcy2U5VuMHuMh3eFxqjCv+vYO/ccdpz7F4n6OHP04Ds41yfzr1A3V0ZQhSqaQM4Rq+ZgZE6i4oqkEp31M+b8PAA9/PRn//3/+h83w0Fldz9mc9pkGog1L6Zw9Stip1QRwDTVtfgX/c4v/uYfOv0vd/OnO6WrbOt2vTJMFgar9fu19heZ1ttM6/XmyZe7Zz/ZOnmTKg/D2TPfdlvj3ZpTOCaXNBOLKroI50BGLmx6zNt48ts/5f/8nur/j/HPleo53xoyHUem48D4ktYm0DnmVQa2BGGJ1RxQw5CgpvVKuHbtK3ZNWy260slQuRZNcdNWy1fs+opdb6ETKPdjzZtoYxxtjJOnr625S0elbz44N+wcu4s90sNq2zuz75459s4d2Ysn/h25K3vuypG7sOyfGDeb+rWaYb1u3mratlqWzVqk1Ek3Bp7dI4k5ypDoH92rEM4CNUxY/TggDRN6l1j7zXvyvpBEx4BxGqRlA+p3/P9gcg5QU5ZgmgihQQRX66Yp7TSFgyp1vBTqJ4Q6ulhHE5IJExh1WUpmUT9m40p1LJmeLsVpMDYJaFgKo8yd0oQ2F7XuaYGWKkDJntCcwsIAsOkVNQvSU4QaulgntSeTtd722b0lU6GKie/PwEyZRRvZj1UG0cooVh1HyteJ+jjduPUfXLp3T5O1cbp2s96+3z59u3P2hWujwYbMswpHpNBdP3qdat7Gqtfk/j9WvU42blLNW7IWiFWviXQFTxTJ2WG1fbd2crdiCj0XqDhqiyq4Hq1cbJyOvQetj/H/0Tr/I8/r+ymX34q7eR/+bx7lj+h/XizKWZBeZAjoIjuB/aN0tRcvXnp2j/SZqq/YN28ewb5tdSiLJwp4/NCcKSK+NRHh5UE4G1DPS9ElJb4gRbhC2Ss5zhYpJnlLeofrP/3Xf/rHv/+HqNsTt7tUrwRSzoJuSeKSIXZIljAb3p63/td/+Y9v3vzpfvlq/fB0s9wN7x7Fc9311kMo3w8XR+HSMFq6TlRHmebtxtHdVut2o3G9Whkki13/zhHq31lEXFQBOrGomlpGnmyUDOARfnIJ+n3x/7HXJ3UZHwy5nivXMyXaOaVxATHxZPhjRQ1p6WKtNpaN1Efx1m2wMpAGdvVrNfv+KSn7i9RHoeqQFAIHyn1/qeer9J2lnrXYMR+cmw/OfZVhpHUXqo48+a5t55Tk33lwaT+8tGbPzftnpr1T405bt1FXx3JkeKnEnZF612FXWhfPmjNFhWuVAxHTK2rShTUD65gShCVFWFKEAakYIMKCtSwYY4Da74KfoEMEU0qQ6/8irHn2/RfPnn3/xRygZqzI6YBmEtBMQYbPRPhLiZEitb4Q6KhiIxs2UvgIU4TMQDhtRcYCNBwY5ykIthSnSrQ0EGXK9XS5bkqCTktQiS3q2KrY18pKd2YRcdFWtFSBZl5pZQC6qWWEJSGmVzRs2EjEsmutm83je+dWW2xJCY1xlW/HutFI1K7DpWGkfB0uDVPN+0zrtSFVExhTYuuqNdMIHlzFy4ONo4dkaSC1Zfh42LV9lKyNE/Xx+/2/aGVIHgGGir106y6Q73gPLmLV61Cxlzm6T7fHr3Te5wLVksGnTx+k24Ot81v7doXsYvxW+KeBOEOCPx2McYAPBpt0GUtwhgSngR/lnwyiZII6NkzwdX5dZM+70wwcnBnW64HayLDReEVEuGoPW+nkqZ2QI6lwpYR6z5yM4IiRWUizAGvmJUquUEZbkS2pCOaKhL3Ab5+e/d3Pf1E/zO3HUzGjzQopdcuAQSBOmUyvT5r/8+d//j/+/pft0/5W6WK9dLFe7sRy56vV0cbxm1h1HK/dRGs38dooUbtO1nrpRm+zOdw5GifLnY3mzd7pm632XWD/SOVZ48ktLxaVFKGGItRQRVoagNLFWpJYNoT/vur/j70+edr/7pYE/CmOnSZSsyFsRorxYJQLaXkwyoM1TAjlm6Oe/FWifZdo31l2jlLHD/HWbbQxJrWAjuyZdfdYmyyqYzn9Ws2403ZU+oaDM912m9g9duSufJVhoDz0HHbIFDDb3pl199S8d2reOzWRY/fIsNGQh/fmiBBD6WCq7DyNi6e281Q2vs7Lkxonl+UsQMsDMTag+Rb/NAhhSLUMKUaDtO/i23V06J1+VGJ84p8r0fAV+B/+aPrZs+89X4CQWbF6VqpnQThDRkyDOpbSxpBbJkU4EzbzpGbqipop0rySG8jkaY4E5cn0TAid4ispYg1HYWArDUy5YUKgFhgD8eL54dWb1UpH616nCzSTS8o5hYUpxqdX1GxQP8VX8+QW20Zl4+hutXHj379w7ZyEC71IsR8p9tdP3qRbD8nGXbg0TDbu4pUx5Fj/8QL6wzmV2Jwm4iXHRjta6G8evXFvn2DhnC97ESx0Q5VBpDoOV4eB4sBX6PgL/WC5n2jeB0q9tdMv08cPydZDsn3nL/TTxw+BUpeldryUYFJvxnPQ2rl62Dgd44md99f/9+v/p2L+/3A8uXeYksfsAA6Ac4DHr09pAu8cPigD1L7Luvi2/4cjNZBBlAyJfkHjEhJBPhE2bjRWT9/4i13AmZnReCdF+MsV7SvUvaBxzCqMbLGWKVQz+QqWUM4VKlhCOVeiWZDjHIGUswwAsKJYqP7Jm6+SLv9JthhEDYJJOn+Csh8K/u//8Iv/95/+oXPc3sy1UvnL+MFZutzfaj+kaqNwoZeo36aa9+nWXap5G68Ow8WrcOE8WrpM1nq752/T9XG02FttjHbP32bqAyKWXca8U3w1eYRBFWnJ81om+KgW/6S8o/czwt+fC96/lOnpaqZpAcJ8F4j4q+M7X/z93sG7oGQNQ6yhCJR04LGXzoPRGSk2I8XYUpwuMxo36sFqP9oY2/ZOSPOPYaMBODMixyro2RDa02zEzUbcIueaKpE37B1JkzkgsA2GduXRA02igKfLaLLo2D+17R6bt1rGzSax1TTtHlkPzxy5C0/u0rl7rIkczOO+KYl+WozTIYIG4tMChCcjaCKEsiyfkxFzUj2dr2QCKoZYzZaibClKl6ipoJqU51FBzYf8P04BdIigQQQNRHkQLkJMP3zBePbsBy8WxMp5iYopgHnwowqSBmlJUdGH69gHIY3f8qjPKowMsXZOabKmDwrdN+XuW3NsnyHUUvgIGZvBkxE8BTG5ophRmK3r5XhpGC2NI4WbSOk2Xr1L1h8S9dt47SZWHaea9xunX662763rzWUiMi00vFhGBaa4fbOdqI7itZt47caXH9h3L1yH3XDtNlQd+UvX3kLPk++7cx13rufOdTz5viff9eT73kLPX7oO18ax5kO8de+vDphaL13lINbKsVp39WgYKZ9rQus04PG2DzINgvUYCIOSQVQfe5i+M8eOXLXYYu13ZgeQX9+Z/LVUUEOFtAxSUi3VMWCcBuJUCcaVmTlS04zMMqewsUEThY8xxYZ5lcuQLkfK/Xh1iEazXJVjWqSjigmaxMCVmVkSgi5CmSKULX7UHXElmmUVMTXLZyyArwA1pDbnCsev775u5Or5zE5rJ0uIQZDH69Zq/+3vfvmzNw9Hxxfr5V60dB0tXSeqN8nKTbQ0iBUHiepotXm3c/6TVP0mlO+mG7eJ+jhc6q+275ONu0h1nGreZo7uM+27zeP7zfY4kjvTR/eFRHByBfkhD3zJR7hKK1dhpwEf5f9jYwbW8SCcxle9XJTyIJ1A556Vm3/IE7MgA98QBG0pQ7oYK3U14T2KxEiRELOIhSXXzalN00IlFVAvaK3kqv5UlJFlyNO9T6x3zn8W+MHv5YLYnIyYleqZIoQhVJMdhKkVORXCJc5kqNJNnz5Y9k+QVBlwrU/D5s/5GobUyFNZmFLjtBhnq+yAM6NJFBSJQ1UqL48fCFwZHu6nK+wstWseCxhWK+S9oK7cue3gFFurKBKHurWKIV3W+LYFuhBHaqKKMApfSxWgNKGWDeq5IM4FH+//JOsRLqQlPctMCJ1RGmaUBlIEtai1c2UE2W4npZPkXoynssyj3kXMr7DFlcbgH/yQ+uzZD168AhTzEiVbAM1CjzexMkEVuRa9q2O/2cf+akgrOWZgPVOkYYtRCeEzRXcs8T3IGGCKNFTBY2wOR6bjyLAJoWJOY3Vs16OlQahwHcyPQ4WbUPk2Ur2NVMfhyihRv11t36+2732HFwrfNkfpnBYR0yJiVuPF43lP9tyX7wVLQ0++b9m7cuYGwdptoHrjK488xaG7MHDl++Twlq49xSE5vKVrf2UcrN2GG/eJ07ey2IEinPUWL5LN67WTUax8gQTX6MCjrZ1MgGW/x/93TgHfyf93hUz8M/tPkn+6FGN8yD8LMjBBggubZuVWLmyhi/Rs0DSvcqn924HcebzcU/m2KID+xbKGAZl4SseS1jercJBqHJZEx4EIFoixAA1XrJqaFS7AOOZIeBOH5dbo9v7fjvpf5LdyjWxpJ5qoZw//8Rd/90//+J/Pzy9j69l0ZRQu30fLd/HqXbxyGy1dx0vDVHUcK/UzzdtoaRDMdeK1m0j52pW9DBQHseZDsHIdrd0kWrfJ+mjt6Hb35PVme5wsd/x7bTS4vah1UwD9lBCnAAaG2PDJ/D9aelGOBGOKNFShmgMRCxqXZ/coUeknatepxnj38ieJ+kjh32UpHNMS9LNlmCrRPl+RvhTIWXLdpFDFgPGnvsw3/IP6X1OPvFIYl9SWBaWJVNGSX6f5imkAWSS8xs2yM3+BrVXlsbzQkZmCTD9akE8I1FShelqg4sqMoCNtzFSdh2fKRBZJ51TJA6EzxVTZJyR6usw8i3qwxKE7e+zPnzuzx+adhiy6u2iLiRwpiSkuwvyv5DaOmGCJdGwxTqqqP4D/Hf9sCHvaE5GJ0jRAQxdreXIDDdCQnuhpgYoj1S9obIDRr/CuaiMHCt826tlQGILP/vDlN/yz+OAspH6XafvJ/DOECBmeQ4YW8yAdW4wyRRqyBciQoGwpzoQ002I13+D1HRxHiv1gfhjIjXy5UbB0E67cBCvXocogUR8nGzeBwytNODuHeCmAngLoyWgUiX1VnypZttu+fM+d61n3L92FR/79lfH7wHuKw6cfksNXHgWqN8HabeL0rbN45S/14u1RojFcOxlFS+dSV/z3xT9doqFBWgaMP14u+B7/DImeCRKk52eaj9GEOjZkfqX1E6lSMH+BxQ44ctuLZQ1NYphD3IAxvIR6uDIzCzJwIIK89JLcLrIAjcIWTRycHB7dF9q3J52ffPGTv769/mozvet3BI4bJ3/9V794ePuzXPV4t3aZrNxEq6/j1YdY5TZWvomVR4nydao6TtVGmeZtonYdrw4zRw/Jxk2wNIzWbmLNB1+xHywNo/VRrDJI1ofbR/c7J3fZizelwdf756+dG9VFzD/BR18sozSR/lP554I4Q4hwQf2cwjK9ov6ahKOWAAAgAElEQVQBS8gGDfrofq73db7/s4PezzJHD5mjh73O1669c4bM9vmy6o8XQLbSxEPMHIWBKdU9X5axZPr3G4fvr/8f+70rGhtfa19GrHMygjR6s8VaqlA1KVSxlCbAlVQlckiqqFmtSgO7XK2bItFNA9qJJdnEsnxR69Qlcs7dY8t2SxXb1ySzyujOsiU8LSU+56unAIyjtMKuNJbIYomsIrwF+9fmCB9FbmSqrSzIwBbjLABjARhHoiPv/OBIsHf8vzcFgBjJP9leIUsYUmVDGiVogGZaoCJl2gpXwpzK2jfLts0mHs/rAzsKQ/DZH7x49uz7z18BijmxgsUHZ0DVuzvYlZ/KP2VZwYN0y4htUWVhi1HqipLGV3EkGFOsp4sxhgRlSDGKREUBNZArFipdhEt9f2Hoy1/78+NQ+ZbcxgcrA0/u0r1/isVyC7ifAugpYpwlM7Hl5ufLqgXcL/du6FMl9+GFJ991HV75K+NA9YZE3V8Z+8ojX3lEAk/+8OnbJ/495YG/Pkwe3Ucag3C5s3o09GVby3r3v07+qSJsWqCdXNZO8zEWaJpVOCYFumUiYt1oBHLnSGCHKiZermhnVE7IGl/BfTMKKxs2khdaM8U4VaBhgpjMkXBt1jZbt7mLn2ZKw81Ct3vz77786c/9wTW7Pdztv/nqz36eb3bCm8W1SideuY3V3iRqr2OV21h5FK+ME+XreGkYyl0FDi7ceyee/dNAvhMq9sKVUbL1EGs+kKfZscY4VhlESp1o7jKwfxTJne2e3peHP9s+vjWvlgWGCAOyTK2gn8o/W4xOr6jpInRGZmJJdDQAF5sint2jzeP7cLEbKQ8C+Y5j5zjZegiWhjNYYFKsY8gINLpn2yqjke1F3Pn5kpQOYZ/K/5LaQq7/7/NPBxCKWEOBcI7WIfas6zbqzvylYbMOetbosIEGaCaXZQyxVuZIuPeOXHsn6uiBMrItC66JnIk5zDkN6l4IVJMilAbr5jTOFaN/Tusi7zWYANHngJYhN9AAlCnSMB+DJx/9FOTK+uFAH1OM3/mjSf7n1ZYFjY1c/MkHmCpCZpUmjT/j3Cha14uacFbq3kCcGYUh8Oz7k8+eff/5vEj+Pv8ssfI34J/GV83JDELMJcRcC0ozuQt4pTCxQQMNQJkgxpBikyI5XYqpgplotRMpD4KlUbB0E6rch6v34do4UO77Sh0sVVSFdpaJEA0iKGKcLTfOKi1cmfHFipKntgvNMSScdWZPPfkrd64TqT+S/zTIKcBXHr0/HZDfkvt/R74TbI4S7btgtRupdFOtvnW9yFEYfm/8i7U0EH3HP8GA9ST/0wBGlTzW9hy5TWCIqP27hmSJAdumxQbIuZaoXXuzJxyl/fkSsoD65J4MYIm+QpwcqYmsHRiAjirCxNZYIHe+2r5LNW8zrdfBg65/+/Tw+M34p78sn9ydD7/+6V/9587bv0wVzj3bjWD+Klq+i9XexKsPkdI4Vh4lqjex4iBwcKHy7Uisab4xJjDFRda0wr9r3jzyF/rx1mtPvusv9OPNm2R9FMxfmJNF2JaQmKNELJsoXWUv3uxdfBE8PAdtq1Sh7hP5xxgANi3QTq4gDIkeMIaNqWIodxGrDIL5K3Uoa8zUvLmuaaPtKw4T7Te6dI2HeABrLFEbZLtfxiodmTf9fFnxYkVJXij4eHD42OXB2NBH/xiy7/CUDk7W/0yJdkZhpME6CqRfssTNe8fB+rVpuynzbTxfVkwsy2kitUDntq8V081RsNDRxHOQLyOwBma0doZMR4N1NBCliNFpAKEBKFtOUMToC4FiSqydEKtfihC28qk+ejRQsgAtC3gsfz60WmKcdyYLMgeJ7FjxdW6xKUBa8shABCaIcWWE3Bk3Jfc1oU2RJb6oC0iIAIi6nv3hxLNn3/t8XiSfBeTMFckMqGKJ5Syxki5WfCr/JPBzMsO83DgvN75SmJbU1mXUwYIMVJGWAeMMKfZcADNkuDa+Fa12wtVhuDIKV+8jtYdw7dZX7Fuzp6btusiRWiT8TJlpWoLSIR1PZZlVWjhSwzSg5SrNC7gX9qyZt+qO/RNH9ixUHZHl/beYJ1f7b30bqt+FG/eB+jjcvok1byKNQbo9TjS6WHSHBqL/CvnnqWx8IgzZ09rQnmf3aL19f9D7mdK3OyUyMGCbZb1u32pxVY5JAQaY47p4Vu7JLGNeFmQgzRdzCtui1m1Zr26df7HT/Tpau4tU74Olm8BhP1O9q/b+7O1f/be/+I//z+Wbv4oeXvgPL1ZPXm9c/ixUvo3WHmKV23BxFK+MU/WbUO7KulZfQAN00EwFTXTYQgHNC7ownqr68r1Y88FfGoTK1/HmTaoxDhevdOHsjMJKFWFzKjvi20iWO6XrP9u//NKQLPFktk/inwViDACji3WTKwhFjCOBnd3LL0rjP88c3Vs3W8vmhDyQdR1embZOrLvnkfpdoDyUONYUvu1YZbBz8Xbt6NaUKdIh4scLUhqIfxL/bPIyNaGa/JZ0ebIhjK9zsxTES5F23hC07R97yz1leH8e971YUVJFyJLaovVnAvutSOnSutlUBLaWjf5ZrZUGY1SJlg49AknuzDlSPQvC6RDGU5kYMt2UGGHJdSwQfW/SIVu5OFlNs8Xot6yWpARoWqAicxAZElSg98C2CPnK0wLV0xQgMvi0gTXIEReYorNq1zLiWFEYnj377AP+eRLlb8z/rJQgA3MZQoQjweZkhkWVZVFjY4LEpBBhSnVMGf45H2LKdXhqN1K5iNavo7WbSO0hXL33FIem3SN1Mg8HNucwN0dlJklgQXpSOMyR6plSHUdh4qotAksETxcM6zXDZt2Tv3IVuu7C4P1ZgNzwhxv3T61Bcmog9/+h5q2vNvAVu5HGYP30PlQ6k7lT/8r411MluiV9EAntunbbwfxFrDJYP37Idr/OD//Ml73gId4fLWqWiIjUvcFR2mmQUWAKmzNFlX9jAfNMA9jUCjqrcChd66Z0KV7tr5+8zpx8EW3cR2oPkdpDqHwbKY48W8cnD3/b/5N/2GrfeffPI9Vx8uSraPvLYPk2Ur0n02aStdvV5p1v/wwNH8yqXVQxwZTZeGo3DbYu6iPmrVa8cUcWbtHaTaR2Ha8O49W+NV1e1LonVxCKEJ1T2bWBrVDuIlrsoOGDOaXzU/lninEWZJgS4tMincy1kWnfHXT/JNm4wRPlRUMCcGwZN4/NW+fG7XNXfugvXZvWmnLfjjaaM2aqkVIvVulJ7CkaRJCpfjQQpUOP/LNgLamT/9gg+Sed3aRekCvVgdbgjMZC8u/KnTvzlwJbalKMUSUYV0aI9R48tGGI7yt963xjbB73cRQmllxHh1HSBffuAcMoAiWZMcGE0FmVkSXXUSQIW4rTRGqWWP3Y3hNrWYCGXPwfmQf07w+mWM+BiJdLMiaI8eQGqgh5hVgBo58hQUlbNA3QcKR6ilA9r7YoXAmJLbpiCHKV1gWleVmKP/s3P/6t8c8FcRagpQvUZGb2DKyflRI8GcEEiQmBminVseS6z1ZAlhLXp/bC5fNYYxRrjCP1u2BlbD+8RDMVwLuxYAqyVWaWwshRmLhKIxPEJlcUFJGKK9dzZQRbTjClxKLeg0R20GQOSxVteyeO3JUr33cXBk+tPrIRGG29jjQfgrXbpy4AORG4S31z9sS83Q5Wu5njW9d+Q2QOMWD8Xxv/WOwgXLw66P00N/jZzsWXmaP7VGMcKQ/itZsVY/KHrzSTgGFO6+Mo7UyZZU7rMq0WFN61WcTxko9MraB8POjaaGydPGyc3Ecrg1D5Ot56HWu8CVfvA8WxN9uNl0bbR69j+a5r+yheG6VPvvRW79zlm0DpJly5CRWug4V+qn6Tad17dk8Uni2O3DYt0nFVrgU8yFI4l4ioZbudaN0GK+No4zbeuAuW++Fid7U1DuydwLYEDcCnBVpyFwDZ02r/ttiSmpHbP5V/lkTHho0UQD8pwBbwoHG1Qgq68FRV7NyUeHb1ay37Qc+VH3qKI19hFCqPpZ6dV3hkiYi6d0+z3a+tG40VQ5gG6h+DPSGMCWIsmBzabx37vb//J5mflepnpXry85qRE7A9PIfaJsXaJVPEX+76Sp1lc/RzvnpCoKYDCF9rV9qjkCXEUVgoEoIps1BFCBNCuVIdqSkifQQzcoIiUDLEmsll2YsFiCZS08QITaSekRM0gZwJqEjRAbkHofFVNL7qu/g3kPx//gpiSFCe3DC5ouBI9Su4i7zS6vkCTBUhHKmeDEqGrGGxNTKrcTJg/bzcwFfgz/7gR8+eff/5nFA2I5KR9T9dCNOFst+A/+8cTAk6LdCyID1LpqfDKA1CGHJU6klEKhfx5rUndxmq3rhzPci3C/o2odAWS2OnywiGjGDAj58TA9SS9kwWjJH1Eg+x6lKHzuyxcaNu3Gw68x3ytI9E3ZnrOQ67pIPaXRg8bQ2e+LcdXgabI9fhhadwnjm+NWRyLJmBKtG+55dAn8wSj3/Ab4P/jzzfKA3QzKmsPLmJBqAvVtR/NAv9eFExgzicO63V1nj36qt06zaQ7/gKHd/hpX37KFQcBPI9dehwRuOb1fqWDKEF3L+Ae8W2+KLOx5abOQqLxJq0rTcSleF6+z5e7iUq/Vj1OlS+9hVG3vx1sHQTr4xjxUGqPEwU++F8J1IexFuvQ83XrsIoWn+9evxlqvE6WOhHiv1YeWherfKJMEdum0Pc86iXJbdOiPRMuV0VOYg1xsHKOFQdBUvDQKmXqF3Hq33nel3pzrAgAw3AKUKUCRI8pWNe45lRuTmwhSvVk9nq5NvCAjRkMsq33qh3/W2cJtSyYSMZiTstNizgQcC2KrSkYO+uxLUFeveQeNmyd+Ur33hLY/fhwHPYs2y05b49sT1jWquvtu+i5b4mvMeUmX74CpoQqHkqE0WsecGX0WGUI9N9jP+PfV4LWjPf6FnUexShnVhr7Dg4ncV9VFBPF2s5MD4r1c/AOqYEpUowGmRkya0MCUredPQ03r/45P0fsn91PL4n5PmalsZHeKBRiPqEqI8HGmkrGE2IvdOSffzOdRBjQTgpB5hRm7lqC0um54AanlD27Huf/W75Z4txmhCji3V0MUYFNZMi5Qs+vKx3e7LN9dN718G5Y++cWG8CrnXIvyULbXNQJxXW0eDHe9ofS7V37mWe3EARo2ylSZc4CBYvbbtH+GrFvH1s2btw5ftk/89dGDhzPZJ8Ev5v8W/PXQWbI0/+yle6XD260aWyTClBEWt+L/xzJChLoptVWt6lemumRChDahSaI5FSJ3N8m6iPTJsNTTyvz1SJtRoSLdg2T4P5oXPnQpesEOkKGj8ArIkF3DuDOFhyM0dhEZkjhmQpnO+s1m/XWnfJUi9V7serw1h1HK7chCt3scptsnabadxlatepcj9R6Sfq41jzLli795THrsNuoHgdrYwS9dv1o9fp5o0xVVzCA3OIewH1LeoCM4iLApoYMhvs2/YVOuHaOFwbhyujaH2Uad/Fq31ToiAyhGaVNp7cwpGa2LCRJbVw5LYZlfuV2s2V6mdg3axUPycjSIEN90PR/rf450mNMworS2qhAHoKYGArHK/Q4KI+QqRreKqqSzeMm8fObM9bGgeqd6HqTbA08h30LBttw2rdkz1fbd+nmzee/VO+MTIh1D5fVpGSOJZMz5YTFKH6U/lnSpB51Aq7k7a9RqTW16YKLKXtBR9hghgbwmYglAejLBClgTgdNjGkRqYE/Rj83838R/inCzQsAFtWu1T2tMqeXla7WCIdKa75GPbv/5tsEHCVRrbSxIBxtgThCaXPvvc7Xv/ZYpwlIUgXMBNCKSLVjxaAWcTi3K0d9r/2HlwYVuvqSB5wrskCW7LgBltjpYAYVULKRR/Pacg0PoZYS/JPg3VodC/VGvkKV8rIARIv4mstW/aKJJxUAb0vBHh/CvCWrh35TqBx7St2g9Vusnmtje3QId00gPy++OdJjTMy0xRf83JJNYs4IEcSCe2aMuVkY5w5ug/kr9TRA6l/B02VNImC0LEuD+RtO5feXN+b64ZLfdt2Q+JMz2HuKbF2WoIu4F5DOp+oDNdad+naTaZ2kyx2k8VuvDxI1m7jjYdE822idh+vjCOFbmDvJLR/mq4MVpt3kerYXxz7K7eB8ojkP916WGs/+A7OZa41tszKkplYMhNX5ZhBXAy5haW0wb4tb/4q1rwLVUf+Qj9UGaSbN6HCpca3PaOwzipt82rHnMrOkZqoYoIBmeY1PsAQZTzWtFouiJE9djI39WP8z8rNpBSSARuoYmIK0LHk9ld40Ll74jo4J83z9v1LR/bKVxxG6nfB0ihYGgaKg0BxQJpBko2b1fadea22TIReCtAfLyqmROiM2jqL2Kb4H71/+WP8T61IWXIdntiJNfuW7caiOUaFjc/5SjasY4EoR4w8XiIOEwzYQAP1bDH6oTD0vbgh8DuepQ8fmw/0NWwxuqJxKmxxhS2+onGyxThN+FF/xJOA9RvzBaxjyfQMmY4KapiAgiuA/yX4n4XNDEDHFKGzCgMHxl8uQwtaq3u3ftj9qWv3WBM6kPt2YPeGPLgNuJI0qZ4K4Y+6Y1DHkujendNiNBEyozDSxdg0gKkC2+un97HqEPJuAa5NZaxk2jlz5fvvc/4t/p92BI58x1cbBMr9SGMQqXTl/gxVgv3++MdmZCYOREwsq5kggUX34pVOujlabY1j1WHq6C5Q6urWKrpM1ZE902Wqy5b0inldE60Z1o5NG23X3qkulV8xRbiIfUKEMOUGuXctWu7unn+ZadzFS6N0ZZTI9+L5q1hxkKjexBtv4o03ofJtIN/DI3mNb9sYy8XyV5nGXbg09OSGocpdsvUmXLmJlK9j1Wv33onCtz2HuBmQiau0smQmjtI+p/VwESdP45IFdnyFTvLodaA8dB9c+QqdaLnv3GnB1hRdrCOjysm7a0n+F9AAZEmSQRLsdxcokLXA+3lK7/PPBXE2qKcBOEOi58rMTJCY4KMMyLRMRGybTTLiPVAc2HZODRtH1t1zX7HvOey4D678hX6kOg4Ve+79s0C+s3b8erV1a16rLeDBz5bUP5pX0CGCp3QwQeJT9QgUgZwGaU1rh6nWEPKuT4IEFSamJShHqueAGpZIwRKreRDOlRkZsIFCGkDe4/+J/H+O/++qpkUathiflRpnpUa2GGWKvnFG/Oogs7lJ/klRIEOC0iGMBqLTYjVTKOfwJc++90f/EvyzAT1LiM7JiBlYN7kMz8gJIrYT2D9S+3eFhoTInIKca5A7vaD3vBQhdKmeARtYkIHk/8lfQOEjPLmJCRKTQi3kXF07fkg2biTujQVjQhrKGbZObNkrZ67nKQ7Jbt/72JOKYGeu58z1nIWuu9wNlPvR5tCXOwPs0WlA+/vb/2NsUM8U66cFWoE+EC12isM/3e/8hGzaJVo3wXLfvN2275/6Kn3jzrHQtS2wbatCZU2siiUrxo2GKrK3oA9w1LYpCbpIeC3r5fXju62zt/HKdbQwXK8/xHO9aK4bLlxHSrfh6ptg+cFzMHTuXMD2TciSxgPZaK6z3nqIVka+/HWwfBup3gZLo0j5OlTs4fH8DOKZFumYUuO81sVVWjlKK09tZ6vsPI0L9GxYd47I9Z88/0vWR9aNmlAfJpv/DImeTIKiSQwMyDSjci+j/kWN7ZXCSK78czJiXm4gBTYf4R9jAVoKH3nMFAP1U3wNEyQWMT8Wybp2j0m1qPfgwrTRtmwdu7KXnsOOfe/EdXAeqgz8xa5t99iTPU82bkjNojlTX9SFpgDipQClAGSk6qfxP82XsWDMsVVKNPpLpsiP+Rq6zEiVYFypji1BmEI5yT9HaqCTAhYx/uSaeWKVFCM8nke+O+f70F/z7TxV8nCNuqKkLCsoywrqioIhRB6DVf4P+CenAKpESwU1U4CCIYTZK+Jnf/i7538GNHIAPVOgZQMaNqCZWJBQVxR83CU2hGfkdqbEMqNyL+uCizofS2F8KVSSIf+kgoUl0THFOOnKovARLmxgw8YpIc43xmKVQbJxA3t3Z3UxOHhIbB6bd8/JRgAJ/xP5ZEfQftCxZa9s2StXsWfPX/hLvUhjYNtuLBLeaUBL+wD+f1H+qQINA9Dx5BYstLN18pDrfZ1qXIfLnXjtOlJ7zJkxbLfsh+eGnWN5pIDEaobMiWHt2LJ17Do4R5O5Bb2PpbRQIBxyJ0OFy42T+3TjNlLsJ8q3m0c/ieUGkfx1uHgTKj34Sq/d+TtndmjbvkIjJSycs2caydJw/ehtsv4QLN4GSrfR2l20dpNq3oaKPaV/ZwrQ/XAOfslHPl9SPl9WvRRopgCMJjXNYV7Iu6nPVCP1m2jjNnPyxdbVV+nmDZEqLCCeiWU1GVBD1v900EiTGBiQhQNbOLCOBWhofCWNryRz05kihMZX/hr+2WKUBxFPika6COfKzBJr0pAsRMv9dOsuWhl6Dy482Utv/ipQ6rkPL9yHF8FyP1jue3KXgXwnUR+Hir31kzerzTv7Zht2bjCk1s8XSFXlp/H/chGcR8z+g2a0erlkCD0XYXTYMCFQsyGMLUHYgJIjRjgSlAXp6RBBleie+H9aq5/gJ/lnfMD/r4YpfyMBJN+Kp/gZMr/kY/yTd3OSusD3+adB2mmxkiGE2XzRsz/8we+cfw6gn5UYOUKMIVCxAQ1NIKcsy5kSlCUhKAJ8akVHB81chZ0pJUiBBB0imBIjaVck02NIwROFj7AkOo7URAH086jfvXsaq45V4dysLkau/8btU8PWif2g4ykOyeb/E/y27JV1/9Kyd2HZu3AVe5aDU2+hE6r1iNUiT2ObEmmYUt3vi//n81KWhABN0WD2+KDz1Xr71rN/7MudhUs9f7HjPDg3b7eNO8emvVPDzrF+48i+13Xu9Uwbp5atU9fBuSZ+MIu6qLCOLiPQ+G66OVo/vouVh5FiP1G9S9buo/mbWOk+UnkTrvzEV/6Ju/DWlX/w5Ma+g0HgsB/O9RPlcbrxerX1Zaz2RaB0m2y9iVTH4VLfuXsi82wypGbyRtopkYYtN86j7iW9X+xIofED2+6R+/AiefQ6efQ6ffQm3ryxbjSE5hgLNJFtf67MTHYBGZCJ5J8ns03zldNLsuklGV2gIo/WmSJkekn2Uf5FCA/CZ6UEecBM3oZMFWFchR20pSzr9UipF6sMgoWOP3cVyHcCpZ6/2PEXu/5i11fo+AqdSHmQqI/9uatk42a1+ZCq3/myV4Al/WJF/3IFY0l0n7r/lznD0dKpc68+o3WT/E8DWoZYw5YgPBDhSshkIS0N/P/Ye++nRvI03Xfu2btnd7a7qwqQ93iQlKk0sqn0Ke89kkB4J4S8Q3gPEpKAMt09Jjbi3L/0/pAUU9Mz3Xd6z/Rs77kb8YaCgooolcjP17zmeVgJwvHgKD7bN0shWgzTIoR+vedKoT/TifhBhf9PrT4AroSo15ZENUoqYVwC2v8W/l+mmyFSDPNt+BYZgCp14A/5VyM2id4kAkxig+0L+P/3AqCmTO5xmOE9CabM7MuiDrMyAyvWM1KDg+8RFIP4uNUlMVC81rUM5uQQp4AdSsSpRJwiHS6FaJXJLYYcaizsXjtYqD9Qi/VJLmtNV907547tM3bzhB8KCpbvQ5WHQOVl5+fhd+cvXfmzcO3evXcaqV6nmnfkYkFhdY0BGF8H+jH+//b53/8A/79VwUrUQybyW0dPtYf/tdTuB3ZPMs1eoHAe2L8Il28j9W6oeucrXXv2L/3F20RtGCp0qVyHWGyyay1jZEticr/V40rM516vb198XD95Stfv+bnd2P5Npj5cbH1cPPg+3fl9ovW7WOO7ePP7ZOvT4sG3K4efllrPqUo3XR/mjj4tHn6XqD8mar3A7im30sTTRTS0oXNlEP8KldlzLJejheN0/TpVvc607rcuP+Zvfr9x+d3u9R/XTj4t1LvOtZbOtSgwsCM6nE99KS2ecXtAbQ1IEZcEdqutoTkyzk/dacyOeSoIuRKQKzFHBjRmx+tFTw5TSohSIC/jLqJ5iwahJ0wOfgNUmziVkRXo7G/nMTUWtMa3fdtHsdJVvHzDG3KHipfx2m2y0Q2Xrvz5i9D+9UL9IdsaZpqDdKOfLN+vdN6vH3+iMjUJ4hcA3F/lX/5ZOfcv839qE+vM5ZdaN8zinghm38xjcpNLbXaIAUwJ42qUVMOEDLCLAbsUZJSI8/P+/yfdB74N6XM/4g90IugfYP+DK8DL0Uln5vXIFJ8lZ77UR+BfVUZWgTLyF1cLQsIrKSCkzERLYOsX/P/TV+N6ZBw0S/WoHMGEgGUMtIkgQgziEhCXAa9hl4D2n9DD/nGdbPLLFMhf5ja/EBEgZBAhNeBqE6dCHUrEOW4JTdoiE9bguCWgQJ0ShBm3+yQI81ZLmKPbidIdvdSYcyxBoW1mpe3aPiNWDqi1Y2f+itu5CFUHic6H1OHHaHMQqvVCtXtf8YrZPAgUzpybrUT1aqF2hQQW+c9FY+YUBoKvuPCLt/Tzqemv6kb8VPxIFWfK4hTNW2QArkFZsdYmA/BxIycFqW8mrZN4LLBzXLj5487VHyKl22DxdvHoo2//LlIb8C2M4WqPP8IEi7epxjBe6no2TvF0BQ1vaR2LcrP/61lcanT7Nw92Lz5l63eR/MnKQX/39EOu1V8//bhy8mnp+FO282mh8ynd+X7x+A8rp39YPvld7uhT9uA9L53C21cuHj4yubrevSQwOL6ZI2QmH+DJ2RJ5fGEvvHfCy7Gvn7xf7gxjxUvHSsOeKiC+db1zcYqIy40eIcTwZQghTMnMDpnJJTO55EaP3OhTon4l6leiPpnROQbgKqubWNhOlE7ixePgZsO3VjUHcxM274vkucmlQDk5xKhQx5dDL6+VYAlCfTNvGTVQhsCyL38SKl9Gq7eJxkO4fBsqXoaKl+HiTaR0Gy13YwsOokUAACAASURBVJVerNKPVweZxnOs2EvXn7bO/7B18btUrWeJ7gpBh1BP8ioAYuBFRV9lpDQ2WgxYJaBN8TJjS/B5aKHWLjSQ/q1WrnGLhVc1qIPHUoFQr1Lunx8YUgXQqpcrPf+0E4ovdB9eX7/86Y/HTz1y/L/4N74qUVoC2hSASa03/uZ//OtvfvNPv53QQRqDWapHZSg2BlpGQUwEEWKQlACkXI/L9a/w28QG28/n/+fxI4dxJUpLQUqopQRaRqjjhDpWqKMFIPV23iozMnKTQ4xwWHJvodrzbhwjoW1jZJtcajg2j/DFtm2xRW+ccduXrsKtv/Lgr/SchUtn/sJduHDuHrMbLe/ucSB/lG3exssnkHtB/LkW9crqD/j/ue//x/ifMHESnU0JUeNGTg4SKpieMLnEekqkZyD/arJ8u3P1u+Xjb8Pl+1CxG28++Uu9YKUfaQyjzcdovR+u9sLl+1DpbvX440K961o/RMNbc2xGg0UliHdEzyjNAedyY/PkefPkee2gt3k0WO88JEuXSweDTGeYbg2j1fvA3rVz89yxfsqtn3p3rvyF60jpNla7i9duI9XL4P6pf+/Yvd6GA2tCyPkvE5avZuxCyKm0BtVYeI5LzzCpSTKuxsIyk08Eu8ZAblTHyCC3FOSEOlqgI8YAXITQMjOrwJwSEycxcVKjU4a6FYhXgfiUcECB+BQmrwhmp6iIc7W63OmtHQ+WD7rLB10ynZ9lYvy844vZgeGv8M+bWEhQ8p3eKjFxloXtRP0m0bwP127DtXvv/mVg/+IL/l8GTOOV4ULtKV7qp+tPq0ffrh1/l2kOqExFZQkKdITMQMthSmrAZRChQAiFCVeaCTFkkSI2JUoqEEL2eRJBoLNPEdH4/nm2emV0p+V6UgkQGoTmdbiksF2MvNyalSCpAUgN8Fd3vv/MkMOkFLAqAItab/zN//i3X5z/n6ufy1sMiPWESEePzdNCHSeD3DLIqTC7385bhQZcirIimEVDG6lKd7E5pJca5tiubaHs2DxiVo+JlUPn7nWw0nfkr12FW+feNbNzymydOHZPXfkT186hZ+coXrnMHXR9241ZMiTUY1/6QP5y/PNO4fyIlAqmx43cuNE5NmefwsLccn3t6P3ayYdkfRCpdCPlh0CpGyg/BMoP/nI3UOm9GMJUe9Hq/dbFd6naHZEpz7ALUqNXCDnFiFtqdAtBFvGvJEuX22cfNg77kZ0OmdyBfcvGyBYYXJt3LmrIlMaemnEsmyIFcqkV3b+LVXrpRj/bGeY6w2znIdvupps36ydP0b1Ta3RriohKYOeojvpmBvvthPntHP52Dh/RkqM6akxP8zGqowRaSqilxubJMS0+qrcLIFyEkBIjLTHSfClHirjksEcOexSQVw57+D5crSMe2m1vnz9ung5yjevF2qU9tj5HhaUgJdLhYj0h0uESgFTA7I/xL4BwNe5j1irLJ4/Zo2G4fO0rXjl3TwP7F8HiZah0Ey7fRsoP0Uo/Xhkmqo+xz0oTqcYw3Xpa7DwHdk8BT06gI8T6F+tXOUzKYVxutMtQTAJbFSZcZaQUCCGHKQmIi3S4CCBsse2lZjdVPJvHg4Jpi0KPj6PMuJH9r8K/DCLEOrNcb1bp0H8E/z/3XCDQmoQ664TFA7ALoGPR6FsnEwUquUem8zpnYoYOqm2et1q7xh4J7pwXbv7dt32KhDYNwS12vePfu/UWbsO14cLht75yz1fueUv3ntKNZ//aV7r2ly4DxXNf/iTb7mYaN1hqU4FyAp2NZ/6X5p/Pdb+6sqoRRgaQbybNqHc5Ub7OX/1+6WAY2r+N1/vJxpNv/47n31e6d+av2M0Tx/ZZqHSXag22Lr4NFU4MgWVeoHEUoCWoS2HxvZsnpohoYKtTuP5+7aBnCiyLQfrtHP5mHh8BWBHiUdrCc44la2Lft33Ky6suth8X6t1E5SZVv1k8uF87HW5fvC/cfLt5+pip3Qa221R6HwnkZqi42ubjtRiEICuCGDHkkKIOhcmrNnuUiFsBOxSwQwYzfIZJBBFCmBCjlBjl9ec4GeSUQW65wSM3uEfmsDEAn+divs16pn4Z2mraY+tG/+IsGdKYXLyDGF/qk4KUwkB/AT/1amIlQUkhTIwTXud6be38fbYz8BfOPbtnru2TYPHylf9opR+rDmLVYbz2GC3145VhojYMF+9ild7y8cdUs0dmShIDI5jHeH06OUwqEEJpoqSITYrY1FZKZaTkMKlAaJEeE2rtSqMjsNVZOxyGttoa1DEyYVQCBO+0+Wvj/8fyl1IDzvP/D9r/fy7/Qp1ZBhGWQC62c5wsXC7VejsnH7eOnrbOntK1i9Bu0xpbExjoUYAl09XCzb9Hizd6z7KaSFoWSr78TaDUDVb64dqQ5z9QfQjWe6Faz1++8RUvAsXzcOly8aAX2DmY5aJjWkygs/HZ5l+af36SjE9iy0FCqrcLZq0jMzYuU8odDPJXv880H4KFm2RzmG5/CJZ7gfJDqDoIVHr05qk5XbVkar69q+zh8+bFB+d6bZKOjBqoUYAcAykhxIgRTgBS4/aAb7NZffjj5uEjwKXfTNlGtOQ4HoYDK7y28ubpp7Wj99nGQ6J041huUtmyJbYDB1aQ4LI1sc7kCu6NKpfbd+WKnpWqZ6XsWam6l0v81/bYptG/qGXiarNLYmBEACExMFKIlgC0FOSndBiViVNaHCqbQ405P3dwMzKYk0NOOeRUGtxyyCnU4/w4mi2yTCY3QEdMiTJiwK5EGX7oXY0w40ZOg7Iq+M/g/wH/AghX2px0rpg7HqaaXc/OkWfn2Ld3Fi5fByvXvJdGuNoPV/uR2jBSG0bK/WhlEK30A/s3odLd4tH7pePnYP50kggJ9bgYxNVmhxQm5CgxbmGlBkwG2SesnMJISyBcgTJCPSYCCC0TXahc51o9NlNQGGjhjFVtoFQQKQPs/1X4l0GERG95Of//01e/uvO/DLJrzJx3uVy8/G7/8nfFqz80ev+rePX93vWn/dtPu5ePwZ2Wxh54p6PR4Pbq4Yd0o691LY3B3ln3MrF0wG6eMZvn5NqJI3/N7V4596695Vtf6daZP3PsHLl3j+K120T1CktuS4zs6LxN/LItM780/zLAroIpGYBL9XYZgAtmzcI5m8bkSeydrRw+bp5+yjQfYpUez3+s8RgoP0Tqj6Fan9k6My1UzOmqN3+ZPXxcPnrAs1syi/MdYOczbQKIHAOpER0uAClzZG3tqL9UuzM4swrErWNSqfJVpnG3ctBfORykq3fu9bY5vDXvyKgsQbnZK0VcIpgVw7TESMtNrNLiUJmcfKjNrmk8YHClsOgam8lz2T1XruhZKbtyRTK5BbkXxq0eKUjJAFIGkC+VOZh6NYn/gn9GDnFyyKk0OJUG54TFw3enzhD+OTLAb60yiOSZVxhIfoRcDhJqiB5H2B/lH7RLjDSe3l7qdBcat+7tQ+/uSbh0Fa7d8rmAcO2e5z9cHYSrg2j9MVDqBcsvaZSF9nDp+DnZuMcSW0qjQwySKhMnNtjlKDVpc0hAmwS0TVg5KUwIAZvSyIoAuwLlLNH1pXYvvn+OeBclOlymI/jClkRn+7Xx/6VM2A8lw0CbErRqANM/gv+f+77lMK4yMv7VauXm99vHH1aag7X2MFk4dyyXI3ud2H7HntyUmVyjAIsGt3Ptp83z79HwlgDxKYkEFC7Ycwfk2gm+csRsXxDrJ+TGCZc/d+YvmK0jbvvQu3cSr936djpzXOKdHpMYKAXK8O7dvzT//K/kVR9BOGdRGGhLYGWjM8wdDJZag6WDYbr1FK/3E/XH1MGHUHUQqT+G6wPP/i27ecJtnYZKd+mDQaR4BIXSYzD+Rm8RwoTESEtNjMLqkiDMV9NGldXrWa8n9s6I+C4W2QpvHW6fPCZKZ2RyZ46Nq00+MeQQ6ugRHS7QEaN6QgRQApAQg6QAtAv1mEBvFYO4SI+NzpnfzRhHZk0iPaZEmQmra9ruNTjjZGLdnSs4F/OW4OK03Ss1EK97tdRAiAC7UI+N6m0vkpsozfuXK2CHCnKoIYcKckxhHr7KM2F1TlidUgMuB/Epi1MFkRqEVsOUHLBLdTY5YFcbSDX8J/hf+eeXAIEBE6OUfWFr5fBhqd0L7h0H86fRynW0cR9p3ofr3VDtPlTrB6sP/E0q3nrvKdz5SvexxiBc7YVr98mD/uLxY6x4PstE+ImgMZ1FChMTVk6gNYn0lnELKwKxUa1ZbmLFMK3B/O612srhwLPWnMQCglmrysCMw4xUZ5OD+H8V/tUmVgHZ1RA2Dpp/jfyL9BYJaHdmC7sn79Olm8D6oX/tAI/tSFHHHBvVOqJSlP3XSeM7HW2NFdaPP5V6/w+ZrchtUSWRAAK7+HLHlb9x791yu1fE+gm+dsTsnDp2z9ntY/feabR2E6vesCtVlc33zbxFZXKOW10vb/KXz/+pYOqzbQsr1tqmLB7vcrV49f1Su79QvV85es4dfYpWe5HyQ/rwU6T+GK4Nw/VBqNbnJ5oSjUGy2WNXitNc8I3e/I3OJEJIuYUbJ7zzzijgTglAQoJwdLaQrdwk9s6ylZvq3R9j+SMqtTuNhwQ6YmQOEwGUHHEojQ6JgRKDpBgkX5vDX1QxXmauGCXKKBBaBpFiwP5i4gq9ePjJIFKB0CojqzZxfEZDCVGvWvq8xoYUpXkFlz/jH2blMCXS22QQMYN7Z3CvAqEUBmLS7BidQuSAfcLIThhZfiFQgYRMj/1V/mUIyXu0EAubG2eD9ZNhdP8sUjiNVq5jzW601Y00euF6N1TrByo9f6nnL/WSBx/de7fe4l2y8xyt9/2l61izmzt9Xj97hnyLMiMnM3Ijc2axwa4xc+9mYKHOPG5hBXrru1mTwuyUIMwUGQ7vHa0dPzLZkhRi300a1RCrgWipzvYrvP//GP8TVqcKITSw/R/E/38g/y/QWuyRtcXKjSNbBbjFaXtMqKPfae0iiHo7b/7XCXgUIOe4NLPYyNT72dYwWb3TkCmpLWLPtuj1E1f+JlwbsjuX1twBvXXmKd1wO2fs9nGwch2t3QQKZ8bohsrmGzMQAp1dgTLjRlastf7ZWf2LsYq/I/8alNGgrBKixFqbRIeZvdnFytXm4ePK4eNSa5Bu9OLVh2i1F630w9V+qDqINZ/j7edIY8irG2QPP2Q6Q3IxL7dxIwab2ESNADYN7nGs7qcb54vN6xk6/NW0WW5yEfHdjc6wcvuHpdqdJbQqAqg30xYZzCmNDrXZpTI5R+bMr4ZZvBKGwki/BPJZGAulVUbmNfjy2Kt8jRwm+W2cb+ZXGEg5TKnNrnGrR2F2SlFWirIzdHSejslgbmzOLgFoFeSQ6gmB1qpAaDFgn8I8kza3SI+NGzk1wihBctLoGEdY8ZxVNGtRQ/QEwioAQgaQIh0uhchxq0tlZkUgJoGwcRs3Mm8SI8QcG8YSG2R6h0znw7vHG2cfY7W7SP0u2ugl2oNk50O8/RwoP7jyN5H6Y6T+GG0+RpuDWGsYa/XjBw+Jdm/t/H1wtwP60l9NG9/NmtQWjlfmUZvYt9OIQGdTmx3vtLav58yAJxPKH2ab99711pQ9ODZjketJmRYTzPCmeIQcJaRGivePUEP0hIGeMNC/NP8/ds9XfDFnyc9ZTJod40Z23OKYMDMTKDGNYL/S+t/onAlxp4PrbWtoa9oeH7eEBFpKDLMCkHg7bxYaSK0zRWZK4fzl8sHz6vHHbKs/QafFlpB1oc5unnkKd75iF187NmYa9tVDx94FtXFEbx76iheh8iWz2ph1pIQQMwriIoCQIzTfgvpL88//JvitUqy1KQwkEVlba3U3OsPlznCx2ecFkb/kP1J/jDSG4fog1hgk208L7adEo0su5qUW5hudWWSkVJgLS60vtq+2Lh7jxeNpKvR2HpMgHOjIhLcOV5q9yPaRAnWOzGFSiJ2w+aUQLTFQvDLkS7woYf0p+C4v3gOHJ/z1ax7+1y5JBUKpjAzfFadAaKWRVRodMiMnQTgRzE5TEXtym0rv69iEDOb4I4BgHpdDjMrICnW2Catr3PLiZiXW2iTzNiVIamBGZaCUIMnzP4Fy/JSrUI9JDIQUJsQGu9hgk8J2CYSLDXYpSqttLg3mnaHDVGp3oXaT7QxSnUG81Q9V7/zFe1/pnl9JQ9VBqDoI1wfh+kO4/hCud8ONu0j9duX0Kd28caxUpCaOl8oVA5jKyLxI9ECk0uIQw/QUHXJvNlZPBtnmvWetOY2HxFo7v//L9JgGZX5t/PP0KSFy3MhOWZxTFicvtaA2sRojNY7g0wj2m//rt79G/kdmjbN40BbamCOTCsSnRH1CHS03uUZ02BiA6V1J72YzXb9fbA75+//ayQetZ1ViDaOxErNx6t2/57YvrbkDOFW15trU1rF9pU2std17p578sXWhoMQC73S4CKF5fcEXrcVfmH/+lsHzL5q3jhs5d7awe/K0fjD4kv9Y7SFWHURqA/55DVYfQrUX85J4ve8vnJti62Mw/q/TqBChde5ktHhUuPu0efZEZwtqm4/PAioQtzW0Ed05Dqy3hTp6dI7g52elEC1HWLXZIUdonva/8IqlRICd95B57Rt/tdZ7VZXgf6o0suNWl1Bnk0GkCnUojQ4xzAoMtAh2SExuKluMly5C+dN5NjUyiwt1tMzgEMzjMgMtBsk306Ypu9/gSM7iQciZArmEBnVI9YRUT2hQB/+1TEeMG50q1CFHWDGIC/WYBMKVJkaOEkLAojLTEggb01lG5k1vplGBzq5nYszifqJ+l2o9LLSHsVrXv3frzl8Hyw+J1vtQpR+q9EOVh5dh0MptsHIdrFzFqldLnW50/0Rt945prUojK9BaeNkvXp3tndbydt6qcy0E8kep+k2seE6l98etPp7/cZhRgLgaoX9t/Et0Nj7lPGHipq2uKYuTl1pQIJQKIdQQNgXb/hH8/+y8AEIItBa10TlHxOSwRww4FYhXAnJimH0zZ1HbXK7V8upRf+P0Q6beD+cvlw/fb5x9MsULaioFBHaxpbYrf0Otn9pXj4yZBrbSobaOseUWsdbm+/8MoXWx0fVOhyusLrXZxRP+Zf7vF+L/s5gcxyf/5uy+6GazcP5hrd3PHQyyjYeFejdR68dqD/HaMFofhqqDYKXP9//w/IfL947No3Ey8vW87et5m9zqQUMr6fr19sX78N7RHBsXQcwYQI7qidE5wuDMRneOU/sX1tDGtD0yNk++nbFKIXoaD0zY3AKd7XXD5/n/7EdI84MYr7pRvIyEDKbGtFaJgeBHSoR6jNeWHbe6hHpMCpEKlBPD7IieGDUwCmtwhk17t47i5Rsu15Aavb+dsKqMXoMzCzoyc1RUZXKOaXHUl/Wt1b3L5eTeSSJ/aPYvq2BWOGufsni0eERhoEenrGKtXQ4xGotbbXbwV5Vxm1NtYSQQpjCSvNe1BMKFOptAa1UbnTo2YV/YZ9fb4fJtqjVI1B8j5Yfgfte3fx+rDsPVQbjafxkMq9wGK9fhylW4crV88pisXaox/9t5q9rskAE4v17LIEJqIL6aNo7oCUtiM1a9ChROmOWKwbMkhVjhnE2uJ1UgKdNjUj0mh3EZgktQUoaQcphSGahxkBoHqf8s/vnnjd//X4es+ZFBuQFTgtZJyPpr5F9lpKQGXAGzSsQt0nMS0KVEfXLY9WbO9k5rg3wLmfrl9sX7lcPH4M65Lb7v3zlLN3r2TFXrW9P7d6BYka//8fk/Zvucy5/jqwf05qFz95hcqamI6Bsd8VZrl5l5d037D/L/vxD/fP8f3/wnnLOATCRdOM6fPq+2Hpba/Vf++fx/rPEYqT8GK31f6T5Q6fHi5aHSHbN2MGZwvAMoDRGGQ6vMUnmx1V1q9+ypvAx1j+ooCewUguzIHGZwpTOVy83Dx5WDIbtYlaHufxlHRvV2tc2jtDiEBlxmoqVGPktH85JYfGfeGIALQEIEvVhHShBGBFEiiHozZ5Gi7CQRmMD9UpQd1dsFICEzchKEkaKsBOEEBnoMZOSWAOBdsS2UicW6Y/3QvlCeoRfmuaxrpblQuU0ULzxrTSSQ09iCXK603H7g7YPXOw+B9fYsHpaCnMmX8+RqZv+yAnaNzNhG521yhNVYnAqUkSGkwkgrjKQEtkohqxzB1CZabWJ5azA5SChQTmkNTjsylmTRt3ueajylW++jpb4vf5uoPsZrj/HaMFZ7iNUeotX7aPU2WrtZPH7cvvku3bzR2AOjevuU3auCaQ3Kjs2YJCCuQh0yI6d1plL1q2L/31dOn9DI+iQeEQGUWGuX6QglQCgNxK+Q/1eRRf5rXnBBCZES0M7X//5B/PMiyn8ZP7H/KxBKDjESgBXpORnkUaI+GeT87aRRBFF0dmfjpL9+Msw0us6Vg1kmCwU2qcWqKV4wJffRWAmMFMi1E2L12FvqcrtX7v1b1/4VtXHEbh87d4/xXOVrHfVvs7YRPSFCaIHOPqa1vlxGfmH+NSgjA+z8HKtYazN70yu1q81Of6XZW2w9ZOq9L/mPN5+ijadQdeAvd4PVB57/cPmeXe8orKFJKkFkyqG9s3jpauXwMVW9RYKrUsQlBFmFySuB+d11abl5t3v6Yf/mDwvlO9i3KgTZER0+BuBCA662ufgqPe84xKfrpKiDn9vjkZairARhhAZyDMBHdNio3j5NhSzRVWtsbZ6LyYwcv0zITQ6piZOgDqnZM0HGDaENernlL1w71o/9+atg4SZcuFqoP2ydfbtz9t1ye7DY6NkTuxP2sHu1sXP+ceP4KX/2cevoKVu5gd1LU7aQJ1fbO/u4XL+3R7YmbaGROUygs/MWN2KDXaA3j+lRIWiSGCwy2CaD7FID/0TZZQAuBak38+Qo6FBhMUNwi1k5ChbuIsWH8H6PnwKIVQfRao/vpOb5T3f6udPHcPlUZfO9nbcqUG5sxsRL7or0mAp1TOB+OJCLVs9Xzp+jlUutO6MweaUQq4JZBUBpIHrCyCoh8j8r//9j/L8KK75mAfl77uv+P2Gw/Br5FwNWnn+RjhYDDgXik0FuoY5+M2fTYF7fZnXjpJ876GabPd/myQSeFCE+DR6bZDJYtkotH6LJCrV+Sqwee4r3jvy1p3jnLFxSG0d8/z+2WPpaR4lQp8YekJkdI3NWAV+8+eXzf2qEFs1b+JlWqd5ORFa2Drprre5yo5tt9l75TzQGycZTovUcb72PNp74+3+i9bjQeR+t9tw757ZkkcxWktXu2smHpdZgqTUI7Z7NcWkZ6hUZnAqTVww5BDrCElpdbXe3j5/XOs/J8i2W3JtlkxNESACRb3UWhdUhNTGv8XlWzyMzuea4xByXmGXjr5qiQogZBUi52W0Mr4byh7HiKZnZm2FiUqNTBLN8yM3eWUfKurDv2T2LVnuxxmOy8ZRsDrOHH9bOvts8/37l6DnbeEjX71ePnqzxXZnJxy3Xd6++3zz7uHvx3cbx+43j9+bw1oQ1zKbLhYvvyzd/TJduHNnyNB4SGki+YKE0MULAMqZFePjlCCY3YBK9RaKz8Tr5UpAa1TEjACeAPHJLeIZZRkMFerHjXj8PFbqhQje0fx/avw0X78LFm3DpKlS+9BVOY/XrUOlk3pHkC5bvJhEZgE+YHEKdTawnFGbnOB7U+bNgeHWCS6jsQQHASCFWgzr4/X/K7PhPrP/9GP8alOH5fxVT4NcCOUwqILvKYPvT/j+uh/5s/hfARBAhAUgJQL4O/8oAO98U9UvzPzpnkkKkFGTG5kkx4FAgXjHgeDdjF4DULBMJ5w/WjnrZ5u3q0VO0cDlFJv9l3PrVLC5GvcRS1Zu/xJaa7OaZffXQVbhh8peO/Rtm75xcP3Dkjz27J1imKDd7dc6UMZSbIoNjWqvYYFebWDGAfZZkJT7PZpKf5Q9+Nv9/VddVCZFjM0aFgZDDlNRAMAtbO8eDldb9UvMh2+wt1LuJ+n2i1ku8WJU8Jw7ex1pP4fogXB/E248LnffRet+zdxWpdEOlm9zJx83L32db/UTlhluuKywBCewc09MS2Ck00EI9aYusrx30No6fEpV799aJMbINBdbM8a1JMvrNnG0EsEtNnNTEyYyczOyQm1xys1tu9srNXnxhF1vYsSW20Mgq4MlMMVGVzSc1u6aoCJ0rrh71Ny+ew3tHUDCnsvnERsc7gBg1UHIsAEc2fXtn6aPnzNHHZPt9sv2ez7QlGg/R8p0vfxotXuU6w/zNH/B0SWb0M7n61sV3K0fPK52nTL1XuPkjltyTQB6dI5ssXe9f/m7n5ONS88Ge3FZZ3SNzVpWJm6X8KjMtNWAqEyFHMI2R0BgpFUKoEV54m5WClBx2yVCv1OgVQW5+FZh3rKDRgnfnyrd77du99uev/PmrwN5lYO/SX7h07h7HW93lk2dutQYHclpHUoU6DM74HBkQaK3vZi0ShBGjjAjlxlD2Kx0mhLivps1CPamCWcG0RTxn1cAMbw32KhXDi/loAFIF/qfxz+/2vMLKq86qWGtVIIQSxlQGy2f+//nfJgBYA5jk84gatkv0FpEek4A4z/9nCQC7DLDLQJvs5/P/s0IC4lKIHtHhStQjAJgxPS1D3SNaUgI7Z6g4ldkL5w8Xqpdrh8NE8cIS2Z6h4gKAeTOPiRGnxh6aYdPUcj3a6LmLl47Sta/dw/PHZP6Q2TlkNtvB/XNmqSyDmVnCnyx0lmrnU7jnm2l43Oacpbxig00IWMQGO1/75YVWvtSl+xuDvwfKYVwO43IEkyOYEsaUMKZACDFgVaK8AgTJLhW2L97nDroL9ftko5uo38dqd/H6faz5kGgPku2nZOc51hryxapYa5g4eEocvI+2h8FW31fvRloP2bP36U6fXatPs7ExkBJBjMrkVpncYpCWGBgdk3Kt1LPNnmv3wpSpevausofPzGpzik4JDI7/W4nyntwK1MlX6TWYf5II6d1prTuj9KdwgwAAIABJREFU9S7Ou9IqIqyw+RX2oBoPKexBrTtjTu7EyhdLR4Nk7ZpZrWndmW/05FuIGjNyU84UvlILVq6D1Tt/+S5QuU8cPCU7z6nDp/TRY/roMXM4SHd6CwcPi51nY2z/nc4FhXZjlXvnxlGodLN++bvc0YdUszfvzAkgl2O5uXf5+83jjysHw2z9jl7cF0HM/1QCAp1NY+YmTNwM5vzL89qLfAjESEFKDJJimBUj3Fs9+U7PSCz+WdciFNlh1g58e1ee3Qvv7nVw/z5U7HqLd6FaL97qx2p33HoLCa+ZI2ue9Sqb2YHcSR0bmSH8o3rbW51NhNAjgH0MIMUgLdZTUpBSI5zCQMsAUg5TX07p80owKvBn+8H8RPzsPPqPbU6wTQoYZTpEqYV+80+//c1v/uef+J+A7FKdRarFZMCf+JeAL/zLAZsc+MX5F4O03OgxeJamiKjIwPHScfNsyrfRjhXOgtuHnrWmb6NNpPZmqLjS4pGbHGMALjTQYpiVoV4ktOHeOebyx2zxnK1eoWtVy3rdulKB4tvWRB5wZYVzFiVEBldLe+cD1/KeHKXGQIsExcWIXYzYpTDBOw6oYEoNU5qfyb8MImQI/hpf8i+DbRLQpjQxAtAuhCkmV9i8eE63u6lmN9Hoxuv3fONKrNmNt/qJ9uBzB1svXH8IN/uR1iDcGIYaD8H2IHjwED0cJg4Hnv1jJLamwjxCAykxUDKYkUK0UI+PzGEyyAm5Fumlqmf/mt4+8Zfvsicf4tUut9I2R3YAZ27CGpbDHqnBpTH7Z/DoFBkex0JqLDgC0u8MzFda8rdzmNDomXEuaL25KS6pIqJ6f869fZhud5ONe+/uoSW1p2FiY0anmotjuUry4GH56tv08ftIox+q9fjgy+zRxl2kfhtpXIdrNwvNARLZ/2reOetcwZea087lSecykiykWoPs4bMpXpBYAubITmz/KlvrbRy/3zx7H9w9mqYi77Q2BcxqzI6XTc9gVxr+yn2Nn0SQgPiIzvrNrPnreYvM4p73ZKHoJprYsWQr5FqbXT9ybV14dq5du9eewl2w+hCpPQQrt2SuNsmm1FhQ70lZY2sGb8oUyKK+NJ8xlSCUALQL9aQYpCUAyY8qygy0FKRkrxI9/3t+UP8Q/i1SEJXpoV8p/2NabMLmp1K7kDvDG2DLYM4UWN45fVqq33DZfdS3BHuyU/YgLwvNt7JKDIxQT47qmEkybkrkTdkivtWxbh0A6bx5pYqm99R0fBwPyxGHQGsdmzFafOnd04etky7iS73Vmt5qTWKEkJloft5LAtrlMPnq+vwz+SclKPkl/3xIQJscxpUm5u28ecxAMLnCxvlTut1daPWSzd4r/9HGfaz5EG/1A+WbYOU2WP28BNQfQrVesN4LHwwjnUG03fMUz4zJbSUREMKUGKYlBkIE2KUGQmagBfPY2xmrAnXqXJlA+cZfvnHlz7z582T9IdN8SFXusrWeNbStZzNyo0+KeGaoJBxYATw5DR59AzBvQfZrHf0GYKa4NLFUsaWL0460APWM0wl8sRKv3aaavUT9zr93Zl8qm1I7+GrFVzxPtHuxZjdYuQ2W73kjhkjtIVLvRup30cZdtHEXa93GmvfJ+oMxtv8O9AD+LW7jWOtbm3LngMi2v3C5dPzs2DhQk/FJImGObvs3D7dOP1Ye/j3TuIN8iyKIUsCsEmX4yvZP8M+7Br6dt341bZSYOHN8w7t76No5JFdqpuS+OVVk1g49uxfenSvX1oVv/y5YfeAnArj1tpqMfTNnF8LUBO6fIv2oL20JLU1TAb5QIoIIEUCJQVoOMTz8fEgA8pfm/+f20fyX5F8G4CMzFgXKmf3L83RECjIigBDrKR0bW6xceVcrAJtUmZzjZq/EQI3N2RUoJwZJGcyoUJcCdkhATmkOzHKZOf+KdbluWW0gi0V298iSLUqtAQnqEgGUEmXGZoxymPStFvMXg9B2bRx3j4E2gQGTGimlieEdxxTIf+Tw/0P+4T8tAVIDpjQxcoT+tyl4FMTZlfLG+ftsZ5BqPbzyH67d8r2rseZDoHwTKN8EKvevS0C0OYi1+tF2P1C7ceSP0IUdNRV6q8dG9XaFmeNdZRUIPWlzq1CHYB6Tgsw0GYuUr+KtHpGrGUIbrvWDdK270n4s3f57ZPecW6zrnYsqW2jekSEyJXa5YV3YR2M71oV9Y2wPje041g+TjS631plgUqOQR46FTfFCuHS10BxkO8NM+zFSuYnWbqKNu3irG23cB8o3vuJVuNpLHTwnWo+J1mOiPUgeDFOdwcLhIH00zBw/5o4+4NmaxByxpkrJZp9ZO7At1YjVhmOzk+kM/XtnU9yCBPVo7BEsnl+o3O5efRsvXeicqREdJtLhUgMh1WMalPkx/l/mBSBmVG8XGkg0sppp3W9df7t08hQsXppTBSSWd26dhsv3gb1r7+61v3gfafRjzYf0wSBauda6M1/PWscMxNcz6KjeNm51zdOhScInN7EShBLDtBikxSCtNjrVRqcEIOUQo0Q4odb+3/z/fUKqtwt1tmmrV2VklRCjNnGieUwOUxbfoo4Jy0FKoLWqEU5qIMRau8bskIC4EmXGjU417FTALgXincDjOt8KlqsyO4fMzmGofkuu1GRmvwR2ygzshMkh1lq/mYTmSH+mcrp13KMy23ITO6q3iSBCjtAK9HPTO0z93M/3C/7JP2UBYFwO4wqEUls4MYj/dhKSmjjXRn3j/H3u+CnVeoi3etHGfaR+x8+u8qeAcO0+VL3j59ijjV681U8eDFOdR3/lktqoQ9F1DR0eg8iv54wC0D5uc/IydRqUmcU8UxaXDMBlAKmxeMP7p9nOwLXVQUIbTK4WL10tNnr5y+/XD9+na11msTbLZabolDm55946Cexdphr9xc5zsj4I7F3Gqw+5ow/+/JXOuyYxRxRYzBjbD+1fLzQfswdPS4cf0weP4fJ1rNldOBxmjt9nTz6kDz8stJ/i9X64fB8u34cq3VD1Lly75/9fkfpd5mBgTu6NGNxIdDvVenDvHOMrdSxX8e6dpNo9z87RtCM1BjJCiJuh4rbYNrdctca3VVbv23mrhHe8AOwTJu7H+FcjjNRASEFqDMCVFo9ro7578936xYfls/eh0hUU3tT7V12bx9HyXWD33Ld76S/exlrDWPNh8ehp8XAIh1bfzGNSlB3TWkfnLWPalxZguYkVIbQEYaQQK4XYSat3wuIR6wkFzI6b3YJ57L/5//uEBmVF81a+o0ODsrOYV6LD+LE5hYEUzJqFcxa+i1aiwzQoq0HZcYtTCTFSPaEAHQrYNYPHLfE8s9bylS/d+2eB8qV1oSA1ehWwSwGycpAQ6W1vpxERiDHp7fzVU7p2NsuE+Nsd75fMWxUpPtdO/6P8ky96Ui9BKk3MGIC91dnmHcnw/unK6fvF48dksxdrdn8Af6zZjTZ64dp9sHIbrt3HW/1E+yHa6IXL1+RKBQjlFLhfAFMjgG1EZ5VAuMbqkEGEAuFHjBjeK0KstQm1dsdyOdO4W2r3wntnofxpqnq71HzgFQdWj99H9i/h8I4KT0ywGWu66tu7yh68zx19StYH3p2LwN71QvMxXLzDsw01saAh0+ZEKVy8SzWGC83H7MH79MFz8mAYbdx7Chfs1hG7eeLOX3rzl86tU27jmNs4dmyeMBvH9EaHWG1huap1sWyM7yrx6D9P2aDwZvbwMd64C5QvA+XLeOMuUr0klkoaKsrrGokhhwx1y81elS0ghlmhgRw3u9Umji8e/Rj/KpgW6TGxnnintclNLu9mc+30ybt77No6tC9WNFRCRcSoXNOfv3CsHri3TnzFq2ijFypdLbR6ucM+HMi9mbOorG7Ul56jgiLAPjpvkZtYuYkVQKQYZXhnijkiNGMPiHS4EuGmMf/YnO2X5v/vE79+/tUwJdFaJ4ws7xcyaeIkWqsKIoWzJjVMyfSYeN6ihin1Z2V4NcJMmBwyHSGew9QGl9LgnLJGLLEdeqXhzZ+SKzVLujDnyIgMnAbxyPS0RIeJ9DYJaB/TWaZxX7p2tn3+SGZ3p+iQACLfzpulKK22cBII58dUfy7/EoTXvaL+fBUgRYBdYiBG9XaF1UWk8+nm3dLR40K7H6/3IvXui15F7TZSv4vX7/mMYKRyEy5fx+v36YNBonnv3jkmlio6T1qFu0ch+yiIiWCcd5XnRR0mzMyEkZbprfwnpjQQYzMmwJFwrlRWOr1cqxfaOYoVzpY7Q37icPnwKdMcsKuH085lkTU6692k1o5DxW600g8Vu56dK//ebaT84N+7JXOdCSY3Ti+Zk9VwqZdqPifqj6nm80L7aensU7TRI1Zb+vAWENzGsnXnxolr89Szfe7eOXfvnDs2T4jVlildAqM72uCG1BoUGr3vDBy9Ut+6/V32aJjq9DMng2TrzrndBgLLIrPznQ4XQowIYt5p7W+1hBhx8l1JUzafxuz4/+RfAuIKmB0DcCnqcK83F9t960Jhkl2YZBfeAOwo7LIvFN0bHWax5t068hfOY7U7b/40Vr1Z6jygoZUxANe74vG9Azazo7E4R+bMfCvUKIhLTRzvaAKwcS0VEelwtdE5R4RGZ63/zf/fJ8TzFonWOod5VBApmDFKtFbhrGna4pTqbNMW5zjKiOctSgOhQWgVRE4YPx8WdIQCoGbNfg3k1iA+2L2Mp4rMahMMrk3RSRnqFuroKaNfrqcVBlIMYCozO6o1fz2Dcrn9wt2nZPXM4FsUo8zXMyYRRCiNrEBvHZs3y+GfV///M/6/8C+WIeSY1jqqt40B+AwT8+10csdPmYNBrHYXqXd5/kPVl/t/otFNNnvR6m2odBUuXydb3czhIFa9IXNV0J9T2txjBuydziyCcaWJURhpqQEXA5gMtE3bHNMWTjxvkmitM1bXrM0t1WNSA2FwpRKFk3T5glwouFbqq0dPG6cfEpXbheYgd/QpUulCsaIES046V/HljmfnKlTsxqqDZOMp1XyOVQeOjTNzsvrKP28TmKg/8n/BX7z1l64dOyf4SpNdPwqX7xeaj6nGkA9e0dS5e4rl6lA8rw1uKInYtCMz516MVq43b7737p2Q6zVmqxmuXNiyBTUVegMSb7V2mcmltHgEICVGnEqrX4JwApBQG528fdBPnP95pYAJm1cGczLU7dk4yHWGWGr/ax0tQD3/PGX7Rs9gqX33xgGzVA3mTwOFs1j91rt7HK9crh0PbMkNldWJpzZW2zehrfoM4R+ZM4sgSmgg3+kxucXJm5EaHEk9ExPpcI3JpaUi/83/3y3kgE2h/1vj9f0oAEKpp9Q6RgU4lIBLBrqmycQEEVNjYYUloEDccsipAlgVQCsMxMisUQjYxrTWd1qbNba2etRf7vS8m22FxTOiw1RWpxyhpTChMXMK5OWD+8sbl2DW9Opdy08Qi+YtE1bnV9OIGGVkRm4MwEbmzKPzFv7160l0DMDn2LhztZpp3S8dPaaavXD5NtZ88JWuvfuX4dp9tNELVm6Dxcto9daXP0nU79Lth0j5wrnZsqf3dJ6s3OqRGRm5mVKaKDlKSCBMoDePzBrfTiMivU0MYPzIhxomVBCugnClgZDoMAXMTlq9M0RQ60hi8Z1Y8XLn8rvF9iBZf8i0n7OHHxzbF/P+7VnfNrZ04Ng4DxTuA4V79/ZVoHCfqD/58reWVB0M7oHBPXu2Ha0Msp1vE/WnSLkfrw29hevU4fvsyYeFwyfeCGjl6MPq8ceNs+/SrWGy/pBqDSL1rnvv3Fu8SbQHvr2zWPV28XCYbj9wm20gtDYXWEJS21B0fdKRFJmd7yBKjHAKi0dhdktRhwh2yM1epcUjM3IyA6147Wb54mnkn9KXOUU9oUQ4vnIkRVyutdb25ffWxP7Xc/S/TNpl5oAQdktQjzW+7d88SFaueJ/FbLu71Okutu7I9M4M4dexEc/qvimYUZsdY1rriA4TQZQIZgUGWqAjRuftBkdyxh4QzGOTVq/G5PqJ878MsEv1mAyw8014r3/8uej+hCXRT8z//jBAG8+/HID/z+FfAtoVAKEECLWO0ehZFeBQgK4pLKqxhVWWoNzokcMupYF75X9MZ5LBlAC0j+rtltgG77ebrFzpXJlRPSE0kEojqzKzKiMjAW1/+enz3xFrrRMmTqrH3k3CMsDOrwVKlBkD8DEDMaq3j+gwlck5RwXnqOAk5pllInpX0pbYCuSPsp3B0tFTstnnr/e+0nWgfMOX/ULVu1DpKlK5Ce6fRyuXgcIJtVSCgiszXFyJBYQvGji4FLbLUUJpolRmWmPmNGaO518G2OUgrgBxOWCT6a1SnU0JUbx5nhSixSA9iUe45frq8XO2M4zVuvF6P33wHCz3rNkmGNlHEhV289yXvw0Ve5FyP1F/Wmh9CO53iaXOjHN9zr1pSdUj5f7S0ffp9sd47TFaH3qLN5FGL97qpw8elw7fJyq3ns1Dz+ZhonSTqNwu1Lvxate3d8FtH/tKtwuHT5nOMHMwSLcfYtUbdqNlXtizLpa4nbYxuT3jTotM7jcgMQZSUqNTafGorN4xkBkDGaGBFkGUFKQkIK4wED/Bvxxi1Ebn6LxdqKNnqGRo+3T9+JM5tidCfFJTEA1vAZ6cGgvqnCmtI6l3p/FMgVtv+HbasdJxvHhsCi/xU4+TdrfCSL94wBg5pcUlNToFBppXUrEEcvNkWA4xM/aA2uiUgtSP8S8H8b/k/2fn7f7/xP/PCNlnV6If8K8EHBpjQGHyy40eKeKSQU4FyKoAVgWSUgMugTCViRMa8FG93RhezR08rJ9+2Dj7yCxXxAj31axJYebGcbcUJoQ688uOitB8ao0fopKDuAywT5odCgMxNmPkx8XlID42b5GZHQqbd4qKAN4Fe3LTu1GL7LQDG3XfZjOw3Y4UThcat4uHw8XDx2SzH6p0A6U7f/kuVOvFWsNEexCu3UcqN7HaXbJxHy6dM8sVvTstN7uFMCWEGKEBVyCEFLKKAJMYsEogTI5S/IiuAmUUKKNAaP7OIgdx/iPSoOy40alCXSKAejuNiSEHltzLdYbZzjBavQ+X7xOtx4XOR3/x3pJpzPu3vYU7f7EbrT+mDj4mWu+9hTvbYhuM7EvtCwoyC4QL7vxN6uBjsv0hUhuGKg/+8p23eOUvXacPBtnOkFtp6FyL845MJH+WOxhsnn/KdoaB/QtP4Sxc7y4cPuVO3qfb/Vj1Nrh/4do+Yjda3HbHu39mSuW1/iUlHhIaXRLUpbT6J+zhSTwigh1vtcQ7rV0M03KIEekxGWAfN7IKEFOAL94NvCoZr1agQh3jZvdXE0YxwOLJQrbWyzYGSGBHZg6NE0lmsWZL5CfsYY3FK9Tjo3r7OB6ccyYh/5ItuWFPbs6SgbF5y+icSaizivQ2EWCXQqTMyElRVmCgR/TEJBawRdbdS8U5IqSA2SmbT2agx83un+afnzHlK0r/GP7/er3AgP0fyL/YYJeDBH8FeOVfbnDLILcYcoghh8zAKkCW92OSQYQcJWRGZkSHvdXa4cBKutHdOPu4d/uHdKM7x6W+mrHIjJwacwoBmwi0ftbtZyZMHG9hzn+4r4sC/32+uVoM2JHQEp7Jx4qnuYNutnGzfHC3e/a4e/a40uktd3rLnf5iu59u9xfaw0RjEKp0vcUbX+k2WO2G6w/RRi9S78br96l2L3PQC+4dm6Pr44RfhNBCmJKirAJllEZcCVulkFUG2fkBfjGI85VqjcWpNLK8m5UKpjQIr5/LKA2cAnZIIVZk4MbxML1UXT55Xmj3o9XbQPkm1hhkjr5NNZ/plSOtd4vbunBsXwbLD6mDj5Ha0J7raAO7U651CZaSE5k53za5eszL6QbLD779u3D9wVU49RfOc8dPuc7QEtsSGTgBSDmXa9n63fbFx+XDx1j1JlS9CVXvfMWraPU+XLoK7V+HS1fh8nVg/8K5e8xsto3JXSC0Nu1Iq8nIOB4ex8OTeGQSjygsvlGAHtUTMiOnQh0iPSbVY5Nmx0/wrzY6/1WFTljDif3rzeNvY/t3gHtdAHmEsBcJbACuJQXiVqCcGMQlCCVCaCFCi1FGYebUZocEwoU6qwS083YgEgMh1GNjAC6GaYXFM44H3cuVTOUystXSmFx8/o+/BfwE//yhTI3Q/CHx5Yz23/z/SOB/e/Dwiw02OYj/gH+xnhEDrBBkRQZOCjIKkFWCtPIz/0ID/tW08Z0OR0Nryert2smH3evfb118S2WLUqNTgjBihBjTWeQo8WP8f/bzIufsXg3KCOfMEybOElwM5Q8D+aOVw0Hh9rvN08eNk+H2+XOufZ9r368e9VePhplmL1G/TzQe4vV+sHzv2b/2lG58pVtf6TZQvonUu8lmL9XuBfdP8UxhholJTZwUZeUmVmXiVGZWgdpViE1lIsYt7ATmUttcMiMnhCkBSIwB+KjeLtDZxIBdBpEqmNKgrHieEM2Ro7P4yCwugd2AJ+ffOV47/xiv38fr97FaN17vpQ+ek/UBs9LR+TeRRNmabbrz1/HmU7jaJ1ePkEQZjpe0gR1dcBdNVpiN01DlIdZ4jNQGoUo33h54Sxeh0tXK6fvFg57Bt/hmzvZu1qJl4nhqJ7Dz/7L33tFx3eedt9dJ1rIlEgQGU+80TC+3z51779w+HTPAoPfeG9F7JwASrCDBIlKFkiXLih2nOE6ymzebZE+Kk3XJbuK4O+4lthV1kUQH7vvHpWBaEhXTb5I3tvec58whwQH/GOBzn9/vKd/vdMnAiYqxM1Uza6XjZxO9J4qHTpcMni4ZPFs+cq5yYq1i/ELB4Klo16zYPB6s7PMkG0xcCUAWGIJpY7DARBbqiaTCvw4PGxBJ7Q/pQcYWjN6Pf8Uz/hEbRaRbuxZv9Cw9Wdx7Ckl1ZPsTD9lYC1VsIgs1kGgiYkZcspCxXJjP8oeyvHS2n87xUmooBGCCKSAoqmeKorEGFW1cBs+0CLX9yabh0p7ZaE2vFuRzvYyFiOe4aWsw8S71P8Nd6SdJmSgzPPjl///yfz/+OS3CqtGQIiNtAkUrJJmhiAmKafySBgwr/Cv5/17+s/30w04CIJNczUDlyJn6qYvNc1e6Vh6vGDoFp+p0eDgbpNRQyBQU73f+d4WSGi+lFP80XkoPMnxJU/PEyXjLCFbUItT2V4+uNs+c71q60jZ/Md0xUdw7WzN2unHmUtXE+bLhs2Wj54qGz+X3n1L4Tx4/mehbSfWvFI+eLh05XTSwTFV0uaLlWjyqQngdLhqIsAETAUwwYYwJow0oq0MZDcTmgKFjIJPlDx3xhLJ8rBqRdHgYwCPKlqEeZE1I1IglNH7pmIvV4/nB0q6SoZNNC1eUW0bF+IXKibXKsYuZ46ts7Zg32RooG+SbZwsHz5WNrxcOnot0nGAbp5mGqXD7YqxrOb9vNTN0vnzictX0tarpaxWT6xXTl0omzpRNnG2cv1Q2dMITKzvmptQgo4WFPDYdyDTEWkeqJs60nLzRdPJGzdx63ey1+plrNZOXlWXnmun1yulLpePny8fOh1snfakmLVmggmK5SMwQSJnIQi0e1wUS+kBMg4pqH5vrow0Qa8Gl+9X/DYik9rEaMJxqnjx+8mbb7KPlA2eZiiEdnnnIxhrwNECkNZBoDITVfloNhVQQc9RH5sKsLiCooZAeUxRoGA0Y0iOcMg9movKdYglW2MxW9Tq5IrdQ4hWKc72MFuQdobQW5AE0/C78A2/WLBT+f47k/3Pw/+71///k/As/Y+hgTo3+FP9mhX84csi/Fo0BaNSERN/Cfw7Iwqm6TO+iUqOqGl9rnL/SPHc52jRkJONZvqAO5Qw4d7/6n52MKT9IjZc6ZsdAMVNzfOb48ronWmUgC4JlHTUTZxqnzzVMnS3rXwhkmsINQ2UDS40zl2qm1ipGz5ePrRUOnot2L6cGzqQGz+b3n0r0raQHTmaGT+X3LAiNI85IhZ5MqGBRjQiK5J4WYvQIY8IYACHVfjLLjR11BrL9NEDF7VKJL1mLZppDFd18dQ9d1grFysxEJNfLYIl6qaI/XDmApVvwTFt+x0zN1FrtzKXioVMlw6vKcEH1xMX8rsVAcbdNqAqU90c7F0tGLxQOnol2Lkptc0LLDNs4me5fLRm9UDG5rlgSV0yul09cKhk7VzZ1vnJ2rXr2YtXEmWjLsJVL53gpIyEZMFGHi3lsGi9ujrVPZEaWy6fP1y5eaZi/3nriZvPCE0prsGL8YtX0laqZ9Zalx4oGV8mKfmes1iFUuqRqb7jWG6nxxqoDRa14YWMem9aCvA7mlOLWfed/8Wi2i7KSBbVDp7sWb9QMn68bX0+3L9v5mixvxEgUGoMpLSwZcUnro7UQo0cFFcSYiIiVjin+v1YyrJhQmQKSORg1ERF9IGYg4uZQoV0o1cLSEQdpxCJakFf72DwyqWwc/qv8K/njPyH/j9igwE/x7w8pqfUwlBXgwyv3f0j+F36W1zf5Z3Uop0d4I8QrJuomWNL4BcVDVo9GADRsQsMmWDAigh7jDURYBXF6Is7VHq+ZulAztVY8sFo+cq5q4nz7iUeL++ctbOqYjwICogZmFEWAe09Qd/f5MU5RVlR7SJWL4Mpa2qZPN02sGkMFeVJF2cjJsavPtyys53dOkKVtukCMqe4tPr7UPHelYfZq1eR62fh6wcBZsX0hf+BM/vC5/MHV5MBdk0KpdRwtbrVwRbpgXBsIA8GYPiCpQUYDsUZCMqC8DmaV/iWAS2CiMtE6Wjt+pmLoVMPUWteJ691Lj9aNr0br+txCocbP5TeOdsxeGTnzTPP0pcqh081zV1qXrldNXigaPKk0Gutn1+umL6c6F6Bki4HIOKONXMNEqncl0jbHNExIbXOxrhPh9vlk70rxyHkF/pLRC5mhs+n+1UTPcsn4+ZqFy7Xz60VDS3Rlpz4YzfKSFipqCoZVPjrLSxrImE0sdiUq0Yq2jEXyAAAgAElEQVQOsW2iYnStZe7xlsUnq8YvF/WfLRo8UzyyVjR8rmXlZsX4xXjnotAwKTWMSw3jXNUQWdIdaRwt7T9R2D2NpuuBYMxERMxERAOG3iT/rl6D/nD+l4hnOSg3X9Y8td48daW491TLzGNVI5e80aYcMAqQBfpALNfPmgJhU0Bycak8OmHARAsVtZJRtZ8EMM5GR7UQrYUYHcwqpiYqH5PrZzVo2EDE7Uz6qJ0w4VEAE7Mcwbsbxwj/jvwr3CrqycpQuSKprKinK/F2St/ZtxsVAEz42V/v8/+8nf/fOGoDg1YoCPgwGxrS+4N6f9AAh3Qw+9P8c4daQP8hwf0srzqY1WKCBhe0mKC/K9dxNxSlfQDmdDCr9tO5PsoAhyzBiCWU/5AzmA1LbF2/sn5TNHiybPRMfs9C1eSF9pUblaOnkHR9LiqoIMYQlJSNYCPOG3HejPMmjDHCNABRBpDU+ykA5lQuwhKMVvbPdy1d4ev63g+KcHlny+pjzSev1c9frJo660vXPuxn8NL2qqnzNdMXU/0rJeNr6aFz4a7lwvFLBROX6M758PHlzORarO9EqGkEK2u3iEWaQDQH4bMhVoMLZiY/j00byXguzGf5+GN+wR0uK+icrB5citUPRGsH64bPNIyebxq7VDNwtn7kXM/itcbxU8FMrcpH+6Tq6oHVqbWP9i4/UT5wumzwdP3MlZbFGzWTl7i6UapyoHzoTN34RaFq2CPVeaQ6KNlClPTw9WPx9rl45zzfOI6U9rnyW6HSXk9hhyvd4c10g0W9UHEfVtIfqBxODazWzD9aPrmGl3XrqAItkdAHo7kwawyElcaEFhPUiKBC+ByYOwaJweK+ou7TLXNPNM8/WT99o3H+8fqFJ6pnHq2cuqqUFRoWn6iZupbffTLRsVQyeDbVM8/X9THV3WimUReM5yC8PhhVIawOF9UIp4KYXJjVYJwuIABk2ELGNH5OD0eZku660bX68atVI+tVI+sFvasOqeZ9dvqIjzHSiWM+SpH6VXkpAyrcj8N7HjE/0RfQwZwJFc2YshsmvKnpfp9+G8QCmKCBGRuTAAKiUypQwSEtzudAtCIW8qZeCG88LBagd7/4lldlisyIK/rCopGQTAHJSEgAJpqIiJWMmYiIARW0MGdABWMgDCjmDj/9CmCCAaMMCGHBglYo8J73PvQ2/sGA3h80wJTSV3uTf8EACQAoAOA9ciD/CeJe/rXYTyn25AXCJoQ3wCFFkEcHh3QIZcCF9zuCR/28J1lfPLjSunyjemot2bcY7ZpNdM2Vj59pX7lRP7vGVHbpArEckAWCES1+L/+sCWOMCAnAQQCi9BBtgNhsd9DOpOvGV7uWHw1WdP2ah8krqK+YW2s781j3hZttp2/QtT16JoWUtJaNna6cOJ9/fLl47EJq8KzUuVQwdjE1tsZ0L0YHThZNXYj2zGEV3bZoxTFUVKGCBpf0wShAxYFgTINLKkg46uWOekQwv6m0f7ltbr2yf5EqanExZS6m3MvXoNFWKt2TrJ+sGTyZbh3J4+K/YfWbiVSouDvdMs2WH/fHGwLFnUV9S22Lj1YMnybLetB0a7J1uqhrkSzsyKOKbXSJk69GUm1C3Wh+12Kq+wRbP+pMtmjo0mNEYXYwow6VA2KtLdbsTnXgpQN03UTZ+HrZ5KVo17w72ZAbSGoCcUMwobQqAFwC3tQLVwppalDQgkmv1CzWTBZ0nSwbOF8zebVp4YmmpZtV09dKRi+Wjl2qX3i8bfnppoUnaqeu1U5dAQuaj8L8wx5GS8TUeCQbFnIQMcsfetgdfNgdOOKljvmoI27iIRvyfjua5SI+kIdlORkk2VzSt1raf76o90z58KXKsYt4aVcOFlWhAkBFj3qCx3yUiYjl+uh7dTt+llDqQUon77CrZ7zPfr6ySK6GQlY2oSdEh1SgQhhtQMiBQ1qcV8TC9Ng78P/2eItNw6Fri9L6NQejxkBY+agVe8V7Nd3vtXv4VeHfgolGmAMQxozzpoCgRxg1RKng0HstiFUsTXbNNi1caVm6Xj21ln/8hNA6EW6dLBxYal682nHyerpzUlGDNhDhn87/rAljAIQ2wJQlIOghWu2n1SADJWuaZtbaFi7jpZ3vdYeyyCRe3Z0aXKw/sV4/fyFU25MXLoEzzQX9J0qGV5X8XzhyId63Wjy+XjKxnug/WTh8tnTiQrh10p2oU+Ox99kCWiwCBBMmKl+HR3O87BE3rfIKGiSKF7aX9Z/sXHy0uGcejlebiIQOjGU7BZVD0noSVqI4lOlKt0ywZW1GSsr2BnK9nAlPWoNpDRg+Yqc1SJQu7awcPhlvGfNEqyx0IVnYKlb2QZFqE54042k7W+6LNVLlxyMt0/H2Oap60BKuO4qmVFSxKVzrK+rBq4ap2nG2cTrRuZzpP1s/92h+zzJc2GGki9RoXIvGTETCRuUrbUgTGlYUMnSQoAV5jV96v4nMsgsmPAPGmuiSvkjDRPHxk7VT69UTFysn1irHLlRPXGyZf7Rj6fHGmSvlQ6sWtuQYJB7x8Ee93MOuUDYoWtkid7gMK2jAC+vJktZgYYNbKNLCgsrH6FHJxRe7xHKpZrh27FLF0FpB16mSgQv1M9diLZN2qUQfjOqD4SNuQuWjTXhU7Q89KP+HV/FD/t8l+R/yb2HiekJ0hgtzUVZHiP9W/AMBUaFdedrqUUGxcvu//PMGZcoSZU0BwYCyuSCp8gdVcMgYSgmNQ3UzF2tnL1aMn6uavFAydibRu8DWD8c6Zqonz3etPlYzdsoVLnvEFdRiwn34D9mpSI4neMwdtDIpsW6gaXa9Yfoi3zCspgveB3IPo1JevJKu7aFrexyxcnUw5opXC41Dic6ZRNdc0ciZzMi51MCZssnL5ROX0gMn033LqZ4FqrzHRBdk+7lsD6NDwjokrAVFlVdQ+yUrmSHSreG64Yr+U5XDq4WdM55I+SP2YJaLNuFJA5ywYhmDP6mH8kGpli5q94VLDUHBQoXVHirXTWt9rNrHHrUTRxyEnUlzVZ1UUZMxEM3xhpxMAZao9nIZayBmDea7hCpPpB5KtQbLj7O1I0TFcUeiWceUezOddMN4auBM8Ziior9WOX65bvrRuonLTNWgkcyo4KgOjurRiAmPOumUYuZtRCQAFgFY1EGSDpJ0UMQIJ1RO/qiN0YBRI56y0EVgsoGrGSjsWaifWmueXS/uOxFtGI3Uj0i1Q6GyHjzTJtQOMpV9Nr7MRBZSJR1F3QslvQuNk+ebp9c65y63Tq2V9SyEq/vFyr5Ew0jF4IlMz1zl0OmW+UerRi5FGmfZ2olw81SsZcITrTCQMS0mZHtIDciY8KjOz/18/CsJ/5B/ZcLvfvzngrQ5FNMToiuS0eC8gQyrEOZB+Vfc2d6R/7dz/ivOv2BEBLWH1IOMYnis9tPHPIQWYS1sMtw0XDVxrnnpWvn4mczASuX0WtXMeuHQKlk7EG6dLB5caVu+1jx7AUnXP+IKqiBGj/EGnAMCPBDgjTgPYJweYZT5kEfsWLafwwqbi/pO1E5frJu5VDlxnm8aMUol7/OzulC+N13riJXrgtEjPtpAJd2JGrS4NVjVKzaPS+0z4Y7ZdN9ypGWaqxkMFnch6WY7V5brE3WQ5BPLbFShNZi2EWkXU0am2wpbZlqn1gdWn850LgSK2l1iuZlOqUHOgEhWPJHr4pxkiRFKatxhM552sBktzB3z4ADOKBuTBpCx4JIeZLKcuB7h/NFiNFFuQPljroAFl3x8gZOKW3Epj4jbuTIbV+6K1ECFrWRFP1U9CJd2u1LNUGlvqHEi0nEi2rkU71gq6DtdMXqpdnw91T7vj9arvOFcX9iMJsxozIyEbYG4UoU1QmHgbkT1cBSAom66EAClXGdI6+VzvVyWi1aDgplOMRWd1aMn2xcuxZqGbKECHRK2EEl7qCjRPFE/dqFx4mJR12JZz1L7zOXeE4+1Ta83T6y1Ta93zl3tnLv6k78uPto8e7Fm4kzF8Gr50JnC7lPB8qE8rtZAFgWK2vP4Ah0uahFWAzJGRDBjkZ+D/8PquuHNrr4ZE/9V/k10VE+I7miRNiAAVCQXZf8N8//dxicmKgeBw8rLrxb/evSn+Nd4KR3MGnFRh3I5PlIFh5xiIV3RVjW22jh/uX5+vWzsdNHIauX0WvnkWnrgJNs0Gu2aze+dr51ea1+6ylX3qCAuBwy9jX9Bj3DKhVaDig6xTKwfLhk6VTF2tm72Stfpmw1zF7mG42YhA2UaQrU9vmS1MZQ86g9l+Vg1HgHofKtY6k7U+dNNcKYtUNbtClfZ2FIdltSAYZWHP2IL2oj8ZO1AumE0v244VT9W3D7fMHyua+5G//JTx08+HWsY1wXyj7gYExF704E3lm2nrHjajOYb/HELlrJRaS3MZbkxDRQEoJDeTxlA2oiyOpDKduM6OOTikki8xEyIWj9pwjgHGbFgvBEMGRHegMYNREEeW+ZPNgYrekO1w1T1IFreS1QN0XVjZM1IoHKYrZtM965WjF6qGlnDUq2WYGGOS9CCYSueyMNjZkiywGETKBoh0XgP/AY4YUBiACjpfRwAChY8asKjWlhQg5wWFrzRsmTrcGX/fKikRe1jHzLBKhcFoFGxsr9u9Pzo+ecmLv5m58L1wo75ZONE5cBq/diFutHzlQOrpb3L1UPnWmeutExfrRk+m+mbrxw9VTqwkuldzhxfFRun8rjqI27BwmQMRFQLczqYNSKCBY+akajOy/58/CtjfIq7ljUQBuB3hkLhX+WnjFREFxA8sWJ9UDKFYmqMe1D+D42P3+LXqng3Kf4IJiJiDkaVnuWvCv967Cef4738H/pVayA2F2atXD5X01U5ulQ/u1Y1ca5keLVkeFXZui0YWk0Pnor3LBYOnczvnS8bWe06eT3VNWkKJdUIdy//iluWDuHViKBGBLK0Ld09k+iciXfMFBxfqZpcb126Xjd1TmzoyxMKsaIGrrbbl6jI4wtyYC4X5o+BTA7MqfGIlojpgkmATluYjAaJ6uBotps75qRz3EyOk/QLxbXHT3TNXe6cXe+cudI5d61j/kbr3I2GySs1oxelmlEtmjjmDulRSeWlAJh3kgmDnzdBMRueMqP5JiRuo/KtZFSH0XqU1EMkAFFGmDbAlNZPqEHCGGBtbMQXTVtoUXHRMeOsHiK13oDOH9LCkhqO6QL5FrbEn2wIVvRyDSNi83iiayHZvRjrmAu3zqa6l0uHzhV2r/DVw4ZASgtFNH5JD4ctWNyCR81I2AjxAMgBoGAAJT0c1sNRPRLTIwkDGle5KIOfNSOiCRVNgXAenXCwKSuTzGPzoWRFIF3jFgr1CK/yUlpfSAvyNrY01T7bs/JE19Jj8eZpS6jMI9VVDJ5pm7/eMLle2HVCqhsr6FyqG79Y1HMSL+ogK7vLx1Zqpi6UDJ6uHV8vGziLpNqywbAakfSopEN4PcKZMcmKRU1gWOflf27+lZFeBxW3k7H7lQAU/nN8pMK/N15iIMNmJq7B+QflXxF6UPg3EpIpGDaTETMZObz2GzDRHIwqY+DmYPRXmn8DKliCUcXNMgdkdUTEn1+V6ZvuPnOjcf5y0dBKomsu//iJ9MDJeM9i8vhy8di5zPDpyulLqd7FoqGV3tOPlw+vuMJlOkJ6C/86XNSgYi4qAGSycvTU8TNPpXrmqarj0fbZksHTJUOnEq2jSKrmmC+Ux6bBRKWZTpqohAriLKF8DSrmwrwaEZTtQMVpS4tJJiKmuK0YEEnj55BYZcvE6Y6ZtY7Z9dbZy03T6/UTl2rGLlVPXKmbuIwVdBgCKSuVsoeSOc6Azh9y0QmdN6T3CRYkofOIx2ykzs+ZApIBC+lRUgcGLQHORoaNAVaPMHo8ZCQEgOStbMwQ5HQoA+CMAWV1YFDjC+pBxohFtFDkmJfPBkUTXYAUtEjNY5n+pUz/ctnI6bKR06VDZ6pGzxf1raAFXVle6YiLyfXzOiRsQCQADVvwsBmTDBCrGPLoIOFuIQON6bC4DosDsGgLxix4WOWlVD46j80HE+VgotwSSuhwUfH5tZIxG50wIkKOm87ycERxR7x5kizptvMV+mBBoLi7bfFGw/TlsuGzfP0EkumWmqYrRtfCzTN6OuNMVJeOLjcvXi0bOV0zvlY+dAbObz7i4nL9PIBLRlwEYM6CShY0YvRH9D7BBD8w/8afuDlGXKGkYq15v99PA8rn+EiADCv8A1Tk5+Nfi7CHj4BD/i3U3bK/DuEBXLJScVsomUcnFLvEXxX+722lHnZrTXgUwCMqH5Pt5/yJ6uL++aa5C1WTq8WDK8VDp4oGVxXJKqljNt67nBpYzYycSfYtZQZWMoPLjbNrNRNnfPGqXFRQQyE7G7cwcQ3GaTEhF2aPeqhskPfGqksHl8oGT4L5jZ5Ybax9OtE27U82OITMQxboETumWGW6hUIwWprjpYyBsCImZw5GFf9cICDm+EgVxFhCCYdQoEeFR+yYORiVqjsrBhda59bSndOpztnqyQuNc9dalp4on7jM1I3lsWU2OvMBC2pABQcdzQtKVKrSQyedRFLloA1+MY+IGyDOEpQcbDTHixlQVuUlcn2UkRCMVCQXC2VDtCbAGsiwgRINQUkX4PQYr4NDWojRQoydTBqxmBGLWamUlSmwMBlPtAovbk22T6c6Z+Otk/HWKaluxB2uUUGJHCiigoS7LmCoYMBEtZ9+xIbkURGlO20MhA1E1EBE9URcCRMeVXlCj+ThxkBUh4g5IOuNlrmjpZ5YmZFOKM9HAxYG8IgeFjUQbwjmH4NEM1NsChW938lYhLKSoVPNi9eKBlYyAyvuZBPAlsW6F0rGzoFF3ZpQhm0YaFhYKzy+UDSw0rv6dN34RSzV+gE7pYF4ZXcYgDmDnzX4eaM/YgSjD8q/ctrXeCmtj1bUFp104n7zdsq0jw7lskFKFxDc0SJnuNBIR81MXE+IuoBw18VcqVXD3Lvf/9VQCAiIFipqwAUrHfNIhXY2aSIiypKSDuGtVNzO5CvwKybOh3UBhX89xh/qfxi9yDvN//yi8X/v53Uv/znekMrHqBHJxhfxdX3lYys1U+eKhpYK+k8U9i+nB04m+5ai3QvR7oVE34rCf6JvqXDoZGZgpX72Us3EGW+sWoXwapTNC0WV+o2BCCt7uDa+CEzVJ9onpMYhK1tkDhXS5V1EcYcWi6i8lCJQbUQEAOZzfbQpEMbyqwBM1MGsBgzpIVoP0RpfUAdSBpTVBQQdIWpxPgcitTiPpCuL+ybaT1woHZgjy9u9+XV4eVekc65y5kpm7DxadvzXTIQGDGe7KAPKG9GQEaYDsSJUytgDUcDHG7yc3sep3UGNL6j1E0edkAakFFVCLcKqUVZHiNqAkI2E1AFeQwjagKDBODUUUvmpXB+l9tMGiNN4aY2X1sGcBuKP+UIqiDOQMYdY4pRK7VxJHlOURxXpkUSuL6zHEzo8rMEFHS5qMA4IiBqYznbjFlIwYCE9dvd0ptRoNLikwSUtLJjwqAGRLGRC5WMedhJ2vtAuZlyREiAYy/YzKh+jgXgtyOv8nNrH6gOxo15GT8S1ROx9DtIilJQMLbcsX1Wsu1yJepNUkexbzO9fMYWrH/KLRGVHycgSW9fP1w42z1xumrzElPfmeHgtyOsRzoiyb/IvAv6ICYo96PlfmeHX+mhl9cMVSjrpxP104hX+9RifDVJanHdFMs5wIUBFTKHYg/JvJCQNzBzyb6GibrHAxiRsoaSJiCg9vzw68Rb+lXagckDQwpwGZoyBkAEh7j//94vHP6vH2Le7d2V7aJWPM1MFZGlHqme2ZGQlM7ic7FtI9CpxItF7It67HO9djvUtx4+vZEbO3ct/5fhpd6wqG+R1uAiQYX1AAoIRI53IRQUTnQpVdRV2T6c7J8nSNiCYMBBxNF2P5dfoEV7tIb1s0gDSOQ7cRSeMCH/ECpuJMABzdipixvm8AO/jEnkEqwcDHi5qYaLqAJsNkwAtBEpqUl2D9dNL3ScvFfVNhKrbXIlKV7KGax6tO3G1fOYSUT2ghuIWIqX2ULmegDXA+PhYMFGERzMOLOwiE2ZY0HlDJoQ3YZwJY9xszEqGbXTUSkcMOKfFWQMlmpiIMRTWBFgDJZrosCEoKN5HOjhkwjh7MGzDRXtAclJRWzAKYIIyT6ZDxFyYN2BRNSioPLzKw2s8gjmQMBBhNcblQLQGY0xB0UwJtlDYLcQAnAZwGsAZQ4Ax4JwuwOkCgi4gWIJRr5ixkjErFQdwSY1wirq2L1aaRye0MKcBmbtmvhAPwLw5GFXBIQMR1hHSIx7CEcmUDS20raw3zF8oHFi0SOUqMkXXD1J1g2q68AgatcfK2fo+u1RmE8oLu+ebpi4Wtk3Z6QItxAIwZ0JYI8wZIE7vFw1gzAg/MP9Kqlc87MyY6KDiDiquDPa/I//KETUHotUo65AKHFKBgQwDVORB+TcFw4f86zH+kH8XX5BHJ0xExERE8uiELZQ0B6N6VHg7/xqIVUMhE8EYMdII42Y/9p5f/8AvKf+IpIUlHR71xWuiLaPp3oVwx5TUPpnqPxHrnot1z8W6F+K9JxJ9K4m+lUjPCalrITNyLtG3Uji0WjCo8H/WFa3MAjkDEdbifC7MKj6ZWf6QhSvM75zoP/N4pnvaGy3L9tAP5yHKXvojZlBlRx24aPLTWjfhoZNOKp5txz5g8ptx3kFH1W4sy+ox+AO5dt9Rk8MaCJloMRejcpCgN1FY0DVQOTxV3DdS3D+e7h5KdAyGaruwstZox0Tj0rXGlevpvhP5rVOR6n4TKv6G3nHM7tP5MY0bznVCBk/QTcTyMMkEcTZCAiAqxwUBCPmI1Xskz6f24iaCMwSYo274v+Z5HrL71ChlCHIWWjSRvBYm1SBhgCkrzqntoNoOahyQxo2o3ZjKieS4sBwXluujjrkCtmDMGogAoGCCJb2HNWMRDcyo0ZAaoiy0aCI4DRQAEPKo3WNEgkYkYESCABoEEFKPknqU1qP0ESuc6yLeq7Y/YoGU6WwjLma7CTBSbCdjBojV+0OAnzH5GLOfNcNsXoDXwiSAcTqUOebB87h4rLmvbHCmoHuCq+3OQcSHPJQnWeuIVz0M8jlYNC9cRJa36slENijiBa2FbVOJ+sE8MmmAuLv8I7zCPwDFjXDCiDywy4PxTVUvEyrYyZiDiucRkfvxr4UYAy7kQHQuwtjFtDNcaCDD+qD0oPybyYgWYd9y/ndw+Q42pZijGwNhCxmzkDEAvytbpBwKlEfD3QEhjLeQnAmnTEjAAuK/zPzneFkjmSRLOwqPn0j1LlJ1g3T9ULL/RLRrPto1H+maj/UsxnuXo71LUucJvm0+PXwm1rNUMHjqbfxH1Qh3DKS1AVEbCH/AHTSH0oXd0+0La2RJs4WMmYmwAQ7p/RQAkhoHYkdYlcVv8VMgEzeCIbU7kBcI24NRM8qZEFbjxlQO0OhHjT5I7/YZQFQNB7Ih7BiIIgXFzdMLvStn6sdnakdnGicXGqaWMr3joeo2urI93jleMrJSNXGmfeZS09hpUCzKdqIATKjdfrXDa/CiZpCyQIwF5Iwgq/dTOh+h9WFaH3oszwOAATNCarxIrhc2IIQOwrMc3oetzmNOX64XznGDR6yuR0yObKtb4wRNbtTkRo0uRO+C9W4U8OIGf1DnI/R+6n16JwCxZlQA/GweFgY8ISsqaryUHmP1COPh4gAczHb4HCSTk+fIsdqVyLbas63OrDxnltWdZXWr7bAZpLItPhNM2wL8w0ZXrhPxsXELymjcWLbFd8zoyTF6VIBHbfJprL7cPO9RqyPb5s2yuh/S52U7/A467I+kk419QlWbBuXf78SsXFpHRN5rgo94KThdw9d2W9nCLA9nxJM+sQIMV+Q4CUBZGcQ4I8IbIEEHRfRQAkCS/978q/20ARdUcEgFh2xCyhXJGOmojhD/v/APBEQbk/BHi91igUWZ/H9z7EdpByiyRQAuKR0BO5Ov1AWtdOyXin8D9E78I5IelR6yYLpAjK7oLR5cKTi+RNcPBesGwl0zYtu01D4T7pyLdM2HuxfD3YtS5wmxYzF/cDXSc+Iu/3OXqybOKfxrA2ENyufAjDYgqnHpYQ9polPJtrFwfZ85GMXzK4+fOH/y0Q+uXnvq/GPPnn/s2eUL10Eykmv2eYNhk5/OsSEOIurj8nMcqAVjKzoHVq48fv6xp9eevDl9cjVaVqnyIyoQy/GjbHn1qaee/ehffPKjf/5Xv/uXn3r+z/5q/SMf71o8K9Z1+uNleXwBlK5JdUx0zK63TZ1Ho2Xphp5T1586ef2JU9ceX758PV3TmocwejcBeEmDj0rVdy5de3L1sZunrz1x9ekPtQ6Nap0endvXOjZx6dnnTl5/7NzNp9c++Oz6hz58+ZnnLt784NqTT1956tnrzz5/6bGn1h9/eu36U2euPn7m6uNnrz99+vpTy1efjJTX5zoRE0xbIMbgCTpQyeAibYhohBlLQNB48DyCBXwYEc0/tX7t/PXHrtx8+srNp67cfFqJyzefvnzzmcs3P3Ty0qPXnv7IxceevfzkhzsGp9Q2n48Sp1cvPv6bv/foBz96+Ynnrjz+3LXHnrt640OP3njuxpMfvvLkM5dvPn315rOXbz6z9tjTa088c+XZj157/nef+cSfnrrxLF/acMQOayFGAzNHHLg5GHWKhWhhnYnKz/WJuV5BB0kOMq1yBQ/5N6GCHha1UEQHJwxo0vCA/D/o+V/lJYGAmIswORBtE1KeWLGFTfwc+f/w/G+lY0ZCcvIpJFkOxkqUbv9PKnxvblso4wBKe9XJpZ1c2s7k25jEL9X5X+HfgIXezn+WizYEE1imLdI6EeuYYZtGqfoRpmmcaRzjWybF9jmpY17sWBQ7FiPdy/G+U4n+k1LXQnrg5CH/7ljVMYhXY6KOkLSBsD4Y1QXjOYiYxyazVUYAACAASURBVGWiTUNYQV2uP1TQ3Pff/tfnfrSx/9K2fOtA3pDl77+4MbZwBnBiOWafHRNsuGgEQwYflWUBHUHx2od++4Wt/Zd3DzZl+Yvf+nb3xKQOwrUwofIj8brmj/75X31vc+eFPfllWf7htvz7f/2Z4yfOxuo6sWRFrj+U7acD6brO2YvtE+e8bGrmwvUfbckv7suvHsjffuXW3NkrToxX21GTnzb4qLm1Gy/sya/I8h1ZvrMv3/zNj9hAyIXjz3/iE3dk+bWDg5d2dl7Z23vj4OD1/f3Xd/de3927vXewcSBvHMjbsrwly2/syq/vyW/I8ss78g9u7fTNLDlw1oaG7Ahr8VMeTNLbMCvImGHWHpDUdtgCkYATLm/q+Oq3/3lLlu/s7G/s7G7s7CtxZ2f/zs7BnZ2D1zd2dmT59vb+Gzv7H/6djzshNJwq/ItPfXZTlm/tHtza2tvYPtjc2t+4s7t1Z29nW769tXtnZ//O9t6trd1bW3uvbe2+urX/2q58W5b/9gvfaOibyLL61E7cigsmhPewKR3CA8FYjpfVwpIOiuh8gpNMGyHeCDMmJGTGWRPGKfxrkZQOzX9Q/h+0/pfjCd7Lvz9Zlsfn/xz3/8P6n5WOmcmIRyokCmuwVKWS25We/2EvUAOxyslfSf7KeyxkzBQMv1v9z4KHdGBQAwV19+z/vk115/9v4P8V/gWFf0sobeNLvPE6rKSDrhlgGkfohlGybjhYMxhqGOVbZ4S2Wb5tXuxYjPedSg+di/Uti53zqf6Vu/xPnffEq7NhIRcVjGQUoOIAFTfRKV0w7pRKw43HyUx9thvPNPf+1ee/dkeW7xzIt3flOzvytiz/4Z/9jZQqe7/KZAVpfygGgKQZCRn8QStMXXvuYy9uHfzg1de3ZPn7L73YOjAAwIQOCR5z+sIVdR//y795XZZfl+WXdg9e2pWf/YM/Ke/oF0vr2eI6A8R+wAq5+YLOqQud0+ecVHz56pOvy/KPNrbfkOUf3t48d+ODJj+ZY4UsEJNj9c+fv3Zbln+8sX1nX97Y2f3g88+7EBgkg7/13/5wU5Zf2d95XZZvywd3ZHlDljdleUeW92R5T5Zvb21v7cs7srxxcPefXt2Tf/D6ds/EgtYBaR2QFSLzYMobDKvzIJOf1ntJJykZfQFXgNXleQorqr/yjW9v7x/sHezfjX15b1/eOXgz9uXN3YNXb23syvLvfOKPTDYnK0U/96Wv7sjy1r68vS/vH8gH+/LejizvyPK+vLu7v38g7+4dbO3Juwfy9oF8Z0/ekuVbe/KnPveVxu5hjdWbB1MQm9B7yRwHbsQlHcJnuUgTHjWjsVwXY0bCahf5Jv+8CeP0CK9Dwlo0YUDjD8r/A/X/jAif7SaMuKhF2FyQdohpKL/cIaZNdFQfkBT+dfDPyr/S/8sLxa10zBcpIovqiMIad7jIJWUcQoGVSZqDUQCXlFK/wr+ViufRCTMdB4IRLSZoEfZt/b9fezgPxPNgUg8GAPzukpwG5Q/h/49d+3/g0COMDmV0KKdIgOgRXoeIOkTUYhE1GjXSGV+qES/rRsu7scrjdMOoM78JrzwutM1GuhbDXUux3pOpwbOFIxfC3YuxvuWikTPpgeWmxWtNJ65C6YZskNeg4jE3pUFFfTB61EerMdGfrMQytb5I4SN2f2Fz1599+u9v7cm7sry5e7C3L7+xsb2xezC7sqo229U2jwUOWlDaCAXVdtCGhp748O++srm3cSDvyvLtjTudA0MmlPyvJruXi2Qa2v/kk5+5c3AXvNd2969/+COwFDNChJMKm1HOhof1Pqakfbzu+BwWKVxZf+zVnb0NWb4tyy9u7Jx59CkHzmscmN5N6Bzo0vlrL93Z25Lljc3trZ3tZz78vNnhEPJTH/nDP3xNll+X5Re2t2/L8m1Z/pfbd97Y2to5kHf397a2trZ3Nw7k/R1ZvrMv3zmQb+3Lr+/Kt/bl4elVFxzK0tpcaMiOhwCQMMJ0rgczwJQFYy1w0AoFcs3WyqbGr37j67v7O7t7m7duv3og7+/LB7uyvCvLr2xsb8ry7oG8J8uv3t7aleU/+OM/NTrcTCT+jR/86Pbewa2t3T1Zvn1nW5bljY0t+UC+c2vjYG9/c3NzT5Zvbe1ty/LLt/deeGN7Y1/ePpD/7nNf7uwb1ls9BgeUB4W0btII8UZE2ef/iRLETyr8KHtPZhYMiPTm2x6Af2X/N9cdVLaAzZjo4wsM95f0U1SzlLqDJRiB4+V4qtrO5JuI2N0tfZQ3IrwJYS0IZ8F4RXT4Ld17paSnfF0ZIXHxBXC8HCuoMYXiViHlS5TZhHQOGFJBjDEQVoOMUhfQByQdLuoIyUBGgFDMFIqZg6wJJfPQoAMJvufXP/Ce9/za+21+1IqQejBgCDAqmMqBGQ3KKxNpCvx3ZX/gkA7+D9D/eoDQwe/GvwaLWdkiONNKVx8nqo8HqvqCdQNIWQ/TOBbpWgx3LvBt80L7QrhrKdqzInUthLsXU/0rid6F+rnLDXPrvmRtlo/VwlKON6RBRR0eVhxgwPwKOFVhZ+MPWZzFLd2f/Mcvbsvyrixv7+zt7h0cyPKuLP/BH/8PUopkGcx5MOEMcBaUVttBO0o/8fxvv7qxt7Uv78sHd+7c6R4Y0PmxIw5fKF1W1z3wl5/6h619eWtX3j6Q78jy4x/5KCKE9T7MTnBGiLKjEuBnuExzrKrDHZROrV+/tX+wJct3ZPmlzW2F/9w3+V8+f+3l2zu7snxwIO/u7j7z7HOA1U5Hotc+9Nw//cu/fOu1177zxu1/2dt7YXPrx2/c2tg92JPl/X15c/POzt7mi6+99K3v//Cfvv8v33zhztd+uPGP33jls1/6Uc/ISihS6sZ4V4DTelADTOWFomo0pINDZpw1waQFDqju4X9nd2Nz69bWzuY3v/udL3z1699+4cXvvPDKi7d3v/SNH/zgx69//Xs//uq3//nqzWcdEC7mZ/74L/7muy++/P2XX311c+fbP/jRd//5x9/45nd3tg8ODmR5/2Bvb297X/7i17/7le+88PUfvPyDlzfe2JVfubX9t5/9+57jo1anH3BAFj+l94by8MjPsc/3oKHwr/zBgkugmHkXvS0jGDLBtBnljChrxiR/uBhNVju5QhMRMwaiCv8mhX+UeQv/SvdOudjfbeBDrJLbrVTcyaVdUsbIxE18vidR+hb+D8VXtJigDYjqgHAMZbMgSo+SOj9mAjGrH3vPex/6JeBfIV8J/vARoMUkLR7N4zJIUQtTe5ys7ccre7CqHrp+SGqfiXYvSB2zTMtUqHmSbZnlWufC3Yt8+2y0az7SOVM7c6lm6oI7VpXlY1WQoAY5LSapESEXFRxSEZyuckcyVjrykNFe1Nz16S9/bfvN5H8gy/sH8q4s//jl14Zn51Vmm8mHugjehoZ+wv/mzr38q1ygGsTjVU2tg+Of/Ozntw/kzR15R5a3ZPmJj/4WzEtaD2JBaYM/aENEwM/YiYSXTWmd6Kn165uyvCXLG7L88tbOffmX5Z3d/aee/bAKMGny7HxhcWV3b35DY23/cO/cwvz5i0999GN//+Wv3trc2t+Xd/f3fvzKSx//k/9ndGG5uLErWtmeahhoHFwZWLzaN7NW1zdb1DSARYuznHgORAOh2CO+oBrhgIAIIIwJJrPNjvKmli9965tbB3u78sHm7s5XvvnNpbPnM1X1Zc2dpU1d5S09ZQ2dtW3Hyxo6K5q6Q4mio4DdBAbStS1FjW0lje017d3p8pqK+tbRqbnPfeGr+weyLMtb27tf+qdvjUwvFlY1F9W0ldR1VDR2lde1FVXWQxijMtisPsJFhM2IaAs+cD//54DfjIkK/0aEt+ASHC6+X/3fiLImiFH4BxDGAHEuLo0kqrxSyc/C/70N/MMZnnt7ewYiDIRiAJtwxYptQjoXZhXlJeXbNRCrQXkDETaF4kAoloPzR/xBYyBkgAJ3+f8v7/vF5t/wpv7/vdXKuzcXLKzFJFMo6cmvxsta8fI2pLwVLm8P1vSzTeNi+wzXMsk0TbKt00L7gtixGOtb5ltnpPaZaNds3czFqolzzkhFNsjngLwOERUHOCOdAPOroFSllU3khaIPGe2FjR2f/vLX7uzLr29sH8jy3r58e2v75Vu3tmX5E3/65zgfzjY7rAhpBoNv4X9XlhX+j9m9WpiQSmsrWrv/59/87x35bv6/fSDfeP43IU7UuGGF/zxYMPhCOi+r94eOAK7Vyze2ZHlTljdk+ZXt3Xfm/0De2t7f2ZWf/9jv2kAYcPlMIJbj9L4nK/dhs0MPolSiYGhh6c//5lOv3t48kOU9Wf7nV197/CMfK2nthaUijV/I9YWhaH2ycaJ34Xr/4tWeubVk43EzndQEwhoq/30eSoUK+oCkRzgAoY9a3KVNHV/81nc2DmSlmvjpz30+U1373iz1B/TWDwD29+lsuVbwYV3eB3R2tR3WenCdjzDCtN4ffMTiesTiOmK0v+eo6v25hoAQ+x9/+entA3lnd397Z+8zf/95NlbwX45qjxjsWYD7iDbv/TkA4PCbXIjVi/vIiDsY0XqYXPcD6/n83PwfrgCh0VIHFb8v/whrfJN/tT+UR8XBaLk/UnYv/8Z7+NdCzCH8h6Gs9yjl/Z8M80FsLswa6KiBjjqkQrtYoEF5hX/luzQQq8UESyjhjhZ746U2qcBIR1181E5yjgDtQILK/f8Xnv93DD0qqBFOgwsAm2+PlnjSVb6iOqi02V/Uilf20vUjdMMo2zwV7lyIH19JDpxKHj/JtUyHO2YTvQsNc+sVY2cc4XI1Gs6FRQMW1qCiFpOc4WK0sM4bLQHIsJmU3m9yFDZ2fParX7/1Jv8/fuHFjZ1dhf/v/MtLXSMTR4E8vQexwEGN3f8O/PcPZTt8uX4MEhJ0vODj//1/bh/I23vy9oH80sbmlWee9TO8zovaAqwRomyIqPfSRkjUeMgjgOvstSc2ZfnOwf7m/fP/jixv78u7svzcb/+eGyfdBONjI3ZK0EABPUSYMJpMFk2unv/0P35540Dek+UdWX5pWz5787lYXbdU3RtpHI23zlSNrHUsPtEwfqlp6mLn3OWakVWmutceq9RzJdlEMhuNaImYBuX1CHPE4i1p7vrCt753R5Zf2drZkuXPff3bZc2dD+ttJph2h+IOMuIgwjpvwILxDjJiwjhFWEUD0waUtQQlGyGYMdoMBulk0V985vOv78jK3eSLX/8unyz59RxTHsI4A5IVDpn9hAdnXShj9REWiAH8jNbLA2j0P+D8b8EltYc0Iryi//Hu/JtRDoAoE8ICCKMMg3ulkrfzb0RZM8qYcV6PcIqRwVseAUoVQInDB4EG5Q1kRBuU8viUXSxQNBGNgbDyvNAhvBYTzHTcHS0G8yu8yTJXJOMLJ92M5CZZF0b9wt//DRCrbK28PXQop0ZZFcLm4pyWipillKugAiptdObXQyUdRPUAXT/Ct87EepaSA6eSA6diPUuhxrFwx3TB8aWGufXiwSUrX6zBIlpM0uFhNSKYqARSUIsW1tm4lJGQdHDoYYurqLnr/3z9W5uyvLF7sLm798lPffo7P/zhq5vbGwfyHVl+9nf+AGEknRPKQymN3e9EySc//FuH/N++s9ndP6RygTlexASTFhB/5iMf39qXd/bl7QP5hVu3Lz31tC/EaT2Iwn8eLOg8lC0Q1/tDx8ze89dv3j6Qb+/vbcnyC7c33oX/HVl+6sMfM3sRG0Z72IgzFLFSIoBxOoSCw/ljK+c+88V/unMg78jyrd2Df769Wzc48xtG0BDMFxsnykcvNc090Tj3WO34evXI+Ybxtdrxc+GWcVu8RkVlssnUMewu/zqUe8TqLWru+sdv/eC2LL++u6/wX9Ha/bDepnFjABTSeoPOYCTHger9FIBxBpTXodxRL3HMT2pgRouEVF7CAFN6H05E03/9D195bVdWPqsvf/sHoUTRe48BJoQF/IzaiRs8AZMvALgDeiemdZN6H2PFEy626N+bf4V5jZc6tIGCw8W2YPRd+FcEdRX+AUx0sYUesfh+/AOY8JY8f9eD8Kflfe6O+gQkfTCsxngzk3BIhfqApPCvRwXlVY1w+oBkZhI2IZ3Hp6xsws5IeQRjxyk7TPwy5P97mVemMvQgo4UYLcJqMEaNcTkonY2zei7iSJXC5Q1QUXOgvIeqG2Yax/jWqXDnXLhzQWib5VuniJpBoXUi3Xeidnot3T0DkCkVLALBmBaTVBBnFzN0RRuUqjYQYSMhaSH6mN1X0tz1v7/y9TuyvCPLtza3nv+tj1197Mmvfff7Gwfy7QP5S9/54eDMCaMXs0JBnd37dv47B4ZznH41iOt9eG6e+/FnPrq5d5f/F+9srD/9QS/Nql2QBaX1PsIK8Yf8q/LACzeeemNv/87B/pYsf/+V1+7H/+sbO5uyfPP5jxm9iIsS4UiBV0w7+aSNSRhQFhTyh5fP/a8vfO3Wnnxn5+CVzb1vvbpZ0Nr/Hq3LGa4qGT5XO3ejcvxKfvep+slrNeNrZf0n4y0TSFGbnskcQRNZeCIbjeiIyN38b3WXNHco+V95Av7dl75S29GTZXaqHGCuC1U5EVuAV7sxvT+oQygnm/CGC3QBwcol7ULKQoWPuTCNL6BygDAf+8yXv7Epy1v78p2dgy984/tCYeUjRq+PL3CSCScVtwckB867gxEfHXcQURMa1kGSFhT/vflXxn60PvpQAtQvFCpDAe/MP85r/YQOpACE0fkZABMdobSLLTQHYiY8akLFw3eaMEWr8qeS/OEj4C0ngp8s9hFhFcSYqJhTLASCEQ3KK4unSv5XI5wWE/QByUCE7+5o4bQexM0Qngfiv/D1v/vxrwcZLUQbcE5P8Lk4o8JCeibsShUjFY1EZVeodpBvHOeaJ/iWSa5lkm4YD1QPUfUjaHmv0DSW6luomTgTbRlVo+Fjfs5MJ7WYlA2x7mgpX9sNJiq1MGcmwmacV3uQ4qbOv/3cF1/b2duW5dc3Nx998kkulviTv/zrO7L88ub2hiw///v/3QoFAQ+ss3udKPF2/rMdPj1KmmBSZXU99sGPbOzKO/vyjiy/trN79dkPeSgmx+4DQELrwS0gp/NQJljSeilVHrj22NNv7O1vyAdbsvytF168H/+3t/e3ZfnxD/2WyuoxQkEHHbWSUTMZ0cLcESdmJcTe2ZVPfu6rr+/JG/vyG7vyD+/s1fRP5XhDdHlP5diF8onLVRNXK8bWS/vPVAyuJlonkXSjmc2oiXx1MG1gi3JRQR+QdCgHIPQxi6u8qU25/+/K8u2dnU9/7vNNPX1GN2QCAxaIzMMZvQfJw0M+NqpMmmhg+gNO2C4ktTirx9hsD2oLchY4iIvxz37pa69t7e7I8qu3tz77pa/TieLf0DqtgYjGS+v8jAnhdZ6g3kuaYdYI8XqQ10GSBvp351/nD5kxURn+Ufj38QXvUv8347zGF9D6SSPK6kHWhIo2Kt9Op96RfyPOm4Lhw3H9ex8BioByrj+k8tG5/pAGYpVDvj4g5YAhIxm9l3+lX6ic/3W4qHQBNSivgRkdEtT6UKMf/Teu/x+qIOv8IWU6ygCxijy+IsWnaKQobhkaL6VyEbnuoOKcdZdkH632kA/KvyK9dIi9AWKNCG9CBbWftFBhQ1DIRqhcnMnGQ2pacCRKfKl6pn4w2j7NNo3S9SNc80SocQyt6KPrR4jqgUjbVMXE2UzfvDdRkwMJSsMvB+asXBrL1PvjFWY6CeCSDmaNKHvE7Cqsb/u7L//TrX15U5Y39/c/9vu/rzFbV9YuvbF38P2XX70ty1/41vcqmjuNbkhv85rd4KM3P/TGzv6uLN/Z2X/x1dc6h0ZynP5cP2bwBzR27+PPfFThf/tAfm1n99qHnvOFOCX/AyBpRyUjyCr8HzN71x57ekOWb+/vbcryixtbZx59yoayaidu8AQBd+D0+uMv3drePpA3ZfmOLD/z25+wIqTeHzQToosvcIqFRjKe46VyPYH6ganPfPXbm7L82ub+nQP5e69uVnaP6BGuani5Zvx83ey16on16on18oHTUu2QRyjXwlK2n8tFJC2RMAQTiiUxgNAmOJhtsVU0NX/lm9/c3t87kPd39rZ//NKLv/dHf3T28rVzjz5+8tKjq1cfP3/9iWsfev7asx8ZX12zEqwGCgIEezdw2hoImVFC43BL6cK//T//sH0g7xzIu7L8D1/7HpuqeNgMAWjYHIgpfjsmhDfDrBlmTbBgRCQDEtGjERMq/hv45Lzp22tEeMXxUe0hc91Bw4Na96EsgHEGLAQgjAEOATCv6A5a8OibEVaGCEwYB+AMgHFmMqKs8RzqeSvZ/n5xWBowB6O2UBLAJRXEGIiw0vl76/sx3oBR/y9z7x1l113e/ZL3vTfBTZpyyu6n193b2X3v02fmnOm9F81opCnqvVqSJVuW3CuhBDAJhBJKwiU35U0hJiHGxGDA2LiDbQwuWHX67PePPRrLtuRgDPe+az1r/zHrrKN1tPbn93vK93kemBICjBhcmf/xe73/L+fQ2XPkTcrvpXT1jABwZfXDjv2++PcQCswbHlYHRCOYLmFWsVo03VLGb7UwTaN6/zZjYLsxvDu7/oAxsofv2pTq2aL0b63ZeKB124n8yI5wpsVZWQEI2UpSC5r1QvMgXmhHpSLEWl5SRekr8P+Fr33DhfnrO7sff+a5i7Z9btn+xZtn7/jTT0eYFBCI+hPUxz7zuXMLy3PL9oX5pTfOnB/fuv2/5d8VIS6v//2u/H/VR4lAUkD5dFirC+plh//qqNA9ufPff/LMBds+M7c4Y9svvHFudOdBMlM/vOeW7h0nO3acbtp0omXTCal5PKI3VkalNQHGjSuokIW5rJtQAUq7Uv1/dnFpdnFpdtle+tUbr//8l79+a3bhjYsL5xbt38wtnF1cfvXczNf/+WE+X3bFaS+VclMiwisoJwU4xU9zQCiSKdV999HvO8LBBdt+7GcvrPKPCkWAthzdHkYZGKWhtIHQJkRnIfr3xj9IqN6k7Hj7KGM6b+wH9hf+O/4xNr2yF/wS/6iYwcScL5VfFfNdXgK8Iv+Ot4+JubBWhwpZF6UBnHVF/iHGQJg/JP/vhROmdGdtpkO782tXvYNV4J20ip/P/G78Q4TqGExqKG2gjOklVZA13LQeMGrlzhGxcwi16qqEtDdVG8l3s63rtf4t2fX7aiYPZ8b2p3q2CF1T1rrdDZuPliYOia1jqFznogw3a7lZq4LUwulGsWUomW+DhBzImCCtv4v/i7Z9YXnpC1/7hi+BV6GBBx/6/Ixtn5m3zy7Yjz/9Qk1zhxsL+eLkxx/6i/OL9sUF+8L80lsXZt+H/9/Mzd/zmc8mZM0VITBaApOCU//7oPw7St7PfPGrflIEEjxCGwGp4JdqED5XlZBcMbF7Ysd3Hv/ZBds+O780Z9u/ePPsnptvz7YPjx+6vW3z0aapo8V1e/ODuxJWe1Srj0o1UbkYV2vDUgFlrJWtSpyCUqKfYl2Yr2ug72fPPLW4NLswf/HizFnbXppbmL+4uDhn22/Ozr81vzi3bM8t2xdt++//4/u4mrkWDSO8FpDTGLfCf4DmwFA4V1f3yKPfW1paWlxe+iD8p39f/r+z0B3AFYQ2nFAfJNQPvLqP0SBGAzkFWGFHR2gTozM+Jutncz4m6/APs6bDP8TpiJDGxJxfKjiS/sun+l/RAEqHWQtmLX8qHzPrA3LRwxgrsh92FfvLRuP/gfi/fM2wcyE7R6azKtvPZzwJyZOQnNO0OiqsXvur3+CoqX4v/GOMCVMGxJgAbUSzzfnhzcXRbVRjnz/bCEh1PrM1URoQOycyI7vzGw5Y6/ZKvVvF7unajYdath63BrdGM60eNuumTS+fcbFWJaVHMk1C82As0wwyaWe1Nkpra9FoQ+87+P/8179BK9pHrl3TPbrh8WdfPLtgz9j2uUX75jvvA4MxJJJ88NMPnVtYvjC/PLNon5tdGNuyoypCvD//1WEcpVJAgveTBpiQPyj/C7Y9Y9uf+eJXfYTgjXMQqWFCFuFzIJN2JWVvQnL4n7HtC/NLs7b96pmLtzzwqYahqdH9J5unDrdsOlZctzfdt1VqHK4b2tQ7vb9tdKta6goLGYTSMdaCKMXHaigl+ih2Rf/77FOLS7MLizMO/zNzs+fn5+ds++zi8qxtzy7Z52YXzy/Y//SfjxFa9npfNCBlw2oB4TWUlQOcEqAEKBjJ19Z973vfW1paWlpaWrTtHzz1nFbXeh1GQOyV+UdpA6HTvwP/7+MaOK+xczOt7n3+QF/utKUArLzKP0wZDv+XLO2s64NZHeQUkNVg3lrV7fulgtPbezX+IcZ0cgrOwMu41RDRS06o/17+V/5n/kD8X3EEunNqOve/Nyl7EpLzl8ow53j+q07772wIpcOr/OMaTOgoZWK0BZEmSFluQseUktK+3uybopsGk6Uev9XiM5vDuS66eVTp2WwMbFf6t8p9W4yB7eWpI/VTN3Ito5BYdJT/gJD18JkKxgilG9mGvpBR7yENmLWCYu5q/DOqfo0LSIrKgw99/vySPWvbZ+eXHnn8J5xq+OP4XR/7xJm5xYsLK2ntkemtV+Pfyf+9i//V/N9vz/+ibc/Z9me/+JUgyQNRFsQVlLEgOu0lDFdSBpJy38TO7/7oqVnbvri4OLtkvzG7ePen/7JldMvI3pOd224ePHRPy5Zb6tYfyPVvbZ/YP7T1SPO6rUK+xUfrMKn5+QxAaQhnIHQKpflqzIn/n55bnnfi/3MzF7//ox/93b8+/PD3H3/4sZ/84OkXf/DTZ//9+z/698ee+OxXv5VQ85URxklWwbwFs7qf0/10CgzGcrX1j3zv+78l/6suwO+8zOe9tnozIbQRELIRuRhVakKp/AflH6RVh38vKYOEhpAGRqb9dNZPZ31M079Z3gAAIABJREFUFqMth3/HTQBZDeJMZ5/XSuvOpSjgavwDuOrwjwnZmFkfNcqrwf97+Uf/cPx7k/KqOYkTH5d2/Hnn1IRIbTXgd85UmNIdH8H5i/OB3xP/GQDXATJdGVddZCaW7cBr+kPZzki+O5Lv9FstwUwHUR7iWjdwrRv4zkmlf2vNhoPl6Rszwzsj+c5qyqokDC+b9vIZh/+g1cDU9wb1spcyYdYKClmMujL/MZavxoLeYHRwYtPzr74xa9u/Pnvh3MLyhi3bWUW/7b4HfzMzP7Nozy7Z5+eWhqe2VF6F/zMLi6vx/4fkf962H/rSX63yj9Cms9zdm1Q88VTH6PS//deP5xz+l5ffnLPv//zXW9fvGNp3qm/PbaM3fbx1+611Gw/JbRuF8gBhNYbEHEobCKU7zTYr6NIqQqcqfOG2weGfPPv87PLyom3PLS0+8cwzB246kW9oLbb1FFp7a9r7W/vWNXUOtvavbxmadEWFqoTkZdMuOg3yWYi1fFzaTylAEM/UNn73ez9YXLKXlpaWbfuHTz2j17VcjyVh1kKFPEBbEPN2/u/yI+CD7sl2AtL32uqePx+XDqXyuFlPZZoIq+F34N/LSF5S9pKy8346+xEcc/hf+SSnAIwKcSv7vJwsgJMIXFUEvJd/T0LGaAuhTYRLO63+sJh9V/5vBX7qD8m/Q7hzyTs5P5Qx/XzGifYBXHEcKm9SDghZNt+Km/VBMQfgyuqiHsfF+uD8qzCprDj/uIYQOkqlMToDJE2AzFZEtSo8EzLbotluzGj1W+3hdIdPbwyk2/HSINU4StSPMG0b9KEdrdtvqZs8JLRtgJRyBa5XU5Yz2bKaMddQWtBq4JsGHP8fpA3nzbsi/0ledvkiYDhOKcbnvvKNM/P2W7MLc7b95b/5VmNnzx33PvjWhbmLy/b5Rfut2YX34f/s4tL9n/tzXDXcUdKJ/383/3/Rtuft5Ye+9JUwyYExBsQlhDYh0sTYrDepVIbocs+6f3j4exeW7JmlhRnbfvXCwgN/+c32yb2D+25r2XZzw5aTfMfmZGkEVZrcVPaGIL8mwHjjMkZbGG0BpOmmTUDIArQB0+oan1P/f+GCbZ+ZW5i17UefeLJjeKwCjaBUypnwAwQJMEC4A2REKlQnJFSq9bB5N5cH+CLA5VAuh9KGJ0Sk65r/49HH55f/e/79lOKnlNUo4Go8f1CLyMWEXkroJWfCR9IoE1ZD0ij/zvx7COmK/K9+EmBlgFFhfkXn66T0V8d7XI1/Vyzl8A/ShjP/G0nlUCn/h+L/SmJbHaD0oFz0iTmQNlxJuSqeqk5IHkIFKD0o5jwJyR1POQVCAFfiWl2uc0wqdce1OgBXnFxAQMg6qxQgZ6rXb/dcyTtciX+YSMNkzpUwQTqPF/vo8nAk0xXJdPm0ZlAu+a02vH6IbByJlQbo1vXmyM6e/bfXbDxAlAc8fK4C1z2M5agpK0ltDa4ErYZU6zBeaEf4HEDp3qR8Of9nL+NfzhSr0JAfZ9dC/ont+1564/ycbZ+ZW3z6Fy+PTW+++4E/fevC7OySfW5h6czFecf/9yR5COeBIH45/+cXlx986M9JzQRiVICWwaTgo00wIaOUCcSlSix224OfmLFX9H+vr/CveCMMFOfhOHvznQ+8fn5mzrYXbXvBXv7zL77NP8pYEGkGxSKAq9djyVxL79/847+em12YXVyYs+1fvDX74Bf/tmv6UP+eU4WxfVzHVCVb+ydR7fqYWp3UYcrwc+kAn/GzGR+ThpmMl0qDfBakDZjSL9f/vnbu4pxt//Bnzzf2DF0D+IK8FpKyVWEqRGthRneHmHAq70/lI1ZjBW5WUmkvX+vlCpBQQGjTHaKsulaH/8XlpUXb/sHPntFKLdf5khBrwWLew1hONgujNIxWLr//fVwG5TO/5dPZVoCx1nufXKFdKnULNZ0JvRRKFSJyMarUhlL5SzPm3s8QevWpgbTqOP8rnu+l+NSBf5V/kFadTlaEs0DGBGkDZEyUz2BiDnPG+6wG/Jc9IcasjoooY6GMBVA6JmT9UsGXyvuU4uVnxGXd0B+Ofy+tVCbEiqQECZkqQqnEZRel+dW6xo17SmM7GjbsLgxtzvRNah3jmFx3fVSCuSxIG04u0EmlBoRsTK1NGmW1oS8o5sJSwUm0RuSikyaojIleSodZy0vpIG04PdLVSRlwVFDvfK6eAitnAanBpIYQOkyYCGkBSRMmM1GtUWoczg1sLgxuzw5sDee6XGKtL90mdk/JfZvp9jGmY708sKkwsYduHgLkQgWluBjd2fwJ0MYf+2mfUpsf3FQzsjWWaYbYDMRalTEBopS1wUR937pHnnza4X/Gth/6yl/5Ewyt5CK0shaMKJn6z3/t/z2/YM/Y9utnz377u//+v/7tn195/dU5e+ni4uK5mfmh8Wk4wWG0AsUYNMbccf+nFmx7dsGeXbTnbfsvv/43Zk09EMRjggEk+OvgZFjI+WjdHaKSgvG1b/3jvG2fmZk5OzP/5sW5QyfvQAkeI0SU4Kt8kQPHb/31b84uOKM0lpce+sKX/AnKG6Gc+9+d1ADS9HGZG3y4XGz663/4lwXbnl9emlu2Xzm3+Ln/5986pw7mejb7tWZAqLs+pgJcDmJMlF65bP2U4qc0lDKdDX9+NodSJkpra/3JluENP37+5Zll22lk/ukzP+8Z3ugNE5RVExDTKKuGBBPFhSCjQbiI0lpAyEJsBpFqq6lMJZkFhRovZYKJlFnX9O/fe8wp/l2w7R/9/JepUssfY0kola1mTA+fcVEaxJkBMR0SMwE+42PSAS4fEutCch0q5H1CIWo0JK3mmNmYMJuoQkfCbCJybXS+I6LXo1wurJWTVnMgVePjckE+FxKKQT7nZ3Mr3yPkcb0xqZXjSjkq1YSEop/NYHQGoU2QeU9djTVA1vBQqiNhBlkN4QxEMFHeRDgDYq4sGbji3gGIMXxcGuXT7306aQLUqeHRBsQYsAMIl4aZDESnETbrE3M+MYc44p/LjVyJ+ABK+7D8V5NqFaXCUq6KUqsoHRRz8Xxrz66bxo/eM3nigbEb71p36I6h/bdn+rf41AYvu3IzOOH95TUCH5euivBBMYexltNNAeAKSOsQs6J/duFKVUJyE+pqnfOKdvl3IpSOUDpKGihpoFQaTOoArmN8nsi0phoGlLYxuW2MbViHGM2+dBvfviHVOyn2TJjrttZM7Ut1j4UKLS7OqCQVD6tDnOmM63fjClXo6Jg+2L39KFffB3AZiLVg1nT4L72H/xCZQqJMEFeBAOOLCQduuuO5l9+Yse3Z5eXnXnrh6Z8//dbMWzOLsxfn52YX7Y3Tu65xB0Ks7g3R11Qjew7f/MvX33r9N+fnF+xF2/72dx7pGRwDg4kAJcVTGW9M8MaEpJz7nxVgsanzkcd/cubi3MzC4rxt/+K1N/cdP+UjBATnEJxzB+NHTt32xrlzC/bykr38PvyvwRz+v73K/5ll+8Ev/q3eNJzMtFUTaQ+dq0poAamA0pqfkgKOkYqf0jDKRKk0SmRCTA6jTIzSKn3J1qENP37+5Rnbnlu0l5btnz37Uu/Q+iokEhJ0iJJAMgXhPBRnQ6zqI1Nh0QinspiQhYSCm8lV03mAL7oJvTrCSvnSw//56PyyPWfbZ5fsx198Vaht+R9o3CNYa2ndxVrOajaUMVHagAkdpdIBtjYiNSBcjbNxCBNr/FIdwhcgNocKxajRFNYaInpjUCn7UrVRoylmNiN8AWOzfj4f5At+Pu9jshib9bO5gFAIizWhVE1IKPr5vJ/NoUwGpdIQnXb4f4dxhpcz3Izmolf4h3kDEUxY0CDuA9YLrx6/vEuw4LzwIK3DTAZiMwibRbkcJmQxIQuzFkgb7+XfS5leWkMY5UPx72GMalqDpVwlqazFFQ+XjuVaencf33Ds3skTD6w/cvf6I3dPnvhY1/YTRE3vmrjivpTwQy7VVF0xsTLMYay1JkD7uHRAyDoaAZBQnWjCTahuQnUEj85ik9WWxvfaO87UlcjcdF5NMKm744oH153zPp5twwudeLEPlupRpTFR20+UB9jmdcbAdGH9zki2GRBzFUmpOilDjIEyprM5F+HSQrlnaPfNU8fuyfVuhFjLQ6j+VO5t/n/67OX8J1Lm9WAwQGphxrzeHc439n7rn787a9uztn1hYebC4oUFe352fmZmdn5h0Z7cvOejLj+pFYOU+tEqeMPm3c/+/JUz5+cWFu1l237pl68fv/XOUJKrQiJhVo0KVojVr/EGr/H4Dt965xsXZp3euJlF+4VfvTmxcz+a5KA4CydZKEYev/2eNy/OXuLffugLX/YnGCDMQEkFpUxvUoNW+CeVt/lf6Ts+ds+nUcr0EtbaiOrw7xNz7+Ifu3T/v5P/eOvQ+h8//4sZ256ZtxcW7Sd++kxH7/D1bgROsiDBQ5RYEUi4Qkk0yQExysfIIC7CrOmiDC9XAIS6gN6EiQWIkNWahm8/8ujs4tKibV9ctp948ZdyXcsfIwmQT1fThpdNe0gNpHWUNjDKWPH4iBxKFxCuxkPnPHQO4msQsQ5gC24q66ayfqXBWUCGiHVoqhTUmoJaE8zlYSaDcjlnGSnGZmEmg7FZlMtdqia++3mFOPyyFX1eWgEYdYV/3gDZD6gXfN965OVqpVX+QcqC2AzKZzAhi/IZRwvgHAHvMoC2AEb/sPy7KK2KUkExsyaZujYqrEnKsFQob9jVs/NE1/abmqcOtm46vO7QXcMH7lA7NlYktcpLIt9VL8DR+RJWw9og4+QFnTnKDv/VCen6ELsmwjtzjiAnELj6/X81/mHChHDDm9RcCdVLGBCbQaXagFYfUJsRqT5stePFvkS+iy4NaJ0b0n3TSKpQTeoVMdGVlBHawBgTJXUYV71Jhcg2d286vO3kx9qn9gWVmoqo4CQdKgJ4fe/oO/n/KmMUKrBEiDUJuViJ4kFCvvHWe87M2+cWli7ai/P2wqK9tLi8NDM7f+HiwvjkDpefiEl5XMpVo9HGrsFHHvvJom3PzC4uLdvLtv3t7zzSNzwOh/FrqpFrPL61aPRaINQ9vuXhx37i1NIvLiy/du7iE8+/VNfe6wmTYJJDkjySYI/edtebF2fnbdsB+4r8+9nMGoxUCi2X8/+rc4ubDpy8DiE8uO4hLUgoVMQkD6GitIbRip+S/JTkpzSMMhA6jVBZlMgErsT//LI9v2D/4IdP9A2OupEgHKeABONNMu4wDsQIH8FhOBsRtMowjgkWyKc9bBZRynixK5FrjSj5dFPntx/9r/Pz8848pad+/iu91HYtimNiAaAzMJd3JzWI1P1sJizkQ1zBx+RhPO9OZCC+zsPmq6mcm8kBfK2XK3jYopvJQWKpkrCqqRzAF71cDSjUYEojJpUhduX+hLmsc5fCTAbmss6FCVIWQFsgZYGMA/8V4vDV+XwQZwKMuso/xOkAo35Q/n8bu1w454y6cG5+hEs70f7V+Adp/cP6/1WEUkUosJitIpSKpLQ2kXLTZrp3Ynj/rf27T3RtO9az4/iGo/dMHr+/bnQnKuTd7xT5rh5yPi69Nsg4mVXH+fcm5YhWG9HqPKS2JsK7CdXJfK6OPfpA/INJHcINmLJAyoLoNMxlkVSNTykFtZao1UHXDrKlYaqmT2kdrxvdWT++BxMLXsJwxyUwqaK04aPNAGUGKLMqxAeEXG3f5PSxu8YPnkrV9zrpzKvxT+o5MClglBbh00HGqPbhxebe7z/x9MVl+6K9eH7uwry9sGzbc/PL587Oj2/cCYS56hCTEDNgiAwk+fs//pmLc8szC8tnz11Ytu2zF+f+5Tv/eeyW2xs7BqzaprrOwe1Hbv3Oj5/+zbx9dnH5zMX5uWX79fMzn/rLr0Q4tdIXh4kUiqeQBHvwlttfPz+zcBX+gYQGE1fgf37Z/vlr59dt3v8n3ijKWDCTw8SaqoTixhWUNjBaeTvZTq3obRFyhX+U1tb64y3DK/wvLdv2sv3Ky7/+9Gf+YveBG288dceh2+7cf+sdR+687+id9xy7/e7dx28Z3bYTo1MB0XSTCiBkYbk2lm8Ppxt9YlprbP+nRx87O7+4uGTPzS//9LlX1Jrma+AEyuUAMg0zOYg0EdLw0VaIz0WlckJpTmodMaMjYnX6tGZQLHu4GkAowVI9lKr38rVQqt7NFkGxDKXKlWSums77tJZorgPgMgBnQaz12zwh1oLe4RG8La0LSHmUTztz6Fb599LKH4L8y1VzXlKDWctZ8nFJKZSG2IwzBc+RD6+IiGnj98C/m1ScfiOnr8jLml42rXeuHzt8+9C+k8P7Tw/vPz2071TfrputnkmAtpBLwqnVdL3D/5oADRJq/dCmlrHtuFnvSUh+PlPo29i0fkeqoQ/hMxUx0Yn/39v8+NvwD+EGQlqo490JBV+q6FfLQb3BJzeG9FY8053IdpPF3lz/1taJA+V1O31CAaQsAFdhQscoA6OMAGUGuYw7moIpQ6jp7Nt8aPLQbYW+CT+f8Sbly/k/t2hftO25ZfuhL389KlnOtgwoKUVTOVeQRJP87R/7M6cf/tzczOziwrJtLyza588uTW7ejyakqiAbT+V8hHhtNdI1OP79x5+YX7YXFu35hSVnJu+rb5z53g+e+PZ//vCxn73w9K/OnrHtM8v2eds+v2jP2fbTL/+yvqvPFUhUhUiUVKGkhOLCvpvveO383Nzb/P+VP8EBYQZJKNgl/gNspgJ1+H94hf8l++XXz49s3nMtEMEY053UYC7rSJ5Wi23v1NvmEdIKsBlngtXl/M/MLtrLtr1sv/b6Wy/96o235hffWrBfm1t8a9l+Y2Hx9Zm553712pf/7u9JPQPTqWuDBCwVvEIekmpcjFmZ4IXapn/4/g/P2/b52YXzF+Yef+rFVLbx//ZEITrtwU2QygSFWpTJwISJ0Zm42izWjWS7ttcO7y+u228O7kh1TFKNo1TDOqZ5PdWwLlrsC2W7QrnuRO1AKNftTZUBuSFa6CXrhwEh66jlnffZaZVzemZXDeAsx0DGROj0Zfb2pvmwWoMJmcv5B1nNTUp/UPhBQgUoHWJWJAOXZALpy8x8ZyHgQ+f/AUavImVITHtY3eG/ilC4+p768V1Okrw4vEVuHWXL/RGruSImwZf6Ap0qwKrarzLMhVL5/i2HRncfT9V1gYQaU2vbJ/dsu+X+nq2HxfpegDbWRPiqhOT0OX7Q/B9GZzA6gzIZhM36hEJQqQubTdF0CyKWEak+oDbHsl1K+4bmqcPl9bvJmm6QSXsJAyQ0RyYFkxpK6hhjQoQK4oqPtfSmgc6JPfmu9SExB5MaQqzy//zl/ON6/np/AqIU5xuQpOQJUvVdA//15M/empuds5cuLs47Sf7z5+2pzYewpOqjzQCtBykVClNxVt5/44nHf/r0om1fnF+aWVieX7bnFu0L88tzy/asM+130f71jH3ets8tLD/206dO3fcAGCWAKI2QEkqq3pjgI+VDp+59c2Z51rYXlu35Jfuhz3/Nn+CgS/yDcQ3BV/jXVvlfsueX7FfeuDC2ec8aKOqjzapICnQcKMZ0CHeKbShtQHQapPPgZfwjjLImEG8aWf/4C7+46MwdmrcXF+ylRXvRtmdt+9yS/ebi0hnbfnNx6YJtX7Dtf3zkkTCfgkjeTQiwlPPwGa9UdLGWi1blpq5/fvzJ87Z9YX7p3Ozij599RS62fBROYuJKPi+k1vvFWh9bCMlltqY/27etZep4z67bu/bc0bb7tsbNJwobDxfHDxUnbkwP7+E7p/m2SbF7s96/g+uYStQNJxtG+bZJtnkMFHMONhBrOVu0ViX377g8L1GE0GmUWrHLT4GoXvKn8s7CT5i3ECENMLqL+MAtQ++jR3wv/CChrky+dLLmfBbks86sSi+bXrXV5h+I+XD5f4BSYN6qJCQ3o61NilWEsjaR+miQjlj1XH1fNN2UyLVG000uyqrEdUgoALTluiQKXBX/Oeboq+r6J5tHtxFWgysmYqxV6Nt46N7PTh27qzSyJWqUXbjiJlTH77oa/1es/yGEHuQLPiYLUxZEp1EuF1TqoumWeK49YLQGzbZEoVfpmGzbemz9sfvqxna56bSzeXbFm2JM57RyvtMTT60N0AE+Y7YMSaVuH2tBhHqJ//WP/PT5Ff9/2f7sV74u1DT+kTcYELJBMVcZYkN82kfKIUb+3Ff/+oVfvzZn2zNLSxcX7Auz9ltn7bHJvVU+2s9mroOT3ghHqrlrqpEIIdzz4Kd+/NSzr75xZmHZnrftC7NLzjj81y8svj5v/2rRfm3e/vlvLjzzyqvH77gryopVvkiIVSNSDqH0qjDnZ4yjd37szIJ90bbnbXtu2f7MF77hj/NAmHsv/0qh5a///jtztu105vzi12fHNu2uQOJBLlMVEUDK8hBqVVxc5R+l382/n0sjjIYwyg2BeOPIhseff/mi43cs2DMXF5aX7EXbvjC/dHZx+axtn7HtX8/Pv7GweHZ5+VsPP1wdClVHCYhVICEDiDmf1RhKN0Yy9YXB9Q8/+fxblwacPvnyG0ZT3w1hLmQ2+bXGkNkSUBsDWn3UaKJqe4zuTaXxgy3bTrbuvL1+y4nGbbeUNx8vTtxYM3mkZvKIMbybbt1ojuzJjR+smTzitHvoQ7v0oV1M83pYLDrVdYi1UD6DClmES4OM6UrKLlxx44qbUL3ONG7aAGnDYf4y+Ff4jxnlgFR4F/9u/A/Ov/MvrkwEEXKQkPOy6SpKfzf/K9uxPzT/Xlp7t10aNughNQ9pvMuAq7T0epNyUMwljXJUqYFIzWkNihmlDYdOb7zx9tH9J0sjWyJ6yQkBED7jlwrOVmPnMHZOZeide1feFf/72RxCp72E4ReLYa3sU0p+rR5UG+LlQbVvc+3Ewe49tzZtPsI2DgJiwc1aqFT0qzWwmHV+F8gaMGvCtIpQ6orK8LJG48oQHeD0mo7hz371Wz967qVnX3ntyRdfeeCzXwin0jCre5OyJyGDSRXGVTiRAiJU7/qpf/jOfzz581/88Kmnf/Tkc8+++Ot/ffhHg+t3AXEJSCgIpQdYM0CrSIJDY4w/wfQMb7z9vo//x6OPv/jqm798/ewrb5x79TcXfnl29pUZ+5k3Z//1sSdv+9NPt/QORWnBG4x6IgRGKxVByikU+Wh9242nHvnxcz/82YtPPPvyy6+fv/WeT4RICUvKQdpyR8S4UvbGVT+ThmKSVtNx/6e//IOnfv7k87985hev/a+HHx3fsjfCGmBCBgkNZjKYkAUo52xVUEpGKBWh9FX+g2IeJjWU1b1UCmKl1g3TX/q7f3r+128+9cIrzzz/0nPPv/Tc8y898/xLT7340pMvvvKTX7zy6HMvPPXaG0//6tePv/DinZ/6lFgogDjtwlkXrYKpPKyVULUWr2nr2Xnoob/715+9ce65N9569vUzX/6n7/RsO8TU92q907Ub9lmDW/WeKb1nSu3aoPdM5NfvLW8+ltlwkOvekh0/bIzs04b2mOv2p8cOGiP71MHd6uBuc91+qW8H37VF6tuRHjuYHT+sDOziWje46TRAmgGh4BMKAK57CSMgFPxiEWOzGJ8PpWr8YtHH5RCnaVcooHQOYfM+toByBZTLoVwOYbMwk4EYM6zWYkLWjSsIZ/nELMyaKH/V5SKr4bCfzzjKN6fL+P0//17DBKsiynppzS8V3LTpZi2/Vo9p5ZDZhEi1oJhzhNVYKhuQ8qigQ5QIElxEUMK0+P8B/9rVVgY5EoCgmHN6/lYkw3y6PLJlZO/N204+MLDzGFvbWZWQqpOyo4J0sHdCndWmyKvx72OyAS4PEoYrofqEQtxqCptNPr0eMpqFnqnshn31W4517j9VGN8TyrVW81mfXnIWe5B1HbFcY8gqoXIOYFSYlhFKRigVot7BP8rqnrgQ5I26ruGe8c3rNu0Ymd4uF8ogLnoIyenK8rMZjDGBuOgOETFB7V0/MTgx1Ts23rducnjDtoHRHUk+j5IGTBkoY/q5tI/WkaQIx1kkwVYhEU7Ldg6NT+08sPvGm4/ceteJO+4/dueDu265e+PBE80jE1ymFo4S1VgQSdBxycRoxR1PYUIWpI01forLNQxM7ugZnR4Y3zQyucOsbfWGaFeQBhMykNB8THatn8NoC4jLYc5q7t+4bnp3//rNo9M7BsY3JQVjDRR1hXkA1x3vyUu+zT9KXsY/k8XYNEjKKKsDtLQmgodlqzQwOrR5R/fIxr7h8f6h8f6h8b7h8e6R8a51G9tHN7aMTfZMb+2dmB7eujXf2gbE494EiTASwJuInPfp9aha69Pq2Pqulsltm46e3LD/yPYTpwd3H+Gb+jCrmWoZM4Z3qANbc2O7cmO7zMFNQscY3T5G90wQXZORpvWp/h1izzahe6vYs03u3+nArwzsolon4/VjkbqReP0Y27FJ7NnGdmyiGkfdeNqTUBEq6+NyEJFG6LSPLcCUhTF5jM1iTB6h0xCRBnAdxC0vYUF01tEXAHQGZNIwl0WFvF8sgrThT+UhxnT4h1nTS6oId+W9YAht+Li0U/yOyMW4VhdTa4Ni7n3mEbwXH8cwwapOCF5aQ6QskirE861i6zq+eZgs9QatJiiV9/IWxFoQZyKcgfDah+f/cnv7FLjE/7tOgavyj12WF3Ce3qRcnUil6nvbp/Ztufm+qWN3lddtTaQbndjGOWJAxkSF7Gpd8H3yf2GxJsDlAVyviskYnydybVRtTzTXFqrtLUwfatx1c9POm7sOnFZ6p6q4TCWbDmea+OZBo29c6xmTO4eF1v5YrhHgdZiWEToF0zJESRCleEnZmTUWUvIVYRpICq4IeQMSAiK4J5RYg4ZdUcaTFCFSx9i0n81htAXjKhTngRgFJ4g1iM8bjHoDyUowjIZTQEhESOOSY2kgtIFQKozLEC66Q5Q3QgERCoxSaJILUCk/KUJx1otGTEgeAAAgAElEQVSn3AnBFaE9EQKOEmicQhIsmORgUkFow5/KY0LWHRNdERqM0tX+OBDErwcDnhARoFUwkfImJIS0AFxfG+QhXPPGZR+t85n6uGhW+WIefyJMSa5A0h1iVpx8Jg0yaTeuOCkPH7nC/2XzNkyIkny8jgp6NcFWJxkvzrkiBBDEwWACCiSgQAIMJoBQwhPCq8PEDYHkmgj+UTjgiRNgHK/wBTFG8PGqm1Q8nAlJNYhSg8hFSEzDvIHwmi+l4/kyWdfus+pdUglKt8Uahsm2caV/iza0RemdSDb2+4odvlJvtG2c7N1EdEywXdNM5xTRuoFqn0j1b1OHd0kD26n2iUTTWKhuMFg7EC4NRcrDwdqBUK4bZotA0oSILEJlgWQaxC2YzLljGohnvAnDHTPcMc0TN4GkCSTTHtx00+lqyqomzSrCcMxFGR7SAGgLYjNuXPEQKspnvKRWFU8hV5sLSBtOw0tQzEXkYkytjSo1ASH7/vNIVnNnK9ku551ndQ8heSjVyxl+tU5uX1cztjM9tE3rnSbqemCp4OFMiLU8lOolZYz7g/H/zrDcdOxqzr/THeT0Aq/+KpBQ3bjMFNtzvRs7pvePHbh14sgdrRN76GI7KmSdyWceUkP4jOMLOOqgq/Ef4PJ+NgeRZnVcgeg0U9OldYyLreu4romWvbe27L21cceJ9r0n2dbRaxJyFW2hSg1R2ym2DIgtA3L7kNw5TNa1wykLZGSYTsG0DNAScBn/CGfcEKLiegGllaoQ7qdT7jCOkQJEpEBCBZOO6U41wc9qUVH3RvFKfyRIiwFKqkQTngAfZrPepOIhVA+hunHFS6pOBAhRSjiVhUnFFaGrQqQ7ynhirDvKVIUphDY8hOJN8DAhhFklyishTkGpFEwqCJcGmTTKZ0KpPESkPGHSRwgYKXgjFEZIMSkfTuVhygAJA6YshE57EmpViI+rtcXOUb3U4SNTQIQMUFKI1kJ81s9nQSrjpdJeyvQQKkxqCCn5SNk5Ai7V/9IhMeNjNYzTMNFAUxom6ZioIXQKTnBYnPPFOF+Mw+IcnODApODFhapkCmDUijAJElyAETGSi0omTKdg3oKEDJyqwbRywCj7lCLMmh5CCii5sFWK5VtD+Q632nA9V+NSm0J1/XTreq5znG8fjZV70HwbVupKdG9Mje7G2zcKvVu47k3xxtFYwzq2a1oa2O78hemcotoniNYNeMt4snl9vHE0Xh5K5npiWltEafHxZXci40lmMa7k48sAkfcks+5EBiQLPr4cUVrienvMaEWUMqyVULUEy7VeIV9FmjckpGvDPMhnITbjSsoO/66kXBkTsavtBaEN57V3Zt4EhKwzTfB9/P938b+SKWB1kJRBRvYQSiUu+/WS1r2xMLZb653Oj+7iW8cQpc4Z0OgmJXdC8Asfmv8r2bt7gd6xh+Mq/K92Aa/mNlDGxIRMSKmhi+1K82DrxJ4dpz625eb7msZ3mh2jzlYTF644A48A2nDGIV6Nf5gwUSqNsVl3UvPgOl/qLa/fXTO2Mze+r33f6abtJxo2H23ecpQqD1wXlaopy5nwHdTrgnpdLNuA17RGM/WgYFziP+Xw76FkR+ldlRSuD5JxqyYgmhAphEW9KpRESHHleiR0OGlACRNOGihp+Gjdx8juGA7idIhTgowGxUV3UEQJy0OoTizjSB5h1kK4NEBpblx24zLMmkG5EJQLMGsijOa/JPDCGD3A6VFei3Cqn5JgIoXQBsKlK+OyKyn7+QyIi54wGUsZMCHgeh6l5KowExSyMGWsDfIwkwmkalwJtTLMx5SaTNuQ3tAVlSyUSkFx3k9pMKFXx5XqpO5hMgBtAZQOkwpCSj4y5SNTPlJd0f/QZjiVDqUMH69CvAyJOiTqEK/6eB2lZB8p+wnVT6g+UkVJFaFUkNYrcRWVigCl+Xg9yGs+RorJaRAX42Y5YtWHzKaQ2RQy6v1qjU/MIpyFKXlMLUaLHWTzaLh2sFppBswOonlc7pmWuifEjjGyqS9c6vLVdYVahsnuiWTzKN89xXZOhGr7sFxnpDSAN48mGkcSjSNk63qua1Lq36IObdeGd6hD27XB7WrntNI2KbdOULVDqNToV1v4hjGze0sy35fI9SbzfXTdsNSy0erZmu3fkR3cybaO8l0blN4ppXdK7BhLlnr8RgMoFEJGfVAvO1UkmLW8ScUdl4LiVecFALjihMABIeuMGIRI7bfh/234GRPjDICQUEEHab2aVMPpRq17ozmwReycyI3tkbsmfHq9izFhMeulFXdCCKaMPxT/79rAtWpX49+TkBDacH68k9X0cemQUqyMiX6pEDXKRvu68UOnt95y/+j+k+OHTgvlnohecjhxFAFOrPE++T8INzA268F1D66rLSPd229q23xj45ZjjduON2451rT5WM3Y7li2oxLXvVQaIE0vYThXMcDoiJCGectLKyAjg0wKZFJeRvQykouWXbTqotUqMlWZ4CFOdxOCJ8nClOiKkSiVAhMpGFd9VCbA5IJs0UdloKTqifIolQISjJ+V3VHSHWUwxvRGFZhIY3w+rNVFjbLT6Y3JBUwugHy6EleRVI4t9xpdY0ypx8MYN4S5qoRUlVC8pIaxVoDTA7SMEjwYYzwxFqZ0iDFduOYmVJRPQ0QKSLABTqmOkoRZCxHyNWjc6RL7KEp5CQOi0wBpApTudGSFU1mMUVFa8cY5H61DuFYd12C2iKZKIJP1khpMKhgh+smUn0z5CXlF/0sbKJWKyGZESfsV069lvYJaSfBeWkEoFSV1H6H7CAMlDSfM8TDWDXENEmvdhA6RGkxKMCHElYyP1TAhE5BrQ0ZjQG/A5BqEzzj1akjIwHKRKA9lRnbrw3sTDRvi9eNy3zapc1JoGWUb+5nmAappMNbQG2roizYPh0sDRMsY3jzqy3d5tEbAaMZynf5Cd7xhmGgZc/hXBrfJA1tTfZvF7mm1d5s1sKt2/HBmaA/btCHVPt0wddPAgXvz6/YXRg/UrD9UnjjavPnm9u2nOnfe1rHrVN3mI+XtR1t239y+92TzzmN1k/vSw1u07o1iy1CqeShmNnpIw9mUDeCqn7/q/Y/Qhp/POGNFwlLB6ZT/b+P/Vc9/pS7A6hAl+SUL5U1IyCSL7WLHmNCxUejYqPZt1vo3hbLtLsZEpTzMG54kHxB1iBY+HP+05NyEH5J/5/xbvf+diAATMlXxlHPVx8z6jun9Gw7ftm7fLZtP3Ns+tU9rHQ7IRUcLuDoa+Wr8Y3QGSGgQabqTGkSn831TIwdua99ypHHT0eL6fe1bT/TuOmV2TflTZS9hgbjlfN4Tk8Ck6kQiHkKBWR1kUiArXsZ/ykXL1YzsYjRESlclBQ8pQqwEELxfVIOiDiUlJKFguBmksyGuJsjmYVzzREUfqyG0mNCz3iTrTYhxrYRSWR9bCCp1ZE0739BPFDvi2Ra8poOs60oU2qpIM5JpKo5s79l1U+3ozpDVUEVobtoMqfWBVA1MGa4wW+XHvREqyGgJrcablAFKR/gcKmQRzvJzeoBTMTqFsTLGaTCtekkZpA03oVYlFDeheykTYp1ylwUxho83/YKB0kqANeNqrY/LAXTGJ9ejqZILNzyE+i7+V/p/aAPC+ahiBFUTVYyAmYcko5qRUTkHEiqEaxCuQbgBEoaXMDykUU1ZLqaAKo1uOg2zFkprMJGKKzkfa7hiopcyIaEAp2ogIQexFsxaKJ/xSzV+rZ5tGM2PHciMHqaap+Kl9XzbNF0eSeS7ErlWutzFNA8kGvoipd5I/UC4rj/ROII3j4br+uF0G2A0+/JdsfohsnU92bqeaht3LNm0LlIaCNb0JhpG+a4thYmjdZtOWKMHsuOHW3bd3nv4gdrp4+UttzTtON26+462PXe27bmzfe9d7XvvaN5/qnn/yZa9tzTtPtG482jDthsbNh9q2HSwvGFX08ReuWkIoC1PQkZoEyENhLwq/E7mf3WskDP84n34v7IxGsIozjYXkE9Hs82RQnsw14k3jlAtY+bQ1mRdn4dL+5Qilkq7ExzGKR+a/9/T/X/53N7L65kBqYAK+T/BKDehl9fvHDlwqnPrjX27jk8ev7c0tiOWaXaEjQifQ1fWJ5uX4F+ZA+OnND9pRMQCkFA8CdUdV1A+U79u68bDt7VM7a/feCg9tLNn1+l1h+6Rmse9ZBYg0xBuBNgMHJfhuBxgzQBrQoQMkVpYzoGM7JiXkbyM5LnEfwUhBc3SmoQA81ZAylbGGR+vepOsnzHQpAZGJTiu+cl0iMkF6bSfNNxRxhUhk1oOIlIwqSS1sjsqu2NaUKlhy91q55jYPMI1Dckd6/WeCbVrPabW8g29PdsObTp+T8eWg/Fsy5qEWpHUKmKKlzB8XCYoZIOcFeD0IG+ERcubEEFc8gsWxhmuOA8RKYyVqyJERMl+FIm4E1xMK1bGuKq4GFKKMJd29s+AjOkmFYjRYlo+lDIqwzhKqhExDxJaZVSC2JybTq+Nphz+EVLyk6kgIQaJVICS/JTipyQ/nYopBsyIFQnKRacqqVQlKQe02suWx5sQaQJk2kul3VS2kswCQl0lrmKsFeQNjBCjvAbFWZSSfayB8hln3BXEmCifCUgFTKyBxFI43c01TzJNU77MAKJ1RXJ9bP0IketIpBvpmjaq1BkrNGPpejTTlKgfIptH+fYNbOtootQXLnTi9UNi93S8YThSHg7VDYZLQ9HyYKw0EK3pDuU7ULMlVhq01u0ubT5emLixMHFj3aabaqePWaP78hsPlzYfb9h2S3nbydKWW+u2nSptP92w99aa7cfSk/u1dTuU4S3Guu35jXvrJg907bl58MDpbP8mL5utiEkQnQYpy5vUrjaSzJmF5+hEMNa6vEf+A/GPcQYmWG5SqSZVWCq42EwFnQlk25Ll/uzIDrZx0MtnfErRJ+WqEwJEiR/W/4d+TytALs9hvu3PMI5WP+/CDYAtqB0be3ad6j9wZ8fOk+uPf2zd4XvVjo3VRNpNmAibB3Ddk1AjatmNKxEp541zSclCY4w3kAxQEhBlqyM8ylgIbfq4dOPw9NShW1vX7+jYeiI3sq9v390dO05DqcYKPB3VW6qjEpSUwoyOxVkgQoZZ1ceoIC4FxVxVPAWzVswoYZxxQyAJEGJQzlXgKS9v+fRSBa5fFxH8UiEgZKvCFJDgfbQJJVUoJsNx2RPi10DJ64F4JYpf4w6tgaLVAQJOpKJ8DtdKEbEAJtWgXIxY9UGrCTGaA/lusnmMaRqJZhtjRm2mtWd0+57Nh44PbzugNvRXJ/WKhIHwueqEFNHqUD7jSchxtTYsZMAYExcNMJy8xgW5g3Ewyfp5NZGurUqwXlIGCNEdp2Nqxh2lYEr0JHmUNytiIixmvawJChbIyNVR0hMn3OFEiFU9YTqayqG0ARLaNT4SZi0PoaKMWR1hgSgdZpUQwVcjIcAXSXIiGIwRkgbhXDBloWLmhpiApAoe0nDOZccje3s+P51HpFoolb8hwgYFE8GZaixIpRQsGkcjcSyeBKOEj5ETRhHhrMp4CuSzEFNYEzUhoQmU2iCl0y21XpvMIXKDTylFzVLSrInruahVjGXL0WxDwCphZoPQMkLXdePZZrrYThfbydoeX7oNMNuQYn+10eFNdybqhzGtDNAGX9dJ13XS5R6pfUzpnhQ6Nmp9W0sThxo3Ha3buL9+6lDrthOlyRvVwd362OG6Xfe0HPp43Y7Tmckj2Y2HyLaNyeZRdWi7Nry9dupwccP+uslDZu8Wpn4klu2qJDLXRlSfXA99wCv9KlyYQTHnpAkv9xEclxnhLEcgg8kFUMx5hSwg5kLpRry2k6zrCptlp3yOcBZAKQivwIyIUByGs/9/7v96W7T7Tv69hAWzRVfSqqYybMO6ps03de25rX3P6f6Dd687+kBp/EDU6nDj6cqQ4o6qQb4AEsb/5Y1UBPD/WQF4/ZG1Xuj6atDrj1X5YtfCkevQxEcqsI9cD+J6sXN0uq5nvHvL0bZNxzu23WL1bcPU5go8fV1QWOOnPurG3P5oNRKoADGXL3Id4P9IJfzHQPR/uKN/5IldAyeuRaIVgYSPU6JyFmI0JJVzMWYlYbgoA6B0mNR8pOzDpQCtuwLstZ5wBZKMMrpebC23DTd3r2/pGdeLrVFGB0N0JYpXIElXgIWSiljbGbca6Pp+vH7IrTQhmfZAtu2jYSaqpM36pv7xjZM7dw9N71RLXe6kURnT/am8KykjbLY6qa4Ni96kUhmgkAS3xout8YBrvSASjVdi4Rv8MV/KrIhz1wfJyhD5R1XgGjR4rRd1hxNrfFEfr3sIpTKe+ggU+xMffp0v/ieAr9IXdPvDIUa+DgwGaNXHauFU3pOQAlIB4dIRuei460iCxWIUEo6BqB8OBAA0ECLYNWgYJqWQUuOlTJ9ScuHa2/N5Lu3nQKgsyGQrklo1qYK0GhR1IJoAgqEYSboAL4giAIZ5A0EkSYZFI6wWICFTRRj+VLkianqoWg9b7xVb1tK1fxyUUbkOoI1gygpLBsYI3iTjwZnKOHNtkLg+yrsozZOQonI+VdMiFFv5Ujde241k2ivVZpfZ6bHaXGIxoNWKNW1SbbNS7uDr2lONvWLLEN84xDevE5tH2PoBsWlQbR+tH9/Vsf14/fRN6bHD4uBBsnOn0L+baN+kDu8R+7YznVNs1zTRMqaP7DSGd+Y3HMiN7s2O7E73b49mu9fimUpiZU7pB+X/PVyYTqbsvfw7rf7OvDBn/181rblZA1UK4XR9NN3gU4orAmfG9JLq/6H8X/qpljupQWzOlbQqCQuv6a/dcKB9561de25r23Fy3dEHBvbdke7bGpDqr8eEymAqoda7IqLR0Hv87o8fO33P6bvuO3HrbSdvv+u2+x48dvqew6fvvenuj++75Z7pfcf2nrh979GTrUMbc+1jA9tPrNt3OtUwBLG56rhCWg033f3JG0/eeeqe+2+7+77Td917+t4Hbrrjvv0n7z50x8d2n3xg4/6bG/rGKSOPJpnqYMwdxhE6FUxZrqTkITWEs0BcCtBylFE8vvgfXecO4GJDx/DOg7d87LNf+tt/+c/vPPrEv3//p4/+6Nlv/sN37v/k53ccPFFuG4yQssefBMIMZdWxNe184xBeGkzUr0vUD0fynURN69F7/vSBz37uC1/7xle++bf3/dkXeiZ2h+RyRUyB6LSX1GAm405qEGnChE6oNdO7jxy55fbTd913x70PHLz5pNXQ7E0yfsmqTghUurTtxpMHb737+N0Pnn7gkzff/WC2qcvPKs6q2WS6YWTXkWP3fuLYnfefuPPuI6duKzb3VPkTfkrBGDUk5tzxFMSYHkejgUsoJaNJLltu3X346PGTp288ceLEqTumd+0P82pVmAIo3YVrAa0e5rJX5N8Rz3hILSznvHEmTPPDGydvuuXkTSeOn7rt9C2nb9t75Fipuw9IsO6EEFJrfaligK8BqVzc7MDzvRGrExDqAmpj1+aDN93/2Ts/84X7Pvf5Oz75qVs/9onTn/r0yU989sZ7P7795L27T90/eeDE0KbduebuqKjjVi1b7o7WdLuUcrg0ECsNBK2GoV1HPvXlb979Z3/+8S9+9Z6/+PIdD335tj//+p2f/+btX/jW6Ye+fuKTX5o+dmf39J7y0GRxYErr3MC3jjNtE2TLBJbvQ7I9fM9WZWh3qncr37WJbt9QmDxkjuzKrt9Xs+Fg05bjHTtvNQe2I3Lj9TH1Q/K/egQ48L8rR4gyppfUwEvbwb2s6aK0alpzjgAolUWlPMinV5YI0QZAaf+n8H/FKAChTS9hwFzelbSqyDRdHi5PHm7feWvbjpMt227uP3DXusP3dm2/RWsZR9iiO6YFuPxH1sCTe478Ztaet+25+cWLszNzC/Nvnj13YX75rTn7om2ft+3fzNmvnpn97mM/ufeTn2vu39g3tX94+xGp1APgKpCUhzbtfWvenlm055bs2bmFC3PzF+aXziws/WbOfmPBfmvZfmPefvyZl//i69/cc/SmbH1DgKB8FO9nZR+nQJSEUHKY0yJMyhcl0GA0U6y/6dQ9//X40785t3hh3nYm8C/Y9uyS7XTjn51Z+uFPnrv3wc/UNXd7/bEqf4LKNgS0kosvKD2b2fYNkWzr2MGbf/ba2TOLy3O2PWfbP3j6xUOnHxBre9aGpapICqHNoFgEKQtjszCh1/du+O7/Ju+tg+M603Xf3D1nJjMhg2RRS91iamZGtZiZmZnRkiwzQxgdmJADduI4jhMnccyOme04ZpQFrWZYveC9fyzbO5mZnLP3rpx7c86u+kqlVtmWe1X/Pni/532eM1csCKAATgwOnz5X3tTmFcHyjOT+m1eQKj3/yMXrNoAZJ4YAmBCiY/7Cp/2CZwcy54SwY/NrP9993AJgJ8DqwsanTe2Di/yj+VSG2CuS58eQzQnleUZL5tGlXlFi7yghlS0NiObVd/RfuHYTwcHmdiMEfH/wqDYjf1YQfU6EcHaEmCZNChDof4t/Kl9P4aojpLHP+IdpUzK+23/QbHe4MZQgOx1Nluff/HuUWDM7mBWuSAqTJfszleHiRG12vbagiRlXFCCIU2RWvfLpjgkXWAmwETDjchpR1AZgBrjnwqYIMALcNrmOXby88f1NjV39iQXlUZoEVnJhZGIBN7eWlVaqLqp964tvbABkcJMFYMINdxG4T8B9Au654S4C18yuvWcvv7f9u0XPv57X1CvNKJNk1yiKW0PjSyPTqjU1w/LyXlFRh6ysR1rWmdS+KL5pVFc7qK3sS24eK+hfk9qykJlYPoeh/s/u/3+DCyUJ/yMjoH+fL7hqqkD3QCBL5vzxVB5s+RymdB5X+SALgOyU4agoXNUfi/9/2gio/Lk6Ck/vEaXy4uqluU15vSvz+9ektS3O7VmZ1bmsuH9N9ejz+R1LVNkNoaKkeeGix57xrW7tmzA5EBwQBEFcDgDc4XJi8CB7w4QQZhdBQnhvyvj3T75o6hlJzCvna1MC6KKAaH5NW/+NcQMGgBG42+1CUQTBCReAE8CCwbQDHAAIgBvg7sTkpi2f5pSWUCIiKFGMCJHcnymgsYR0kWJeQGBYeHR9Q9PefYfuTxjIvl2bE7O7cJQADMBFGntiQL6cMTu+2Lajo3fQN5wxO5jhQRd7ctXB2mxfWbKPQJff1nfu9n0zipH/7XNX74yte1WbUxvAi/WKkgVwtEH8eD+Gxjda8SSFrs8ou3BtwoEC+UtPnL1QUtvkGRLtFSn4s3eIKjnn4o0JBODOtNGJAQowOLbsGV+aXyT/r74hsqT8z3cdtgOQncIWB9K3YNncwCjfCJ5HGNvvQYeZktQU0bjKYL5yLi2iqrnr3owZA3ARBArw3YEj8qTMp2lRfhyVF1PpJ4idx1D8Fv8ekVJ/tjKYr/QIjKxp7RqfNhIAbrfb/dDq4+s9B1MKK6lsabAwhsJSUlnKcFGsLLlYllpG12T6MRWqjJIPvvzeCYAAOHHU5nbYCdQFYAeYdqNGAkiwEQAEJy7fuL3+tTej5bpwVRI/s4SeXECTxyeU13/09fdmBEUfGqhaAQwAJoBJAu4hYCDAAmAFcAKMW2zbdh8cXvtCQVOPtrBWkt+srRvM7ltDxsapqwclJV2ysp6E5oWqyn55cUdM9UBmx9KM9iXi7IZ5nJj/Gv+/fUD+JyMgrpr6sPnfl6/xF8X4CDRzWTJPjoK0sSSdC3w5Kn+ehibU/VH4/2Xsxy/eqiqAFxPAi/WIUvny4tRF7WVD64sG16W2LsrvW53SPJbTsbRmwQv1Yy8Vdy6Tpdf4REnn0KIrmzpvjU8hbsxus5iMUwSO4Dhqd7gQAhAAGw5GB2Z3EyQeBovj9b9vSsktYYo1PsF0T2pEbVv3xSs3ENTtcNgwzA2A2xG3DQMHgAUDF4DJiZsdbhSAADDaTK+9/aZApfQLiwjm8GksfihPGMrkzfMLyM3NP3XiJI4DhoMLwa1OtxMlUAAHSkzMmK0uzA0PYv8sDoQAcLnc12/fK29o/ZtfsD9PyUsp9OLHzOFqAmXx8qyiIz9dnrRZjXarxeU6fObiyOqX8ur7Vdl1ocJ4KltL5ehp3FgaR/eUP0Men7vnyFkbAg437kbxk2cvlFQ3+oazgriqpwOi47JLTl26YUWJSaPFiRJGm7NraMTDPyRCoHzGP0KZnLdt92GzGyxO1Gpz3J2Y7hxa+IRPEJUh9mOIqBwVlaueR5d6M+U0nsYnWhTMV84OCKto7LhrMNkRbNxgMNpcX3y7m6uJf9w3xJ+n8WapfHgxj+p//4L/cCGVo5oXwgrhSJ595U2L0+10uaenp6empswWmxODH09fqG7t843gzQpi+7MU4QItjSkL4mvDpQm82ByGKiUuv/KDbd+YUczmdiGEGwPUDagVQ6w45gCYwcABYMMIO4qiOEZ6B/ctXUXhKqJiM0LUyQGSmMzalo927Bw3GNwYYrRanAAmDLvvdM8ATOJwDwELwAwGUw6XDccQABsBZ6/deP6d97JqW+QFDdqq3tSOxbLSTlFhq75hVFLSxctrUVX2i4s6ZEWdmorexIaRtNZFsrzm/wL/v8HFP5YDySmAwlKQ+39SHU8R6kKUSVRZnCdH4SvUevFU3lyVn+BBRzOFq/5j8f+v3qqSwtH6c3Ue0Qofbqw8r7mob3Xx0PqszmXZXctTmsdyO5dXzN9QPfxc3fCzmfXDTE3mXzyDqlp6J0wODADDMDfiNExP7tm3d+euPXsPHT1+7uer96ZMTtwN4EQJiwNBAS5ev1Xd0hnKFnoFRczyC2ztm2+w2FEAjEAJwK1228lzF3cfPrH/9KUDZy7ft6BTFhcK4EQxs9WCAf7TtSt9C0YDIqN9wqNCueJQNt8vJDIxLXPr1q1AAACQ9h4Gs+3s5Wvbv9/96rvvr3z+xedef3vzjm/O/Hx1xoFgD9pjcVpfp2wAACAASURBVIcb/3bfwYTc4mhFnCitSJRVERmbHSjRp1c3Xbx156F7Nxw5+9Pomhfr+pfntyxgqbP9mVp/lj5EmBjE088LEyZml+8/eh4jLXcAzp77qbCsxiMg3DdC8NjsAH1m4aFT55GHK/yk0dLY2fOnZ+b6RXH+5OmvSM3defiUHcCK4lan4+7EZNf8RX/zDgwXqAPYUl+61J+tnBXGnx0u8GXInqbRg/lKrxB6U/eQyYU+Wv93Hz4hiU/7q18oKUDy4cVQhbH/kn9/ls43WhbC1zzpHZKQVXzs9EUMwIWgAAAAGA4YwJ0p8+oXNoaw5Y97h0ZKYkMFWgpT6kuXUrkaflwuLzY7pbT2k693WdyYE0cwQN2AXLl59Zu9P3zx3bc/HDl26trNCZuLfLMG44zV6XICHL9yU55ZEqlPj4rN5CTn5TS0b/52l4sgCMAxwBHAz9+49f2x0/suXN3/082DP9++PGO3AVgJMLqcFpeDfHonL/28/s13E6s7JPmNsuIWbk69qLBVU90vLGyXlfVISnqEBW3y4i5laY+6rDuxYURZ2OYvTPwv8P8vp4BfyX5+wT/p/0HW/yK0acL0Em5qYYg6OUAa681XP+Lfiyn3Zsr9eeo/OP+Kh8UtpTdLI0yrymlfUjKwLr9vdVrrovS2xUV9a4r71xZ0r6gefq60b5Uuv+mxWf61XfPvztgnjVa7wwUABw8eTM/O0cUni5Qxspikhu7BL7/fP2l2ugHsbsLiRBGA5p5B39DoULbQOziysqn94vVbKIALw81226HjxxetWVfR2l3VPVLXv7C8pfetTZ/Z3QQKcOXGdZvLabTbN364KZDFnRsUHiFSUiJZXrTQlc++QAA4HA6L1Y7gYHVh+46e6BpZyJRpvMPpQRwxlSmIFCuKG9o+3fHtfZMVIcCJEggOToBX3v2QrtB7McTFvYvE2eWP+YS2LFh26Mw5O4q4CdxNwKFT5weWra/tW1bUvoijy/ON0lCYMRRmzOwg4ZMUemp+9ZHTl+wu3OlyA8D5Cz8XV9T5BEUHsRVP+IToMwsPnj7rBJhxOScs5nGTsW9s4RM+lCCe9C++gYr0vC8PHJvBgDxrmJ3O9qGxP3v4h/KUXpG8OSFcf7ZyHl3qx1FFyhM9w3nhYq1XCL22rfe+yWpHMBdB2N3EDz8eV6XmzA1lhcoSfNhqb67Onx/zW/x7R4jC+KqnvYM6BheRBZHJyWkMwzAMmzYYLVYnCnDo1KWskjqPIEaEWB/AUVEFOjLzO1AcT+GqZCl5f/9suxPIwgp2/c61V996PaOoUBobG5udl1PdsHjDSz+eOecGcBPgwsEBcOzqnY4Vz4myyoRZFaqiWn1B+cZPP3MBmO02m8t54fq15za+VdbeV9w1VNY3Vj1/6fDzr3+2+9BP9yZcAHYCn7KZHYDZCfzyxHTLknWa0lZuZgUrvYKXXcfNaYhKrVZW9svK+kRFXdLiHnF+mzCnMaaqL6asO0yV9Xvx7/dr5e8j/mnCmCBxLE2kD5UnCtNLEqra9RUtgowSqizOm6/24ihJ2yKPaIlHlPgPWv/7hxKgR5TYh6mi8PQ0SYq6qL1sYH3Z0IayoecyW5fmda0o7l+b2boop31J6cDaos7Fc8MEBXWdV8dNLgBylf78y+3hdJYnJcgjINw7lPnYX2alFVRdvDlpQsAFMGVxuQDya5o8Q6KDOVKfcHZ5S88tg9kFYHYgdhy+2r03t6pJkpgtTyvhxWbPoUVHi9Unf7pqw8DidCMAVpzY+t0ueVI6mczzNDU8rbj63NVbLgzcBBhtLicBJ3+63rVgOUMZy1Al6PIq1bkVLH16sEjrxxDF5JR88vVuEwJkxc6Fw/X7hsahhXOjuD58lRdXESBUFzR3nrt+EwHcTeAYwKFT5ztGV1Z2LaofXs/S5Pmz4nyidb50bZgoaW4wj6dK2nv4tBsHggCCgNNnzpVWNfgG06nRkr95B2sz8o/8/LMZwA5gwdApp72xv//pgADvaNaccDo3LnnLngMmAAtBOAEdNxk65i/8qxeNyhBTmOIAtpLCUnhEiSlctQ9dSvb/egZF1Xf0Xx+fxB6ai+w7dlqoT54dzPBmymmiuHlsDdn65c9WBnKUgRxlAEtFYan9WToqR09lKb2CWeEc2fbv9s9YEQQHDCOuX7955MgxnAA3CmYHNmFyDS5eO5caHcRVRanSgxWpYaosiiiRJkt+KlwYJNC9+vEXNgAL6kYBbty709TT/aSXz998KJ7h0bMCI4K5ks7hMTJudMblvmtx3XHAsrc3B2nTlGWtcXXdydWtW344OO1wuQjC6HLeNBg6x5aydMmc5Lzo+FxmUgE9PjuxvGndO5uOXrpiB3AATNqsdiAmnK4tB46nNvYGq1PF+XVRSaXcnIbIlCpJSQ89vZGX1xaRWMVIqRblNukqe2MreqmSRG+m3O9hJv2DqC+m3Jfxn/YFJfuFf1n/e2gBrAyWxPmwlUGSOF5KYVJNZ373AklORaQ+w5Oj8OVr5jKknnRpkCSOwlX7cZQk/xQmN5gtfOz/efyPyL93tJRsOw/gJwjTqnJalpT0ra0YfiGva1Vx/9ry+c/mdi4v7F1VM/ZizcizQeLYur7Ft02IDQe7m3CixI7vfhAqNbN8aN6hTI4q8UnfUJEu7ZuDJ6fshAWFGQQsAPl1rd6RHCpbOjuIXtjUdcvscjwMqN156HhJU3dMflVmfW9O0wBTnTqbGrHxw8/vGW0WjLADmDHihxOn5Sk5PgyhP0tC5cg6F6y4a3I4CUABXACXbk289O4nVd0jha0DBe0jOR2jZfNXFvcvzekYjS1pSiprXPX6++duThgcuNlFuAGmHa5n3/4wTKqbGy3yZMsChOqq3vkXbt52AiA4hgL8ePqnrrHVFd1LaofWCxIq/Bj6QF6SNLkyubQzSpogjUvfd+y0mwCCIAiC+CX/j/sEazILfvz5ZxOAFcCMoxMue8NA/5MBAd4M9qwIOichZfPeAzMAJoJwADpumfnfxL8/WxPAjqFydf7R4ln+YUnZJacuXieXaLPFsXPnd+vXP3vj5m0EAycGdgw2fvi5WJscKtAy4wv46TWC7PoARQZVmekvTuDE5776yXYLgMmNIQD3jDODS5b501kUBj9KqQ8RKT1CGalFFaev3Ji0uoxuwoDCbQSWv7s1NDZPWtqqrepMqe/68tAJMwakL/uk3dm/Yr0gKVecU8PLrhPlNwmya7mpxaW9C9a9s+nE1Rs2ABOGOQGsAKfuTHWsfilImSjMqpAWNGkr+/h5Lby8tqDYcnp6Y2hceVRKlSC7QVvRk1w3SI/N+734/4cggH+vF3JUIdJ4b5bCn6+N1KXry5qL+xfHVbUxE3PJ+t9chtQjWhIg0PmwFI/2/39c/gM4al+G3J+ro/L1PqyYUGWmpqAjvXEst3NlTseK4v71JQPrsjqX5fetrln8ctPSV3jxBR2LNtw0ug1OsKGAAnyza69Arg1jS/yjeAxZ7J+9AkN5yk++3mNygxkDMwFGAgqbejwj+Z6R/FkhrJK2gSsGuxEDEwoOgC3f708sqmHHZiWUt5d0L67oXOgdxlm84dU7RrsTwErAFIJ9c/SkMD7TmynxjOTz47Pe2LzDCmBBwQVgw2HTF9+VNvelVbVW9C/NbBvV1/ZVLX2ldPTZmqUvlQ6tSq3pqp+/7JtDZ6w4mN1gw8AJsO/MJU1O6Zwoob9YF6qI61625vztO04AF4a6AQ6fudS9cF1Z97LK/nX8+Aqv6BimtqikY0Xb4peU6aXq1DySfxwIgiBOnz1TWlXnG0wPoP+KfwuAkXjA/xNUGsk/OyH1k32HDABGIOyAj5tN/zv4p3E0ARwt6agRQJd4BEYtWv3ClMVNmo7evnN/8ZJlGZnZ+w8cevBvAhw8dammbSBYoKHH5bPSqnm5jf7qbJomO1idLs4s27h1pwVgBkEdAHdmjKNr1gfyRFSuhKlPSSipnRVEF8Wm7D953oKDHcAI8JMJW/TWZ1Ep5dKyDmVlZ3pz/46j5yzwwLX5ns3ZvXQ9NyFPmNPAzW0WlXQLC9sZqRXy/Nqshu43Pvvqnt1lATBjhBVgEof3vt3HTcmX5lbrKrvV5T2S4k5+fjsjs1lWNiDM7xAVtssK23SVvelNI8L0st+X/3++AqBw1SHSeDIsw18UI8upLBtaltc1yk0t9GDLvThKT5bcky71YSs9oyVUgfaPzr8/W+XLkJN5Rl5MtTdTF6bMFaXVqQu7EmtHcjtXZneuTG1ZmNG+pHhoffXYc0nlHQvWv3HL6DI4cBQAA/j0823BEfQwlvAJ78CnKeGzAiLTiuoOnLlsBzC4CDvATYs7s7p1VgjrmVCuL1NS3bvg7J3pKRcYMbABfLDtG1lyrj9bKUkvL+wYq+perEopfP+Lb43k9IHBPZvzjc1fhsti5kby/0qNii2s+eHUz3aACQtix8DggNahxRxtsjS9RJhZTlWme0lTWTn1AbpcZka1JL9RmFmuzq167t3N0whYMTA6ERfAPTtW3j0cKNHzUgv4ybnDG16+ePe+g8zkBTh89krXovUlXctLetZEq4uo/LTY4u6OZRs7V7wmTyvRpOXvOXYKAcCBwAF7yH9UAF3yuHeoJrPgx5+vPFz/8Qmns2Fg4MkAmjeDOyuCzolP3bz30MP1//fkn3Q0CeQog7iqQK6W9NIJ4Gj9o4VRItXX+w5bMbC4cRcO5366lJGTS2ewPtq8xQ1gx8GCwu0Z27rX341WJASpMjzFyVRdgb86O0iXGyBLEqaXvPf1HhOACcUdAPct1rWvvymITeHp0+JK6mPyq4L4yvLWvivjBifApBOfROG8AWle/RojvUpV3auu7s5sHdx++IwJBzOKOwi4a7K1L1zNiMvlZzdwctuFpf2Ckl5xcac4r0GYXtKxZO2xq3csACYUN+IwRcDxO5MZDV3q4npFYTM9uYKX2ywu7pWUDsQ1L9PVjamrBkR5zaLsWlVhS7gm/ffi/7d8AcnoTW+WwiNa4smSsxPzivoWFfcvZibmzqKL57EVvnwNaZ89N1L0qP7/x+WffDreTLkvS+3D1MwOl8+O1FD4yezEKn3FQE7HiuzOlemtS9PaFmd1LS8ZXF3Rvei5tz+ZcYHVDWQxeesXXyo0MREsQShTIFQnlDR2frJ9l8GB2zEwIYQF4Lvj58WJ2Z6RXG+mhMKWVXQNX7g7bQdwAthweHfLFyJ96jOBjECRXldQl1vb0790w6V7Mw6A+xabE+DyxHTL/LEAjtgzkvs4JbSwuffi3Rk7wITJ4STgnsGpScoJYEmk6SW+gtgn6IonOTH/Rlf/KUr1F7rqSYbai6vzZsrK2gfPXh03OgiL020HsAGMPve6NKMsvrJNW1g7sOb5i3fvOwFsGOEEOHj2SseiDQWdy4t61rLiKvjJtRUDG7pWv1PSvTRKnaJMy9tz7JQTAAUMB+zk2TPF1XU+IQ/412UWHPv5qpUgz/+4welq7ht42p/mQ+fOCWPw4tK37PnRBGDBwQlw32T5vfgn616/5N+fpaOw1HMD6WnFlTemzFYMDHYXQsB3e/fSuVxviv/ytWsnZsxWlDA4UBvAl3sO6XLKqKrUueKk4PiikLiiiITiCH2Orqhu07d7LQA2Amw4dmtq8rmNb6nTsmXJuamVLdLk3KLm7s+/P2DBYcaJ3TKYJ1H48dpEYl1PZGKRrq5PV92V1TK47cBJCw5WlEABJqz27iVruAkFkoJWUXGvrHqBpGq+uLRHWdrFTy1Jrmz5aOeeGRwcAGaAcQS/bkMqB8ZUhTW89PKwuEJGWj07uzUqrVFSOiAq6hEVdDJSKsNjculxhd4s1e/F/z8IAcjtAI2nmUeXBoljyXb4uQxpuCY1tbE3o2UgWJX0ZATfh6f2F8VQeBoKT+MRJf4/YP9PPhpvptyLrvBj6zwilU8Eip8OUzLjK5LqRov71xf2r8/rW5vZsyqje3nxwKrC5v7nN35gdQOCP7j/u3r18lvvvL189bpX3/7g4207D568YLC5EXhgoX322p2lL7xOYQkDBcpQSYxHBKegsfOawWbFwEGAHYfvDv7YMX9hVkVjUctQ7/IXX9u0bf/pS+TsYEVxBOCb/QcZMqU/U+DL4D9FC29bsPyOGbHhYHVhKMDRkz8xhCqOKjG3oS9YleInT4lIKafoC8QVPczsOh9pkr8kziNcoM8q3X/8AikQtOJgA3jj82/SG/uS6roSKlpaF646f2fCAWAjwA6w7/SVlgXr8juWFfau1RT1aov7ahe8Ur/oZX1ZO4WrUqTm7j5x0gm4GzD0n/iPySg4cem6DQcngN2NzziQlt6h2ZQgShTPI5QhiE3f+sOPVgJsGLgJmDRaOod+H/4pD51IAznKQK42gKP1pau9o+VzaJGjq5+1EmAlwIqD0Yk898orPlSqX2BgdUvz8fMXHQAGF2YDOHLxakXXMDulhJlVo6sd5Oc1CrJrtaXNRR3zP9q5x/YgUg25PzP92Tffdi1Y2jG6fHjdK2s2fvjVgWPjFpfRhZPH+3t2bN3fP+GkFITH5eqqu1RlzVlNfdv2HyPNkV0Yfm/G1Dm2nBWbLc5rFhT2iCuG+SUDwqIeXVW/NKdWkla47OW3bsyYbQAGFJsm4KrFWT+6TJRZwkouFuU3sTObQhOqaPpyekYzPb1RkNfOy6rnplVIc2rDFCm/F/9+vxAFkuTTeJpAvnYeXUoTxpBemB5MGVUSqyiokeZW+gq1T0UK/EUx/qIYP66aJtJ7MWSP6v9/aP6DhTH+bJV3tNyfq/dj62eHK+dG67jJNVltyyqGXyga2FA09GxO/9qM7uXFAyuyqlvXvvS6xenGCBxDnQTqAAI1GQ0zJqMLA4QAJ+lsjROGGdOxU6c3vPZGfl2zVwQ7XKqhceWzgxnFTZ3XpswzDsTkcKAAU1b7uau3Tl29e+6u8Y4dJp3gBLChYHfjdyYnd+7e3drXO5sSQGXy/Oi8WYERI2uen7C5LG4cA8Bw2LL1a5ZQqUzKru1fHFPaJMit4Rc0Kav7CkafLVrwrLy4SZJVHimLi88p3XfkDKkOtmCECeCLg6fLBpZqShpSazubF6w4d/u+A4D0yd9z8uf64bU5bUsLe9Yn146xE2v0Zf3pjWPizCpPhkSWmrPn5Ckn4G5wo+A+ce5MUU2dV0gUhS553Ds0Nr3w1MXrTgzcOLgQ3GxD2nuG5vgFUSN5XsEskT7zi11HbDg4UMBxMMz8bvyTuS8k/zSOhsJSe0cpPcLFbE3CjoNHbQBmjHABnL16raCyYi7FL5TJUCfEf7JtuwNgBsHNANemzKs2vqcuaVJWdub2rYyrH4ipaEtr7KkdHPv0210W1I0ChuJuDPAZh+v8jTs/jxtvWpD7TsKIgROA1HTcnJj64vt9WbUt/LR8XkaxvrJdmluZWdv25b4fyROTy+W4OzHZNbKYE5Mpym3i53cKigfYed3Coh51eY+2pFWaXtS3fP2ZG7eNbszgclsBLk2bBtY8L8koiYzNjW+YLyvpZWY2R6U1snPa6emNkqJuVVl3TEVXasOgLLPyd+Tf7+EVIMl/IF8byNeSvqOk/7cHU+bNVdHjs4NVSV481RymNEie4M1VedKlgeJYH5bCM1r8fwD/kfLEQL7WK0oSwIuhCeJ92XqqIFmQUpPbvqx8/rMFPWsK+tbl9KxOb19S2LO0rL3/+Y1vWRGEAJxAHU6bATAXjjhQFLEjbqsLtbsJq9ON4XDp0qXRsQU5JeX6rNwgjjhEoJgdzPAMY1Z3Df50e9wFYHG5UCDcBDgIcAFMI2BwgwUFJwEGi2PG6vhy586MvLzAaHoQg+NP53lHcp6mho+tf2nc4ppxIASA3eH66NOtXImGJdcXNvdXDK1MaR6JSCkXlXTKK/vyh9fHVPXElLaIEnJSCqt2HThutDhdOBgRdMoFP5y+XDe8UppZmt3Y07Fk9dlb486H/H9/4qf6odU5rYuL+tYl1YzMZcT6i1KlWXXClBKvaKEsJWPfSXL9d7sBO3b+TGFN3bxQuh9D9Ih/Fwo4AS4Et9qQ9p6hub4h1EiedwhbHJO57YejDhyc7n/k358pprLk/iyFV4SYylH50qUUppTGFHkGRdR39N68N4E9DBfaf+ykJCZxTnC0H0MWKNKT1o+P+CeHP0PuHSGeG8wuqG+7Y7GbAQwutx1gx569LInUk0oLZbEDo+mrX3zJ6MZmEJSU33516ER8Vau0sCGzcyyzcyy5oS+huq2sa/CzXXtsOIYRqN1hxjA3BmByoSYcjASYcDChgABYna5b98bXvPBSfdeALqdMV9KoLG2JqerhpZemVrZs230QAUAQJwBqMJuGlq6WphRpS7vk5YPyqgXCkkF+fqc4vyWmtE2bX9W3fP2pazfJlAcLwKUp49p3NmkKagKVqUmtC2PqF6hrRoVFvfyC7qjUekF+q6KkU1vRk9wwJMoo/734/6X51yP+gwQ6qkAXJI71ZsofOWIGKxLnsRVkYFG4MnkeQzYrXBAkjvXjqOZGCv8o/P9S2PQrkRNH/mCwycQClR9b48vRhckztEUdlUMbmhe/XjH0fF7HypK+9U1jLyaX1L275Yvr4xMzFjPqdgCBEKgDCLcbQ1EAg8VudWF2BMMJuH379qnTZ99+f1NZfUuEQBEpUnuEsuYERzcPLbx8f8YBYEUQDADBMTJ22oqB2Q0zDsTuJpwYnDh7obm7T6TW0xi8p6nhvkyJD0s+N1K46IW3p1GwoOAmgAB4572PAiPYIWx5XEGdtriFm1HzOD1mjiiDpi/T1Y0ykssVefWp5a2ljb3f7j1icaJkuXsGgUMXri549nV9XkVKeV3f8nUXbk/YAAwuzApw6PytlpG1he1LaoZf0JZ0erC08xgqP47SjyHyDqfHZ+XsPXrERbitiN0J+Jkrl8tbO7wiWF7R/L9RwrRp+UfPXbZjgAI43LjZhrT1zp/lE0SJ5M6mRknjc7bvO+EAsLoIAmB82ti1YOkTlOBgjjSYJQvlqIJZCv9ISQhH4x8tpjElVKZgXmBoY2f3zbt3cBwlCAzDsINHjku1+nmB4QHR/GCe+kH5hiF/isYMFWh9I3hzaZHhHCktkhvKFGx47Q0LhjsA7pmtNoC1r7xGCY9kiKUBkdERPEFlS9vJn684ASastmmH86bR0jK23IevkuZW5/csUZe0KArqSrtHP9i+0wEEAW4MsWEuOwGAEDDlwCYcxLjFMW1zYgAWh3PLF9t0SanppXUJZS0xVX2KigFOTosgp1Ff3Lh19yEEx8h4pCmzcWTVBnFSgb6iN6VjVWLbak39EkXFkKyoPb9zUWxhTUPfgrM37zgBrDhhB7jvxJa99o6qoFaYU5fSsUxc0qdrWqypXaBrWCAt7VZV9qorumPrBlNaFrJSy33YSm+mLFQW78dR+rDkgaIYX4aMBJhU9VC5atL/35+t9IwQ/i/X/39YLwP5OhpPG8BRP0oiJC0kH70kBxlS4s/+w9z//wvyybf0iH+O3I/z71PAM2FiujYvvXa4enBD1dBzJT3rirvXlveu0mSVvbpp822D0YFhBOAA6NVrlz7d8sk773+w7etvdx08fPHanbuTMxgA2WF2a3zyq917YzPyyC2ARyijumvw53GDA2DKbHZhKAaA4IQNwWZcbheAHQerC3UDGG3OLV99k1NeG8qTB/JUvmylJ13+VAh3cM1r9x1gQQHBCRRg8xdfhTCE1GiRKr1ckFoZlVA6V5QRklDtoyzg53cKcxpzWhdmVnUV1HR8s/eo2YGRJxSjG7buOljVPV+ckKHLLBhaue7KuMEGD64kD5y91jq6rrB5QXHnMn5a5RyG0pMupfKUgVzpvJDwuLSMwyePu4GwYogdiKOXfi5oavOMYHoxhU9QIzTpeUfOX7ZjgAA43LjJjrT1zn/Gl0byL47P2b7vhB3A7CIwgPFpY/vo4sf9gmhMSSBDEsKQB9MV/mGiYJbKP1ocwJJQmQKPoNCGru4b9+7gOAoEhuP4wSNH5Rq9d2AElS4IEaj8mHIfliKAr/UIFwbyNBS6hMYQhjD4/iFRMl3soZOnzW7ECWAj4OKtO6UNTY89+cxsatAz/rQnfCgCtfaDrdssGO4EcABxz2x99eOtkvR8ZX5NdseYuqxDll9f3L3go517HATYnTarcdpuM2E4OHCwANgAHAD3TVYUAMGJ0+cvDC9dlVrWkFzbp60eVtSMcgu7RUVdcRXtW/cecREEAW4csAmLeWTVBlFKobaiN6ltRVzzCk3tInX1iKywLa1hMK6otmfR6jM3bpvcmBPAjBHTKIy9sFFVUCsvaU/pWikq61fWL9DWjcU2LlCUd2uq+7VVvbEN81M7lnGzar25Gm+mLEQa94h/H7qUrN6R/tekCx75kjTF/K/x/5BwVQBHTeVqHr389fjD8P8PE8Gj2iZpafbP/M+JlM1jqMIVmfqizsqhDS1L3qgaei63eSyrtvudL74xoIQLwIm67U7bls8/U2i0EQx2UDTbJyRKpk8dXrrm8q37LhwmZsxuAKMTKa1rnh0QFiXWeIQySlu6bxmsDgJMDgcKxI07tz/49NP1L7/66Y5vbxnMCIDFjdkQDAW4azA19wz6hDFpHBmVq54TIXw8gN62cP0tE2LDwYXhCE4cPnWBLY2ZF8Lh6rOj9PlRiRVRqfWKymFV9ai6eiSubqSod4U4qVCfVf7dwVMIgBUlbASYcFj/5vuSxMxAvixSquldsvL6pMmKgRUDsv7fu/SFouaR9LqBQHnaHJZmLkNOFWhDRZrZtNCY1PQTF34i21RsAAfP/5Rd1zInkuPNlj4RFPU/5T9CnJC1fd8xO4AZwTCAuwZj8/Dif/MNojClFLqMxlAGRMu9Q4UBTKVvtMyfJaOwhLODw+u7+q7du4/hgBPgJuDg0ZNSTYJXYFQAXRQseJCcJLSzhAAAIABJREFUTRXGktVvKkfFkMX6hLEoYaya1i47DibEZcMIC4bv2Ls/o7jUKzQihCtgylVBbB5XoVr/2hv3TGZSwG9yY7vPXspt7VcW1qe2Dic0DqvLOor6lny275gdAAUg+zWOn7mw6Ytv3/tq73cnrtgAJu0o+dfNDmTngaPJpY3qomZt7YiqfrG4YlhROT+5rn/bgZMOAtyAokDct1hH174gSS+NqeqPb1mua1ymql2kr1uorx5IqetPKKlf/uKb16aNRgR1ABjdhJGAvlXPKwvrY2r6kztXSCoGJVVD2rqxuKYxVWWvvnYgpqY/oXk0s2eVKL/Jh6f1YkiDJQ+iwWhCnQ9dSvtFKO4/CH7/u/D/D37GJPxUnvJf889R0URxnnTl3Ch5uCIzvqKnYnB97egLlf1r0mu7Nry3+ZrRYQcwOhE3wNYdO0LozKe9KIF07rxg+l/nUUO50jc/+szkxBEAo83pBFj53MteIVGBbJF3OLOksXPc4nIQgBDgwvAPN29mi6WPPf4333BGWnHlXaPZQYDBYrc43Q4CVjz7EiWS4xXBpnHVcyOFf/GPru5d+NNdgxMAwQkXBhMmlz6t4G++4VSBLkKXKy1s09ctTOlcXTTyanL78qyOFakN872ZckVK4b7jF204GByonQA7QN/y9RSm2DOc4xXFaR5aeGPKbEIIGwp2DI6ev7Z4/evFzUP6wiYPltaLHzuPrQkU6cPE2qf9Q+Iyc09dvko6HVgA9py9mF7dNCeK78VV/JVK8n/Jjj/i39XWN/iMbwAlkvOv+R9d+m9+4RSWgsJQUJmaAIbaK0xCZWt96KSBhHRWcFRN98CV8SmyeOkG2H/0tESX7BEUTaFLgoV6b5bGi6P14cX48GJmR4ipXE20IuFpSnikUPXa+58gAHYUJTtqLt8d37F3/5Zvvv9i976vDx7+fNeeD7ZuO/HTz04AG47ZUdQBcGna0r36RU1pc1z9QHrX0pia/tyusU/3Hr9rQ4yIGwW4MXH/+TffSyisFqeVpNb0fHv80oQTLDjYCUAAbhms9fOXyfLrdXVjuublioal+sYlGa0Lth8+ZwdwEQQCcN9iG3v2VVVubXz9cFLbCn3zitimpfGNi7LalmQ2DGRWt7/92VdkIWYGQWcwmHBD/cgKVVFDfP1wfOsSWdV8YXm/qnpE3zCqrOiJqenXVffFN41k9a6WFrX6CWLm0SWBohjyw0wT6ryjJYF8LfmBJyW9j+T9/0H/3/8O/Et/PQuofNlKf64uQKCn8PQ0UQIvoTSzfrhp4fMZ9b0r3vzo4qTZTIDBiSAA3+0/yJUrPWlh4QJliED1pH/4nz2obfOXnPr59owTIz+1py9dUcSnzguOJvm/a7KRuzs3wOZt2zRJKT4hEfNC6b7hrM+/2WXHwYZg02YbCvDd/kP69Fy/KA6VJfdhiJ+iMbNq2g6c+ZlMvHSghBOgtKn7L14hTweyI7RZ8XVDmZ2rElqWZPWsT25bUtS3JqmmN0KW2DCw9PJ9swUHgwtzApgA2hYsp/EVIWINjStvGFx4Y8psQcFBgBUlzl65/ezr7xfUdIgS8mZFKqjSFB9eTKBIH8RXz6FF5lY1nLlx24yBBcACsOv0xeSqprnRAi+O8n/4R/7P+KeFixMytu8/agcwIyjJf+vCFX8OiKJyNVS2NpAbQ2XH+EQpadzYeQyVD1vtzZY/E0yv6h76edzgJB6Ec+49dl6oS54TzPBjyGjCGNLn05OppQgS5kTK/NiaAI7qf3gFx+SU7T99yeRyuwjMAYQVxa04WIkHm3YzRjgBDE7EghEIwLTdZrTbXQAzAK9t25nc2CMtakxoHlWUd6W2Dn/4w1EzwAz2QL371udf5zYPyPLrdeWdDQvWXplxT7nA6AYLCiYc3tm+O7VpSFc3Ftu2StOyMr59ZVbn0i+PXLQB2HFwEDBucSx+8S19WWta66LUztXJbatSO1cnNo4l1Q6k13a3LVi59+RF8sBixsBIwLnxmcL2IW1ZS2zDcEzjmKJmRFw5KK8Y0tUNK8q7tVW9msqe2Ib5Wb2r5SXt/qJYz2gxVaD14ygpXBVVoPWOlgQJdJSHyX9hkrgggY7U9lG5v5kX9n8b//96/89V/Ab/yjkRQl+20p8fM4+hmBUu8mZpOPGF8WUdWY39z3/01W072ACmnagZxTfv+CZKIKFLNDSmyI8upDBE3mGcjpFlJ366acUABbC53TYMkvOKnvQJ9A5nljZ13Jw22QiwYYQJcb3z0SeqxFQaSzgnmPHY3+Y0dA9euzeBPLxPujU53T4wEhDN840W0LjK2cEsSVLO+1/snHFipP2OFYOVz78RzJE/7hsRIkvSlXboKnsFOY366gFFcbsiv4mpzxEn5r/47hYjAnYAUqN69s50Vc8oPzFHk1cpTS1oGFx4+d40OadYXdiNccObH25Jza8MFWhnR4hJgy0aT+MbLQigC/oWr7w2YTC6H6Trfn30dEJJ7ZwovjdX9SffcE163pHzFx/yj5ocjra+gWd8AyiRrH/B/4yh7X/F/1PBzMqe+WTFxAVgJ2DP0XMCbdLsILovXUoV6LyYak+Weh5LFyBKmsdQUTja2SHc2cGs9rFVVyctVhR3A2HFUDOCugBsBEw7ETNGTNqdpG8HKbWwoG4HhpHmPLvOXy4dXMJIKVRVdcnL23O7xrYcPjfuhltm2wyG3zBaXvp4a07b/Ni6/vSOxbHlHQcvjRtQsBIwZUOMbjh6daJ+0fO6mpG4thWxbWtSOteQ/FvI4g5OjFscy175e1Jle3b7kvT2Zamty7K6VqY2jsYUNZW2z397y47bMxY7gMGJOAEmEdiy92hydXtyw0BM/Yi6fkxZP6asHVVUDeobRlWVvTE1/ST/2X1rVOVdVEm8R5SINFn356mpAq1XlDhYGEPyHy6Nj5Al/Ef8v/9v4/9f1/848gC2PIAtJccva4HeTJkXQ+oZLfGMlsxjyMi4NQpPF6VJW/ba+zctbhuAyY3ZMOLTL79iSWSUcAYlihch1NCYksee8c2uaDxw4iICYHfj0zbHXaNZnZTmHcoIZIuqO/quT844AKwobsfh4y+/0qXnhovV0arEEKGWIdV+9cN+BMBkdzlx3OJ0v/TmO1yFbl4II0SonhXEpDBEo2tevDZhRMgPLgKHTl0sberyjuTR+CpGTGaENoMqTWLGFwSI454O5c0KYaWVN3655/CUDTW6wApw30m8tfVbXUG1Mqcqu2kgpby1sLn3x/NXLSjJP2pxopu/3BmXnkeJ5M4N4weJYykshT9D6hEUzVPGvP3RFnLZtAOYcNi697A2u3RWGIfCV/+Z8lv8Ux7yn759/+GH/ON3ZwzNo0v+5Bvqz5L5M+SBTBWVrvIKkwSwNF4P9//PBNOruudfebj+23DYffQ0X5MwhxbpGyUK5Gl86DIvusKLriIjRmg87VNUBkuV/P5Xu6cRcBDw4EG5MYMTMSIouQUghxUHkxszOhE7gaOkYBHFrpntwy++wcso1lV3xdX3lQ0t+/LYBQPANErYAe5YHevf/TitqS++aSS7b2VSbd9LH+247wAHwIwDMSHEtWn7qnc+i6nqT2hZktC6IrVzZU7n4u2Hz1kJcABhw7Fxi23lK2+lV7dlt46mNo4m1c3PbFmQ1zpS0ja0fuMHF27eteNgcWMml9sOcHXGvuiVdzVF9Xm9y2MbF2gbF2maFsc0L9HWjya2Lo6pG4pvmE+e/wvmPxtT0x8oS/SIEpFrGMn/vEhRsDCGvMYLEuj+2dX3vyn/5Pgt/n3ZCj+Okrzb8OWovJhyj2jJ3EjR32iM+Wtfvj5jN6FgcrmdOP7x55/T+UL/sGifYLpvONsrhOEfztnw6t8NNszqwhwEOAEu3LwriU3mauK5mvjmoYVXJ00OAIPT5QDYvu9gQn6ZD0PsSZfOCuPNCgh/+e+bnABmBCX71XfuPZBfVTeHFhkh0T1No//FO6i6c+j0tXuk2oz8fL/49gdshT6AJfJnSTwj+XMieIECtUcE7wn/8Eipdv0b703Y3CQ8VoCLk+auZc+GKhIkWZU5bSOp1Z2xhTVf7T8+aUcdBFicbhTg293749NyKGEsz2BmIEdJiRJQIrmzKUHqhNTv9h9C4IFmwegmtny7R5GaOyuEQeOrnqBGaNNy/uP8jxummgZH/22ePyVKQIng0yLF/pGSeUFcCl3mS5dS2DI/lnhWcFRt19DVewaEADeADYPdh08I1LEeAeGUSG4wR+4bJfKJlsyLEM6LEPrSpcE89RxadEpR7ckrdx0P1/Zxo3n3kaOvvvv+mx998tGXX7/y7ocbN336xoefvPvp1o+//GrHD3sv3bztxMCCuicdDhvA6599pS9vyGgbTG8dKB1YvOmHQ2aAcbvDiONXDYbnPtic3z0a2zBfW9Of2jBY2rHgwh2DBQcHSiAAUw5s676TsRXdSU0LElsWpbcvyW0f3X7otJUAF0HYUfS+ybLq5Y0Zlc05Tf0p1d0J5e0ZdT0VXaOLN7x66NR58lRIOp1M2hxn7xlqR1ZKc6vLx56Pa1msb1mqbV4S17Y8tnlRWufSpObRlNax+Ib5Ke2Lixe8GN8wP0ieNDdSSPIfwNcE8DXzIkXkbR85HlUBf3kW/m/O/6/GIznAQ0XAr8Zjs3wbBheaMXAQQF7y/bBnd2xiUlB4NEso58l1itiUrsGF+w+ftDkxFw4WjDADbHjrA2lSVqRUK4hNXbDh5avTZgeAweW2AWzdfSChsDJYEhskT/LhaZ/wj6xq779rsrkAbAjmBrhvsg4tXkGl8ykMkS9dPDeUw1QlPPf2R9NO3IKCyYUiAPdmzK+9u0mXnusdTg9ki4RxqWmlNUJ9ckxW/ppX3/rp5j07Dk4AJ4AZ4NXNX2XUdevLmpPr+jXFLeLMKnVu9cYtX98w2M1uuG8wowDTZvuytc9H8aS+IYxwjjQggjOXEqhPSf/gky3TJjNpfOAiiJ9v3RlaupzG4PnReWEi1Z88KarkzN1Hj5O/DsGJKbO5Z3jUkxbiGRT1F88AXXbx14dOmFCw44ABTBgNVa3tkWJZQCSLJdZEsmSBkfwItiKIKWXK9X50vk8UJ5AtaB0Yvnr3PgFgsToxgG9378spKfcPiQph8FkSbRRfGSVSRwiU4XxFhEDpG872DWGMLN9gQoF8Pk6AQyfPyGPj/zLLkyNXMyWqQCY/mC3ka/XhXCFDLE3NL9z44SYEwAVgQV0WAttz9mJ+c1dcWVNW60Bmfdfm3QdJcz4bEFcmJ5/94JP0pu64+oGExmF1UXN518IPt++yE4ABmGx2J8Cl+8ba+Sv15V25PSt05Z3VQysOXrx+32JFgcAA7k1Pb3jtjZzKxorO+ZXdC4pbB/tXPPfRV7t+unmPFAjbXE7S7OiO0bz+3U+LehamtwzHN43qmxYm9azVtSxV14/FNy9MaF6Q2DQSXzcQWzcY1ziS3L40q3dltD7bhyUnz//k/Z/fL+RA/zx+i5ffmhcCOGoaT0vlanzosnmRYh+6jJwCyFng0SB/EsBR0UQKf66IxhUGsQR/CP/vf+JfGcCW//Lrr2bBX8Pvz5E/NtuvpLHz6r2pKZPVYrOiKHLjxrXX3nh96co1r2x85+OtO77d++NPV287EIIAsLlQCw4WgP5Vz4aJtcrMkrii6p7l687dnZ504vdsThMBn+0+lFzeEK1N5ySXcJJLPKPFyrSC74+csRNgRlAbgjkB3tv8BVcV5xPFp3GV5BSQXtH0xe7DD0wpARwE3DNZduzZN3/ZitKGluLGpnWvbty46ePvDh29OWUg/5gdBzOKXxifWfHWhyk1HQk1Xfk9y9KaR2S5DbyU4t6VLxy/ds8JMG1FzAiGAFy8dueDzdvq23pKa5pyS6paOns//GTL7fH7LjcyPWOwOh0owKFjJwuqavwj6FQ6N4DBf9IvSJeee+T8JReAxY05UWJ82tjY2fNXD++AaN5fvWjKtLyvDhwzoWBxYwiOGcymzTu+Xv7cC0vXbnjxtbfXPff66vWvbHj5nTUvvrn2tb9XdfaxFTqPoNDK5taLV6673djMjMmN4hcvX3n7vfeXrFyz4cVXX3zj7+te3Lj+pTefe/3vz772zujydcq4VLZE/fLb75vdMONyz7jcRgR9+Z13AyIZT3lTglgCz6AI30jmHGq4V0gUJZLFkiqFGv3QkmW3DUaLG3MDYSfwq1Mz/as26Aqqkyqai9sHNu3cZXC5TW7EjLmuTU+//PHn2W39Sc1DaZ1LkusGC1pH12/cdMdgwQAsNqsNwW5OW9a9/ammqDG1YX58VXdRx8jukxdsGIEBOBHXjMX8zZ79L779wbtbd37y3cHP9xw9cfnOtB1zA2AATtTtJgAFuHF/cueh4+W9Y/rK9syOJRk9q2JblyV0rY5tX5Hauy6uaSy+aSSpcSSxYSixaSSxZSy5fWl617L/D/gPEsQEC/U0npZc5P2YCu9oqVeUhBze0VIfusyHLvNlyH0ZMqpQTuEIqRzBH5d/KovM8FM+TJhUBbB+sYFh/4p/zzBmc9/wpMWOAWCYG8dcAKjZbLTZnQ70geU2ORAENdmcNoDjNycz6jqDZXFJVW1JFa09K54/f99owGAaBSvAZ3sPJ5Y3hWnTWanlkvxGdmJBmFT/4ruf2sgbIAeCABy/cDm7omF2EN2bLgoS6J6kMigsRdPwiiuTVjMGkzYHqR1yAdyZMZ67duPMtWvnrt2YtNnJgjlpO23FYdziGNnwcnZzrySrXFPamta+KLl5TFXaJctvLOwY/fCbAxMOwoTClA0hi20GB3r5xr3jZy4cPXXu1r0JUnFIALjciJuA+zMzK9ZuiOQJ/CPoNAZvTmDEnMAIsT7l2MWrCIAVxTEAk93V1NX7N0+/UK7sr15B0qScr/YfdwDYcUABXBiKAExYzGYH4sbBYndbHTiCg9kFdoDPd+2Jz8p70sunurnt9vgkEEBgAAA4EFa7zWi1ITi4cDA73FYXQbY2Xbpxr7lroLSm6ciZ88jDdqab06bKlo6nfGmhXHGYQO4byY6SaUO4Mt9IdrhQIdQlBDL5qQUlu4+etAM4MMzgsFsB3v9qV1pVa2xxXcvYyi8PHiHLhAjApMOxccv2zMZefW1PctvC1JaxhKru+sGlB09fJD2dUQAbDt8cOZdY0ZZc25fTNlLZO7b75AUXgM3tMtmspGuLGQM7gBVgBgPS88dBgBPHSYHmzSnDh9u/bl+0MqO+V1naktGxlOQ/tn2FqmFhXNvyuKaxuMbhxIbh5KbhlNaxlPbFye1Lk9sW/Wf5/01d7G/wH8jXkYPG05IbgQCOmsJSkt8/WvkfbgTUj/gPZPL///f/+ufxIL2TqaGyVAEsDQn/L/hX/QP//2NeQFV774TVjgIgiNNoNGAoguM4BuDEwGRHjTa3yY7anBiCoC4cjl2737dhY3RcjiyvJqmuR1NUv/ytT6YAxl0w7oIZgC17j6bVddETCsQFzYlNI7rSthBZQteSDdem7S4Ao9Ntx+H2tHnR+pfnhXOeojFpwhhvpvypYE6YJG7RC29eM9jMGDgAphzu+1a7lQDSNcQGD76ZcrhMKFhwOH/jzsff7BIlZQpT8+X51TFVPTF1Q5rqwdiG0azOpTltC9qXPrflh8P3rKgNwIKDmQATCi4AspkHA3A8cBN2YgCTRsvG9zdJNXHP+AbQGIJAtuhpavisgHB9ZuGZK3cdOEyYbQgGM1Zn58AoJZwRJdTOpkYpUgp3HDhFli1tLtTmctoJ3IZjpJOCCyFQAlAAs4swY/D5rj3q1IzH53q29g5MGEyIC5+ZMVlsVocbQXCCXCQRHJxuQDCwOQk3wJ0JY/f80b6RxdcnpqbszvsWmwPg2x9P8NSxT/oF0WVaKltMZUtDRZoomT6YLw8RKMKFirlBkSEc0aqXNzoApqz2W5MGG8DuM1dKu8eEyQUVPQu+PHDc4MKMiNtGwD2b/dVPtyXVdOqqe1I6l2R0r9RX9CaWt769ebvJ7kJQt82FzDixs3dmaodX6cs7NMUthe3DO348ZUJhymonJQAuACMGky6YcIMBBRP+wBrE8f9yd97RbdXZvs+7M3cKLXFc1GXL3eq9Hh31YjUXuXdbVu+yumUV27JlO7bTCAFCEmAgwISEmgQCJAFCKiQEkhB6CXUgdJLQ9P44jCfDHd4a7rpvvXmz1l5nWcfy0VpKPrt89/79fvn8Z99+f+adD+/es88/Ma8ecHWFJ2VDQbl1VGJNyl1TmuA8YEmJrGm1a7zeMaa2xuptcZ07rfdN6nxTOu/E/23+cUwZmgJC4R1FFmKoojKGtJKjxDFlZQwpliZGkYVIEoAgCqD4j2HykRQmhsL41+QfwJLEWJIYS5IuXTHkJfsHesayAtTwSPz9L775+of8t99/d+nby/l8/gdo48cf8hfz+Uv5/MUf8xe+vPzK6+88c+JMYOYGfqezQtqic6cN7pSwy5G7bed73+c/y+cv5POf5fMPHnmxL5rldzpFQ+Gm4GxrMKcc8DvG5g6cehUKwtBM3sEXXm2xBLiGHkmHTd7tZOl6cFx1o2Xkxj8/fPy1d6GnfXT5xy/z+a/y+fe+uvh5Pv9lPv9lPv9FPv/B5fzhc2/Nb76zyxVWdpkMFl/bSKYtktN6s0rHuM6X6xhd0+Qerx/w+SfWPHTwxOsff/3xdz+197/+MX8RGlX6If9tPv9tPv/ZxR/e/fiLG7ZuUza1F2FriirwaBKnjA4gybw/ICt1nUMnzr0Nzdt8n8+///EXDn8MhsNj6jiFOLKkaeCB/c9+nc9f/PGn4wMgpeC7fP6b7/JfX8p/n89fzuc/vZT/9Pv8zieekjW3Xw3HusNj5z/89IcffhqpXkqyLv+Yh0TByz/mL36X//py/t2Pv1p/y2137ty15ATf+/Lywi1/qmTwUURmFVtcUksvZ4qLahkIAqeGp8BQBCU1NDSJhayj9rpG3v/q20v5n7ZsO/vR5czN2/kt5mZ77L6nT3yR/0lAOf/lpQ33PKy1hqTmmNo3o3bnpMMpcZdz+sY73vzwwnf5/OV8/pt8/i8/5G9++Gmjb5xmGOgOTT585MUPL/20vOrzfP7zfP6TH/Mffpf/OJ//JJ9//1L+42/zb3zyzeGzr9+5e9/Ymk2dvqTaFFQMhw3ulGQoJLUkBMNxhTfXEFsrc0/pAjM674TGmVSaI0pzpN4xpvWM6/3TBn/2/zb/0H5ZMDwPSQJQZCHkBcoY0mqeupKjhOqCJRWglC5GM3gIMgNNppcS6f+t8z//h1CH5n9+ZkiC4K/Y/80wZOmSC0BTfiZsCpeXUzudoV1PHXvwsQMHjz774kvnXn3znVNnX3nq6MkDR1/Yf/TFvQdPbH/4icUNm73BuHHAzmk2ySxx4UC4ITBlDM8Ketz98blb9jz1yLMvPXzk1J7jp1f9aYfBEWW0mOltLqklOZjZYEquGYzmrt/24FMnXzrzxvlDJ0+ffvO9p0+9kly9yTw60xvJDY6u6ovOaM3hwWiu1RWPr77ljr2H973w+pHX3nvhvU9e//Sbd7/54bk33nvujfeOvnZ+97EX19/1oD21qtEyou5z9ofSHSOJFn+qJZRria5ujqwxjMzrfDljYFpniTTbwt7M/Po773vg4PEnX3jt0OnX3/rLVx9+8d37n11+9d0LZ9744MipV27b/nB0fI4skBfi8Cgiu5ItLa5lYxjiCr76j2g8S2ZYu+nOPfuOPHX01L4nj22/75HmThMMRyjGUeBVLI6qbXz1LQ8+fmj3E888vv/go08c2Hvw0BNHjj1x8NiefQefePLYU0dfPHD0hT0Hn9t75NT0xq0CQ+t1pdWGbtO2+x7Z99TxoydO7zt0dM+TTz928OiBoycOHH7u4PFTh547s//QicMnzj564Ni9u/Zl5tYvbLz1sSPP7376+GPHTt12/x7jsAtDZleyxTiGCEXh1/DVCApQVMOqFdRXsOVIIhcPKDFkNl2mveOhvSdfe+/oS+88ffrdPSfemrptt3wgpLPG1/9576Gz55999Z1jL7+159ipxPqtamtM6ZpQeGYFlimpfUrY43dPrHlw/+Hnzr565q33j7/8zoGz796860h7ZBWzxd4dnd1w375Hnzt36KU39584s//5lw6de+fYWxeefefzI29+9vgLb21/8uRN9+6du+XuwNSaDk9C0uPmtDnAoajePy3oC8gs8abQvNIzrfTNKANzQnOqIbRK6xmvd4yqzRH58IjKElc7UzrfVOPI9K/l///cBfyvBsGPpoAVbAWOKYPhecW1HARRgGPKIEUASQKQJABNASH+UXQunET/V+ZfWkaUY0lLBvH/kxdAU640EE0B/4AlVrDl6k4TS6pp6x8OJlLj03OJiRl9Wz+oaWPLm9jyJhJPUYZnVhBZJIFS1OMxxhYMwTn9yKzGM8nt9sgGAlrriLLHruyxtjrD9YNuhqGfZBiktrhE5kRrdKEnOq8fDppCGWc0nZied0XGgpmZwMT8cCTbHRhvciaMnkxncLo9kO2NzrR4x42eVHcka0nP2zPz9tRsYvWN67bdl9t0R3r9LYHcuu6RFNBmqlMYmQ0DWmvIYPHJ+qzCLpvMEtMFZnTBBZV3RuXMGkdmu0KzDZaoYdA3EEyZIulud6zPFw9PLqZXbUzObnDHsl2WgLK5r4oB/qEE97uSisIqWjlLVsqSFROBYoq4hCZfUcOpoksl2nZpvVGuNbK4Epmqkc6T1TFE6FpuFV1WyZSzpM1SXYdY1SRV6DiAmCNV8tVanlzDEdcDMj0gb+BKDRxFI0WiLWeLsHTBykpyNVMk07cLJHq2UMWV1ZMEIFuiAusbAIVOomlSGNr5Mp1U28IWa2gCRS0LrGIAZJGKqdDTZVqhoQ1D4RXX0OB4NjTcVYTn4rhKOBkoJnBxHDmKwsdSASSRDcczDf2cjHr8AAAgAElEQVT28OQa//ha29hqa2Zj68i8oDso7gu3+iZM4awjMeUam7YlphsdMflwzBBeLfevBj1rFYF1gt5ogz1uj086o2nP2KQplLKkF5t8k8BAVNAfEQ1Fjb5xW2reFBkPTC54JxZMsanOkfHeSK4/Pt8fm+2N5Fqcow2WcL0poBoOK2xJlWtKGVjUhdYAA1GVK9UcXVS4p5S+GZk3x+wJy+xppX1MbY9rrDGVNayyxJX2MY1n8r8R/38t/1DMx1BFFWxFGUMK6f81/HqI/JI67soq5ooK+ooKekElo7CaiaRx4CQ6ikTDEmj/mvyLl8L+z4L/FfH/J/iRVLCUJSusY5fgWcsKUBRQ0TrksI8kXLHxGpZ4eSnxD8jaggpaAY5agCNzlU2W6FRHZE5mT8ts443heUF/hN/r1zqSdco2Sn0HWd0q6rSIuu28DoewNyAcjGk8U+2Rhc7QrN4abXfHhYYOVWsfX93E17Zqe52d3rGuYLbVN9E+kuuIzHVE5pr92Y7gjNE72eBKasxhQbuZrG5l6bpk3VZJh4VnHOA29wMdFl6bhazvJ2j6yPp+jrGf1dTL7bCKTRG5IyO1ZuT2SZ1vVuscbx/JNTmS7Z6kKTYNtgwW1DALKukIAg+J55RUMworqIUV1JJqBryWBatjwQm8ap4KTgZW1HDQbNUKvOA3WBqSJoPXclA1LFQVpYrMuaoABSurQ1aSMXWskkpaJVOGqONeiyEuR9XAcARcLRVeWlNYVg2vIcOrSPByAqKCtBJdfQ28cgWOUFzDKKgiV/HkZXSgpIaGqWPBy8nISjKylrYcW1VcQUTUUFeW1pZUENF19JWltSsw1Ssw1bAqKp4rQ5M4BeVENJm7spJcUEFCEFhVHBmMwK4RKHEc6X/Aq+ok+hqh5o+lxEq+ooonhxHYdQIVHlBSJHqjJdRojqoGwirTqGxwVOucbPJOs5utmsERvcmv7LHLu+3CDqd8ONYQXOQOZ0TuBZlvERgcVVni2qGA2Dio7LGLu6xaW5zUaAFNY53JjcBAlNXq0DsSvFaTzhJqdo3WD4ckfT65KaI0x+WmiMYyqnckdPZRjX1M40ipPVmZe4pvnWQPpWT2tNSSEJkTrN6wyj/bEFvLHYiJzAnJcFxpjavtCbU9obKNKmwJlTOj9YzXKYwwyt/xDyf/T/KPo0tRRABBFEAbZyKIwlqhQdhsErWYBY2DLE0vWdZSBzZVC3TVAl0VoEHQBEUkJoLExBBpy37z/47/X7IrBb9/VPBDX9DfGgEICoCkAxgGWIRnIUhcSetA/0iy1RYmgHo0XVxM4MFJIIoqwbFVPF13gyWqNMdrdcM4RW+d3ozXmQmGYVqTjWwwMZqtvA63uD+oMMfVtpTGPdEYmGuNLrSHZ9uDUy3edIM9qhn0q3rcym6XqsdtdCS6g7k2/2SLL9ubWN09urrRl23yTertSY05rhgIgZ0udtMwwzDIb7XJ+rx6R6LeEtXZR4FuN6/Dwe10EXT9vC63qC8A9vp5XW5uh1tmihtHZjuiiy3BuQbPRJN7XN4fUJuCA/G5Bnu8HNDDyCCSBKBIAhRJgCYD6J/apULMFefDomgi6ExoaBF+SS0bQ+JjyQJUHRNRQ0fjGVgKp5TKLWcIkUR2KU2IpQKFFVQEnllBA+DVtHIqD1FDrWGBVXRBGYldSmSVVJJqWCCWwkOTWEgCC0VklpLYZWROKZGFxrMwZG4ZVYgisitZIgyFB8PTqrgiJImJoXKKasgrK8koEgfHEJXShCgSD03mY+lCLF2IpQuuMB6awStjClAUNo4FoihcNJWHJHNgBDZH39XmTvVG53WWMfVwXGtN6Z0TXeFVGktCNRRRm8LKwaBiYEQ5FJENheXDoxpXVuWdUXpySteEwp5SWRMq26janlA5kmpnRm5Liy1jEmtS7sionBm1M6NyJJuCOejoTpUjXe+eUDrScltS7czofVP1rnG5LSm3JRXOcZlzUmRNA8NjEmtSYk1KbSmpLSWypoXmpNAUB4ZiSse4wp6qd0+onBmpJaF2jTeG5xtHpknqzpVEHoouRjMkJSQBggoW1LJhJAGKJkLRRD+J85S/2S/5hX9oWCpYzVZgyUIkQYAkARVsVUE1T9njHx5b1+bNtvmnGh0ZxUBI1j2i7A8p+oJgp4vXaaM19TEbOkTGrmW//ReY//+Z/Srnh6QK4WQenMpHMYQwCg9GEdDqWxU9DkHzAIIqLiIIiokAmiFD0mRwiqQGbOS32iqlXddS1FeTlMWcxiJ2QyHLAOM1F7EbSrhNaLC9Wj1IM7oEvWGZOVnvnGzwTumcqUZvpjUw2R6c6hjJdYzkOoMzXaHZNt90V3hVq39abU3ITFGpeVQ0FBX2BhgNZrrORFL11Ug6qiTtZM0A2OWrt411RFa1hmb7k+vawnPtkVWt0VUKc1zjzqisSfnwqLA3yO/ySodiTf6p9vBcy0jOGJhudGVE3T69I9E+kuO0WJAszXW1PMQ/OiL6ynjy17Twp/fACbySOk5hFWNFJQVWx8LQ+FgqH0FiIggsBIldRgdwLDGazMdQwSqOooqjqGSJkAQWjg4g8Ezoh8JKcnE1tZTKx5C5KCIbTeJgyFwshYcmcZAEFo4hwdJEsDpOJVeGpQtXVlPK2aIKDoim8nAssJovq+LJsXQhgsjHUITlLBmWJkLThVi6EM0QYOkCNIMH8Y+l82BkZikDgJHZKAofRuLC8Fy2vrs9MN0ZWVQPJ2RDEUl/RNQ3orGlxf3BemtKY0+qrQnFcExlGa23jamtCZU1IbclZfY0ZHJHRumaULkn1Z6sxjet9mSVrgmFc3zpJnRfZk9LrEmVe1Ljm1a6JqA/VHuyCue43JGBHqJwjkusSaEpDpEvtaUgRyC2jInMCZE5IbWlxJYxmT0ttaWEprjckdH6cxp3pkbesgLPQTDESKakhCRA0kRFBB6SJrqS/ytdwK/iH0MFy+kSDAlAk4RIEljKVF1bwRV1eHrC89A2WW3BVUb/TEdw1UBi/VByfc/oamN4ptGfNnpH29wj/1FQ8u/AfzGJg6AJUAwhnAqUceU1oA7HVRbUcgtquXCKCMtSIKjSYiJYBRgEbXZC/SCM1wzjNaPBdhivGc43lkm7y6TdFYq+KtUAQW9htHoEvWHx0Kh4aBQcjEiHImp7otGXbQvPdUbne6ILffHVA4m1Lb5co2dK48gw2lyl0o5yZV+d3lyu7KtW9uPVA3j1QK2yj6gZ4nZ4VdakwZPVuSZkloTBk1U50hr3RFNoTmZJKOwZvTdX75yUmBLCgbDMnNT7powjs03+XEtwrtE7CfYGumLzzf4pnLgFzTUUkiUomuivq6T+CaMIS+kSJBVEEAUIClDGkOA4UjRVUFBLLcGzSoic4jrmylpWcS37ukr6dThqcS2ngi1Hk/nlTDGCwCmjgxSJHoreWCqAoQjQZP6SoUg8BJGPY8qQVHBlFRPHkeM48hXVNASFj6Lzi/AsDAMsY0ugXZKKCTwsTVzGlqPpYhRdjKaLUQwRmi5CMYRouhDFFCBpvCISE00XlpC5CAoAowhKiHxWw0CTO2vwTIM9YZkpLh8eEw9E9O4pjSOjcUzo3ZMGT7benq63p6FvWDQUlVqSUlsKYljhHF8ylXsSsiuphiCHSFa5J7X+nNqThdwB9Lal58gdGbFlDAIbeoPYMgZlE9DHiS1jwFBMaIoLTXH+QERiTSpdE1JzDAfol1cz0QwJmiEpJvJRdDGMDGBZMtRfXcDPHMGv5f8nX08TwSkiFEv5hwo2v83ZGpwxeLLQd6JxZBrc2ZbAbMtIzuCZaI/Pd8Zn+kenB0OJ3xUi/r/nH0HhFxJYMAoPwxKhGKJiEq+IwCsm8hFUMZwiQtGlGKa8hCSCkcUMTU+zO93gzgr7o4LeML8nRDO6WO0+mTmpso/XOydV9nGFNa12TOg801r3lMycBPoi/L4gOBSVWhIKa1ppSamsaY1jwuCZbh2ZN3imNa5pVqcfLe7CKQcoLZ5avZXbFRINxpW2jMo+rnFlDb4ZvTendkxoXFl+TwgciDFaPcwOn8KekVqSSse4zjdb755WWNMKa7reOWnwzTQEcnrfVHtkoT2yoLEnLdmb9K5MIV2F4jfAWSo0XYyhAZBBkKMofBSFv8Q89PInIwOFdRwYUYiiStB0MZIqhJH4RXhWQQ29RqjGcaSFdeyCGiaaLoaRBCuq2DCisIwth5MF5Sw5jMRHkgAcR46mgOVcBZoCIqlCFFmIoADQFUkC4GSgGC9A06SFtTwcR1Ej1CAoAIoGFOFZCAofSRUUE7jXVlALalgomghNkxYTASRNAqdLkDQJdC41nAEi6SCcASDpYBGFj2FJSqhCFF2MYEgRVDHXaFFbkpKBBL3ZCX2rwv6oyj4ut6RU9nGte6oxMKfxTMktGY1nSueZAYfiV5Ivd2SgsCwyJ5ZYlViT4PAoFLGVrgkIbLFlDIr5kEeQ2lJLf35lwBdbxqA/kViT0DOlthTkSiTWJDAUgwziX+EcFw2FsTzN8momhilFMyRFBB50FG8pW/4z/q9wBL+OfyRViKSDaIakhCpCspR/rOYKurxt4bmGQE7rzaqdGZUjrXZmtM602jYmH47pPZkGb7LNN9buDCy7asW/A//FJE4xiYNmghiWpJjEK6hlwynCUrYSw5RjWQoMU15MBOEUCccw0BmcbvRMKW0ZrXtK781B5BtDCy3hRWNoweCbge43B+cbA3NqxwQ4FKe1e5hdflZ3gNkRYLT7uV0hiSmpdmS7YtcbQ6uNoTV6/5zUnJHZJjTeWaUzq/PPNYdXt8XXt8bWGSNrGoMLOt+sypnV+WaBgbjEnGK0+4kGu7A/LhpMSExJuW1cZs0o7BNa70xjYK4xMKf35rTuKb17siO62OCd6oytlgyECqiKFRT5CpIIiv8/gx9F4S/dhF4iyTwEiYsg8ovxAjgJRFLEMJJgRTVjeRUdRuKWsSVIqqCEyLmukraimoGiibAMOZomxzLkGLqsiMDD0GUr6zjX4OjXVtJ/jyYV4rlwEginCBFk0d9fRddUMKoAHYYuQ1JBJFVYWMdGUPhFeBaczEPRABQNhJMFSCqIZchRdHkRQQiny2B0GZwugzEkcLoExhDB6SIYA0SxpMU0IZargDOlaLYCxVYhmQpBu8vgmZYOp6jNbnBgVDqcYrT7eb0RVueI2jWldEzq/XMa7ww4OCa1ZrSeWWgTvqX4DwVqkTkBhWWI2CV3sJTkS22ppTv13inoJsQ59CtweBTK7aHCAUoZltJ+KLmQ2dOQW4E+Tu7IqNyTkuEollu/spYNJT5FeC6GIUFQQTRDgqSJ/qGhaL8CfhQNRNHFSKYExVEU0UQwjvIqAiAcCLaNLmg8k0pXRulIq13jWt+E3jdp8Gcb/ZN6T8bgHG22R5qGncv+8+p/B/6RdKCEzIVT+Vi2FE4Fiol8DFOKokuRNAmWpcCyFMVEsIggJMnbNOYor93L7wlp3VMt4UW9N2fwzRhDC3pvTuPKKqxpKO2XmZMSU4LfE6K1uslGN73dz+oKsruCnO6QaDChdc+0h9c2eldpXNNad647daN9flvv+CbDyHxDcKEhuKALzNS7p2XWFDAQF5lGm8OrLblb22PrGwNzpuzWlvAi2BuTD4+J+0eBnpCgNwz0ReSWVIN/ti083xyY0bsnda4JYY+/2T/V4JkQ9Y1IegOMhuFimvK6OgBJBf8uwlP4SDIPSeZd6QugO0gyD0HkV/PUGKqkpI6PIApK6WIsXQgjsFdWU64uxaOpAqbaSJM3wwn8FRV0GF6wsoYLJ4FFeC6KKikm8Cp5Gn5jXx3YgKaLi/GCEiIfTgLhZAC6IsgiFFVSUM0hiJtK6TIEUYAiAwVVVCSZV8YUFlSRi+voSDIPSxOhKSCMJEBSxKVsNYwmLaFJYTRpCV0Mo4mhM+pL6EKIfwxHDvGPZCmRTIWgzdkRXmjyz4r6o2pbRu2YkJgSbdE1/ZmbuhLXy6wphX1C48mBQwnRcFLrnZHZxoWmOMThlULdklNYMoVzvN47pfXnoNpebBkDh0dl9nS9dwpSAaAaAUrsIf4hfwHxD6UVS2qi0jUBeQrog6A0QeObVtgSWG59YR2njC1H0UTQXv0IKoiggkvAQxv1Qvbf4x/FkkL8I7ia6yhi4UCwKTwjMsWAgbCgPwSawqKhMDgYkpqjGmdS60hqzGHdkE/Xa172H/9y83+/mn8YiVvKkSBogmISB8OSoJniEpIAw5QiqGIYGUTSJGiGrJgIFuKBOnGztNfHMjo5nQG1Y6JpZJXGldV5pqFQX++clJmTUGkA9EUEvWFWu49idPL6oqLhpNIxrnZMqOzjGsdEo3euI7xabRlXDiflQwlb7tbFnYe9a+6RmZNq16TWO610pCWmBKfLRzRYeT0B9+Jddxx8dWTd9tD129c/cHx8656eyNq2wKzeNqEYjPHavbxOn3Qw3OidbA3ONHon9a603pXW2caG09cPjC0yGoc6g9OB+a14RUcxRYwg8pFELorE+5khCBwEgQP9Ck3mQ0snsVQASwVXlFPheK6yYzgwudqdmmGpmpYVwBEEVpPJfdP2Xas238NUNl9XRsaQQQSeX1LDgeG5SBIAJ/BabZGNf37EN7EWL9QWVrNK6jhwAtSphXawBqHx8jKGpKSWLWrq9aZnnYlJe3zcm861mN0MuQ5exyiupsLxbFgdB0UEKjlKBFUMo4kRVDGMBiKoIIwuRNCEMLoAQRMWknlopriYAiBpIhhNDCODnKahRlfGGJiGRD7lcKLZl5u68/G7Dr8R3bhTaU8JesP1zkm5JSW3pfXenMyaAodHl+zKtB/i9me6IHQT0vygjF3rz0GKIBTwoToCUvWgkA75iyUJYKn+h9IE6Pkic0LuyGh80ypHEsNRF9WwcUwZiiwsIfIreCo0QwKnCK/EHk4XwRgiKBX6tfzDKUIEQ4xiyYtpIgxft5ws5na4oQk3fu8It9vL7fayWh10o4Xb6ZINhVWmqGowoOv36LuHl/2v///5Lyawy/lyNBMsJLDQTDGGJSkm8uEUIYYph5HBEpIQThEVEYQlJBFF2aExR4XdI/yekMyclFtSQF9EOjymcWXllhQU/yWmhHR4TGnLQLQrrGmNZ6o5vNCVuL4rvsbon9HaMxpLUmtNGd1Tza6s3ppMbNzxwHPnJ27bLRuKaBwpvXtc40ipbWPigRCj2aoYji3c++QrF/OhNdviG7Zv2vVsdssuo3NCPRCVdPp5zTag3cVvc0p7fQ2OsVbfRKMzabDHm1xjI/ObZ25/KLlxG7/FFF3ccte+E8KWYSQVhBP+hvqVjqC4hlFSy4Tj2UgiF03ml9KEZXSwnC6CVdGXY/AsmWHjnfd/ns9/dCk/ue6mMgq7uJLgTWbfvHDx+MvvKIx9V8ErSkl8LJEHq2GiibziKvrKcoo/s3D63S823PkghsSHZg0QdWwknoPEc1AELpYswNHACoa4oJxYiCOOzqz94Osfvsjnz39+8fznF4+deTU8MVPDBIpwdaUkNo7CR+I5SCIXTYE2dIRWcAiQNB5kMDJ7ZR0Nqh1KiLxiArcIz2Vre8RdTp01Kuny8FqsdP2Axhzd+ODh4x/8sObeJ7WOJLvVoXWk9K6M3j3e6MtKzTG57e9y/qV0QO3JQqU+lBpA9bzInICyeijgqz1Z/chsvXcKEvMk1iTUIFC5J5e0wCv5v1IFFAxGgaHYkv4vtaXqvVMqRxLNVq2sYpbSJVBHthrQYFmyK/mHyP/v8Y+hgsUEHoIKohkyGE1aytcvJ4hpjWZeh5vWZKM0WKgNw7RGM0U7QFT3cow2xWDYYE822eJt1kjrkHPZb/718v9f5Rcg/R9G4cGpfDiVD6cCCJoQyq8QVDGaIYNTRKVs5co6QUEtX9Lh6AxOS/oj4qFRuSVV75ysd04qrGmZOQkpAlr3VL1zUmnLKKxplX0cKg2a/Lmh8RtagzOt/umOwExHYMY9tSk0d5tnYmNfcMYUW5i4ccfULTtNYwut3vTA6Kr++NzIwpbkjfcEF7c2u8YErZZb9x5/7t2LgZmbDeZIav22RnNU1mq3xuZ94xvc49cbHQmOoa/NPRacu3nixm3RhU1N1lC7e/Thw2deufD9zidPOsbmmi3+Xn+ilq/EUASVbGmr1d845BI1dVeyxXA8EzB0SFv6eNpWba9V3jbAUDQgiewV5UQMhYcksGA4wu+uQ1i80fc+vfT1j/lPvvnhqePPgyodorymtc/05oefPXf2daGyAVZWp2nuDadnI5PznRZvHVt0Faysud+2buvd/a4QkSftdYy4YuOqlt5OizcyOd/UZyUL5MgaajVDgCOzMTXUycXrL+Xz+w89Gx/PPvHMkc++vnzk+Rc1Te3YGqKxb9gZTvS7gpKGjkqWaHkpUaBr63FH7PHxToefKJQLG4yWaKLF4mgctNlimR53RN7aj8Rz+LqOyOzG7M13zWz6s2t8dX2/m63vnt6845bdz0TWbJX1umzj60Krb53YvDN983Zn7ialOaZyZpa0ekiNu5J/KEpDzbl675TUluIPRJaEQChpV3uyUC4A9QjrvVOQKLCU+V/pX5ayDOgHwWCU0xuUWJP6kVmNbxocDKFYymICD6r/S1myKkCDoovLeaqfwV/CFJUwRTCGCMMQo8hAOUtWyVFAm4LgmNL/A/91gLawmlPN1WHoCjRdVSftgNHUWG4DTtBMUPRQ6gdqpZ1VYAtR0c3RD3GbzOrBSJMtLm4alDd1Lfvddf+2/KMZMixLgaCKIf6LiaCy19sXW6UcTkiHx2TmpMKalltSElMCKvjVjgnIlLYMFP/13lxLcK41ONMXXzR6J1u8k6bE2rV3PX7k9S8Pv3zhnsdOjl9/5+rbH/rT7sN/fuLEY6fe3Ljjsfp+9/Tm7bc/evjep1/ce+rNG3fsa7KGNtz96KPPvjq2+tbg9Ib7nz4dzF4fzN6w9/ir+0+8vW3PYU9mdbc/teq2+7Y9evi+p55/7MRr19+1K5hbt+fomY9/zB9//aP5LXdff+d9m+7dDejbeZqWDdvuv+2hJ27Z+cjdew8GJheqOJIeT3TP0Rfv3ntw0449O/YfXXfHTsDQsRxHQBBYFTQ+uopcVkPZ8cDezy/9uGbDpp27H73w5UVXMILGVbmCkb989s2ux5/igyptc9f6jbfveHjf8dOvP3f29YUbthKYAk8k/dp7n9yxY3fHoO2eBx/76MtvT557+8ipc+9/dvnJY6fc4RSivA5VTURX4THVhNGJqQtfXnzm6LPRRGrN2g0ffnTh7nvv0xqMgcjo8RfOPf/yGweOPr/7ycOa9gGFsWfrvbuOvfzW8XNv7Hh8v8kf7LTbz5x//9jLrz1x/MQbF748//nlm+9+gAaqZE09O/YdOXzunZf/8vWTL7w2feMdbbbgtr3PnP7LN2u2PeSeWH3wlQ/Pf5c/9eHF2x8/7p+7SWONqRxpqS0FDo/y+sPsnhFWdwAy/kAEGIpBAR+iWu7IQB07KM9favtDYj5U/1/ZQYTuLDUCIKlvySB9ERL/Zfa0LjAjd2TYne5CElhYx8FxFNAhnGUcRUEte2Ud50r+Ifgh/pFUIZIkqGDLq3kqqLdXxpAgSYJf4F9UxVYjCcJyhgpNliPJymrAWMFrwrINaLqmlNNQxjYgKEoYSV7G0hCERqKkjSDp4Oj6qeJGQNm47LfX/tvyj2HKyzgqSAIsxANwiqR+IDAwulBvTUmHx8RDoxD5wv4oOBCTDo/JLSmFNQ3BD7UD9d5cc2CmK7bQEZxpdo8brKMdnoltjz1/IZ8/9uqF7Ia75jfveP3T/Mm3P9ty/76zH1588b2vRqbWZzfeec/jxx44+OK7l/JnPrxkT8xuvf/AC+9+Ob7u9vkt977+af62Bw5s233oo2/zx899dMO2XY0mv9ES3Hz/vgeePvnA0yff+jK/7/nXHImprffvffHdTx86eCI+t+6hJ48dOv16Y581Nrv2/Nc/rLrljsFA/MCpl4++8k6H3e8fn72Qz2+9/xFvOnfg1MvPvfF+m9ULq6XC62gVND6iDK+ob37x7Juvv/Ohsa13ZmHt9/n85tvvrKojDlkd737wyf6DR3iAjC9SjCanV6+/ZdejT138Mf/iK++IVfrwWPZyPn/P/Y8o9ca779tzOZ9/4uCzixs2nTr31mcXf7hj+0MsQIqpJpQTqLhaciw5/s3lH7/+5tsjh5/9+OMLH3zwUTyeMFscr7/97pvvfhhMpNbctOXTb/Ob77rfFho7fOqVT77N733maCQ7JdU3hCcnoUOQtz3w0NYd93/xQ/6Nj79q7DKxZdob/rT9vscPvvLB5x9fzu96+lnzSOLPjz3zWT5/+8MHrKNTh1/58JXPf9x1/NzsrTt7g+OqoRGlfQwa1OH1hzm9QQh+yBHw+sPg8ChUyUMVPhTAoQIeKgog1JeEQyjJv1JKvPLllY4Aiv9QUgCJi8BQjNhgurqas7KOg+Mqi4n8IgIPw5EXkQUlVOF/Tf6h/B9OFiCI/EqOog7QQNsBl9LFcALvl/jHkMUVTDWKIEUSpSiSopLbyKofqhIYS/AyOFmJICmK6ySwOgmaLMfR1KU0FYKkKOdoyulSKl++7H9d9W/LP5ImKWUrIf6LCEIEVarq83UGpxWmUXAgBvRFRINxyAVITAlI8Ie8ABT8Na6s3ptr9E13xRbaAtOdwZlGe0ozENl0/zNnPvh+1S07Ox2J5MLmDy7lT7xxYcOdD598+8Kzb/wltWbLtkcO3f/U84tb7zt1/ot3v8l7M4ubdzxx+t2vJtbdPnPz3Wffv7iw+d7U4pbdh87sPnT2kaMvW2I51/jiriNnt+97duOfH3n7m/zz7342FM4s3nrv4yfOrfvTDkO//dYHHjv00tstZu+fH3vmlY+/Euhalv32moUt2z78NgT6UCIAACAASURBVJ+Yv94Wyxx5+e3BQPwaTNXcpj8dPvdWq8WDIjLhdbRSEnsFDJdbdf1Xl/JfXPzh/l2PHTp+8vKP+ePPn+7sG+oZNJ9++c2DR0+KZLqOHvOd9zx8y633rLth61ff5T/+7LK0vsHpjX71Xf6eHbubO/sfefyZC19/FxubwlYRJnNr3vnoswd372cKZEWYyioyowJPzUzNfp/Pnz7z8pbNt3/y8efnzr46OGB2uvyXv89/dTm/6fa79z597KOvv3vq2TNifWsyt+apk2fOvv3e/udO2EZCtnD4zFvvPHnyeZZYisaTdj95+P2vvneFU/32wENPHNr2wJ6DJ176Mp9/9uW3+z2hdX/a/t7l/J17ntQPOu567NCRNz569p3Pnnz5veT6W2X9bpklDjEJSYBQi35Jn4MMGIoJBqMQ+UsJPFTGQ7nAkvh/ZYUPJQhXan5L/UVweBR6J+RQoHdy+0J4/WCZUF8jMVA17SVU4dVVdARDjGCIy4H6X+IfQQGQJEElR1HDV0PjPaV0MYLI/yX+4XUCvKABXitCEqVYqpogatf2Rxn1gzCSAkVRY2j1ZUxdFUdfxdKV0RQoohhNVZfRlWUksIrCW7bsX0//+5/iv4QkxLIUSJoEw5QX4gEEVSrrcjU6k2BPkNcd5PeEJKYEFOqh65IjUNoy9c5JrXtK55nWeaYbfdONnqnOyGL7yEyLa/K2PSde/CCfveFeQ/9Ies3tb36ef/7tL+565Miuw2duvnfv6MKmsx9cOvTSBxPr73zixBsfXM4nF7ds3nng6dPvJua3rL3joVc/yeduvLvXk57eeNdDB89+9EP+pp37b3no6dMff3//4TNzt+588aNLx9/+bDg+vXjbfac/+Obhw2d6/Ykt9z/+zEvn9f3OxVvvPfXOJ87EJFvVsP3xg69d+CYwMedJTT//9kcjk6uKqkhzm/506KU3W8xuWC21oByPqKHW0oFnT795MZ8/+NzZh584tPfpY+fe/vBSPp9bs8EbHTv39of7Dp/QGHu23v3ApXx+z/5jt9y582I+//mlfENH/0h88lI+f9/uA93Dzv2Hnv/y+3wgNnFtCSYxMf/l9/nHn34Oh2egaqmVNF5xae3Y1PylfH5h3Y1UKvfmTbf++EP+5k23ekZiz7748sV8fu8zx2++676ZG7bmNmwpJbEVzd3DI/FtDz36RT5/z569oWz2nc+/2vH4/jIyrY4rfPr5c29euJicW3/P7v2f/ZB/6uRLT544+8m3+edeOd/jGFl9658/z+d3Hzmt7DKH5jbO3rbjkZOvv3E5f9sjh9oDE6Kh8JUtwCvn/KCIDTHPH4gIBqNLQztCU3zJU0CV/5LOt9Q7hDoFv8Q/5BqWHiWxJnn9YWqrTTrk11gCenuoRtZwHZ5dSBEUkHhorvxn+v9S/w9NF6HIQAVbXslRIEkCKP9H/+J6IREML8ADjXC8GEmRV/AaOY2W7pE5eU+wjNuIZeowDE0ZU1fB1VewtKU0BZosLWVosVQ5jizCEVj//vwjqGIUXVqIB1B0uaLHY7AnxH1hXndQ0BuWW1LQtA+k/MnMScigOTyIf617SmWf1Lpzjb4Zo3+uO7Rw84PHjr11eeP2pxsGI9HZzU+cPH/0tQv7Xzi/48DJqRvvym7c9uTp946+8ummew/sO3n+7AffJxZu23zf0/uef9c3vmH93Y+d/uiHG7bvS63ftvnBZx57/vyJ9y6FF2/Pbn3wyPmvH3nx3c17jhw9//X9x14eiM/4cxufe/fr5z/4Jrvpni0PP7Xr+MuCpn55u/mhZ04+euyF+w4cOfrKO7fs2AU2tNtimRfOfzw0MkoUKha2bHv8uTPdriCslno1urKgtFbXYXnxzQuHXnij0+wncCWgtmX+ptve/vTijXfuCKSmD7342oP7jyib+zLzN55+69O9h17YsefJdz65eOrV95q6zb745Nsff7Pl7gfrjb137Hzk7Ft/cUcy8HKiLz75+gdf7D5wrJLGL6MJsBTetajK+OTCF9/lc4s3llWSIvGJ9z/6ct9Tx02OYG7NTW9//M2xc2/fs/fgQ8+cFBo6hIaOPz/y9MEzrx8++/qp8x/M3rjZPpo6ff7DO3bv5Sj1QkPr/fsOH3v1vXhu3Y3bHnj5g8+fOnVu/3Nnz73/2b5nzwz4Rzfc9cBHP+YXbt05GJl88OhLh9668NrF/Lmv8zN/eljc6wUHI0tIL838QJQCQzGxZQxS8kTmBKQIQBU7pNgvifyQ1LeUCFypBfxS/r9UUCx9KDg8CgwGlZaQ1h5s9o0yG3tQHBmCJVlB5CJYkl/if0n/q2DL/wn9T4Qgi3DsejhZhqDIq0WtysHwUGJdk3uCUj9QCbYiGfUlFAWMJIWRpAiyBENXIClyOB6spEkrSJzf/G75vy3/CKoYx1UjqGIEVVyIB8o49frhcHsgq7GlJaaEaDCusKZ1nmloPlfnmYa6fZAKoHZMQE5B48mpndONodVaz6zBt6o9tGZk4e7V9xwcu36nKbam1Z6xxNeuunXX9gMv3rPv5PgNd5nj81Mbd9yx+9l1d+y9afuTt+w82OmZiC/+ae7WXf2h2UDulvnb9zgzG2Jr77zhvqfvOnB6/c4n1cMxY2Bq3c6nb9p1bP19B+988uzUrQ8NjC4Y7Inc7btueuhgcuPdkTW3RdbcVsbXIqhgq3VkYv2m8XU3h6YWJM1dK3B1osaO8PQiXiDDkNlNQ47Q1IK6cxCBp6+sIKysIMmbBmc2bItMrqcK9b8pwP6hpELZ0h+bXhscnzf0WCPZta74NAXQ8VXtvrGF2+/bP3P97Ys3b0vN3cAQacW6jtz6ra7opNTQNTq9bs0td+s6hrF4tryxJ5SZ98SncBRgZRWjqIYFq2N128Nbt++xj6TK8SyeSJudu2H++q00gQpeSbWGxtfcvjN3892W2LS8bZgmawhl167afNfE+s2eTA7Qt2p6TdGZ1eZospIlRBLZ7bZAZt0WZZtJ3Ng7v/mu2x967I5d+2976Ikb7n6w159Ir7t10wP7vFPre8ITN9y/f/X2R3N3POxf2NzkSSuGoxLz6M/EOSiB5/QGae0eVndAakupPdmlzB8qB0TmBDQRAFENTfheOTW0VPz/kv4HDo9C5C+9R2ZPq91pToeVYezjdQ7XKpvQfAVGoCyiAj+L/z+b/4PifxVXCa3gKmNIoKPB/lH/X4RlqYpIEjhDWUSRVkvbGzwTXbGFttCstC/IarLiFV2VopZSrg5OUyBpMixLhaTIS2qBaoYcR2D95x8Kli377R9xxJ/4R9F/zj+cDCBJAEQg/P8x/1eu/P3bWmA4WQCjCOBUAEEBoDMCoPMCsUxpJU8DTQEV4oEqwNDqSg4mFluDM1rnuMKcUFjTUPyHTOeaqLenlZYxpWWs3p7WuSAXkNN6ZnvTm4zhtW3R9V2x65t9sx0jCy2e6RbXlKo/YnROmBJr232Tbd6J/uiqZmdKOxgdCC80mMcazAnz6FrVQLgvMt/kSOttY82uic6RWUnviN6eMjjG20fmgK6A1p7hd3kN7nG1NaG2jRlHcrKhiNaRNLgzauuo3pHojs7K+wNUbd9VVVwMR/1HNL5OoEAS2bA6RnENrbCKUsuXYyg8IqgupQkKKkhldKCcCZbU0svoAI4hquGqq9jKa7Hk4iomliwsqWaUUYU1HPnKcgqijl3BkK4sp6OJQClV+jtYXTlDUYCjXo2qrWYrSilAcRWzlAIUVtBLqhkl1SwUgXsVsq6UAlSzFSXVDBxNXFLLrmDLsUwJiiQoqWYha1mVVLCCIkBV0ZCV1FqmGEvkoQjcqzGEohoWU9OOooEIIv+aUlI1TwWJW2VM0W/hFcU1tFq+HE3mFlSQSmnCSraUINT+DlZTXM2mK1oGRjK9vqSyx97iiCp7nT0jE+qhEa0lQlJ3q80RtTliDEyB/QGG0SY2xa6I1WmVM6NyZtSucZV7ktUdqGuwVBuszJ7QT1KfPaP1TkPLAaBWP9T5g15CRQSUO0DAQ4T/Uv+P1x8WDEbFljGFMw0tIlY5Mw2BLL/LXqNqrpY3lDBFK6kCGEu8nMCBM8X/MPgjaSIYGSghCcq5ympAA50ahGGIS4g8aNrnp5m/vxqSJirja6+u5iHY6hUkUYW0zTiSaw5Mt4ZWGTxZhTkh6hsBun3MRkuVpA3D1aI5GjRLW4QXlTMU8Erqsv+4atmyP1xdRqFjKWwEkYFhAiVkbjEFKKGDxRTIABgZgFEEcPJP/P91/OufNWix+j9v1RxVKVUMGZR94OjSKrYSRRaV1HGLa3kEUF/FrUcQhZUcNYIovK6CCZ12XlBJr2DLK9jylVWMOkBTwZZXsBXXVTBLCEApW02Uteot8VbfhM4aB7u8DZ4JvXtSbkk1BuZ1nmmNI2Nwj8sHQkZPptU/ZXCkmv1TbeHFrsQNevdUa2hB65xUWlJG/1yzL6cyj2ksSUlvqMmdBTp8KlOsN7aosSRUplhbINcdWwP2hXSOcWNgGuwNGL3Z4fQGWX9Iax3T2NKNnpzBM62xZ7XuGYkphdfZtM5J5XBCYU4YPNnm0FxDYErrGdd6xptDOZVjTONMNnjGdfZRgrLz2mo+nC4rZSuvLqcWE/kFtewaUFdM5C+vZiKoIJwMlLHlBTVMGIlfxpYVE7gwEh9JFULLhP+Aqru2lEAQ1lewRNdia4uqKFiy4I+I6uIaVjlDBqvlw+qEaLK0oIKDIgKwOs51pRQcQ4Ihg9eWkjBksIwuLq5mQ/86WCp4LZZcWMUopYoRBF5RNbOKI8NQBMU1DCxZgMRziqvoZVQhlixYWUlFk/kIEre4jommCxEU/vIqKpYpgpH4KJoITgKRFCmKKoOTxHWAFkMFr8UR8WB9US1jRQUNSQJqeXpYnUjQZOuPLjTYkqqhiNoUlfaN6O0pfqcH6PbV29OC7gCzxSm3jgkHwsw2r9o1KTAlyO3ueu8kaAqDg8GWyKzcOqqwp8SWMVKrB6MawLe4m+PrJOYxjXtCah6ltjgUznRDaFbhTDM6PSr3uMgc5/UHJdYEpzegH8lJbWP8gRDJaFM400pXht8XVtgzjeF5Zpdf6c1yBsKkNpfUmeGbIkpXRuFM8/r8nC6PdCiiGI4C3W75oFdt8bOaelEcGZwphq4IluRnyt9f10GIrq7lVkqaSgX1FSJ9tVhfQhXCKIIiIhdFA5B0AEUDkXTwysFhGEMCo8sQbGUJQ8FqsbUEZ+rtP61h07iyOud0gzfX5J1pcE+rLUnZYIykt9QpusnyTr6ua9l/XL1s2R+uLiXTIP6xdEEJmVtEFhTThEVUsIgKFlGBYgoAowhglCX+fwX8/w3+YbXckhoOkiCAlkOjScKSGt4KHKO4llcr0BXVcJeXM1BEEE0RlzMUCKKwhAAgyKJylrKSoyxnyLBUEEMRYqkgksi/ppRMEDcxNF3/iSYjGar2wLTRMyHr88v7Ax2RVQZPVumY7E7d2BZdo3WON3smjJ7MQHyuKzTV7B43BqYNnmmZOdkcmFFbkirzWL01JR2IAl0BQaef3+HT2NIK06ioN9QSmO2OrTH6Z9qCq+TDo+KhUYU9pfdN6d3jattYg2eiyZdVmuP8NhfYE1TbMir7pHgoKbOMG8Pr+9KbhD1RvTPbHlloCc4Z/NOGQK4xlGsITovNEY073RLK9YwudkVmeC1WOE2xkiC6upwJp4iqhfo/llEL8fxCPB9Jk5SQhAW13OXVbDRDgqKLV9ZxoEVmSJro9xh8GVtWzpYgybxyJlhKE6BJHLxAAY3uoQh8HF1awVSiSBI0Wbqyhn8VhoyhisoYcjiBjyAKq3nqOkAPw/OospbiWs7ycgaOKasD9JUcZRlDXkqXFFYxUCQejiHCUgE0mY8kcguraAVVVCxdWA2oytiSYgIbQeEjKPxiAhtNF0LD2ii6GEWXY5n1KJqysFZYQgBQZABGYOPB+sIaejlLVs6SY8jS4hoRQdbdEVzV5M5qLEmFaVTYPdLgzbUE59WOCaiDo7CmhYMxYCCqdk01hhblriy7P6R0JiXDEbDfp7RGwf6AzBLnD0S4AzH2QIw7NKr1zTLa3UrLqGQopA9kmZ0uaqtNYomBprDKlQJNYZ1/Um5PyO0JlSsFDAaN0TmlM6l0JkWmmCEwy+4KSKxJZpdf7Z/WBmeF1rE6o53Z6+cMBMWWmMw2qjDH620JyUCQZhig6rq4LQN4ZTOMIUKwJCiODMYQwZni/8o/jCEqYUh+X8OGcevpDf2SPlcZoPldORlJB4uIXCQdQNIBJB1E0sG/GxlmSotpoiKaZDlZTG8yG0dyUA9bZs3IrBmlbVLrnmkZWeyMru+Mrm+NrG0OLurdkwZ7stkcXHZV4bJlv78KS6JiyCw4gY6h8UuInGIiv5gCLMV/iH84WfDXJSW/jn9om5p/3pAEAZIgKKnhlNRw0CQhji7FUkQIPH9lBaOGqy6uZiMJglquuqCcXoCjlTNkdFXH8mr271BEFE0Ew/NWVNDRFLCgkkGWNBZWs+AkEE6R/AZNrZW1tfmnJL0BjWW02TMxmNmodU9JLOnO5Ma2+FqdNyvs8elto33RmaGxhc7gTJMv2xVfMzy1xeDJAj0j4oGI2pYS9gYF3QG1LaV1jjcHZqRDMYU50RFdVFmTaltqMLNRbUuJhqINgZzGkVFZE83+KWnfCKm+j9ti57XYWU0WjtEu7B6RDY7Kh8cUw2mlOaO2pCX9EZU12R5ZaArmxKaI1Bpvia2SW+M677jWNWYMTDa6UyR1dzFZurJOUM5RY5lSHEexvIqBYUjgZADHUcDJAFXZcjWOguMo0HTxdZV0HEeBoongZKCgkl5KF0Pr+UtqaLBaOobArqAB16KqiUB9USVtOY6CIYNYmrSGr11ZxYaTxIW1PDRNjiCLkBQpgixaXsmBEYUIsqSUqUBRZSuq2L9HU36LwF+DYyJJIJYmQhD5WJoISRJAJ9tWsOVlbFkJkYdlSn6PwV9TSSUrm2vFuoI61tUVpGsqCNdWEgvr2Gi6GENXoKgyNEWMJEGLF3nVPPEfUOVwPHtlJb2ogl3J1lUIjHp7RmNJKofiyuEEu8XF6/TJTHGlZYzaaJWYEo2BOVann9rikpjH+H1hkTnB6Q0I+vySoRGw285s6qc29nM7XeRmG77RSjI6SEYHvy9IabbU2xLcdju/28Nos4ODQXAwSGk2K+0JsSmstCdYHU6VY0xpT3C63M2hnNQcrXelmkMzhkCO3OzQ+KYFg1FKh4fe7Ze6xjmDEYkjyez18/qDMtuo1ByTDIaZLfZSsBHOlFaCWqjtj2RK0GwZjAb+Q/EPCuZXE/jLqRKw29mfmCWq235fQSnjygsJHBRDiGIIUQwRiiGCmohwphjOFCNYskKKcAVJeA1BSG8ytwRnoJFWaH2kyp6td043eueMgYXW4GpjaHVH/PqO6GJPZFW3Z2zZNcXLlv3uj6UkaimZBa+jYal8+H/hH0YG4OS/8Q9tJ/rP26/lH0UEyhkyDBmE1XKh/B9JEJTRJFejiaUUEEMCqtmKWpYCjedU0kXldEkJAagCdFV8LYomWlnFxNLELHV7rUDze2Qdo74dTgJ/gyGjWfXspuGu8Jx3bmuLL9vgmWiJzINDcXp7ALSklI7xtthiYM0d/fE5Wa9Hb422+iZUpqjalmry5xq8U8aRXGtotj2yqjO20B5Z1RKc6YjOG0dy7ZFVA+nrXatubQvPaZ3pwcyGrviiwTPR5J+qtydVlrjWmpD1+RscY8GFLe7pje6pm/piqxocqUbXeKt/usmdVZnHumNrDO7xettYk3+qLTzXEMjqfRONI1Mq26gxmG0LTQ+MzTc4xsoEumKytArQlTEkRdV0LBUoZ4qrOIoyujixsOmZcx94x9dA+8AXE3gomqiUJfs9hkCWNzcNj5SzZMtxFDSZX04XVTDBSroQVcfEc2UkgbKonFTDkdfx1IWVzBquGkOV1AoNKKoMx67H0BUYugJGFF1dxqgWGGBE0e/RFDRNbhldmNv6oNE2iqbJK3kaLE2MIPJL6jiQEIgiA3CyoLCOjWGIqwRqHE9RJayH/gdj2VKKqqlOrKwVKSp4chxHXlDDKqrhcrVd9b22GoH8P+GlVVwQaGjV9dlqOPKiSiaaJKoWteosY82uCZ0t2eDMSAfDYG9AZRnVuzKcdpegOyA2xRhtLkabSzQUBYeiSmdSaU+A/T6lya8yeYGOYfmgV+cabQnlZLZRqSXB7QkA/SOK4XBgcUvf6MxgcsExe6M5ux7ocepco9uPv7Jh18Emf1ppCWkcsXp7FOhxqm0RnWt0/t7H7j/1Tuq2XcBAWDwcB4YickeKb4rwTf+btveMbqta1LV97z5nNzZsekhx3HtTlyVbvffeu9WrLctdtmVbcpd77zVu6dXpIZBGCSRAKgQSSAIpJCQkEKruD3FyOIT93c03xh3jGc9Ya645p2wvvdIqXnOWZkkdKFMFQOZEaIqYBQ2sggBWX5rG0L4EoT6Tmr0KgnsZgHouLXslGLsain/8zz+/m/8XIYRVOUy0wm7y91ANhatg+LUw/EsZiH+V/1Uw4osA9PNZmGezcNkSu6y8PXwzm+pooNjrKdZ6irWeZglQzX6KqY5oqiWaamnWGr6zTmQpjfjrcxER//m3qAxAdAZ0VfIv+X85HbkiM3dFJnpFJnpFZu4rmbmvZOasysgJP2fy/zr/z8QAosHEeDg5GoyPzES/EA9ZmZINwvOcVcFssuDF2KzoTMSKuKxnViWuTYX9Y1XSyvScFZnoF5IR/0wARwIwa4GYp9am/z0yDUIRlbWP4sTm59KQ8WgOmK3ju/widwNW40mhqdPYhnSuJYVtTWCZoDK3qXns0veh1z++W9o+KiuoVpbU853V3Hw/xVQhKmoyBgb57nqctkjoaZSUtFDNXpqlkmn3qSo7ycZyvK6YavaiVW6q2SssbqLZquj2al5BgG4up+qLKnpn9p25evFe6MP7oS9CoVfPfe5uGiQpXTi5i5ZXwrZWU/JKhQX14sJGptXLcVQrKoKSkiaCoZhqLmfbvXRzKVpuSSGKnk6C/S0aFA0jRgNQUWnw6EzEqmTwi7FZkWnZ/XPbrz4I9cxsS0MxnonKejklOxXFfCER+pdVaaUtQzM7jsBpkqcj0+PA2DggOjINtjYV9vSquJfj0l+Oz/jHqriXk4DPRmf8MyYrHkZ8am36P+Oha4D41QDcU9HAF5IR4bE9VmZiVmZinomDrAUTnXU9EzuOimze//Vy0v9+JfHZOOCKNNgLSaAYKDYBQYyF4RJyyM8ng19Oh/89Om0VKDcGQXgqLuPvsekvZ2Y/mwJ4Ki7p2YTkZ2JT1gAQqzIRWL52af+Jz78LlbV2PRMdz9Hpj1/48OKt+05vIA6Ifi4W9HQsHM41yQqb+M46hsnLMHnRMheYY0ijKCECcxpdk0RRImQuhMyVxtCmMTWpDCVa7cyRmjByI0PvZOidVL0Lr7ZlS80ZbA1G68HrS1iO6srBuSs/hG6GQh8/Cl0Phd6/+0Pl4Ky9sefU7Ud7zlxxNPVS9PlQnipXakDLTUhxHsPsWX7/k8s/haZe/YBirsxk61OYWkxeSabAlM4zwJT5YJkjS2TJ4BtBEhtcXpDM0L2Sw1uZzXwhC7UWSlgJQL+UjgyPArQiM/dfPf//Cgj3CpyWo3TSzaWayqDEUxudS30uBRoFJ4ST/z/zj38Fgl8NJ60A41ZAiCtgVKzGo63pozvqsXledF4lzugjWwI0eyPT3siwNdCt9VRbPdnip1p8HJtPYCqO+NvzERF//ntMOiA2Hbo6BRQFQK5Mg7+Shgw/470iE/1KZu4rmb9c///lUbNM1B/ilwEq/z3WZKFeSkbEQsnRYPyaLPSaDNTq9FySyBAcXbz5KNQ3swlO4KxOBqbCsRxZnsrsToXhV2fmJubS6Sp7PJy0Mg0Op4mSkWQImb+0/8Spq3eHNh/IFeheSs/FKRxlPXMmfx9alf88mPxPEDWRngcUFyQy9RCpyzu6+fzXobc+/cpW08bU2vPru2tHFppmdlgb+sl6Dz/fpyxvdrYMN63b2bqw29E8xLJVSIvry/rWyUsbBQU1ns5JT+dknq+Dn+8j5BWRjaUMSwXNUOxs7D/+8e0bodDBD67sefviyct3lg685axp1xX5i5sGqntma/vndWVNdINHWdLYNL21dmSJ76rkOb0V/bOByU0FLQP2+m55Ua2qqI5lKFyZhXoxEYKmi1XmAp29GMcQxaRBU6C4xZ2HL9/5oX1kfXou4+nIjGggLimb+tfVqekY7qH3PhvffAiA4z0bDYgD41ckgFLgeKbUgGGKMEwRBEcHoCm5dAGGK09BkF9JhSVmEwliY0ou4x9RmTCalKXNjwLhVmeikCwlgqmA0aQrUhExEAJd5QAQ+C+nZKN5GqrchBOogAQWXqiOhaBXZ8AZGkssDLMqE74GgIAyhZGQ3OeSASihkqwyInkSKJ2VlIt6Pik9GpLzUhIQRGRvOHjiTihU1zsY8be/ZdPp71+7du3Bd3yd5eX4LDRb4azpKGoerulbEDur8DK7M9DraRnl2SvlRfUlXdPK0qZcmVXsqbfU90mLG3nuGkNtV0nvhKrMD+fIWAZHRdeAf3i6onu0eniO7aqiW734PDdabrEGOs59+ejive/6N+3umN/au2GXsqiarLZ0L+3w9ozRdHaSyqwq9gVG54Kzm6y1rTyrZ8ORd07d+qZjaR9SYiVoCzW+9sqRjbbWYUlZM9ZQRLF7La3jltZxpa9bXtEBFliezsC/DKWthhLjkNQ1YFz4ikw4/2uhhH+V/1UIhrQ8qKoICt21FL37+czcv0VnpuBYayDYx6yC4FZBcCuhhJVQwpps8kooYRWcshrJJOSV5NUNMF2NBGM1zugj2wKs/FZuYTvf3cbNb+W4Wlj5LeyCRhWwnAAAIABJREFUVpYzwLXX8AyecP6fis0AxmXAIlPBsYCcVenZK9NzVmahXslAv5Lxy+QBvww4m/7/J/9/6HneNVmoKBAhLpsWCcCtykCvyUBFAbB6T93JSze/+jn07oefm91eLF1QF+w7dOLdw2++PzS3aU0GXGAuPPP5vabhWbxAMbCwZXRpe1P/xI6jJ2//FLrydUiRXwEiCRrH1i+/8/HJz79pnt1JMRQl05RQqYNiq8lRF5JM5cHFPdd+Cu1797zCVVzdMfDetdsf3n107svvX7t43VQbJGpsvuF179x4cO7+T+e//vnVD68Xd4542od2nvrwxGd3Tnx258KD0JUfQ/vPfZrfOkAzldAsFSi5g2uvnD986kYotP/dS7riGjhNRFOYyVKDyOzpX9h18pMvP74buvpN6PWzV83eBneg++Kd787d+sbpb7fXBk9dv3fk4rX5fUdOXrn50VfffXTn0ZbX3pbZi62ldR9//tX1Lx9e//LbY++ez7MXvbg2uXd86WEo1Ng3nQgj/TMqKzWH8XIS4rlYiKG48Y2LtyWWihcToC8lQKMBmNUpMEdF/aG3zi0tv3r4nbMzW3Z3Ty0s7Dp04sIVe2XDCwlZFcHBg6c+klhL/xmT1Taxcd/JD+lKm9hSMrf72PVHoY6pzblspc5T2ze/k6VxJiEolcGhM5/dWT76zoa9rx99/6M8j1dgcOx7+wNHVX08HN00Mr3n7fe5ehuCJWwZXzezfPDkp9dKW1vIcunTMbGrM0EvJWYCcLQNB45ef/TjzLadXK2mpKH+1OVPLn5xQ6Q3YZjCjfuOfHo/dOba/VOX71YEB5lqx8L+41cehI5d+PzsjW+v/xg6fO6qb2CmdnBuz+lLp7/45tCF6xcehj4LhbaceE9scxfWt5767MZn3/x07s43QzsOceylOJUdp7JjZCZXQ+eHdx+du3nP7mui66wsgyNXoLDVNn8RCr167hNzdUNRa88bl7+4EQq9d+Pe+tfezG9o33jk7avfh/o37CEpbW2z205+8fX5+6HzD0J7z37KdZXn1bTu+/CLs9+Ejl1/uOf8TVP9wHMA4ksgYiSEGIegREEJayH4hBxaFJQQvlPzu4N/vQLCxRNEcm+7qiJI0BYkE/n/SIa9nJETi6D8En4wbg0YtwpCWAUhhPMfiaCshBJWwsgrYFSUskBd3cNwNpAttRR7PSO/mVvYzi1s57hamPZGpr2R6WpmOJuYDj/H5uPqCyP+/M+IiD8/FZ8BCuc/Dpi7Kj17dXrumiz0v8r/moz/t/l/KTVnLZgYCyUnIRmxYMKzsQCKxLT99VNX7n7fO7WEpQvbB6dufv39zIbtbf1jD34OBbpHVqaCFnYd+uCzmztfe/PC9du+ls4sJHbz/tfOX/ty15GTQDy9Ijh446fQ2JaDQ5v33wyFejYfEHv8DFultDzIza8VFdb1btp35eHPO4+dLGsMHn73vVvfh2Z37t/82hvXvw8du3SNprXYapv3nr4wvefw6xc/vR0KzR88Vt03duzStZuh0Ps37x86+/H1n0I3QqH2uS1Mc5mgoC5XYtFWNL9z7eHV70OdM1u5eS6a3MDV2ckSncDgCvROze44vOPI++98fOteKOTvHS1uaP/g2pdX7n/fOjrb2Dd+4eb919+7MLi45eKt+3dCoXcuXe2eWijyt3z5fejOw5/6h2d6hqe//Tn00bU7Yo2le3Th869DXWPrE8DYZ6MBACz376szYsGklpGNC3veyqYpXkyAxwBxLydCn1ubGRye/+rH0OunLsxu3fvFw59OX/68b3b9x3e/3fPmeyAiu7Zn7M6PocKa1r+tiJ3YuPv6g1BZQ9fwwvY7P4Y6xxelJjeUwK7rHHn99Efljd35VU33QqEtB472T80vv3bi21CoqLbR5Cm/+2PI29T+1xVr5nbu/eTO1wZPWU13/8XbX03v2D2zc/mLH79vHhuJBAJeSct6MSEdQmLtOv7OnVDo5vffX/7q7hePHt78/ttrXz9Q2pwpsNzOsXW+YN/Gva8/CIWWll+Vmwu2HjrxIBQ6+/nd196/dPneD1cfhja9+ubA4vYzN+7fDYV2nTyz/N6lz34Onf3yYW3v8PiWHfdDodOf3hjdstw0uYSRGzEyEzUvHys1OPyt1x6Fbv0YOnvjq7M37x3/8FNdcaWyoPR2KPTBF3edtU0t4+tuh0Lvf36nZ35T+/SirrhydMvynVBobPOegrrg9e9Dd0Kh5rG5sR17b4ZCS6+/6agPnrv/w/VQ6PClG9veuaitbHk+A51C4K8C4qJhxPAl22Q0MwZOWpmF+v/IP4ijYzprWNZqCE//QibmRQA6Fcd5ITX7X+V/LZK6Ekp4GUx4DoCHi22y8naGs4Fq82P0VXhTTfj8n2r20631bGczt7CN6WrmFjSKCuqF5pKIvzwbEfGff3+c/wQwOgaMiQbiIgGYSBAhEkQITyoaDcJGg7AxQHQ0CB0FwP56XvH/K2tAmD/EWjDx+aTsNUD8S6k5MRDCyynwl5NhJQ097176ginXxwORe469c/6zG+7KutbekXcvXn7rzMeRqQAolnzs9JlvQ6Gppc3JIMjfXnipprn9/JXramv+2jTgzNa971+9Pbx+Z2lzzydf/3zh3k+upj6s0qataqMaClnmooGNu++EQnM7lkfnFy98dvXitc9HFjeMrt/y4Zf3PvnqW0+gtbyla2LL8saDR4+d+/heKHT07KWOyfkTFy7f+jHUP7+Jq7NsPHj0q1BoaudBTXmTqDCAklrFBb7d735yMxSa23OcKjdxdXaaJI+vtasdpYHuiaXdR7e9dvrE2c9uPQpt3ntQkmfauv/Vez+Gdh0+evSd9z+8frO5e8heUnnnu9Dpjz6VGWwr41Nb+kZuPfhhw/Z9f3nqxbUJGftff+tRKFTiaxqc3vTFg1BV8wCMyHs5EZYIIz+9FoDjG+Z3v9k5tT0yE/9SYnZUFiYOjH8lAeprG754/b7LG6CK1HuPnxpbvyMRgmoent362tsIhqi6Y+D2dyGVueA/nlmxcfnVq3e+tRR6g/0TH12/2zM2x1MYYtIgvubu9y9dL61t6RqZ/eTmV7I8c8Sf/jPQ3vn1TyG3t8pUUPggFCrz178UHTs0O/fm+Qstg0M7Xz9y5rOrVa3BooD//K0bJz66mIhEPBuXtCYDkppDOHTq3K2fQue/+KJzcmJ+ecfN77/96OYtkd6EonOrm7pae0d27Dv89fehV994x+IuW9i+5+73oe0Hj1AFsv6ZxTs/hHYff7tpYPzy3W8+unWfZ7DTNLadJ8/dDoUmt+8pb+34+KsHH97+en7v4ereCYbJjVda2ZZirFhf3tb/yVePPn8UevPS1f3vnp1dPmivrtcVea9/F9r/7ll3oNVQWn3lwQ+nr95afvO0r3uIpTWvP3j0+neh/vlNzYMTD0Khty5+MrK0eWLr9ou3v3rr40+tlTVnb3316Tc/ebuH4SxpBoGbhGLEZpPXQvBrIfhIMG4NCLsaiFkFQK/MQq3MQoWv0a6F4FcDMZFgXGw2OQpKeDETFYPi8wrr2TYfUeeh6osgXHUKlh2TTY6CER8TCSdHwslr4NQ1cGr4+H8NgvY8kJDFzlNWdglLOsiWWrItQLYFqLaG8Pk/29nMdjaz8lsExZ2c/Aaeo1btron4j2ciIv7z73GZoPhM+No0SCIEEwPGRIPxa0DYf5l/EO4PEQnG/jFAhBdTkJEgwkupOXEw0logdi0AXRjofPujG0V1bRk5xMmNO7/8PjS3dbl/cvHgG+82dA28sDbeXuQ9d/na1Vv3Dhw9IVJpY1PT61raPrz2eW2wE4AiTGza+SAUOnP9zo6jJ5ffeH9sx/68igDfWaYqDciLaqv6phYPHHsQCm1Y3jM6N3/p8+uPQqHTH3382qn3r3z1cP9bp/zdA8fPfnj7h9DhU2f2v3XqQSh04YsvmwZGj5/98JM7X1cFu9As/tKeg7d/CPUvbiFpXEiJNQ7Ny+br+zbs/+h+6OTlO2Ob95lK/M6qlrKGnu7pze99eu/jOz8d+eDqta9DD0OhA8ffEKq1Td29V27cvnn/4VePfnj9zVNklkCRZ/nymx+OvfsBnsGP+OvT3kDrt6HQiXfPZUBykTjGweOn7v8QKve3jazbeuXL77omNiTCSM+szYwCYFckI12+ru1Hzmrd/ldSUCtT0ZGZ2JUpiOdiALUdo+eu3Xd6G7BM6cG3z4yt35EAw/au27zv5IUclqy4ofPez6Ga5s41CemL2/Z8eus+U6TMxlHLapsu3/jq/Y8+K6oKuCtqdx06VuJraO0dOXf5mtJgjklJG5ycvvX1w+Iqn97u/OzLO619/VAMdnH7jjfOnCkLBBZ27HgYCu07fnxi48aRTRsahgdXZwESsnPBRGY2jbfz2DvXH/1or6j688svEQT8Ny6cv/D5F+WNLQOzG+5+F9rz6rG9h16/effrA68dM9jd2/Ycuvd9KNg3jMBTuoYn7n7/8+G3T/VOzV+99+37l68TRUowTbjtzQ+uPPwxMDBGU2i6Zxf2n/zgdih09va35Z3jKIkBLTWSFJaG4XWX73136c43+pIqqcNjLK2lqQwsjfVWKHTykxsqdxlLY+1at2Fi676bP4c+exiq6hocXNrx+tlLdV2DefnFt7778UEodPDtk5v2H3jno0ujGzZIzOZ3Ln96/uYdTWHZK2mgGCg6DUOPh5Nis8kxcFIMnBQNI4YDHwnGRYJx4SOCGDhpLQQfDSPGI6mx2eRXQLhMlk5a1sZ3+dn2Kq23XVRQi5NaUrDsWATlMdFIWjSSFoVkRCEZUTm0SAQlGsV6EUzKYucpvJ2i0k66o55sC1Ds9TR7I93RxHI0sZ3NHFcLN7+V52lnOQNcq09V4Iv409MREX/+e3wWOBGAiMqAJcCwsRBsDISwFoKPgpDWQklRUEIUlBADwcdA8LEQbCwE+3i+8X+TtRDcHwNKWgXEhe9pxyOpcQhKNBincVeduHh91/HTEkthsT/49sXPlpYPldW3lwaCFKESRecuv3Zix6HX+ydmz17+dHxuEYknaSzOd89fOv7eeUuxN9Az/Ob5KzuOvju8fueuN05VdQ3nlfnzqpoEzoqSzrFjH9+8/OCnr0OhpZ3LzT29y4dfu3Lry9OfXN5z4uSu4+90TsxZy3xH3r/4IBR64/wnB95+//YPoSPvX+yeWnjn0tWLN74qbWgji5TbDp+4/UNoeMOuXLGZoC3MldjQUqurvm/TkffO3fzu+qPQ2x/fPv3Zva2HT03veO3Cze/PXP9m3a4TR89c/eL+D/uPvsmXaaQa47Y9hx6FQg++CzW29iZmQGVay+UbXx068a5QbX76lbVqi/u1t898cf+HhW37Dr3x/pVbD3e/9jaJp2rqnbxy98fBdTtjgNjIDFQinJIIp3TObNvy+gdwuuLl5NwYMCUhm7Y6PXdlGqK+b/q9T+8WN3QyZIZDpy6OblwG4Nm9c9u2HnkPRpPIHWUf3bh36M1TZf7mY6fPXfvqG63dTeZJmnqG9h5969Cbp6xFFWX+5ncufOJr6Szy1Z+/cn3/kePt/UMnz5y//eDbwspqkUb3wceXX33z7erm1rfPXfjw+hfVza0NvX2vn36va2LSWl7eOjEucTifS0yLAiMT4Dg4TbCw98itn0MNg6N/WbmSIBK9e+XK6cvXCmubhua3ff7gp+nFrXPrt968+/D42++pDI65jTsfhULzW5ZRVHb70MTVuw8PvvHu0NymSzfvnzhzia7Qw5iyPacvXX0Umty+t6SxfWzTzoU9hz++/8M7V++Vd47nio0oiYkot1R1jp/74v7Vh6Htx0+N7zywsP94aXu/1FH66Xeh967fU3q8ygJvx9ym4U17Tn1+98j5z4qDvQv7j3/xY2h4/TaWUrfvjbcv3bqz7cCh0YWF2S1bJEajMC/vzfPnT39yWWy0PBOVGA1GZuEYMVBsQg41PocWn0OLQ1LjkNRYBCUmmxwmXBKTTY5FUBJy6fE5tEg4OVeRr6rqFuQHhG6/q3nU1TwsK6iBMpWJKEYiipGIYiWiWPFoTjyaE4fmxKE5sWhmdC49DstdAaNmsnSS0qCotJNd0Ex1NFAdDXRHE+Nx8guCvIIgv6iDW9AocNRpCmr+K/8gaBIkNxaASMzGx8HxMXBSNJwUDadEwynRcFIMnBQDJ8bBiPEwfDwMHwcj/SHC00L8+8QiKPE5jGQ0MxKMS0IxEnJoqzNzsQJd/+LytiOnlK4KMIlT1twzu/PQ1tfe3vvWGSSVJ7e453ccMLjLEQTm8Lr1Q7NLBLYQSWK0DExsOnBEnV8qNOaPbd638/j7h89c3n78VHGw1+xrNfqCdFORq2Vw33uX3/70y4GFLZbSSo5K66kNLO3ed+TsxeMXr5y4eLV5eFZXWDm8fufh9z7a+9aZncdOvfPJjbnlw01DM5tffXPnsVOF/jZenmN04/LRs5eDExv5dp+2sktf3SN2ByTuuuLg6OTOY4c/uHbg1JUj576Y2XXc1z2zcODUGx9/veuty8cv3nrz/GeLO/aqLW6FwTm1tP3uo9Cdh6GG9iEKR64w5k+tX+4YmS+sbiHyVXSp3uip7p/dvGH3keNnLk9s3M1V21+IybSU1W86eDLf1x4FxGRhuck59IRsSlnrcGXHZFIuaw2QmJTLScPy4uHUKBDOUtE0sfmg0lFOFutbxxZLmwcABJ7D117dO52K4SKYCn/v+IY9h/uml2a37pnatEtfUFZc17K46+DGva+1DEwAUCSWPK9rfA7PkSRDUbXt/QffeHdgct2J0+dvPHhkL6lMgWQHB8amt2xfWj6wtHtf/8wiSSjBcoRNA8Pzu/YdOn2mZWyKrsmLg6Pjs3GRwFwoRVTbM7H7zQ/0JZVPRcbAqPTeuYWRDdsFOpu5uG5wdtvRk+cXt+07dvLc9v1H3RX+/snF5cNvWYqryQJlUW3Lpn1HuiYWSuvb53e/Or5hmaNzwliK+okN4zsO+wcmAwPjhz/48MC7Fw69/3FJ2wjXVp4jNlP1RUSFXeH2Te94bc9b5966cufwhWuvXbzeMr1JYC+dWH69c2GHJN9b2jGy+9RHu965OL33mN3fkSPQeFoHFg6+YfXWx4JzHFWB2e27t776+s7Xj2zav99SUkIRiYYXFqa3bOVq8mJAiDQ0CYBnxkCxiWh6OLoJufRfE4f878+F+BxaOP8xOXS0yq3x9QoL6hnmSllRo6qsWeysQnC1SWhmEpqZhGYnodkJGG4ChhsfBsuOQTES8PxX4LR0hkbgaRIUt/M8QbqriZHfzMpvZYdj724TFLYLPR3ish5xUVDqbszz+CP+45mIiL8+lQiBpyKw8VBUSg4pAUGMQ1Jjc2mxuYzYXEZsLi0+h5aQQ03IoSblkJNyyIkI6h8iHkn5g1BTMKx0PDcOQUnBsJJQjBUZOUkoRgycxNK6cMK8lFx6Fp6bw5EjWNJEJAlCEUEoIqLYAMCzV6bAADgGXqDKpglSc0gQIo+hsibn0JJz6Ep3ncXX4W4aLO0Y0ZXX51W25vk62E4fx1Wjq2yz+rsruycc1U0KR5HSWWz2BtyN3cXB4eLgsNHbLLVX2KvbHL72An+31lNX4O+2VQWNZY2u2s7ipoG84gDP4LFVBb3tY8aKNoOvV1fVoy7rkHqahE6/wt1g9Hbaa3o8TSMu/6CjboBnrmabqk3V/Yridq6pSlfkVzhKTCX+4YWdb1/8/KOb3y6/ftpV0WIraeCpXXS5DS/Q26qCtpp2jtGD5KrhNAlBpMPwVEkI0prM3FXpSIJIj+HrkCzlWiA2A8sJH08SZGYIXRoDo8TnsJIxvDQ8PxnFXpOFBhB4NIU1CUHJwLDgNAmCLk/IpoAoUrTIHI/kxOewEhEUDE+F5atRHEU6mp6MJFNkRo7OmYwkp+ZSV6bBc1gypasCL9TGgDEJMCyWLcvIIbaPzn/5c6iite+f0clAPBMvUuaypWAyiyTRAYiMGCgaRGaByBw0X0aW6+JzcOl4VhaJH5tNTkWxQSRhNlMCpnCjwchEBAZAoOEEqleSoc/FAGMyMVA8PxGCy6WKBToXX+tU2Mv0njq22onjaUkSY15RncBURBAb5AVVcmclVmIUunwab7O+oklgLUGwpJbKRnNFE0VlZ5pKsQpXttBKN3mpumKC3KZwVcmdXp6lJK+yOb+5X+dtYpo8Qpc3kyoCMWUvZubAuKocUR5KYgDQJbG5NKRQRze4cVLTWgguFcsAEFkkqZosU0EptJeTU1ORSIJIQpWrIRRWBoaWiWelYeiJubREFCMezUjAMH9NIpYVj2bEoehxKHp4ITaXFoeix2PZGHWhrrZfWtSMVbrBbF0WXZEr0AOp0mQM5zGJWF4ilpeAFSRgeQk4TgyKkUgQrEIwMphabkE9zxMUFLezC4PswiC3sJ3n6RB6OsTFXeLiLklJt6i0W1wUlBU25Xn8EX96OiLib/9IhiPTUcQkJC4NQ03MpSSiGIlYVgKGnYBhh3/cJAwjGc1IRdNS0bQ0NOsPkYJh/iHC+U/DcZJQjAwCLx3PDZ8dJebSV2ahIsG4KBjxpTTEiszcJBQjGcNaAybEIemRIEIqhgsgCKNAuBgIIfwd+EIyYg2YkIwX4OQuVVmbrLiFn1/LtZUL8qvU3lZtba+xfljq7aCYK0WFAbalVO726csbdKUBmadG5PYJCgPiwkZjda+5qtvo7RZYq43ebr6lSmSvU3maNMVBibNOWdhs9fWaKnsU7gaFu0ld2qbx9oiLgvKSdk15p8LTqixu1RQH5QWNysJmsqZYV95lrh2WF3XoKgc0FQPy4k6WvoxvLgtObDl99eHtn0JHztyobpuW233u2kG+oSKLKEvFSjRl7RV9S1pvJ06Zn5DLjIYRwzPqpOE4yWhmGo7zfDIsHc9Nw3FSsex4JBVAFgLIwkgwLgnNTMTyknD8VBwvkyRKQjHiYKTws3cggmB1JiYWSk7F8NdCKZEweiJGFJfLXQnAPp8Mi4ISEnJozyfDXkzNjoYRX0pD5PK1WSRBeEc8Ew+KghJSsewUDGt1JuqfsQBrZevZG99WdoyvBqJXAdAxcOJaCP65FGgsghKLJMciKGCGBEARZZL5MdnY1SBkMpqRhGLEwGgxMNoLifC/rEp5Kio1Do5dC8z+Xy+uToAT4mHEBAglKZv5YgJidToaiBeztG6evhTBVMGoSlZeMU5sBVLlGJEtV2yGsvOQQiOUnZcrsWUx1VG5bABdxtS7U7EsrFhPUdkBFAlW4SJqi2EiG0btIetKckVWtMAAokgBdBlO7aDqiwQF1XlV7XRz8XPpqAQ8N50iTcBz1yLoK2HEKCQjAc+NQ3NeBhOS8IIsuiIBx3k6CbIajIpD4pNy8HAmLw2NjwLBVmaCExDYLBI3Hc9JQjPTCbwkHDsJx07Gc5LxnBQCN5XIC5NC4IY3pRC4yXhOAoaZhGOnkoVkY4UhMKLxdpF0JUl40UoIKRUnSESx0vD8x6QQhCkEYTJBnEwQphBFcRhWClkcjeGB+SZhUbOwpENc1sUr7uCXdApLukWlPdLSHllZr7y8T1HRLyjuFHlaZYVNusK6iP/9j4iIp55JQ6IAOGoqipiJZyRhaEk4dgqJl0QIw0nGc1Lx7FQ8Ow3HTMMxs/C8P0QGgZtO/CPguZlEfvitnEkSZJGFaXh+BlGI4GqT0GwARYIQ5EGZylSiID6HEYdir4LSAUwdiJWXSpJC2XkIvimTokjCCnNF1myeMTKbFZXDQ0jyhUVttpYZc+O4oqxFUtSg8fVq/EO29jlH96Kufiy/e0FV2Wnx9+a3jLiDY5bGEY2vV+LtkZR3m+snTHXDxpoReUl7ced6W8O4xT9uqhu2N0wZa4eMNSPutnWl3RttDeP66iFn04y6sl9e1mn2j9gbx3Te7rzKHrt/xFIz6KwfUxS3m2pGLP7JPN+YomKA42rTVA6rKzplRc3OhtGSjnWV3Yu60g4k28w1VLnqxqTOJjjHCuc51JX9FcPbdbXDKIUnOoedQRSmYLnZHA2MpQr/TYBUKZAqzeZosshCCEMGYykySQIQTZJFFqaRxJk0eRpJmEUWIzgqKEOWRRKAqGIUVwckS5JRXAhNDaSoY5H8VLw8nazKoqvSyLJsgQnON4JY2iy6KgkvyqAqUknSyGxGKklKULvj0LwMqiKDqoCy8+BcQxZNTtZ4KnrXkTWeRCwvCStMp0izBSYAQwnnG7OYygy6EsLTpZClMShGrlCbI1BlkgSJKE4yWpCYy4tHsJNR7EQEJQ1DT8PQn08ExkDwqzNRiXBGHJSViOQ/m4hakUFCiR1CR4CuL0fwrCCmHit3Q7gmlMyNlLlyZG6kzJXJNOQq3WRjBUxkBTCUFF0BiCpGctVIjhbEVGXSNSS9N1vsgvBtaHkBSuokKpxokZmkdTMdXkFBnbSs0eTvk5U3AdlaIE+bRBTH4LhZTHUyVZJClsLERghPn0pTxOIlQJ4JJrGB+QYgS5FBFaTimUA6L5sjSifQkjGUDBIniybOoknTKdI0iiiNIkqnCtOpwgyaKJMuzmJIAExpmAyaKIMmAjClmXRxKpmfThWCOCq2sy6vbkjv61OUBklaD5CpgrE0yRhOeBeHyaLJs2jyTJoykybPoiuSifwspjKFKkcpC1RV3YqqfpVvUFjWLSrvkZT3SSv6FRX9Su+AqnJQXTUkrehTlHepS9sMxfURf3o6IuKpZ9NzsCACPQNLARA5yVhmCoGbRhGkkMLwUom8dAIvncjNIHAzCNwskiCLJMgiiv5NZ5IEmWT+vw+MpYAwZJlEfhqem0UWAqliMF0OZSozSSIwXZ5Fk0YjaSkEPoyryaJJoVwdlGdKpanBHEMiXpKIE2fSlEl4SbbAFIXk4JTuBJwklaxk2uq0NUOu9nlhUau1fljkbtCC98G3AAAgAElEQVTWDGhqh5U1g4amaWX1gLp2wNU2baob0FZ1GGr6LI2jlqYJY+OksXFaUd6jqxzwtC9a/OP5LesMvuHCtoWC1jlz3Zi9YcrgG9ZXD7maZx2N08aaEVv9pKtlWlfVZ6gZtAVGDNV95tpBs29Akt8ocTcZqgcM1UOKkq78tkVH8zzb2WKoG8+r7nc1TRS1z/Md9RxzLdNQjeI77TVjjsCkwN6YRTOA2VaRp6OoZ7O8vC+DYQQydUihMQnHz6CIMyjSdLIIzFID6LIULB9MlwMoEiRPl4hixWRT8TJrCoEPYqqyBYZ0siQOxYaxVLkCPZAsAVKlqRg+SmhKQHJSsRKM1JVJVqcSFVCOKQkvgfINAIZ6FZwGYKjhQlMUkgXi6AAMNYClyaAqQBxdTC4Hq8oHMNTJBHEaWQHnmxOwAgBDHYVkgdk6EEubxVQCGOoMuhIuNMEERghPD+bmZTG0CKERypSjxXnpOH46QQSmqiJBlFcy8PEIZjyc/NfVKVEgbBKSGgsl/jMWnARnx8PYMXD2cym4TLKapitH8m1wjhmnKITzLGCOGcA0wPi2DIYexrfBRc5kshrCtyWT1RiFO5OmhPPyYCwVQWpFcLW5YnMGVcUwV8FEtjS6JkfixMjzCTIXgmPIldhYtkqzf9BY1ysvaVVVBEm6kjSqnKQrSSZJsoVWjNIF4Roz6MokghTMNyHl+QkkeTxJChdbwFx1tlCbI9YBmaJ0IhvGlqJEGghHnkUTQ3kaGC8vnSIFMOUAphTIkoHYcjBHAeEqoTwVjK+GCzRgjgLMUcAFGghXmcWQgNhypNggyA+oq7r1vt6C1klb/aDEXcc0lYJoMhhL9RgIWwNha8BsHZitgXJ1GVQZmKsFcXQkQ5kxMJRXN2QIjEjKu6UVPQpvr7KyT13Zr6ka0FYP6nxDRv+YqW7QUt1j87ZG/Pn5iIi/PIOkcTPQZDCJA6UJAVRhJlWUThakU8XpVHEGRZxJFQGpYhBNAqFLIQwZlKkEMRVAhhLIkAMZShBTAWFroBw1iKkCMRVPGsL+fUBM2e8C46qgHCWUKQ+vgllyKEcJ46rgPDWMqwoD5SjDnYA5KhBHA+LowOzHaCAsHYStAdLVuSIrlJ2XSVFQdcXWwJCnfSa/ZcIaGLLVD9sCI9b6EVvD6GOsgaH/gX/YEhi2BIYtdUNW/7AtMGKvH3U2jruaJvKbJwtappyN4+HVcEm4sKBlytEw5mgYczaOuxrHXI1j+U3jYSy1A7a6YUdgNFzBFhgz1w4bfYPaii5Tdb+lZlBb1il0BFjGKp61VlrQInQ0YKWFQJoeJSnQeXvLezbYAmMsczWQrgXS1XCuASEwQNl5CIEhR2gBs9RwrgHOy/stXEM2z/gbkFxjNs+I4BjgXAOCY4Jz/wfZfD1coMvm635jpFCPEOl/Y6Twv7rl67P5umy+LpuvyeZr4AJ1Nl+TLdTmSPQomRktt6BlthyxFSk0YkWmXL4WwVQByZJMrDAZyY6D0qLBxFgoOQZCiALhIgGYSABuLRAfBSRFg8jRUOoqICEWwYCxNBixBcHNA1LlQKocQtdAGVo4ywDnmpBcczbPDOeaYBwjjG2Bs4xwliGbrc/h6nO4OjhbDWEoIGxVNl8PZmugXD1G7kSJbQi+haAsZBq9wvyApW7I0TiaV9ljqu03+vo5Nh9W7oZwDBkUNYRjyBE5csR2hMCWI7YDGEoYX5sjMaJkRoRIB+erYDwlnK9CCDX/A4E2DJSjhnE1aKkZwlbhFDZFcYBu8OSIDGipOUdkgHLUIKYim6+j5rlVpQ3Oxn5bfb/B122q7XW3jLtbRzXlLTR9Ua7YjBAY0FIrWmpFCAwIgQEjs2FkNqTQiJbZEEJzrsSWI7aa/H2ulomC4JS2sstUN2CqGzD7B8NYAkOWwJA1MGTw9eY3jTqqu+3e1oi/roiI+NuzKKYARGBl04UIphzGlMFYChBTBmIrQWwlmKUEs5QwlgLOViI4qmyOKpuvg/P1UK4uDJyvzxYYEEIjnK//HQQ6pFCPFOqeJPxGeZIcUR5SqEMItOFVhECLFOpyRHm5Yn2OKC9MuAeEQIsQ5CGExmyRESH8b5BCI1JohPPysHJ7Dt8AYagYeUX2ut6Stgl303B+/bCzYdTZMBrO5+OIPl79DeGtBc0Tha1TnuB0UdtMcftsScc6T3D61xS1zYQpaJ4I426ZDFPYOlXYOmXzDznqR/KbxsP9FLZOuVsm85vGDZW9mtIOVXGbobLX7h8xVPZyzD6UyIngWZF8G4xtQomc2rJO38BmT+sM1+pD8E0wjj5HaEFL7LkiK07uIigLkAIzSmz7XdAS5++CEjt+DxtaakZLjU+ClZt/DytaakVL7Gip9ZeGMgNaZkDL8vAqE15lwqssBJWNpHGRNAVElZuocFLkdqzAAKcrsvCCNDQnEUGPhZKjQIQYCCkaTIwCESIBuDBrgfgoECE8v3gcjAKiSNG8PDhTBSZLQBQpmCQDUeQwqhrG0GbTtTCGFk7TQGhqKC0PQtVBqFooXQNnauBMFYQmB1KlUKYcydPAWCooR4uW2HOElmyeGa9w0/MqxK4GR2C0sGXa7h8pbJn2tM7ovT1cSw1eXojgWXMEdpzMTVQWkdUldH0pRmbCqywkrZ2kteNVFqzChFOawwvh5fAqQW0lqK1EjS18x5GmLySoHGxLqaa8iWkqxsqtMK4GJTFR89wCZ6WypN5c2+luHS7vmS4Mjtnr+8213VZ/r6WuR13WzLV5yVo3Vm4nqvOJ6vxw8onqfJKmACu3U7RFWIULp8zHyJ32hqGijumynjlb/aCjcdjZNBLG1TwaJr952BnoL2kddQf6Cmo6I/66MiLir8/ieVIkQ4ThKTB8bS5fgxbpkUJdrtiYIzLkiAxIoR4lzEML83BCPVZswEktGJkFJTGFwcgsWLkVp7Bh5dbfhaR0/C4Eue13CW8lKuzhVaLC/rjkMY8r4xQ2nNKJUzrxv4KocBIVToLcQdW4CVI7im/kGEqddX3l7VOFzSOe5nFP83hRy0SY4tbJMCXBqd+lrH2mvGO2onNdRee6yu75qp6Fqp6F6t5Fb9ect2suXP6Y8o7Z0rbpMGXtM2HKO2bLO2bDL1HeMfu4YXnHbFn7jKNuyOjtNnq73Y3jVT1LJcEZeUEjVuykqovFDr/AWkPXlqo8LdW960vbZiXOAE1ThJfZCXIHRV1A1bhZhhK2sZSkdFE17t9H7fljaPJ/F7rO/bvQtIU0TRFNW0jTFtC0LprOGYZnLeaYPUy9m6l3s43FXHM51+TlmsvZukKiyAgli9NymeGxycJDPMSA8NFAXBQAuzYLE5mJjsxEr83CRAGwMSD86kxUNBCXgeVk02RQqgRMFINIYiBeCCSKwEQpmCSDkGRgkgxEkAAJMjBJBSIqQUQ5iCiFkOUgihRAEmcS+RC6FMFVQ5lKKFOdyzdns/Uwph4vzeeaqjTFweLW6cruxdK22aqepZr+jaVts+7G8byyDp65mq4tpaqLyUoPSVFIURVS1A6q1kHVOshqG0FhxstNRKWFrLaFf2t6nouhz2caClhGN9tUyDYVcs2ljLxCod3L1Hs4phJZQQ1NW0DV5AtsFerieoe/p7R9vLJnprJnpqp3tqp3tjg4Xtg84gz0W2u6Lb4ug7dNVlDHNpYy9cUcUxnbWErXeeg6T3i/0w3FfEcVTV9ENxRT8zyetnFv31ztyIbSrumi9onijskwJZ1TYUq7potax7ydU+Uto+UN/RF/WRER8ddnqSIVgackibVEsQEnMRAVVozMRFA58Eo7TmHDy6wEmZkot1DkVpLCSlG7SBoXUe0kqBwElYOkcZG1+RRdwe9C0xawDEUsQxFb/1szdYWMvMInzcrzMPWeJ0sYWjdd537SdEPxr2Hqf4FlKGHrSxhaD0WZL7RWuhuG6noXytunKjpmyztmKzpmKzrXecOp7przds1Vdc9Xds8/aV/voq9vqaZvqaZ/fW3/+tqBDXUDG+oGN9b0Lfn6lny9i9W9i9U9C1U9C+H64eVwebjOY9f0r68b2FA7sKGmb6mqZ8Hbua68Y7akZbq0bdbbMV/ZvVjVtVgSnMn3j1h9/Z7GiYrOeU/jhLakzVjeVdE57+tZX9AwoijwswwlDK2HYyrjmytEjmqRrYqpL+abK3iWiifNM3m5Ju+T5psreebK39pSwTOVcs2lT1pgKedby3/PVXxLlcDi5Vu9Aks531oqsJbybSUKd7XYVSGwlvKt5WJ7tcRVI3XWSRw+vr6YIDSA8PxEOCUeQowFE2KAuDUZqKgszNoszNpMdGQmOjIDtSYDFZmBisxAxQBxa9JzIjNQydlUII4HJgiAOB4QKwBg+ECsAIQTgvESMF4CwokBGGEmRgDESQF4KRAvBhCEIIIISBQACPxMIh9IEcFZCjBVAaDIoHQNgKwAUtRYsVNZ2OyoG/D1rK8b3OjrWe/rW/IPbK7pX982taemf72nccJS3aMv7VB5mmTOepGjWuyoELsqJM4KoaNMaCvl20r4luKwedbisAXWEr6tRGAt4VtLZS4fU+8RWMoZeYUcQ7GsoEbqrDZ4W32962oHF+qH1wdG1tf2z1f3rfP1rqsZmC9sHCxpGytrmyxsHnI3DDkDvXmlLQJbhdRZI3FVi+3VAluF0FopclSK7dUiR6WiMMCzV4gc1QJnpa9/oXZkqXlyW/XgfGXPOm/fbFXvnLdvtrpvvrJ/XXXfvK9/zts9Xd07XdM1VdM2FvHnFyIi/vMZhlRLl+oZShNFZqbILTSNk6yyM/IK6To3VZNPUbuoagdD7WSpXSxtPltfxNR7GHmFYZh6D9tYzDGVcM2lv4vQWim0Vootv7XQVME3VzxpkdkrsHh/XTNc8q/qC+3eXyOy/YLUWS2ylIdRFdSWB8daRzf5++frehdq+hb8fYu1/Yv+vsW6gaVA/1LdwFL9wHr/4Pon3TC4ITC0oWFwQ/3wxsahjY/dMLjhcZ1A/1K4t9r+xcahjQ0jm5qGNzWMbGoe2dw4ujnscKum4U3htnUDS3W9C9U9c7U9i/7BjU3DW/yDG31d85Vdc/6+9Y2jW5tHtjaObvX3rS9vn6kITvt6F9smdvYsHHD6euT5NWJrhdRZrcyvURTUKvNrhNYKZX6NPL/mSSuctTJX7ZNWuurk+XVPWuHyyVy+J60qqFUU1P6O8+sVBfWqfL+iwK8qqFW4faoCn8Lt0xX5lYU14bbqgoDSHVA4/RJrFVvtwnI1ABQrHkKIB+JiQbiYTPTqNGRUem5kRu5jr0nPiUxFRqYiYzLRa1Lha1IQcQBsOoIGRLOBaDYAxQaiOSAMF4zlQXBCCE4IxgpAGD4QzQPhhEC8EIQTAvF8II4HwHOBBB6QyM/C86BUCZAgScMKAHhpBk4GpmjJ8kJrdU95+1Tj0OamsS1Nw1v8g+vrBzY2jm7umtnTPrOrfXJX6+T2sJtHtvoH11d2jHu7JnzdU9W9077uKW/XRHlwpKhl0OJtMVW2mCuaDRVNxrLGvLIGfUm9rrReU+gXWivyiht0JY326o6ytvHqrumuueXudbs6Zne2TW6tH15f1zfn611XP7jYNLapPDhW3Ttd27uuonO8PDhWEhx2B/qM3mZjWbO2JKD1BNRFdZpCv8pTq/UEtCUBXUmjrKBaW9yQV97YOrm1eXJT2/T2wMiif3CxbmjeP7joH14IDC35hxfqh9fXjywGhhcCA+uahxaaeqcj/vRcRMR/PM1XGgUaO19rZyrtLI2TY/Qw8gr41nKuuZRjKmHri7j6Qr6xSGQqkVjKxPZKod0rtFbwreVCa4XQ7pU4qiSuanl+jayg5jeW59eoCwLqgoDmCatcdUpX3ZNW5/vVBQGtu17jrg9bUxBQ5fvV+f7H/nU/as//QPtfmMpbVK4arduf56k3ljT5Oqf7ZpdbRzc1D/9Cy8jmMK2jW1pHtwTHtv4ubePb2sa3PHZwbHNwbOuTbh3d1Dq6pXV0U8fkjo7JbR2TOzqntndO7eyc2t41vatrekfz8KaWkY2to1uCY5vDvYX7bxnZ3DS0sXFwQ/PwpuDY1vaJ7W3j21pHt3RM7mgb3xameXhTff9S+8T24fWHKtsmzBWtusKAobTJWNJkKG0ylTbriurNZS2m8pYnbSptNpY1m0pbf2NzWdBU3vKk/6v+b22tCFq8wSdtKW8zl7f9l1vNFa2W8mZzRbOlvNlY1mgobgy/orawQWKuZms8BK4OQRFmIumJEFwCEBcHRMdkoNakwtemIiPTsqPSctamI6LSciLTstckZ69JhkWlIdYmwSITobFpyDQIAYhkgHKYWdk0IJIBQrIguRwoigtFcSG5HHAOF5DDAmG4ACwHjOUCsBwgmp2FYQOwHCCBl45igYnCLKwwNZcLwEpARCWWZ5fa6sqaxxoHl9ontndObe+Z3d0+sTU4trV33XLLyObOqe19c3sHF/eNbjw8seW10Y2H++f3DCzsHljYPbS0d3TjgbFNB4fX7+ub29U1va1paLFxcKFhYD7Qt66uZ6ama8rXOVndMVHZNlHWOhoc29w+ta1ndtfIpkP983umdx4bWNg7sLSvf35Px/T25uENdX1zdT3r6vpmGwcXmkYWGwcXanqmqjsmfN2Ttd3TNT1TnkCvq7bDUdXm8LU5qtqslS32yqCrtsNZ02Eqb3TWdBTW9wws7elet713flf71ObgxKbgxMbgxKa2yU1tk5vbJje1T21pn9rcObM1OL7UO725d3wp4n8/ExHxn89IdDa5qVBmLuTpCgRGj8zhFdrKFAW1MpdP4qgS2ytlDq/SWaUtqNEV1umK6jVF9ZpCv6rQryn0a4rqw59tpvIWQ3nLb2wqb7GUt1nK26xlv7W5pNVU2vqkLaVBS3mbvaLDXtnp8HbavB3WsjZzWdBa1mataLeVt1sr2u0VHTZvh8Pbaa/stFW1/xp75S94Av2m4iZbedBZ2WGvaPN3rxtZ2Nc5sa19bEv72JaO8a1hOie2hemZ3vm79K/b3T+3q292uW/dzt6ZXb2zO3qmd/bMbA+XhB2u8+uafbPLj0sG5vYMzC93TmzrmtraPbWjZ2Z778yuX1qt2909taNzYlvH+NbuqR3963YPzO3pndnVObGtb3Z5cH5v/7rd7WNbmgfXB0c29UzvHJzf2zS4UOjvcVQGC2q7Cmo6Xb4Oj7+n0N/zf3Fd37/rf9FDcX1fUX3fEx4o8g96AoNF/kFPoL/I3//YhbW9BbU97poed11vfnVXnqeeqynC8wwwPB+EpmfCySlQXAoIFw/IjU1DrkmGrE2CRaZAo1Oyo9Lg0SnZkSnQyETomkRQVBJkbSI4MgEUnQxNAaKB2VRgNjUDQkwHEzKhlCwYFZhNByEYwGw6AE4HwGmZSGpmLg2QS8/IoWYgKOlISmYOIwvDTsthgAkCAEaYgebDSEo02yjQV7prB1uHNw7MLw/O7x1e2ju5+bWhxT090zvHNx3sntoxuLB7eHH/4MLuoYV9oxv2Dy/u71u3c3zTwbGN+0c37JvYfHBq66tTW18d27h/aHH35JZDk1sOTWz+Zevw0p6hxd1Di7sHF3YPLOxe3PPG7M6jszuOzC0fH1zYPbrxwOiG/eObD01tPTy68UDPzPbGwYXarqmq9vH28Y3B8aX28Y1tE+tbR5Yah9YFR9d3zWyu657ytg2VNw9WBAcrWoaKG3vKmgaqOkaqOsY89V3lrUNVHSNT2w8PrV8e23xgeMPu/oVd/Qs7wh5YXB5Y3Dm4tHtwadfY5n3981snN+yemN8W8ad/RkT8+VmFwZnnKNPYS6XGYpm1TOuuVeZX60saNUX14ZBr3bX6ooC5tNFa3mytCJorWh9/w1i8QZu3zVbV7vJ1OWu6fmOXryu/uie/usdd9Vvne7uclV1P2l3VU+DrLarp99QNFNcOFNb2F1b35lf3eHx97pq+opr+wtr+4toBT91ASd1gkX+w0N8XxlP33xTX9VW3jru87YW+7pLaPndlZ1PP/PjigZ7xbb0T2x/TN7kjTP/UzuF1e36P5Yml/eNLe8cX940t7hmd3zO6sHtkbvfI/PL44r5w+cT6fRNL+yc37J9cf2Bq44Hw1rDD9Ufn9zxu+2uH6wyvW55Yv29646GJ9fsGZ3YOzGwfW9g7s/nQ4MzOqY0HhtctN/bMNHTNDM/tWth+dG776x2jG8ubB/8PL+/5Hdl1nnuCtHRtj+1Z83VmrtWNWIUMdGaTFJukgiVZtmTLtpyzZEmWFUmKmSLZAZ0bGY0MFFA555NzPnUq5xyAbpK6c2fW/QPmw24eldDd0tj3zl3rWXud2rXrVK3V/dvv+z7vPnjp3blXZ5ZfvbT0yuXFt66tvX1r442Zu69dXXl4fPPq6uvX7j48/nvXv319/c0baw+N629eXX/96iPG16+svnpl9Y2Ztdevrr/y/tI//vDil//iu0//3p9Pnvv85NkXJs68OH76wujJC8app/tHzx0znPjU0MljhhPHjad7h0/1Dp85Zjjxu4Mn/vPA5LHB6WOD08cHpnoNJ0cnnj1x7nMnz3x27MSFkfFPj0xdmJh+YeLUZ6ZPfX7i1GemTn5u/OSLY2deGD/7/MS5F8bOvDBy6oLx1AujZz8/cf6L4+e+ePqFPz554Y9PfPprz37hb7/w9e/98w9mLs1a1qyI2U+b3KTJQ9hDwo4LWzGF9rzkjhM3+2mzj9l2ojtO3BJgbEF+30ft+6gdF7blQLadqMlD7Psok4fYdqLOqOiMio6IYA/zthBnC3HWIGsJsmvW6LIlbAmyGy50y4nuBZk1a3TDha5aIhsu1OQltzz4mjU6u+O9tea4tmq7sWq5vm5eNHnXnOFVa+j2tv32hn1+z31zzXpxceu9OxvvL2xenNt6+/bdd2+vzyztXFvZf/vG8nt3Ni7Nb1pC9LYbMgcpc5DYdEKbzsiWC95yRbdc8LYb2nYj227IGqY2nSFbANtzhZ/45P/W0/PEb//rj978u3956Tsv/fS7r1395iuX/uXVmW+8euUfX7789z+++Pc/vviNV2a++9bNH7039/J78z96b+6liws/fG/uBz+988P35l65vPSTmZWfXFl++fLSK5eXXrmy/OrMCph56dLiSxcXXnp/6bVLa69fXn9rZvOtq1vvXNt++9r221e33pzZfPmnS69eXAXzb81svnFl462ZzXeu77z+i+vBu2/ObL59deud6zvv3th95/oOuMM717bfvWl658bW27c23761+fb19Tevrr55dfWdGxvv39r+6fWNd29s/vT6xluXVt68uHzp5vbSpm/PSayZwmum8Opu6O5OcHU3tGYKr+9FNvaj3debZmjTDG1Z4C0LbPaQ+25sz4WbnIjJie250H03Yfbg4HrPhR8ZNy3RLWtkx47suVCzh7R4CXAHR5Cz+Smzh9xzobsOdNcB7zpQkxMxe0izBwdr9t2EPoL7m5zYjh3askLbtui+m7AH6JW94MyS6d2bG1cWd2/etc0smWYW9q7fNd9YsV5b2b+2ZJ5ZMl1d3L+6vHd92XL9rvn6sgXMX1ncvTJvuji3dfHO9vuzm1fmTVcWd7tX3rxru7FqmVnYA/MzS6ZrS2bwLrjD1eU9MA/W31q131533lyxX5zdff/W9pWF/WuLlktzpou3TZfnzdcWbTOL1muLlouzu99//cZX/vrfnv7c109d+Ipx6tnhqfPGifOGiXNDY+cGx84MjJzpHznVazjZazxxZOw3nBgwnuwdnOrtn+wbmjaOnB2dfHp88pmxqWcMw+cMI08Nj54fGX9mfOLCxPSFqekXp06+MHnmwviZ50ZPPTty4tnRkxdGTz8/dvoz42c+P3XuS+Pnvjh+7vdPX/jaF//kW99++frNFfeeh3GFRFeYc0dET1TwQrIPlvyIGkAVR5BzBJlHjY+WH5F9sOSJCu4I7wpz7gjvhUQfLJk82I4H3XbCG47olgPacsG7btTkw20hxhZh7WHWGmasQXrPT+y60S1XdMMW2nAEtxyRLVd40x5etfqWTZ6FXceddevtDfOR8c6G+c669dba3q1V85LJueOCbGHCHqatIdwRYRxR6uHRBdP2IGYPoBAp9vT8Zk/Pk7/zw5d/+s3vvv6DVy/96O1b333t6nffvPGt166C6u7br9/4wTtzP7my/Pb19XdubLx1be3Nq6uvX1t98+rqG9fX3r6+/tbNjbevr+vX797aeuf21js3Nt64vvaAxmub713bunRz78rtvZk7liu39y7f2r94Y+ftyxvvXdu6fGv/yu29Szf3Lt7YuXxrf+bO/qWbe5dvma7cNs/c2b9y23z5lgm8O3PHcm3Ocn3efn3eenXWOnNn/+qsdWbecmVu78rC/sz8/uVZ08XbO5fu7F6d3buxYLk2t3993nxtdu/KrZ1LN7ZuLlg2TRGHl93eh7b3o1t70a29yNZedHs/umtBdi3wjhneMUM7ZnjXApusqMmK7NmwPRtq95JWL2bzEBYPanXj4Nrmw20ewurF7F7S5sPBaPMQNg+2Z4f3HZDZiVrdqN1LOnyEw0c5fIQrwDj9pMNH2TyY1Y1bXIjZiZqdMLiPPup3s7px8I1mN2J2omY3YveSDj+9vh+cXbXdXNpf3HSt7Hjn1x2zq7bFTdfSlntx0zW/7phbs8+t2efXHWByacu9uOVY2HDOb9hmV213Vs23Vyy37+7Prdnn1q3z646FTfvipmtxy7G05V7ecc1v2OY3bAub9m4tbjnABXhrccuxtO1c2XXf3fUtb/tmVx23V2zza+6Fdc+dFcedFcfCuufOiuvOiuPGguWdK6vf/N67v/8n3zh74asTpz87MnF+ZOLsyNg549hpw/DpweETg4aTA8bpgaET/YapI+OAYap/cLpvcKK/f7J/aNJoPDU8enZi4vzYxHmj4bRh+O9cIrgAACAASURBVMzoyLmRsacmxp+dmHruxPTzUyeemzr13PipZyZOPDt64pnR6WfHTlwYP/ni+KnPTJ/74vS5L5159iuf+4O//4dvv/3eta1NM+IOSyFUDaNyGFUjmBLBYvoYgKQAJDxy9MOPGGEyESVjUVwLYXIIUQKIGITlACJafNi+BzK5IrvOsMkVsfgQR4hwR2kvzHogxgMx7ijtilCOEGELYFY/uu+BzF7I6ketfsTiQ/bckW17cNPqWzd7182eR4z77lWTc33fbXKG3BEyhAshXPAjbBDjH6kIKfgR0hclCVbu6fn1np4nfufl1y5+76X3fvLOjdffX/jxO7d/+O7sd9+6+aP3F3/0/uIrl1bevL55eX7vxrLtxrLt2qLl4p3tS3O7Mwt7M4v7Mwt7l+Z2L8/tgnFmcf/6suXqknlmYe/i7M7FO9sXb+/M3N69Prd/a8E+u+KYW3HPrjhuLdhvzJtnbu3dmDfPLrvm7jrvLDlvL9lml13zqy4wM3/XM7/qmltx31m231503FywzN/1LK57ljcCK1v+pXX/4rpncc23uO5ZWPfMbbrn111za87ZVcfsqmNhzbW04Vlcdy9teJbW3PMrjrll+8qG12LH/CHRYscsdsRsQ8022GLHrA7U5iRsTszuIu0uHFzbnITdhdtdpMNNePyUO0h6A3T36AoQ3gDtCVG+IOMN0/4Q6wlR3gDtDZIuL+HyYW4f6fbjHj/lDZL+EBuIML4g4wPrg6THT7n9uNODO72oy0s4fJjbRzr9+JHvcgUIj59yBQhfkAHf5Q7SJltkfc+3vuczOaL7LnjbGto0B3Zs4V17ZMcW3rIEN82BTXNgyxIEk7v2yI4tuGMLb1sDm+bAxr53Y9+/vufZNAe2LP4tS3DbGti2hsCaXTu4+AVtWwNHtGML7tpDJkfY5AjvOaFtS2TLHN6xwtsWaHM/srkf2bUhqzvBu9v+63N7P3z12p/9zfef/72vT539/NDY+eHRs8NjJ0dGThlGpg2G6QHDxODgZP/Q+NDQ1IBh4sg4NDTR1zfW3z862D8xMDA2NDBpMEyPjZyemDhnHDppNJ4aMZ4eHT07MXZ+cuKZE1OfPjH93NSJT0+ceHpi6pmxqafHpp4Zn3puYvqF8ZMvTp76/Kmnfv/F3/vLv/3GT96/tmGyoyFUQ+gUxaYpLkkyKZJNEHSSYOJgxMg4RsUeOSKPGhk+S/IpmsvgbAKnEhChQKgSRkVvhHKFCXsAtfkRewB1hQk/woZwIUyIIVwIYrwfYX0wo8sdIT1RwgczPpjyQrQ7gjuCmM0P2QOoPQA/PNq8UZs36vDDAZhGGYUSEwSvoYyCc7FHSaFEDeNElBJ4Sevp+WRPzxO/88ZbV3/y+tV3Ls2/c3nl1YsLr15a+uG7s2/d2Hrz5tY7t3ZmFq131lzzm96Fdc/cquvqnOn6smV21XF7zXF7xXZjxXpr2Xrzru3mkuXWqn1+3TW74bpz13592XJj0XxzyXJ7wTK3bF9cda9seO9u+lc2vIur7vkVx+ySfWnNvboVWNsOgPnVrcD6TvDupn91y7+2HVzfCa7vhPR3N3bDW3sREJ93zPD2fnTTFNk0hTf2wuv74bXd4OpOYHUnsLYb3NgNbe1FNk3hrb3Itim8uRPc2A7s7kedLioYklxu0uUmPW7S7aG8HsrjpX1e2uOlgwHOH+ACftbrY/w+xutjAn7WH2RCETYYZcNRLgRxYAQzEYiPIAKEiFFUhBAxgggRiA9HuVCEDUe5SJgNhplwiAlFWBgSEEyOhNlQhIWifATioxEuFGFDQdoXIP1ByhciAyE6EKFDETYEseEoF4a5CMSD6wjCw6gE41IUFgIRxulFzU7Y4kIcPsLpJ+1e3O7F3UHa6ScdPsLmwaxu1OpGbR7M4SOcftzpxx0+zOHD7F7U7kVtHsTmQaxu2OZBwIwuhw9z+FFXEHcFUVcQdQYQZwBx+OHHyRlAnAHMHSRdAcLpJ51+2uGjbG7K5qbsHnrPhm7shi5eXf+7b7z82S/95dlnvzR+8vnB4VPDwyeHh6eHjVMGw+TQ4PjAwNhA/2h//+jQ4Pjg4PiRcWhwvK93eKB/dHBgbHBgrL9vZHBgbNg4NT56xjA4ZRicGjacGh0+Mz56bnL8/NTE09OTz0xNnR+fempi4vzo+FOj4+fHJz89Mfn8xPQLUyc/9/Snv/onX//O6z+9s2eHST4nxKqcUuTFLC9mROHoKPAZTkg/PHJCmhUfMfJihpezgpTl5SwnpCkuQdIaRqkYJUMkH8H5MMaEUDaE0iGUDWMMQsswJUQJAcyHMSaC81GCC2NcBGejhACRPHg3iDABmAxjXBhjjoxRjAnBZAgmIZQhWFmQk5KWEZUUI2qCnOSV5ENjXNJSvKKxgqrGkj09n+zp6fmtt396462f3n5vZundmdU3riy/MXP35UuLlxYsF+fNVxYs11cccxue5S3/0oZ3ftV1Y37/9optYc21sOFeWHPNrTkX191LW947y7b5ddfdbf/Kjn9x3T276pi765hfdS6uuu6uu9a3/Js7/s2d4Ma2b3XDe3fddXfds7Ht292PmsyRnb3Itim4ux/ds0S3dkM7eyGTGdq3QiBK71uRPUtUj9ggPlsdqMWOmazIng3dtSE7Zmh7P7pjhnYt8L4VATLbUIsV3TfDe/uQxYp6XHTAxwf8bDDAhPxMKMiGA6w+IlEJiorREB8OcZEgFwnzUFiAIQmBRQgREEQ4MuK4jBEKSaoEFaOoGEYoGCahqIhhEo7LBCajqIhAPIIIBCZTVAxcY4iIYRKOSuBdCOIgiIvADAzzEMqhqIjgAoZJKCGSpIqREkEoBK0wTJxiYwShQIgQjLK+EOUJEJ4A4QtR/jAdhnkIk4JRNhBh/GHaF6LAfCDCBKNsMMoGIvSvlD9MAYWRBwL/sYIQ8TgFonggiocgOgSxIYgLRJhAmPOHeI+fcXpIsw1eXLH96OXLf/DVvzv3zO9Nn74wPv3M8Nhpo2HSaBg3Do4NDY4O9Y8M9A8P9Br7eg2GgdGhwdGHx75eQ3+fcXBgZKB/GFwbhsZGR04MDY4bhiaMQ9PDhhOjw6fGRk6Pj56ZGDs7PnpmbOzM2MjZ0dGzY6NPTYw/OzX5/OTUC6dOf/73vvCX3/23d1bW7DiVSGabqVxLTZRlOSfLGVXOK0o2phRisXw8VtK0Aph5eFSUrKQ+YpSktKhkFCUrx3KqmhOVjCSlOTFOCzFGVFkpzkoxRtQoXsYZCaN5ildJTsIZCaU4hORRisNoEWcEMOKMRLAiwcpgBqU4gpXBzJERJViM5GhG5CUtpqXVeEaNpXhJ0+IZNZ55eFQSaTmRkGKJeCLV0/OJnp6e33r//dvvXZy/eG3l3ZnVt6+s/PT6xutXVm7cdc4s268u2W6uOBfWPUubvqUN78KaG+TVK1u+u9t+oLXd4LopNLtiX970buyFN/cjqzuB5U3vypZvbTuwbQpum4I7eyGgbVNwc8e/se3b2g2YzBGLHbE6AOSQxY7YnJh+4fSQLi/l9tFuH+3yUi4v5fSQDjfhcBPdL50e2uoi9+3Yvh2zOnC7iwRyOB/I7iCcdsJpJzwu2uelI0EuEuSiIR4KC93CERWDFSQqgZdIVMIRlcAUEldwXEZREUEEBBFQVMRxmSAUmtYYJs6yCY5LsmyCpjWSVHFcpskYS8c5JsFQGokrBCbTZIxjEgQmE5hM4gpFqEAkrpC4RGAiQUgEIZGkTJIyRSkUpdC0ynFxltU4Ls7zCSCGiVGUghFKFBUB7WGYh3EZo2I4rcG4DONyFBUjiBBBhCgqfjwjQJjYLRiXugUmo6gQQfgIwqKUgJBst2CCgQnmyAyE01GMimIUhLMwLkAYH0UFCJMgVPEFOYsdWbprf/2tG3/2F9969vkvT516bmTirHHs9Mj4KcPQmHFwzDAwOtQ/Mtg3PNBr7D9u6Ds2NNQ/8kj19xn6+wz9fca+XgPgf2hw1GgYB/wbBqfAFjBiPDliPDk6fGrYcGLYcGLYcGrEeHps+PzE+LPTUy+cmH7x+Qt/9Nd/8/1rN9aCYSYWr2QK7XS+lUhXNDWvqfl4rJCMl1KJcjpZyaSqmVQ1oRUfrXg+/iipakZVM5qWi8fziUThgZI5TozxiiZpKTWZiaVyajIjx9OSlhRjSUGN80qclVRGVBlRYUSVEVVaUBhRZaUYK8U4WQMXjKhysvaweEnjBZUXVFHS1FgqnsgmkjktnlFjqWQq/yjltFQ6ns4kkulUKvNEz5M9PT2/dfny3OWZ5SvX7r53ZfWnV1ffv7X99vX12+ueG3ed15fsgP+V7cDqTvDudmDfjpmsvxBvTVbEZEWW1twbu6E9G2p24LsWeGsvsr0fNVkRuwu3OxGrHbLYovuWcLdsDtjtJTw+0uXBnW7M7SW8fsrrp3wBOhBiQxE+HBWAwHUgxHYvCIY5f4gFAQfsCB4v7fOzvo9z+J/LQ/s9tM9N+dxUNMhBIR4OC0hERKMSGpWQiAiHBRKN4bACXiIREYcVCtNoUmMojSJkDOERiEUgFkN4ipAZSmXpGMdoApcQ+aTAJVg6RpMKiUsspYpcQhZSEp/k6BhNyCylCmycIRWGVGhCpgmZIRWWUjk6xjEaS8dYRgHiWFWXJCZkKanIKVlKikJc4DWB1wQhyXBJko6juIJgMknHOSHDCRmSjtNskmISJB0nKI2gNJKOU0yCZpMEFSNohWRUklEpNkaxMZrTaE5j+DjDx2lOo9gYyagErRC0glMizck0L+liBLlbrKgwgkzzEsWJBMPjFI9TPEFLOCVjhELScZKOB0KsaT/41ju3/uKvvvPU01+cPnlhYuqZQeN03+CYcXjCODg2Mjg6PDBi7B8e6jUMHh8aODY4cGzQ2D/8sIYGhgcHhgf6jX29Q73HB/v7DAP9xsGBkcGBEcPQmGFozDA0cVQDk4aBSePACePQyVHjU5Njz56YfOHkic985Q///pWXr9htkKqVc4VOOldPZWuZfCObruXStXymns/UC9lGIdso5prFXDObqj6sTKqaSZcz6eIvVzZTyucqhXy1UKxpqayWSmupbDydSWYLqVw+Uyhni6VUrpjM5pLZQiKTjadzsWRKiadkLQmkxFNqIq0m0rFkBgi8fFjxRCYRzyQT2VQyl0kXspliJl1Ip/L5XPlh5fLlVC6fLRay+Vwul3uy59d6enp+e2ZmYeba3SvX1t67svruzNrV2/sXb+zMr3nvrLhuLtpvL9sX1z1ru6GtvejWXjQYkT1+xuYkLHbE6sCBT2ZzYmubPpM54nBTLi+lv+twE/4g4/VTHjdudyIOO2y1Qw47DK5dHjwYYPxBJuCnvX4q4KeDYQ6GJAiRUURB8RiOxRBMRREFQmQMVSOQGAqy/iATDnERSIQhKQpLUVgKRXh/gPMHmWBICEeFaESKhPlQkA+HuHBICIe4cIAP+ZmAl/F7SMC/Dr8OfDf/aFQiEJXG4xyV4Kg4Rcg4LEIRGg6zGMLTuMrSMZ5O8Gxc4tKSkJK4NMdoDBGjcImlVImPx+SsKqUENs5SMkupPKNydIylZIZUaEJkSIWjFYGNi5wmcprAayKn8VxMYGP6qIhJVUlrSkaRUxIfF3hNFhKKnJKktCCkWTbBsglZzsXjZUXJM0xckrKimBGENM+neD4lCGlRzEhSluPiHBfj+YQgxAUhKYoJUUxJUlKWM7KckqS0KCYEIcnzGlgpiDFReiBJ1mQlrktRE0CSrIlSjBcUlpMYVmI5maZlmlY5Ic3y6WCY2d71fftfX3/hM18dMp4eGTs3NXV+YGDsdz/VP9A/bBwaNQ6NDg+MDA0MD/Ua+nuHBo4N9h0fBLQ/PBqGRgf6jb3HB3uPDw70G4cGR0AtYDSMGw3jgPmhj82CocHxwb7Rwb7xob4p4wDg/7mTUy+eOvnZv/yLb1+5vIDjcqVyWKkcptPldLpcKjYrxY6ucqGtC+wCD6lezNUL+WoxVz0yVoqNUrFeytcK+WopXysV69VSs1Ztl8r1fKGUyeaTqUwylclk84ViuVyplcrVUrkKLgrFci5fTGdyyVQmmcolU7lUOp/OFDLZIlA2V0ql87+oLLh4wHa2lM+Vi/lKsVAtFaqFfKVcrJWKtYfHQrFcrlZKpVKxWPzEk5/seeITv3Pl6uKVqyszVzfeu7h28fLW4pJ/fTOyvYtsbIVXVj3Lq661TZ9pH3a6mWBIjkakgJ92OXGbNWq3IQ477HRgTgditUAWc9hijjrssMdN+rykx006HYjXQ/i8ZMBL+byk14V73LjPTfh9FBQWImE+EuRCQTYS5KIRAYVkDFWjYTYSZqNhForyGCJhqIyjMgKLGCJBUT4SYsIhBopwYAZFJBgSYEiAomI0wkFREYrySFRCYRGFZAQS4IgIRbhIkAsFqKCPDngpAlHxiISGBDQkIEE+6mOiPgYJ8jQSY7E4hycYVCMhhYjKDKrxRJIn4hSmULBMIBKDqgwR43CNwhSFzch8RhPyMSkf43MimxLIBIurKp+IifGYkNSkhCam4nIyLqXjclLlEwofU7i4zKkyq0msItKqyMgKHxM5VWIVgVXAKHOqxMcSSiquplOxTFLLprVsIpZJqmlNScXktCqlZCEh8XGJj8tCQhGTqpSKq9lHShYSqpSIyem4mo6r2bia1pRMTE4mYrlUPJdJllLxXFzNKmJcFhKyoCliXBHjsqBJfKxbIqeCd2NyUlNSQDE5qalJgVUUOaWpeVFMSVLW6ycuXVn46h//3flnvjA9/ezIyKneYyNDg+PjI9N9xwcHeo39fcaHx/7jhr5ew8PjQP8wUH+fUa8CuuePqO/Y0MCnjKPGk0N902PDz0xOXDAMnXvm01/+m7/77rbJqaqZdueDw4OPSsVmo3pYyDaq+WYl1wAqZ+u66sX2I9UodWrlzv/HsVpqlgF4hWoxXynkyvlsKZcp5jLFYr5SKlQrpXq13KhVmtVyo1KqV0r1cqFeLTXrlXa90q6WG9Vyo15tNeudarn2i6qAi1bjoFk7aFU79Uq7UW5VS81asVEpNuqlZrXUPDqWG6VSJZ8v1mqNSqXW0/NkT8+v/S+Xr85dvb56/cb2lSs7MzN7C/P+5eXA1ha0vuFfXfOurnk2twJmC+J288GQDEfkkJ/xODGXHXE7UK8L97kJv4cEMy474nXhIT8TDrBBH+1zE14XHvBS4QAbCXIhPxPwUn4PGfBS0RAPZoI+OuRnoiEejogoJJO4isIiFOHgKI+jMkXEaFIDI47KUISLhlnwFomrYBKFRTjKg48gkIAhEoEpBKbgqIxAAhThIiEmHKRDASoUoDg8QUIKFhYB/5CfRYI8HpEYVOPwBE8kWSxOwSoFqxyeEKm0wmZEKskTcQ7XBDIhUkmRSgpkQuWyMT6nCfmEVIyLBU3Ix/icwqVjQjImxjUpoUmJuJyMy0lwHRPjQKqgqYKm8DEg/V0wr382rWUz8Vw2kc8lC/lUMZcsZBP5TDwHbnhkfVxOpmKZRyouJxNKKhXLpLVsWsumYpmkmk4oqVyyUEiXiplyPlXMxHMJJQV+LfhUUk0n1fTD3xWXk0k13X3/tJZR+JgiJmNqRhbTHBe32EKvv3n181/409NnX5ycfGpk5FTvpwyDfaPjxsn+3qEHtD8kHewj+vfyPzo0NjwwOjF6ZmjgxNjwMxPjzxmM559/8Y+++a2X7K5gKl1od+4ftD6oV9r3Wz8DPDfKrXqxXS8168V2rdioFVq1YgPMHx1LnWb54FcKrASfalZajXKzUW7WS41asV4t1Cr5KlC1UKuXGo1yE6yplxr1UqNRbjUr7Va1o3+wWWm1qs1Guf5AlWq3OvWDdu2gXTtoVTvNSrtRbtVLzXqp2Si3Hlat0qyWa8ViuV5vfsz/k795aWb26vXVW7dNN29abtywzs/55ubc6+vh9Q3/+oZ/cyuwa4pYbZjbzfsDYjQkBn2014UD+I+wHfBSIT8D/DMoLIQDrM9NhPwMYBuOiDrzR/iPBDmwRuDSFBFDIAGO8gSmsHSCY5JgBPNQhEMggcAUhopzTBJwjsIiAgkIJOj7Ak1qJK5iiARH+WiYjYSYSIiJhlmBTNFIjIjKeETCwiIS5LGwSMEqi8V5IimQKZ5IMqjGYnGRSqtcPiEVNSGvsBmZSctMWmEzQDE+B/iPi4WEVEzKpZRSTqklTUzp5Ov86FR3bwRAgLSEktIFZgD5ANFStlLMlAvpUiFdAqDqHwfflVBSmXjulyiXLACBTSQVyxQz5XKuWsnXStlKPlVMa1nwvfrKXLIAViaUlCYlwG9LxTL6rgSUTxU1KaFKqUQ8r6l5kpSX7+5/6zuvPP3sF6ZPPjc5+dTo6On+48MDvSMjg2P9xw2DfY+J2/+D+J8eOzExPDk9cXbYcGps+Pz42KeHR575/Bf+9Ac/fjMM4aVyvdU+6LTudZr3/+sH/61dvdeuHbRrnVa106o+oK5ZaT9+bLeqnV8psBIg16kfdOrgK9qtKrhPq1Fu1or1eqnRrLTAPHirUW6ClWBZq9puVZsA/la12arVu1Rt1aqtWh3c/OH767ftVqPWbtSalUqt2WxXq/Wenid7ep74jYtX7sxcu3v7zt6dO/Y7d5xLi8GFBe/GRmRzK7i1Hdo1RfbNsNWGORyM00UHvIzPTbgdqMuOeJwYiORwRIyGeBDzwwEWjohIVNJph8ICBis4oqKQDIWFaIiPhniwAOwCevDHEVXnH4EEElcZKg5IpogYiOd6hKeIGEXEMETCEAlHZQJTwDKQLICsgcTV7gQB8M+gGgWrNBKjYBWPSHhEAtFeIFMilRbIFEgEZCarCcWkXIqLBZXLykxaolNgC1C5LAj4KpcFiUBcLCTlUjpWBtm+DrMeP/WAD2KpriPw61sAiP/5VBFsAUA6//puogfkbm67pd9B30TALvAw/yDsA7zzqaKedID5I/mI/qtK2Upayya1fC5bTSXK4TD57vu3v/an/3DqzAsnTl04efLZiYlzxsGJgd4RQ9/wQK/xcdw+Mino7zM+jv/HrDdMjU6OGcanJ84C/3905Pzw6PkvffnP33j7CkEL9Uar2eq0m53Dzgf/z8/+W7PS7oZH56cbyyMCwfZxOrIF6PfX9XMUy81mpdWudbo3iGal1akfAICblUan3j5sHnTq7Vat3mk0P1b9F1Rv63foFpg8olbjoN3s1GqNVqtTqzWO8j8765if96ytQqur4e1teGc3YtqD9s2w2YKYLYjZjJstqMuOOW2w3RK1W6JOG+xzEwD4SJAL+miQ2wOkwXYAwMZgBcR/sDVgsEJiGoHGQMsNLCAxjcLjIKVHIAGFRYA0hkhQhAOCo7ye3oMyIRpmQTpAkxpLJxgqThExsABsBGAGR2U4ykdCDIvFaSQGsn0Wi4NaAI9Ij+NfE/IAfoFMcLjGE3GRSspMGswrbEaiUxKdAhmBJuYA/yCWghQa8C/QkkBLIiOLjCyxisypQDrJRwRuktayOo0ASLBf6PkFgD8Tz4Hs4GEBRMu5KhBI+MHWUEiXStlKIV3SIQc3178XCGQQ+m/ovm0pWylkK7l0KZ+pFguNeKywt+f+zndeefHFPzx16sK5c585e/b56emnx0dODvWP9R0b+p/A/8jgsKFvaGL0xIjx5Ojw2ZHhs6Pj5//4T//2yrVZTlJrjXqz3Wo3W53WwX+5/39V8tVmpdWsNJqVBsiu66UaEAi8D+sIZg+DfTTklpv6nnJkcwGUHjQODxqHXVtAA/yMZqVx0Ojc7xzca3cOmq2DZuug2ehS7aBZO2g2OvW2roNG55er3ex0Wgf1erPdPqjXm0888Ws9PU/+5uWrc9dvrs8vWBcW3IuLvs0NdHMT3t1FTXvQ3j68b4bBEZrdXXhnN2K3PIDfZo44rJDXhYcDLBKVwgE24KW8LhwUBcBs87pwgDcKyXprHcR5mkhQeBxsARisEGiMwuMM+SCfB1EdQyQAOajeIyEGFAWAcCjCgZI+GmYxRKKImJ4s4KisFwJgUwC2Ahzl9eDPYnEG1YAXiIXFx+X/IPMXyASLxWhEYVCVJ+ISnTrCP0gNZDYFPD+9SAYpgCpoHCnwlAi2AJ1/PR3orgj01ECTEjqKejzXC3gAqp6Q6znCER3ZAgDwoObPp4p6RgDif1rLguSl+84g4Ot303cBMJNNFQvZSj5TTadKBCZevTr/h3/4l6dOXZiaeubcuc+cOXNhevL85MQZw8D48d8deFzx3835L98gHlcmfKwhQ99Q3+/2jhgmDEMTI8bTY2PnTp154R+/8b21TZOsxUuVcqNV77TazXrjfvteOVcC8P/38/9x9d7sxrt7Xt8IjsB/2Lx32Lyn86/X+a1qs9NoHrbaQI+Cv3bQbHQaTZ38w+bBvdYh0OP4B/G/i/8nfuPqjcW5BdPqmmdlxb+46Ftfg9fXozs7yK4patqD9vahvX3ItBcF/DttqNMGA7nsiM9NREM8BiuRIKfzD7IAv4f0unCQ24P4D7YAkALo8CNRCWQEBBojMe1I6a6H/WiYhSIcCouAasBzJMSAfQG81V0FkLj6SHF4goJVIioDCwAJ8mhIAG7/I/0/wHY3/wKZUNgMyP/1EuCB+IzKJwC3ACfdReuO/N0+n17DP2wZgH1ErwKA9EANpCcIj+NfpxeEa53hbCIP4r+eFIBvAQEfmIXAONA/q+8d3cUFyPwT8TxDy+Y9z3e+9eOzpy+MDp8aMZ48deLZqYmnRodPTYyfHhoc/8//Z39f76+u8/87+R8eHOr71DHD4MhA/+iw4dTU1DMvfOYrr77xXiACJ7O5XCFfb9YOD9r1au1e6xDk2CCvbtcb7XpDL7Cb1doj9bh9oZIvVwuVWrHaKNeblUa71gIxuRv7IwFfh1/nHyQjreov/Jh2vdZp1B8iv4v/RvOg2Tpste+1O/c7KY4lJAAAIABJREFUBx8cHH5wcPhxyvALajdbzXqrWq23Wp2f83/j9srKqm1nN7y2Flpc9K3eja6sBLe34e2d8K4patr7WCZk1xT1OAmPE9MV8FJwRCQxLRriQ35GN/xBLeB14cDqA3hjsKLX/MAOAC/1+h+DFZ5N8WyKoeK62w+Y1+t83RQAJQAw9sJBOhykoQinJwJ62o/CIiglgF8oUmkaiaEhAQ5wkJ+N+hg0JNBI7HH9P2D7iVSSwzUGVVksBoI/cP6A+QcUFwtxKQ/4Tygp3W8HKYAe7buLdt2f11/q6b1+E51eEL27/XkQorvj88N6pI8IaC9lK9VCvVZsVPI1kB2AC7BrgOS/kC6Vc9Vqoa7nDrqJmInn0ol8XM1m0mVZSkbC+Pzs+p9+7W+NQ9OGwamBvvHJ8XPDhhOD/RNjoycHB8b+j/+9t/e4sff40CP1P4r/iZHRgeO9QwPDvceNxqHpkyef+/JX/vzqjXlOUnOlYiaXrTdr9w47tWr5fvve/fa9e+0OUFekbR00W/9e/su5UjlXqhYqIHUH/B80OkdC/b3W/fvtD+63P3iYf1D/t6rNTr192Gp3Gs1GpVovVxqVaqtW7ar5q12qA/gB/zr8Hx7e6/ILfq5Wown8P1D/P/HEr/X09Pz63OLm0oplecW5uhq8eze0sY7s7ZEWC2WxYhYrZrGiFitqtWE2G2WzEyH/gzrf5yaOuP26BeD3kEEfHQlyIOHXa3sMVqIhHqyBI+IvnLRFY8AdBM4/ULfVB2gHk2AXADZBJMQE/aTfi4cCFHAHQPlAYArYMgD5PJsCfQSRSvNEkoJVOMCF3GTYQyFBnoQUkAuAdiARlYE7SERlLMyTkATIZ7EYh2silQQWoO7/A2lCXhNzSSULAAYpelxOqoImsYpu/oHArvv8cTmZ1rJ6bq+/BVpxAELdnPu45ZbtNvYBxnqI1oN5KVsB9l4388D2qxbq1UIdcA4ifCVfA5MP5wsg4OtJAUg3cslCQklJfCydKGpqnqHUfZP7e//28lPnLgz0jw4bp/r7RsDjOoMDY4P9E4P9E/29Y/19I8ePDT5Sj6sLwGm/h/WYfWGo71PHJkZGR4zjgwNjYyOnn3rqs//0ze9v7dpkLZkp5Kv1WqVWrtcqnXbzsHnQqjYrhWK73jhstdv1RqfRvN85OGy16+VKp9Fs1eqNSrVVqx80W4DGSqFYyZeBdQ889natUyvWC+liQkmmYulCutgoN4HZdq91/6PDn4GeX61Yb1XbAHVQFADmm5VWtVAr5yrVQu3jBQegHmnXWvVSrZDJFjLZernSrjcA/+16rVEpN6uVTqN6r906aLaKmUKjXP/o8EPw2Ua5XswUWtVmu9ZqVR/4iPfb9w6bB7VKvV5tAP+v1ep88pO/3tPzxG/MLmwsLO0vLTvW18Nra5HtLdxspm02xmYn7A7S7iAeyE7bHWTQx4LcHiT54QALGAaRvLsLCKI6uACxHYlKYI8IeCnwEd380w1CvVcH2nUgsQcYA/51X1A39vUqABiBOvmgKYghEigZQFEA/D8iKgPa4QCHhUUSUihYxcIi5GchPws6ggyqMahGREUKlrv5F8iERKdEKqnbfj/PAuRCSs11t/ESSiomxkHO392u12M+4Fx32vU2G8j89aadnpDrZbnOP6D3cfx3G/Xda/S0H0T4Sr4Ggv/j+Ne3AJ3/pJpWxGQyXlKkTDRMzd5e/eu/+qfpqXPHjxn6eocB/w8e3eufGOgb7+8d6+8dO37M8Ej+/2N1wZGkoPf4oKF/YHJ0zDg02nvcOGI8feHC77/y6sUITGWLlWqz1Tk8aLYb7VbjsHPwQef+QaPTqjYPW+1OvV0tlkrZYqVQLGYK6Xiiki+X84VqodKs1g6bBx8cHH548MH99j3QtPvYom+1qu16qVHMlDiSlzklrWWAp9goN8u5Sj5V0H3+w+Y9EPkB+fda98EF6AWCDeKgcdiudRrlejlXKqTz+VSuki8fNDr/5YMPgRdwr925124dNBugIrjXbv3s3kf1Uq1da3148EGn3m7XWgB1vXHYKNfbtda91uFh86BRa7Ya7Waz3W4ftFqdT3ziP/X0PPEbt+fW7sztLCzaNjYi29vo/h5jt/NOJ+9yM24P6/Gybg/jctNOJ+twUuAULTjzA4I8SN31ZD4cYMMBVk/p9RIABHzw+E0kyAHywVM3wBoAAlZf0E8ChYM02AV02gH/ICMA0V4/FADOC+lbA2gWgu0DOIIYIhFRGRz+QUMCHpGAEUBEZRaL4xEJVARYWKSRGLADKFimEQXAD8QTcWAHgF4A8AISUhH0/1NqTk/OQdwGKcCRdr0eyQH/AGmwXj+rA/J2vVwHmbzeh9NpBAA/jn895gPC9Rxe9/D0t3TUH8m/bg3o/Ke1bExOq3KWomImk+ulH731uc9+eWz4RN+xod5PDQ70Ggd6jYN9owP9owN94/394319E319Y7+kBHikHpcXPFwO9B4f6j0+aOw3TI5MjBonBwfGxkfPfelLfzZzbUlSs7XmYfve/cP799oHrU6rfdDu3GvpdXinUz9olOv1UqNda7VrnWYFOHYgztdbVeCuHx40DpuVFmjv6cdsasVGMVMGR7YK6VKt2OjUDw8a9yr5WiqWqRZqICO417oPmAcCdwO5ADgOBJr/oEaolxppLZNQkqVsUY/kuh0I8hGgDzr3G+XmQePww4OPgOP40eHPPuh82Cg3q4VaKVsu5yp6SlKvttrNDuC/0Wg9qP9vza7eurM1v2Dd3IyaTITVwjudotsteryczy/4A4LPz3u8rMvFOV3gKRrikfzrWQCgHRDucxPdtQBIFkAuANJ+HFF1XxCFZP2sHuAfBHbg8IPSoNsCxFEZGAGAcP2wIKC9u48A0gEUFpEgDwc4EPZBkAd5Po3E8IgEBziQ/4N2AE8kGVTVg7+eAnC4pucCMpPW+/9H+AeIJtV0d1dPb7ABkvU+n57S628BhnViAZmAQJ1/fdnPG3IfLwZ5gR78wR6h86y7hvopABDhH8c/KBb0pANkKzE5zbPxUIi6eXP561//h9Mnnh4xTBkHxwD8A73Ggd4RwH9f39gv5/9xdcGvKviP1v8Dx/rHjWNT46cmxs6ePvn8n3ztH2bnt+VYrtn5qHlwv33QabSazXqjWW+BYz/6kZ527eCgce9++8MPD3724cHPOvXDdu1A5xygDk71tKqdZvmgVmxU801wdrCSr1XzzUq+VsrUyrlqq3J4r/VBo9TJJvL5VAFkBLrD3651uuEv5yqFdLGYKYEUoFXtfND5qFM/zCZyqVimkq/WS41cMqv3KZvVGjgFCJxCsH0cNO59ePAROKd00LjXKDfrpWYxU8om8oV0sV4Cx4E69Wqr1Wg3Gq1ms12vNx/0/4/wb7MKLpfk8UheH6/z7/VxbjfvcjM6/91Jfjf/AHKdf3C2rxt+HFEpPK57/sAUBB/BYEU/qHOkCjjCv97qY+kEyAXApG776Yb/kYYigB8OcHhEAgcBwCkgPS/Q4QdeIOC/O/8HEsgEOA4MTgQ98AKkPKj/9aNyIGMHfl53x14HXrfxu8EGn30k/93xH9xHb+MdSRaAvd997Kf7RJB+oX8EbCi/nH99bwKZi8THKUqx2EKvvfb+5z73lbHhEyOGqXHjpKFveKjXONRrHOgd6esd7js+2tc3dvz/f/77+wx9v9s7PDAyOXZ6cvz82VOf/eu/+te1DWcsXm4f/tdm54Nmq9NsdVqNdqPWblbazfJBrdCq5pvVfLNWaOnX1XyzXmyDl7VCq1k+OKh/cK/50f3Wz5rlg3b1Xrv6QaPUaZQOW5XDVuV+o9QpZRq5RCmjlfLJcr140KocFtN1TUxlE/lStlwvNfRO4UHjELiAh817zUoLlAk6/6VspVHqVHKNhJJKqblWtXO//WGr2j5o3GvXOo1ys1as1kvAIOgcNA6blXat2OjU7h807pUytUq+1iwfVPK1Sq6RiedSaq6YKbcqh536Yad2v924d9C+324fdDqHzWb7ySc/0dPT8+t6/r+5Gd3Zwcz7rMMheDyS28O6PazbwzxQF/+g+NfZ7ia/W+DADxCw/XU78OFzAQ9aAIgE8vxomAUC/T/9DB8KixQR04/66Ad+dP5BswDMAP714I8hEhYWgQDzwOoHpwBAL5CEFHAWiMMTNBJjUJVGFND5A+d/wLMA3W3/n9uBYi4upbtP73Tz35386/zrOb9e7YNN4XH5v/5ZvWMPtgnALVjZ3boDAHc7CEduC7xG8Ku6u/1H+AepR/djBRKr0IQIw+zSyt4///P3zp//zPDQpHFwYnhgdODYEOC///gw4L+3d/R438Tx/rHHtQD/Y/w/fHzA0Gc09BlHDFOjw2dOTb/wT//4ktWGZPOdzr3/u9G+32getNoHrcZBtfTgsZ+MVkrIuYScy2ilXKKSjZcLqVol16oVOuVss5CqlTKNWqHTKB3WiwfVfLuabzfL91qV++BlrdCpFTqVXCsh5yQmLrOJjFaq5FrFdD0uZUVaTarpbCIHknDQCAAZPqgFAP+5ZD6tZTLxbC5ZyCfLGa0gMTE8SjOYkI0XW5XDg8a9Tv2wVe3Uig3w1MDH5wg695ofNUqderFdTFdjQjKl5kqZWjqWV/kEi4scIaXUXL3YblUO29V77ca9w84Hnc7h4eH9TufwE5/4Tz09Pb9+Z359fnEP+H8bG9DuDmm1si6X4HTRdgdps+N2B+Fwki4X5/awfs+DQ376uX3wtzT0wv6IAOG67Q9OB4JSXy8WwA4CBOp2/aGdcJAGWcAR/oGZDw4LgAgPjgCCl92Vv35MEDw4BIx9cOwPCfKAef1ZAP1ZID3+U7BMQhIJSTSigIIfPP9zhP8HLqBciAkPqn2dc/0U4BHnT4/kgGT9jF1ay4I1j/T/9M92f6qcq+rpQ/eGAqDVNxpwAZYBazCppmVOFWhJ5tRULKPnBY/0//UeRFJNq4LG4BwcIS2WwJtvX/uDP/j69PTTI4Ypw8D4UK9x4NjgUK8B8N973Nh7bOQB/30Tj+P/P1b/A+a7+wLjxomRwbGJ0TNTE8+cP/vF73z7DaeLSKSa1fpH+VIzX6gWS7VirpqIZVQ+ofIpEhajfjLkwaAAhYZZAhIEKp6QC3EpL7MpntQkJqmJuYRcULg0R8QSciGjVXKJWkotaWJO5TNgGR7lPbaIzeQLeTA8ysNBGgpQeJRlCV6gRVWIge4AeOynkq+CnL+QLqa1jMTKJEJBQTjsi+JRNuiGbSbP/pbDafbDQVxiYhmtkNEK3Tu4HicKqUo6VkzHijEhTSECg0kMJoU8iHXXvb1q3t9ywEFS5VNJJZ9SC5lkqVyslcvVer1ZrzdB/P/N2fmt5SXzyl3X5npwdTW4u4WazbTbwdvttN2Kmy2ozYLZ7ITbyXrdrM9LB7xUwAue2+HCATYaAs4/Fw6w4QDfPYb8DPAFwYNA4JFB8EQQ2BTAk4I6/3DkAeTA0g/6yYCPAEYAAgn68UGaSHB0mqPTDJkELoDeJtSPD4eDNNhZwLfouxVDJBgiQcNxJCJGvVzIR8N+AY1KRESFwwLk46EQT0ZjDJHg8TRPJElIIqIiERUB/4B5kU5ITBKMMptSuDT4L5JSCwoXB32+7mfpup8C6i4BQJBPgWAez+VTxWyqmNayMTkZl5OJWCabyKcTef35X9Ag6H4CD5z8LeeqOt766QBw8+5zxPpWkopl6qVmMVOOy0mOFCiU4SkxqaZL2UouUcqmysV0tZCtlTK1fKaaT5YzyVJKzcXVbELOgFFgYwTEhAPowsLmv/zLj59++rOjIydGhqcNA6MDvcbBfuNQr2Gg19h3bKj3uLH3uPH48RFQ//+P4l8P+AB7/fn/8ZHpUeP02VPPPfv0Fz77wh//8AfvOewww6UymUYsllWUdFzLqEqawiUoxMBB2m0N7645VmZ3lm5vLd7aXLq9tbVit5tCPjvqMked+6GgCyMhicM1CpaREEPCIk9qAhWnURkNs1EfFXRhXhtk3vLcuLT41iuXL71969aV5dszK6vzJqc5GPJAYV8UCWMMzil8TH8qhKdE0BXmKREJYw6za/Pu9tKd1bkbK1ffn73y7s3Z68ubK3v2PS8UIHhSJmGeRnmOkCQmpnBxiYnRKI9FKBLmSZgX6YRAxZEQE/bi9j3/3I3Vyz+99c5rV668e3tnzRb24miYJaIiTciqHI/F4tlsvlAo9YC//zN7Z3NxzrS8aF9bdi8vurbWwtZ90rZP2i203UzsmxDTVnRvF3bbmVBA8rhor4fye7mAnw36hUhYhCIqAqteN2O3IS4H6fVQHhcd8LPhoOTz0kHwRzU9lMuJOx2Y20WAyXBIAIpGJBhScCxOkSmGTgX8ZDBIhoJ0OMSEQ0woSAf8tN9HhYIsWInAKgJpKBzH0SRFpgg0hqMyjqjATQSGIjiPiCNaOMD7PTQUlnxuymaGgj4WiSoopOJQHEc0Ak5gcAyLakhUgYIyFJYifjHoY6MBCUc0lsiyRJonkg/+7YMsEmIoROJJjSdVkdZ4UmVxmSdVhYvHpXRSySbkjMLFZVaTmBj4d4pL6XQsn40XU2ouJiQVLq6JqZSaS6m5dCyf0QqqlNJi2VS8kEoWk1o+pmYUMSmJCZaSFTmVThTTqVImWUoli3E1q4hJiVViYlxvGeg2XiKWiatpVUrIgqYpqXQin07k42oa/DDwdSk1l5AzmpiKCcmMVlD5BAmzUACDgziDCXEpXUhVErFCKlHOpqrpZCURKyhSRhZSkpCKq/mEVtSUnMgneUZDINa07bg2M/+jH7721a98/cT0U0bDuGForL/P+KCZf/wI4cNAoHUPrHuA8dDgqGFo7NinBoCO5P9g+9DtvY//HJhhaHBk2Dg+OjI1Mjw5NDg+2D9hGJwaMZ6cnnzmzKnnT5+8cO7Mi3/0lb9+950bdmsIQQSGUnk2LvJJlo4hEB/wER4n5nGgzv3I+qLl+vsrF9+cvfjm/PtvzL33+tx7r89df3/t7qzNvBlym7Gol6PhOINqWJgHlSCNKHhEiPqooIsIOPGgizCtu29eXnnth5df++Hl99+Yu3V5Y23evr/h9zsQlyXkNAeDbpRCBIVLqnxCYmIsLtIoT8I8AXERH7G36bz6/uzL33/re9965bvffOml77155d3bqwu75m233wmjYRqLcEiIivpxOEjiUZaEeSzCICEGpC0MqoJTqlEftbPqvHN17c2Xr7z2o4vv/OTG3LWtnbvu/Q2/eTNk3vWFAzDLsiiKoij65JNP9vT0/Pbsra35O6aleevKgmNx1rq27DXvIhYT7rDQbjvntnMOC+mwkB4HG/DwbielC/xFzWhYQeG438s5bLjTTridlMOGe1y038u5HGTAzwL5fQy4CAa4YICDIQUIgVUUiWGohmNxHItBUR6GBAQWUURCEQmBRRiSoKj4YKeIxhBIg6MaAsUxJElgKSgswFEeeArgmYKPTxbKFJ5EorGgjw94Oes+vLsV9LroSFCKhkQ4oqKQiiMJHNEwOI7BMRTSUEiFwkrIz0VDMoHGGTJLEykMklksBv4EAIurNCqTsIhHWZ5UOULiCEmgFIWLa1ICYKbyCZnVRFoTKEWkNZnVYkI6LqVVPiXSqkhrKp+IS1lNTGliRlMyqpzVYtlkvJRKFpPxUiKej8cKWiyrqflkopBKlBPxPPizc6qc5bkYTYgsJYu0KguJbrYzyVI6UUzEcnE1m4oXCtlaIVvLJEsJOZeOFQupWjnbLGeb+WQ1qeRjQrqYrmtihoC4kAcJeRA0THOEIvFJScgoUl6VCyKfAWYKcFv0YxQEpsBR3m4NX5tZ+rd/ffXLv/+1M6efBgF8cGAEgP0rn+fVW3cggBuGxh7nBQL+e48P/Zz//sH+/kHA/9jo9Mjw5NDA5GD/hGHwxIjx9OT405PjT5868dznPvPVf/32S6srJgzhY0oupuTisUJCK8aUAsckwXkzJCoFXdjehmv+xua195YvvbXwzk9uvf6jaz/53tX5a/u7q36fjUSDCo+nk3IlF69nYtWYkI0JWZXPSEySwzUaUUhIISEl6mOsO4H1BdvWstO6HfJaiahXIKMxGonhEQEL8zQqK1wa5OEJOadwSU3MpNRSRquoXDbowhZvbb/9kysvf/+tN1+5eGtmybrrhQIUHuVJWGRxVWKSPKmxuApKEoVLS0xSoOKamNPEXEot5RK1fKKhCXk8Ivns6MaSdfnO7vLtPdOa121G/HYq4KADHtzt9CEIEg6HIQjq6enp6en5X+/c3Jy7vbswa16as83fNq8uefa2kd1NyG6m/G4p7I8FvZLXybntlMtGuhyky0E6bLjdijlsuNfNREKyzr/LQQL+XQ7S46JtFhTEfK+H8vuYYIALBflggPP7GByL41gcQzUgFIkhsIrAKgLLKKJgqIpjMRyLYagK3oqERSgqI7AKQwr0/7L2nt9R3WuaqMzpvrdnenrumjtrPtzpPrYB5UwG42xjYxvnBMYkk0FkEFFEgRASKOecq1Q555xrV855h4oS9jlnzfwD98MrbZfB+HTfdc/6La3Srl1bhdd53vw+j9guFdtlEodC5oIyJMwgG7Reg9arUboVUrtYYNYo3Sq5G8A/PMAcGWQxaWoB1yDiG6QimD5wqhUOjdKtVjiUModCigC7gVgARUq3WuEQ8bQKiVmncmiVdpnIyGcrOQwZhyFTySxqhVmrsgLDn8XotFv9LnvI44w4bUGbOWAxus16j8XoRkx+u9WPmPzw2mkLumwRu9VvMwfsVr/Z6EUsPoct7LSHnPaI0x5yO2MeVzToJwI+1O2M2ZGAHQnZrH6DzqWQmcVCnUigFfO1CpnZqHXZLUGHNeSwhly2iBMJ28wBq9FntwQ9jpjbHrVbghaDz2r02y0hJxJxIhGbOWjUujUKm1xsYtGkY0PzfV2Tw/1zs5McFk3KYymhoSuXWIU8PZMmp1EkbIZSyNPPz4nn58SUGeHMJG90iP6oqf/Y4fpPPvp+w/rXS0uqXnm5EGb1Xn2l6N/+deWf/23VH+D/mTX+osLy4qKK/JZ+vhV4Bv+rVhYD/kuKK8rLqp/Hf3Xla+WlGzdteHf/3pPdnSMKmdHricRjqWiEiEWTsWgyHCR8HtTliDntUac94nNELDrnciSvZlGk1Anh7ChPxNLrZC6nOeK1JQJONOIj4sEkHKgLhjwJqBd67WGPLeQwB8xaFwDVjYT9jkTIjUd9KbAaPns84EqEvXjUj8cCRNSPRnyJWADDo9lUYhENZ21GH48uH+un9LaPjg/OClgyxOAOuGLwfLDgQXccipRQlYQreDQLNUgilkujT5PxhViA8DujFp1bLTVL+Vql2KhTIEsdK4NLpzEiCGI0Go1G4xL+O9smu9pnejrn+rtpvZ20kQE+ZVo1MSKmTKs4DLOQiwg4Vg5DT6eoqDNyBk0NIAdDQOKfw9IzaGoOSy/gmblsA5dt4LD01Dn5zLRwdgZ4wRQctpaMBQD8gGeIAiAEEAnNYpFJKkFkUiu8JZUgErGVDP5lUptEZBMLEYnIJpPaYN1IxDcoZTa9xmPU+XRqr1rhUkjtRl3ApA9LRba5aclQP2N6QigWWGE2iWxD6tRuOGSdAp6mkCLQmzQZvBaT32LwaVR2IVfDoEk4DLmQr5EI9DKJUSWzqBRWjQLRaRxWo8+OhFy2iB0JWY1+g86lVzu1arte7dRrnWa912z02sxBOxJCTAG91qlVLk0xwHiy2egzG30Wk99mDbkcMa8bdTliNmvIYvIDJwKPo5qeZI+OMAYHqIMD1KlJLpejUcnteo3HoPEYtV692q2W25VSRC2369VuncqlktlUUodMjEgFFrHALOaZeGwdk6qgzkq626Ye3Ou9cqHpwtl7DVdaHzUNdj2Z7OmcGRtmTU/w56YlE6Oc/p757o7pgV7a+Ah7eIDZ2zX7pGW8qbHv5vX240eu7vho7/o171aWbygpriwqLAdCvtWrSl95ufDlP6/+u/gHSIPVKC6qIKd6nzMBJa++svQr4H/VqsJVqwpJ/FeU15YU1QL+K8o2VlVsqSzf/MH7X9651SqT6ENBNBFPJ+LJVHIhlVxIEjkcyyVi2Xg0E4ukY5F0PIgH3CEIo/JhHHRhaDibwf6SRp+i4WQsgMVDKBrBM3guhWaA2wMGB7AoEQ+hEV8i7I1H/eivxfYEAHLpELEcHs0uMQjFUxlsMZXIJePZVGIRTIDfGXeYAwYVghicPkck6kcToVQiREA3kYjl8Ggai2TwaDoZX0glcsn4AhHLpNGFZCINXyZLLCyknmbwXDKRTiVysQDmd4Z9jlDQHQ174xFfIuSPJWIoiqLhcNjv9//pT38qeKngvy05/27qUB+zv5sxPiyizWnHh0XT47L5WRVzXsec1wH456YlJMgFPDOfa+JzTWIhIpc6WQwtg6YW8MwyiQPwKeCZaVTlzLRwekowMy2kUqRslkYoMAGY5TK7VIIIBUDIb5RKECgBQIwgFiJSCQJ+Hp5GZgoyqU0itoqEZrHIIhGb8wnF1AqXXuPTqSEEcKoVHq3Kx+cYh/qYXW2zk6MCAdcELUYIZaFfSI4SKOVWicggEuhkEhPZWTTo3FqNU6VABHzt3AxvaJAyPkqfp4pkYotcZlErbWqVXaty6XVexBx2OhIWY9Bo8Oo1HpXSppAiErFRIjSJhHqtyqXTukx6v9HgVcntfJ4GJqPkEptK7tSpvfC1NUq3Qeu3GMMmfdCg9WtVHqXMIRVZGfOKrvapG9cfnz5z72Td7bpTdy5faW1+NDoyxJ6bkdIoCi5Lz2ZoGRTl/IyMPqdg0zQcqnp+RjY7JZ6eFM1MimamxFPjgv5eWsvDkVsNnRfO3j9y6Orunad+2Hnq2OFr9Rebb93ouHur+0nLeE/n3GAvo6+b+uTRRPODodaHYx1PpgarIUJjAAAgAElEQVR66F3tM4+bx5saB65eat27++xbW78qL3lt1atLFP2QxhcXVQA/9x937EiEQwkgf6r/d/H/6itFMN638tUiwH9xUTmJ/9LiNcWFNWUl6yvLN1WUbdq4/t19e05MjNGDfiyX/SuBZ2NRLJ1aSCVzSSKbJLJJIpckcgS+gGMZNIJFA5GwLxINxKKBuN8VhH3teBAn4qlccnEh9RQa7yk0uZheyCUXYFcnf4yHiCdhYzeFJsnNHxgrBCuQwX5eAnwinUIzaSxDAjUZz2awxRzxlxzxlyz+CxHLpNBMKpHDY0k0nMRjyTS6sJB6ClRFyXg2hWag25/BFtNYdnlrMEnODsJXWkwvwBTw0ioxLCOiRBInMAyLx+PRaPSll14qWFHwf3d3TPd2Ufq7aYO9rL4u+uiggDKtmhyVTI5KpsbEMxPSuSkpZVpGmZHOTkuYdA2PYwT3K+RbBDyzSGCViu1spo5J1wh4ZrnUCaAV8i1QEaDNy+epMiZDJeAbwc8rFU6xyCLgG7kcHZul4bC1Ar5RIrYqZC6RwCoWIlKxA1J9udQpkzikYrtMalPIHZALSMRWscgiFpmkEgvwDiw7bbtG6Qbnr1F65RKHVGRjzKu62+c6Hk/PTIj5HKNS5lhaNF72/FqVS6N0mvR+iAJAC8Co88EVqcQkFOi4HBVtXjw8RH3yeKijfXx4iCaTWuUyBGIWjdpj0AcsppgNiVvMEbMpaDQEtRq3Qu4QCY1cjo7FVMpldpXSodV4VUoHn2egUsRzs2LavJzD1Am4JonAJhZY+WwTl6Xns01igVXEs/I5RhZNS52VjQ/z2lonzp++v+v7Ux9+tPfdD3d/sH3PF18d/enQ1frLrY33Bx+3THS1zXY+mWlvmXzSPN7ROtXbQelvp3Q+nn5wd+DRw9HO9tn+Xnp3J+XOrZ4jh659+fnhHR/v3/bernff/u7TTw78tL/+8qWWxrv9Dx8M93ZShweYk6OCiVHeYC8DssLBPvr0uGh6QjgzIZ4Y5bU0jR46UP/65s+LVm1Y9WoFIPbVV4ryC3h/gP/8aj+ZArwo/n/l5WJyZQDwv3Ll6lWrCosKy0pLKkn8lxavqSjbWF25pbb69U8/2XXvzhOl3JRO/fyXX/53Jr0IjFc4noTRt1QqA7YAQ1NoJBEPR9BIIo2lyD08krcjg2dzyWwKTeIxLIXhT7M5mLEHqAOo4NcMkYQlQljdzaWS2SSRwnA8llwKB5Y4gmAKKEkuBS6kni6mf15M/SVH/CWDLabQTJZYyCUXgU0og+eyxAI0/8kDj0pjWZgmyOBpsDiw0ZglMhk8DbvAeXtNqVwqSeBoLpPFcZwgiGQyWVBQULCi4H90dcx2d1K6Oyk9XbS2xzPdHfTRIeH0hHxyTDoxJpocF89MSeZmZJRZGWVWxmLoOFyTQIjwBVY2x8hk6bk8s1Bk4/LMDKaOzTHy+BY2x8jhmjhc0zxNxeYYmCwdg6nlcI1iiV0md0mkDpHY9utYMUtHanXQGRoYOuTzbUKRTSS2C0U2oQgRCK1SmV0md8gVTpncIZZaRBKzWGqRyKxikUnA1/N5BrHIopA7VEqXVGwHM8RiaOnz6qkJUfuT6Z4uKpOulYodUpFNJkYUUrtK7oSjlDmUModRF9Ao3VKRVcA1SIQWuC4RWqQSC4Mln5rhDo/S2jrGHzzse9I2MTLKBh0xBlPLYut5fLNIbJNInVKZUyS2icRWoQjh8gzzNNX4BK+3j9bROT08whmf4E3PSMYneN091IfNQ82PRjvapgd66KODnMlR0fgwb7CX1dNB6emY7+uanxgRjgywu9upjx6M3L3Zd+ncw/0/Xtrx8f73P9j99oe73v3wh+2f7v9mV93REw1Xrz2519j/8MFQc9Pww/uDzQ+G2lsm+ruow920vk7K45bx9o6Z/gHG+IRgeITT9HD4+ImbX3199KOP927/aM+OTw/s2Xv+8pXWtvbpsXH+3IyUxzZABVQsMPM5Rh5bJ+CaxAIz/HdTylxCnrGvm3r4p0uvbdqx+tU1xYU1kL2//OfV//avK+H8z//nlb+Lf3DpJP5fVP975eXiV14mrxQC/leuXL16VUlJcUVFeW1FeS1oflRVbF5T8/q7b3929vQN+rwo4ENz2b8+XfxbJr2IYQSK4olEAkVRgiDS6TQMwCUSmN/t8bncIZ8fjcZgZyaNpXLJLGwHAQNXCk0mIlEsFs/gv6HWWp7nTQKJQDaZSuMYHo+lMHQhTeRSMKubhJgf3D48M4kureVkicxi+unTzC+55GIaXSBimWQiDdsBMOEDk0L5DALkEDF8E5gjhEhkeb84l0tmc6n0YiabSyWJRJxIxLNJLJvEMDT+8+LTZDKZy+WePn26YsWKJfx3dcx1ts+2P5ltbhprbZ7u6WTMTimnJ+ST4+KpCcncjIw6p5inKKhzciZLDxBlsQ3zNDV1XsViGwRCRCBEGEwdg6mjM7QUqpJG1zBZeuq8CnaHSJCIxDYuz0RnaLg8Exw2x0BnaOYo8skp0di4gErVzM9r6XQ9jBux2AYmS89k6aQyp1zhBPxLZFax1CKWWqRyRCQ0Cvh6ocAEGYRS4RTyLSyGtr+X9vDB0P17A7dvdl88//DOrZ6RIQ5lVs5nmwQcs5iPSIV2udgJRyZyaBQ+mcjBZRoYVDWLpuWzTVymgUZVjowxWx4PXrnWdOrMjYOHLx44eP78hfvNj4bHxvkjo9zhEc7oGG9qWjJHUcC6dF8/o6+f3ttH6+icbXo4fO162+kz944cvX723P2Ll5qvXH188VLz0WM39uw9v2//xaPHGu409DbdG259ONF8f/ROQ++1+rYrFx9fq29rb51pvj9681rXhTMPTx2/e+xQw487z33+6cFvdtV9/cOJr3848e2PdXsPXaw7f/f2na7Wx2PDQ4yRYebYMGtilEOblQrYeinXJOQYhAKTQGgWia0yuUMsQShUWVv75I2GtouXmi5earpyteVB08DQMJPJ0sjkDrXGa7dGHUjMbo3aLBGrKYSYw05b3OPEHEgMMYfNhoBEaOpqn9j346mN694vXFX78p9JoBauWllSUlxZWlIFul3/Ify/qP/3IvyvWllcXFReXlYD+C8vXVdduWVt7RvfffPT45YBs9GbxH/OpH/JpBdTyRyGEYlEIh6PJxIxgsAymUwmk8FxPBaLgW8HNCYTBBZFsSieTBC55AJsAYFrhS3an7NPYU0gl1zMEgspNJNMpNJYJktksCgK+8KJSJhIxBfSqWySSESiJBdgCl3i54HNYiKBpjB8OVPIZvBcFn+aJRYWUouL6acpNB0PJdAIBpDOpw8hqf4gfMglF9NYFhYTiHgKFo0WUrmfs09/WVhcSGewWBSNRoBEBE3ECAwPh8PJZHJhYaGgoKBgxUv/vad7dnSY09I8evd2762GnoZrPT2djOkJOXVWQ6fq5ylqyqx8nqJk0DQMmobLtTLZJhbHzOZaZuaU/YOcwWHeHFU9PauYmJIODvN6+1nDowLKvIbNtXD5FgZbx+IauAIzX2QViBGhxCaS2kVSO1xn84wMto5KV41NClqeTFy51na/aXRyWkFj6GfmlFMz8uFR3vAoj8nR84QWvsjKE5o4fANXoOcK9HSWcpYiosxJ5mbFVIqUyVDxuSYWQzvYz7h/r//ypZaDBy7/+MPZb7469tGH+/b+ePFB4/BAH4tO0VGmVdQZNYOqn5/VjA+Lhvq4o4MC6oyaNqedGpP2djK622n93ayutvmm+yOnz9z5btexDz/e9dGO3ds/+XH7Jz/uPXC+4XZHa9vkg+bhxgdDj1onunrond20xgcj9Vcenz334Nz5pgsXmy/Vt1yqb6k7dff7nafee3/Xh9v3fPTxvk8/O/jFl0e++vrYd9/X/XTwyukzjZfOPbp1vbulabzj8eyTR1MPG0fu3eq/09Db10XvaqO0tUw/bBxpuNp54czDs3X3z599cOl6880HHdfvPam7eOvE2Ru37neMjNHpTJlCbtVqnEtjkSqHTuVA9D6XLWo2+Q0mn8HkM5r9BpNPpXHwhTo6UzZHFVJpYipNPEcVUuZFHJ5arXXaHFHEErBZg3Yk5LRHXI6oyxF12iMOW9jtjPk8qB0JsRjSa1fub//g66qKzSVFtS/a533RPM+L7MIz4M+7vyxvZOjX+l/h6tJXXykEW1NVsbGmanNZyfoP3v/y8qV7XLYyEVtIEb8kicVUMoehqXgcTSaTyST+3Fni2P4tOVd6mecznRexw8lksMXfHDwHZyH1dLkukMwlsxB7JxMEeUMGX+bkIpK/LvAtUfdBQJGFfB6CDqDxAv5PKCv83kmnEjlgHIc6QpZYgDHhDJ5bNhZJ4A4mEiiWQDOpNI7jCwsL6XT6pZdeKljx0n/r7ZmbGOc+ejhy+dKjs6cbz5992NY6NzUuo8yoaRTd/Jx2nqJm0HRMup5G083TdbMU1SxFBeC/3zR6607//abRpubxxgcjt+8O3Lk3+LhtdnxSwmAZOTwrjaElNfloTA2dpQVzQGdpGWzdPEM9PScdneB39lCu3+w4dOT6yVONdxtHHj6auNs4dO/+cOODkcdt0xNT4nmGep6hptJVc/MyCk1OoUknpgX9Q/ShYebwEGNokD48xBgeZHV1zN5q6Kw7cevtN79Zt+bDNTXbaqvfryh75523vj925OaNq9097czOx7SuJ/SedmZH63xz42Rz42TbI0pvB6u3g9XaNHPzat+1S10NV3qvXOioO974yY79W17/ZM369zZu2b5h80cbNn/08ad7j564fvna43MXm06fvX+xvuXm7Z7bd/suX22vO33vyNEbx0/cOn2m8VJ9y7Xr7ZfqWw78dPnTzw5u+2D3e+/v2vbB7h2f/rRz1+njJ27dudvX00Xtbp8bGWDPTclpc0rqjHJqTDg2xB8ZYNPm1LQ55fysanZSMtTHbmuZfPRg7NHDke7+6aFp2tAkvaVz8H5rb9/QNJurVGqsCBJ0OsMeV9zlCNstQZvF57VHgz7U40nYXWHEHkYcQcQeNiM+ncGt1FhtjojNGTJbAxq9XaawyFVmg8nrcIRgHsHtjHjcYZhHgOkDtzPicgY1Kuvw0NSxI+de3/peafGakuLqF83t/0fn+f+j+C8qLFv5alFZaXVRYXlF2fqaqs211Vu//nLvk9ZBjcqWxH9Op34G/BN4BkXx38N/MplMwxYQ1OSfSbB/cxI5OBns59+eJUOQxZ/CyiDk5BCTp7HMi/APZYJfYYySWX3mGSZPssrwIvwn4wuwkgDfJxnPYpFUGl0gDQpJT4qjRIpIoiiay+VSqdRLL71UULDi/3rSPtI/SL17r+dk3e1Dh6/V1TW2tMz09LAGB4Wjo9KxMdnEhGxmRjUzo5qclE7NyEfHReDn7zeNnjrz4Me9l3btPr93/+Xdey7u2n1+34Er5y+2PGqdGhzmjU2Ih0d5g8OcvgFmV898Zze1p48+PMqbmBJPTInHJ0WDw5yunvmOLkpzy/j5i827dp/94ccLdafvnz3ffPzk3aPHbx4/efv8xea7jQOtT6Za2yYfPR5vbh1rbZt83D5x/+HQ9ZsdV64+vn6j/UZDx/Ub7VeuPj595t6evRc++/zQltc+X7f+o40bP9u48bPa2u1vvPHtrl3n6o43nj/VcvFM2+XznVcudJ0/9fj08eYLp5/cuNx3//Z4462x6/W9Z048qjvadOrYw2MH7+354dK2D37YuGV7zdr31m74YM36bes3bf/8q4Nnzt+7fa/3WkN7/dXW6zc7HjQPt7ZNNreM33swcO78g0sXHl6/+qTxbt+T1onWR2PXrjw+evjal58f+vzTn77+8siBfRfrLza3PZ6kzsllEoeQZ5ZLHDpVwKANapV+pcwlEzlkYrtS6taqfEZtWK8JiPnI/Jx8elw0My3kibQyrVmpRVh86TSFw+SINXq7yxXyexOhIBoJEkFf3OOMuB3BoDseDqBBP+b1Rp3OsMMRcDpBlzLqdocDASwQSHi9cZvNZzA4dTrEZHIjiNdh93vcQVC583oiblfA4w57PSGPO2y1ODlsceO95i+/2FlVuXb1qvLioooX+fkX4f9F978A/CUvwn9xUfmqlcXlZTVFheVlJWtrq7e8/tqHJ45dYjGkPg+6kP1fqeRTHMtBnY8gUsTv/C9F4BkilknGF5LxBbJp97uwhy5dKrGYRn/57XkKJ5VYsgKwqwP1uSyxQOIQgE3SDS4RDS7Rh6WgEZBM/CbCz2fyfgHvaIZsMaYSP2ewv2Swn1OJRZgFSKMLaXQh/59DYGkCS8bj8UwmQxBEQUFBQcGf/su1Gw9v3Gw5debm3n3n9uw9f/jI9Zs3exsbxx8+nH78mNreTu/t5Q4OCvv7+Z2d9M5uWuuTmftNozdv950+2/Tt96fffX/3lq1fbX3jm82vfblpyxdvv7vru51nTp15cO1G1/WG7lt3em/c7Lp89cm5Cw/Pnm8Cb/ng4cjDR2NNzaO37/bduNl17/5gU/Po5atP9h2o/3HvhWMn7pw81XjoSMOefRd37zm/d/+lQ0euHznWcORYw+GjN46eaDh1pvHshQcn6u78dPjK9zvr9u2/ePTYjWPHGw4dvvrD7jOf7Djw1tvfvrb1izfe/Hrbtj0ffLD3rbe+f+ut73fsOLRz5/k9O+uPHLh1+njT2ZPNJ480Hj9091zdo+v13Y/uTz26P9V0d/zOjcHb1wduXeu/cqHj9MkHB36q/+rbQx9+vPv9D3e+/d43H368+9jJG61t4xPTgqFRVt8gY3CEOT0npTFVDLaGzlD19sz19sz198yPjbLn5+TzVNnIIKvl0fCZujtnz9y5fuXx49bRqXEBj6vXqnyIOWrUBaymiANJOJAEYo6aDSGTPgjNP4sx7EASdmtco3QLuAYOU8PjajV6O+Lw211BjR4RStRSqdZkcno9Ebcr5PVEYATQbvXarV6PLeBzR9yukMMRsNt8NpvP6Qi43WG/LxYIJLyeiMcT8bjDNpvPZHRotVad1mrQ2+w2n9sV8HmjPm/Y7Qo5HT6nI+B2BdyukEFvnZmmnz93+e23PixcXfbqKyXP1O3+Pfj/u+eZTAF4hEh6b3L+r6S4AvBfuLqspKh2be3Wjz785t6dJxaTj8CeLub+N5rIJOJJAs8A19VvYA/IxzMEnl0G/8JSx34Zq8uJQDoZX1ryhUMC/plDxHIZ7Occ8XMWf5qMZ2FNOEf8DCBctgK/moAlQsE4TiqLQBgCHjtfAgRMwAv4xdOkYUolFklLlIwvLF/M/foF0IUklsUSeCwWS6VSOI4XFBQUFLz0T3v2H/38q90fbP/mvW3ffPTxj5/sOPD992eOHr138mTTmdOP6y9132wYvnd34mbDcH1958lTD46duHPw8I09++q/+ubku+/vXr/x06qaDyqrt5VVvFtW8e66DTs+3nFw34ErR47dOnj4xtHjN48ca/jp0NUf91744cdz+w7Un6i7c+HSIzAHx0/ePnKs4WJ9y737g9cbOo8ca9j5w5kffjy3e8/573ae+uKro99+X7fvQP3Bw9f27r+878CVfQeu/HTo6rETd86ce3D6bNOxE7f2H7hUd+pO/eWW+sstp07f27f/0mefH3rn3e83bfp827Y933xT98MP57/77vTnnx/96qu6H3+sP3ao4fKF1vt3Bh82jty/M/jg7tDj5smejvnJUdHUmHh6XDIzIZ0el4wN8bvbqY8ejt681XWp/uGp07ePHru2d9+5Az9dvNHQNjTMFImtXL6OxdayuRqR2KpQOVQal1LtXNI4Y2oFXJ1K6tCqXDKhlTEv626b6umcGh9isRlKjdxl0vsRY8RmiVjNAZs15LBF7EjYZg1ZzQE45CyQ1RzQqOywDSmXmgwGp90edLkiFotXpbKoFGaTweWyhxCz1271O5CAzeKzmjxWk8eBBNyOsM3isSFeB+Jz2P1uR9DriQS8sWAggcbS8VgqFiYC/rjLHrCYXSa9Xa9DbIjXYfdDtO+wBRGrB7H4QN5Pq7GMjVBOHD/32ub3Vq8qX/lKeeHqF/r//2924fkawd/Ff1FheUlR7YZ1b373zYHB/pmAD82k/ppN/y0aIaIRDE0kcTyZTKaXYJ+HfALPEvjCMryz+eF3Gkv9xjP/agWy+XDKPzCKQ+Ifj6aX8f/0d/CPpZZ5x5NL+I9liFgO2gSkkhepBZavLPLMyYtQckv/kEQujS7kzSAtpNEFSFLSxMJz+C/4x+2ffFGzdkt51cbK6q3rN3y4fsPHmzd/8f77e7dvP/TpjpPffnNh/75bhw7e2/Pjja++PPvJp0c+++Lo518e2/HZ4Q+273v73V2vvf71pi1fvP7mt5u2fLFh02dvv7tr5w/nTp15cO7Co7rT90+fbTpz7sGpM43HT94+fPTGsRO3zl14eOVa24VLjy7Wt9Sdvnf46I3zF5sB/4eP3vjw4z1vv/fdG299s/WNr95657tdu8/WX3l8+27fjZs9N2/3wbnbOPSodepx22zrk5nHT6b6+umjY7zBIVbr48mr19oOH7n+/c5Tu3adO3Xq/vXrXbdu9V2/3lVX13j06J3z5x813Rsc6KXNz8kZ8yoaRcGYV/E5RokQkYntMrFdIXWq5G6F1MnnGOemJaND7LFR9vAIa2SUPTjEePxkvPF+35O2ibEJtlLtVKgccqVdqbartW6t3q3Vu/U6t0pmVUoRudiilCJGrddmDpv1fo3CwaBK6RQJm66QicwGjcdiCCCmkN0SslmDdiTgsIUdtqAdCcG0L/xELD6r2W8xeXQah1JuUimseq3dYvLZkYDbHnXYgma9x6C1Wwxepy2ImPw2iw8yf5gsdtkiXlfUZvE5bX6vK+r3RP2eeMAbC/mxSBAL+tCgLx70oQFvzOeOuR1Bpy1ot/qXv0zYYQvbkRBiCVhMPrPRi1gCaiUyMkQ5evj8lk3vF62uXb2yunBV1Yv2+V60t/d3DcQzTyhcXVG4umJ526+0cHVpYWFxYWFxSXEF5P/FRRXlpeu2bHr3wL46GlUYCSWz6b+lUz9HI1g0giXiBIriZPMfx9I4lsGxDI7l4EDLbbnml06hkJmjRCKe55+TL9LzIePwZCINtF+APRKHpB8mtcbgr+Thf7kAEcuBCSDBT5qAPzxLMQLMLAArKTkvsDQshC1m8ac54udMcvG5+H/FP27b/mntutdq172+dv07b779+bYPfvj008MffXRwx45jX35xZvcP144eeXjyROtPB+59+83Fb787v3vflQOHb+47eGPXnvpvd53/+vuzX3135uDR27v3Xflm57k9B65dutrZ0kZp72a0tM+2dc939TO7B1gdvfSW9tlHbTNPuqjdAyy43tI+e6tx8P6j8bbu+btNI8dO3Xl72851Wz5as/Gj9Vt2vPX+90dO3nzSNTc0zp+cU0xTVZOzqpEJ6fC4ZGJGSaEb6EwTnaHlCywSqUMgtM7T1MMj3NbHk7fv9DY2Dvf1sUZGBP397Pb2+YaGvosXn9y5MzA5xuWy1LApqJTZdGq31RSyW6NmQwDWB8yGgEnvV8psfI6WSZNLJYhS7taq/Wqll8PWjo9xRkcYM9N8ldKhUTv0OrfJ5DUZfQaDW6t1qNU2hcQMZAF6hd2i9diNAavOq1fYBUylgKmU8nRaGQL0AYjeZzMHwbvakYDD7nfaQ7D5Az9tiNdq9lotbovJY9DbDDqHyeByImEnEvYgUbc96rKE7Sa/3RhwWUM2c9BmDpA/7Zagyxb1OGIeW8TvjAbdMD0O/BZ4LEDYTX67yeswB9xI0GuP+hwRnyPmtkc9roTTHnXYIk57FIbkEUvQqPeYDF6FzDLQN3PwwJlNG94rLlxbuKp29coX7vO/iLf3RfW/58L+0r+L/1deXg1Lh1UVG9/Y+sHRw+cFPHUsks5l/5rL/hVD02gihSaS8RiOoall+uxl8KOLcJa1/ZJEHF/W1YulsDiRiBKJ6HNWILlsIPKrd0vDPMtltvRy4S1Djvc+h39SL+jZFINUGSYPXPl9rdF4Co+BRgBOJFA0kkAjCSKOA7Pwcu6QhYblQuppNr2YItLP1P/+z08++/bt93Z8sP3b7R/v2rnr1IkTd69d6z5zpvncucf1l7rv3B5rb2V0dnCa71OuXum/eKmj4W7/g0dTdx4MX7nRc66+9cyF1lPnHzY/nm2423/u0pP66x2PO+anqSoayzxH1/IEVrHUKVN4xFInh2emM3VMtoHDM7O5JqHYzuIYxydF45OimTl5Zzf1Qn3zJ5/te/Odr9569+tt23d9+c3RK9efjE0KKDSlTOFRqHwSmYfFMc/TdQyWkS+0S2QeNlMnFllUCo9K4ZFLnSKBlUnXzM1IZ6elYqFNIrJzWIZ5irqvh9HRNjc5LqRTpVKx0aBxaVR2tRwx6Nx2S8hpj9rMQaPeY9S6LSa/1ejXa11KqUUqMht1AbMhZDGG9Rofn6OfGueMDTOmJ7hCvlYqNmpUNr3Wqdc6VQqrVGwQCbQKiRk0QoAg2KrzGlVOtcTCZyhEbLVaYgHtMJAVtuo9FqPbbHQjZq/N6ncgAYct6LQF7UgANm0tRrfV7LVZfGaj26hzGHUOrz0KXMNeW8yDRB2mILCPWI1+OBaDz6z3Wgw+xBSwW0Jee9TvjPqdUa897LKGgL4i4iMiPiLkwQKuhN8Z9zvjPkfMbY04TMGglwAT4HLEfB7M60bt1qjR4DVovTKJqa9nav/eug3r3ikuXFu0unb1yhfu88Mg8PPnj/H/fPiwjP+KZ/BfXFT+8p9XwbhBTdXmt9/86OTxeolIG4+lFhf++vPC/0qnFtPJHI6lEzEcTSQJLI1jaQLN4FiGQHM4liPQRQLN4TFoAWJArbesqxlbBj+JfzAB+K/g/60JgGFbYOYhh/bwWPLX+PzXOtxz+M/LLxIhAtSHIZ/BL70AACAASURBVC6AKeBEGAO0P/8Ti6JYAk2iGBpPJCLRWCSOx7AkniLiOI4SKTSZxDNZIpdJLSykFnOZhXQ6jePor/2/goJ/vtrQfODg+W+/O3HgwPWLF9vbWmnjI9KxYcnokHB0SDg+Kpwel81MqmbG1ZNjyoEh/uiUaHJOMTwh6Oilt7RPP+midg8w5uhaCkPT2jF37+HwFEUpkDrYAkQsdao1fr3Ob9AHtBqvQu6QiK2wxqdRe2BcT61ywyIAnaYYHKAdP3bl8KGL+/ae3vNj3fFj1+439lIpUq3GazQEtRqvTGoTCkywSgwbwXIRIhOZ5SJEI3eZtAGzLmhQ+7QKt17lNah9Ro1fr/IqJXYhx8CkKihTIjHfIBOZNVKbRuEwKF0GjcdmCNotEYPSpVE4NFKbWm7XK5w6lUsnd6hkNrc9Ydb7DRqPQePhszXD/XP93VNTY0wBR62WIwaNSy1HFBKzSmZVSi1SoQH4grQyBJRCSO1AldgsFxhUYjPIh8C2NqL3mbUus95jM/ps5oDDHEBMfsTgNes9DnMAruT/dJiXdEdBlWxJdEy/JFIOTKQgSeQwBd3WiM8RcyNBN+KH/Ra/MxpwxUKeRNiL+p3xgCsRdGFBFxZwoj573IPEgcLcaQt6HDGfB/V5UKczarUEDSavVuNkMCQNDU0fb/+6pnpjeUltVfmaNdUboAP/zEo/rPTCIZEP/v932Tue5/MndwSX83+4obSosKyoqKSoqGTlytW1Neth42jdmtfffvOjUyev8LmKeATH0VQuuZhJLaTQNBonsCiOxokUmiawNGjgJhNpbDl+Jvv/YAXyT56MT2Z5yJ94Rt6HvJ4/FPhbOcD08sjQAhzoCz6n/7kU9i+P9MMXg4hjaTogmQB5bxyPJSHIzxI5LJHEsTSBpeMxPByMBYPhaDiWSGCRUDgajeIolkqlFrK5XC6Xy2TT6XQqRaQz+NOnC6kU8dJLBQUFK/5r06OB6zfaz51rvnSx6/atsd5O3ty0bm5aM09Rs2haLtPAYRgZVO3cpHpqXEGlaekcA4tjnKOrxyaEA6Pc8UnRLE3FE1gZXGNHF+Xew+GJKTFHaOXyLVKFS61y69Rug9arU7uB6heYPw1ar0bphI09WNoX8vTTE9wH97qbGnvu3e5ouNZy83rrk5bh+TmxWuHQazx5u/1LxGESoSlft0MjtRmULhD2Q/QBOGaNF9Q+eHQlc04i5RmA8AvWtnVyh0ntser8OrkDVECACxgeolc4neYQcP6ZNW4ZXz89whjpnZ0ZZYo5GqCF0cltoBGgkVoVQiPJF2hSuwCQAE6N1ApSIlad12EKglEAHQFE7wNB4Xxsk7+Sh1QZywc/ST1KvoaTz0fsd4ZDnhgsnMYCWNSPR3xYwJUA/IfceNCF+R2Yz456ECDD8wPbh9sZQ5CgzuBWqm0Cka5vcOrEiYvvvPNRVfma0uKKypKq6sqaksJfsb1MxVMBu0D/v+Cf9P9FheVFhWVFhWXFxaXFxaUrV66urlpbVlpdVlq9cf1bb72x/eTxeh5HjkbwfKUNcrbnGViS8fxv8U88Pw5EfjCf9j+/LZeP/+flQPNn9fKZv//gOXm25td7yAwfBAWX/kVEFvCPY2k0kYxG4+FwNBqNx+PxRCIRj0cTiQSOo+l0MptNZzKpVIpIpbF0Bn/6czaVxgD//9LdP93TS2l9PHn//kTTg5nRISmf42DRTTyORcSzCnlmDkPPoGrpcwYaRScQIiKpXSyxc/imeZpqbl7BYutFUrtK7ROIkb5+enPr2PiEgM0z8gUWhdKjkDtA2xME/0iiHpPer9d4zIYATJWa9H6V3M6iK0aH6LNT/Pk58fgIs6t9oqt9YmaSB+u9Krldo3SCcDAs6ogFRlDyELG1QpZGyjOQrL5Oc8RhCtsMQYvWp1c4lSKLmKMTMNVA+JdPAaqV2UHzDyiAlSILaQKMKjdk7xDSqyUWFkU8O8aiTHCkPJ1GajUolwhC4adaYgGZYIPSYda4AdVQAtDJbVAXAPwvxf952sEgIkKaAMD/8yqDQEAIBz4IuQD8oXwxcg8S9dgiwP8R8iRiASIeTEb9eMiTCLhiAVci6EZDHizsxUOepSjA74w7LX6nxUsWAq3WgEpjF0kM07Pc6zebvvjih40b36worSkuLCsrLC8vrShatbTAD6F4/vldE/Ai/L/IBCwpCBXCQ8qLi8pLSspKSspWryqpKK8pK62uqV6/eeM7r7+27diRC1y2IhHGYG8H8J8P498F//PivPkqnc9fIWU/8u0CidvnnH8KCgHkgWw8Syzk846T5X2oL5LPzP9bcBGL4qAmBHW+JJ7BUQLHkwRB4DieSCRisVg0Go3FIskkjuGxRCKG4bFUGsvmkpkskc7g6XQylSIWF3PJJL5iRUFBQcE/D4xQx8a5nV2Ue/dG7t4dHRuWySUBDsvEYRnYDC11VjY9LpqdlLBoRjHfKeBZhCKLRGTj8Y0shpbBVAt4ZqnMbtCFxBJkYozf00uZm5FyeQaxEFGr3MDqCyt3YAXgmA0BEv8WY9BsCGiUTg5TNTpEZ9LkUpGZy1KPDtG7OyZHh+h0qhTI/EjJEFJxDJg8pTyDmKMDMT9g9bfq/Fad36zxAraB4Rdov8kD/L8AdfD/QAEOikDLGuEO4P8DhEt5Oj5DwaPLFUJjvi4YaQjAsQNTKKAR8A/ygUAcTAoHkyJCoCMGIoKA/yVBsd/i32bwA/s4KT3isoS9tljAiXqQKJQV7MYAXPQgUbc1YjP6nBa/xxbyOSJQBXAjQZc1APE/4H/JBLjRgCsBBFVL9Qhb2GYLKdU2Dk/V2T2+/2Dd1q3bamo2lZdUA/6LC0tWv7q0/FtWWl1eVgOnrLT6RSbgD/D/uyaA/GBJcWVJcUVJcUVpaXlpaXlJcQX8lZrqjRvXv7V1ywcnjtXn45/czIUR/Rd5/hfpdudX1Mk7IaB43kAAt+/vhhikjgDZzIO5oBf18/Kfmf+34AqoiZEUwASWxFGMILBkEieSCRxHE4lYLBaJRsOpNEYkE2AnsrnkwmI6t5DKZIl0OplM4rlchiCwFSsKCgpe+s+Do9SxCfaTtqkbN7qvXu0a6OVJRR42U89m6hjzqtkp4dgwZ3JUwKDqxXw7h6nj83QSoUUkNAq4Bj5PJxaYZVKrXuOTiM10qpxKEfM5eqnEIpfYVHI7iVuI9g1ar17jIcN+g9YLgYBe45FLrHSqtKt9gjIjBGzPTvEH+yjjI0w6VSrg6oDDU8Q3ALMwCA0BmS9weINLB0hDeA+HFPkBbw9XQPMLqP4tWh+p/JlvAnRyBzC9KYRGldgMWkDACEqSAgOzikntAisAaId8AQJ7Uj6UzCPgOoQA+fE/YB4+8iL//yL8e20xlyUM95D+HwIKoIhyWUP5B8xBwBULuuNAZQNlQrPWhhiciNmLWHwuR9ThiMiVVipN1HCrZcfnO2trX6uq2lBeUl1WUllZUrV6ZeHKl4ug2l9aUgXbOHCeDwSW8b+kC7Yc1Vc+f+AtaPuD2wfklxRXlJZUwqkory0rrS4prq6q2Lh+7Rvvvv3p5Uv3JCI94B/i7WVFzV/x/3zM/yL8k5B7Rtg73y3nO+oX5RdkM59UEIEo4A/xjz9ThgAZPyyKJsJxUmiYiOMEhhM4ihNxIpkgknGciKNYNBYPRaIBIpmA66k0ls2mFxayyylACsOwdDqN4/iKFSsKCv7hX4bHaWMT7PaOmdu3+xsa+nq7mByWic3U87h6PkfPoqsoM9LZKTFtTs1h6LmsXzU/4QCRDkgAi/gGucQKIToIewFcZWKLWuEAtANvr17jgbwAXqgVDonQRJ0VdbaNz0zy4CMsumJuWkCjSEBuEHTHSOkhsAXg7SFdzwe2hKsHMR8yyNfK7PmuHuANVP+Af1IakMwCtDI7JPZKkUkhNGplCHhskAAAcwBpPIT9RpUTQnR4DTeTb4FkCEAXIA2/khYhPy7Iz/zzz4vif69tqYCfL0zqtkaAfMpri3lsEThee9TniAERHVgBvzPqc0Q8tpAb8QOdIXB+QvzP4al6+6cPHTm/9c0PKyo2VFauLymsqCirXlO5duUrqwD/QOOZbwIgM38+F3gR/oG99xkTAI9dCvufw3952RqY/N+y6f3vvz3Y8WTMZPCg4SQI6UEPbLkfnnk+4ScT6Red3y0K5NuCfBvxjOHIe0ISwA/4f36kB8qQy7nAr/jHoigWRV+Ef1AZJjA8SSQA9igWxfAYikVjsUg4HETROIYlMCyBonEURVEUhbV/gkjF4yiOJ1EUfemlPxW89H/8l8HRudFxRl//fHvHbGvr9PAgl0HTcNkGPs8g4Bo4TBWdKqdTlcD/yWfpRDytVGiQiYwKiVktR/Rqp1nv1audcrFJo7AhpoDV6IfCuEy05KWlIrNa4TDqfBZjEBw+lAOBgQuyepnYQqNIhvqplBkhfITP0bLoCjZDScoKg7goCf58/IOAF+m6xRwdlPoA51DMA2J/ADkZKZBvkc/Jf5dM8iHah3o7hPEQ8AMOAeQmtQtew0fgikHpAAVR8P9QGiDBDBkEKSgARKNGldNm8JOyIvlCwy+q/5HeHsIHUpXQg8S9toTXlgAb4UGiLmvIaQm6rAE3EvTYAnBcVp/DvERN67QsdRzNRq9KhYyO02/cfPTxjp1VtVvKytaVla1Z+XJRZXnNhtqNL//bK6teKV4u1P3GBAD+n08E/hj/pAkg8V9UWA74z4sCKktLqkqKq6sq16+t3bpx/Tsfbvv60oU7bIYyHEzh0SWNHcA8WSp7BtUAfgDz7x7yrWc+BeK/+fiHiy/KL9AIjkZwEvzkyc8L8uICUAHHsehSMx9wDvjHYxgaSSTCccB/MkEQGJ5K4hiWiMejsVgkkYglErFYLBYOhxMJLJHAIuGEzxty2D1Oh9fvi0QjGIamIuFEIk7EYomCgn8oKPjTf+odnBoepQ2PsIZHuENDvJkpGYuh43NNHLaWSZNTZ0Vz0yLGvErEs6pkHh5LzWer+GyVgKMGbky92mkx+Ew6j0pmNWrdHkfcYQ0DyaRUaCDlQKHm9zz+oTWg13iUMhuLrpgcY9MoElAW5rE1LLoCTAD4fIgmoPIPKQB4dVK9T8LVg4AfqeQNaTwciPZ1cgeofUAjABIHshAAimDkrxqpFZr5IP4FwNPKEJvBb1A6oJ4HPh8UQRG9z6R26eQ2UjUY6oLQEYC3TGoXgNaiXdIXzY8OwHYAhsEEkODPLxA+0/+DoQAwEGBK7MaA2xqx6vw2Q9BpjritSwmCRec2qh1Oi99lDbisPjfiB/DbTA6rwWY3ud2I3271G/VOncYhEGietA8fO1G/acu2wpLa0tK1JSU1f/6fKyvLazav2/Lnf3159au/tu7BBJSVVj+Pf9IE/DvxT5qAX8v+SyYA7Ej16lXl1ZWbNm98742t27/+ct+jh71GvSed/BvswOfjH4Lz33X+f4D/F+H834l/8jkgrI5FieV2YxKLEqAR+nv4z74I/8DkBfhHIwlg9UriqXQyg2FENBqPRGKxKBaP4dEIGg4lEvFkLJr0+2JWi1uttGhUVpvVH/ChaCITCsZjUTwaQQsK/qGgYMU/DYzMTk5zJqcEM7OyuTkVi2HgcUwclp7FVNOp0vk5MY0iYzO0y7QZJpXEpJVbyWNUOyw6t06B6JU2o9ph1rosOrdJ49QpELl4SfNLJbdDFxB0O8i0Hzy/RulUye1SkVnA1ZF8nsBCSwqHgR0Bti9IASANARlPMv4HPEP1Dny7UeW2aH0mtUcrs0MJEIwC+HmyF2hSe8waLyn7BUmEXuHMb7mBYycVgYAXHKJ9Ug4U8gLIF1RiM8wCaGVIvmoomb3bjQEyKIDKAtxJtgYgIsj/FWBPpgBkFJCf8OfXC6w6v8MU9iBxpzkCyYjN6HMjYZc1APj/9SAeF+IB/nKzwWXUO5Vyy8QE4+z5mx/v2FlStqG4bG1p6dry8rXVFWtrqtbWlNdWlFWWl1SXllTlF/ahVpdfzINxALALpSU1r75c9urLZeWl6yrLN4A0eEXZ+trqLVUVG8tL18H1irL1xYU1q1aW/fnfVr3ycmFRYTlUFktLasrL1lRXbqqq2FhT9dqamtffffvTi+dvCXjqWCSbIn7JJRch8wd4Qy4ApH1EPAmVc+iowa9wG/niGbsAb0HJHWAP5Tc4cPH5wCH/wARuKpEDVb9EiEjGswvJX4AUCI+mQW4Q5oWJeAq+MxbFQ95wyBtGIxh8T1IgGGIEsv4fDaHhEBYKouEQFg2nYpF0NJwKB1OxSNbliKkUCJ+r5rLUQGmrUdk9rrjF7HK7Qol4sqDgHwsKVvxT//DM+CRrfII3PSOdnVXS57Usho7N1LGYahZdxaIr2Aw1j20QchERzyrlGZRio0Zm0cgsaqlZLTUbVHaLzq1X2vRKG/CTg4fRyq1ysVEiMIKwJ6T6MGOb38xXSBGo54sFRsjw82WFoYgA3T5Q8uGxNWAjlnTEBCaV2ArpfT74wY0DhkHMi4wRoEdIpvrwcej2kXeStiMf/wB18O0k/sEokAKBYCBI/IN7B5//jHAwQJcUFNUr7KTWOLxLxvakzyfxT/YOSPVBqB0C8uHbwrFofU5zxGdH3dYImDDAP4jegfN3WX1OixcOqJg4kIDJ4BILdV1dY3v3123Y9F5x6XrAf0XFutqq9bXV6wD/pUWVEJCDq4c6H8nkmW8UoEFQtLp61asVq16tKFpdXVxYU1q8pqZq8+aN72zZ9O7a2q0VZetLi9eUlaytKFtfXrqutHhNcVFV4eqy1avKl+KC1dWlxWuqK7eUl26oLN+0acO73369v6W5V6OyxiJpDM2+aH/umaZ6vq/Ob6oBgEG0Ox//5A3RQAyYeQD5cHM8lAClbZD3gjABjWCJMBbxJRIhAiZ5EyEi6kejfjQWwOAKuVBEbu8s83/lsCiORQHwWTxGJBPw/ZPwWDSCEfFUEsvGI+lIKB30JwM+Ao7fk/S6cLMhJBVZ5+fkk2P8iVHe9ISQMiNlzCvUSptCZlQrLTqt9aWCfyooWPHPfUOzw6OM4RHO5KR0elpJmVFTZpVMupbFVHOYGi5Ly+cY+RyjgGMVcMxClkYm0KkkJpXEJBfqFSKDToHk49+odoBQgVpqlgr1UqEJ8E9SbkKxkGzgQ4NAKjIDtkmhLsA/qeoDDT9ICsBGgJQoKHlDDA/Jv1ZmJ4v5pDkgy375+CcHfsgiAjk+BOA3a7zP4J/01eCoIWiH6gC0A8CNK0UmpcgEc0Fkhg8mgNQRhsofAJ40AXAz2SaE8j5Z2yejgHzkQ3YA35O0Dvnhg8sSDrownyNmM/pMGidi8LqRsMcW8thC0At0WvwOs89u8tpNbqj/2yw+k8HF56paW/u//f5gZfVrhcVri0rXlJWtq6xcv6Z6A+C/vLSieHV5SXFlRXltddW66qp15WU1ZJMvf5gXGgRlpdWlxWsA2IWrqspL123d8v5nO77f+d2BH3Ye/GzH92++/uG6Na/XVG2urtwETr68dF1JcXVxYU1JUW1p8ZqSorVlJeurKjZXlm+qLN/0xtYPThy7MD3JcDoCGJrFl+fqni/j578G9EJoACLcgFv4LBrBooFYvi2IBeOxYBy6bhF/NBaMg1uGR0UDsZA37HP6g55QxB8F67BsNbB4EEfDaZjtJ2I5UkQ0EUrFAgQezS6m/raY+hsezSZCqWQ8GwtgWJQgYhksSmCRFB5LJkJE2BeNB/FoIB72xsO+aMSXCPuifmfYZQ95HHG7NW7SB3Vqr0bpVSs8SplLLnFMTwh7uyiPHow03x8mfz5pGR/onRsbmR8enOvuHPnTiv9cULDin3sGpgeG5gcGmWNjookJ2fSEcmpcRp9X0+dVTJqaRVexGVoOQ89lWngsI4ehFHPVcuGS9pBMoNPILGatC/BPmgC90qaWmqVCg2QZ/zACACNAMMMnFhhJ/T/4FTJ8MsnP1xF/JhcgDQQ5zJM/BQj4h/CebOZDRAD2AqoGkOfDa6gOAPhJ529Se/LrbWRxDkwABOomtUsrQ1Ris0psBsCrJRb4FSwC6fBJ20EKChuUDigrkrLC5DRB/lwQORSQnw6Q4IfM/3nPDzdYtB6PLQKj/naTH9RjXNYQqFYA/h1mn83oQQxuq96lkRnMWhti9poMLgFP3dLS99U3+8sqNq0uWlNYUpuP/+qymtLispLCirLS6sqKNTXV62uq11eU15YUV4L+zzMkvyXFlaUlNVUVG9fWbq2t3lJduemtN7YfPFB3+2ZzS3N3Z/vQvTutdScu7fzuwMfbv37nrY9f2/zehnVvVlVsrCjbWFm+qabqtZqq1yrLN5eXbqws37x+7dtra9/4cNsXDdcfCAWKSBhNpxYz6cU/mOcDE4BFcXDUyURqIbWYwbPkFTATiTAa9kVI/MdDCRDqBNjn+380gsWC8bAvEvSEPHav3xWI+KO/jR3weBAH1ZBEKIVFMng0CyfsRQOuWCKUWkz9bSH5V5AMJmK5iA+LBTA0DGs/mXgQD7rjbsTvMPscZo8bCQZckZAn4Ub8OoVFwFGxaSrqrGxilDfYRwf9ns4nM+2tU7eud1469/D86ftXL7XeuNJx+cKji2eb6i88vHD2zq2GlquX79eduFxQ8J8KClb8S8/AzMAgvX+AOToqHhuTTY4px0ek1DkVZVZOmZHOTUso0zLanJI5b+AwjKx5JY+lFHI1cMR8nUpmNWhcWqVdo7BplXadyqFXO7VKu1JqkYmMpLA3TP4B8knA57t6Et6AcCFPn39+FQiX2fKngKGrD4E91PxBwJfEv0Johnk+ADzgf7m37yBDfXJYKP+iXuHMBz9gGA6AlsQ/BPww4Zt/SPwDvCHIh7egLkCWBvOHCMjKwvMHipH5IwNuawQyfzIFgKwBrtuMPq89HPIk/M6o3eQ1ax1Wvctp8XtsEVC5dZgDICYFGpKgUOZAAhaTR8jXtLT0ffn1vuLS9YXFa6H+V1GxrqZyXXXlmsqSqpKi0rLiKkjsgYq7vKwGNgLIbf/80mBpSQ1E7+vXvvXOWzsOHzzb0zUu4KlVCqvJ4JGI9FMTzNZHfVcvNx47cmHX94e++Gz3++9+/ubrH2/ZtG3Dundqq1+vKt9aXfH6ujVvvfPWp9ve++Kn/Sf7eketFieBZ1KpDI4v1d7ynXZ+3w7eglidiCehLoBFcbgCdybCaMgbJsN70OcOuIOAbTjxUCIWjEcDsYg/CtbB7wqEvOFYME72FKH477EFPLaQ3xkFWfFYgAi6424k6LWH/c5oIpRaSP41i/8CbyXjCzCjGfERUT8e9uIeW8iic+uVVjFXLeIoJDyNUqxXS81Svpo2wxvun3twp+fW9c7LFx6drbtXd+zW8cM3jh68dvjAlbrjN+uO3zx/prHhWtudhu4bV59cvth8+WLTudN3rl9prr949+Tx+iX89w7ODg4xBgZZIyOS0RH55JhyYlQ2N62amZJNj4umxgXT4yLKtII+Z2DO61jzSjZdxmHIwQpIhQaVzAryWBqFTaOwAf51KodajsAKHThwyORJ2EMwDw4fBoQgwidr+3AbcPtzWWqII6COCIVDucQq4hug4Q9Ql3D1Eq4e3DvE/7+d5FmK/8EiwD1k2A+Twvn4h/M88v8u/gHY5CIQWRcA8MM0IUwQkfgnDQRpLJ4JB/JThufxT5oAwD+A32eP+51xlzUA/1cDzTnAv93khaEgu8m/pCQH6YnaYdLYTRrEqHPotXaxUNfTM7F3f926De8UlawrKl1TXFxbWlpbUVpTXlpVVlhetLq4vKSazPzzz/P+H/D/6stlFWUb33lrx6GfznR1jKoU1lAgicYXCeyXUCBpNftlEiN9XjQ0MPvoYc+thkcXzt06fuTyru+Ofvzhzje37ti6+aP33/nq8x179v544nTd1bbH/WKRKhJGs9kFHMeDwSAR/9Utk047v24H0CXLaclECu6PhxKA+UQYjfijJP6jgZjfFfA6fCFvGO6BahwJ/og/Gg3EQEEkPzSIhxKxYMJl9XlsoZAngUUy4N4tOqdcqNUpLA6zDzCPR7OxABHxYREfZtV7dApEKTIpxUYZX89jyOgzAuoUZ7hnprd9tL15oKNloLdtrK9jrKt1uKWp/8blx/Xnm8+cvHviSMPRg9cOHag/sOfivh/PXbvc2ninu611rK97bqCXOtBL7e2a7u6Y7O+hDPXT+rpnOttH//TSfy0oeOlf+gapI6PcoSHeyLBsdEQxNaaenlDPTKpmpmSzk5LZSQllWkGdUdJm9XSKjs3QMmlyxryMRVcIuDrAJKTocKDOR1b4yACeBD808/Mr+dAghPEhqAWQcuDk/fAQtcJBbhMpZTaJ0ESO8StFFhnfSKb35NgvOH8I/iFMIEuGUPODg+gD0Bokx4TgkOB/BpzQ7YOKOswIKkUmMuaH0QAwARACwGsyNSBbA/kxAolzqCmSfyvfHOTjn6wOgiEgUwCycOB3xknZX+jtW3R2q96FGNyAfAhtzJqlwqdB6dDKzUqxViLUSMU6sVA3MkI9eerqO+99Xlq+sah0TVFRTWFhZUlhRUlRecmq0tUrC2H/J3/DB2r++Vu9kP9D/F9avOa1zdsO7Kvr7Z7Qqu2RUJrAfkkn/5ZO/g1Hf45FskE/4XbGTP8vZ+8ZHdWZrguq0zkz0/f2nfNj1kx3G5QjOdnGAWyiAWNjgkkmZ4xBZIEEIirnHEuppJIqx121q3beu3LOOSohY/fpc2at+T0/PqhW4+6z7rqsd+1VVSoBf57ve8PzPo/WpVZpxUJkYkw+2CdoaRx+XN70w9VHl87fv3n96ePyhrYW1gRbgiF6u80TjSRnZ+cTiZjX646HYgDhAJkA2IsRm0ZpepgHDoXFdTu4xgH+Q96w2+ZxWlw+pz/d4ftlFgDSjfTbgDvoc/q9Dr/H9qbIoE8GnQAAIABJREFUcpr9dqOXRo2iKcVw38RIPweW4TaDx2UJgFmMkbbjsF4wAY328wY6OaxuznAvj9XNGeyaHOqZ7G4Zba3rq3/R1fCys6NxqL+Dzeqe6u+eZPWK+rr5nW2ctmZ2a9NYc8NQQy2rrrpveFAsFmAg14aVWhw1U4SNwCwmfYjEnCRm12vd//Lbf8vIyPhvPf1c1oh0gCVjsVSsQWR0hBgfJ9kjyAQbmZzAuJOYYIricyn+JM3jUBIhLeBquByVkIdAMiad2L+DfwBRErNrVGaN2oKqrYjGqlGZIYVeLmEkYkouYcQiUsjDhAJcJqYVcp1CqpVL3jALQb8A5PngXAD/ClgBStMHENgEK3QapQFXWlDYhCpMiMpIwjYad2hRF4FYCZUV11gYxElhdhK2ISqjRmZQQ3pcaSEQqxZ1MYRTh7kZwmkkfTTuIGEbrrHQGgdDOPW4BwwF37mK06yeNPMP4D9d/1OYVYvZKMxKacy4xkQjFhq3kWoTpjbiKgOi0mNKPZAJIRAzpTGTqEWL2WjcxqBWGrfpCYeedjGolSHsJtpt0nktWq+BebNB8Ev8pwnCbxoEtNNEu616r9McdFvDfmfUbfXbDB4T4zDSdiNtN9JOI+00a980CBefbjRuNWrdOKKH5KRCRshkeF/fxKUrdz/ZtLt42QcFxWvz8t4O8LOLcrMKc7Ly0wu/6bY/gP0v+3+FBcuLi1Z/+MHmr/ceeVZZh2p0qdhPczP/kYy+jkd/TEZfJ2Kvk9HXqcTPM4m/xCILPlfCag7QpJ0kHJjGIhETIyxJZ8dEXzeXPSbDUbPDEQkHZ7zeqM8biidS09PT0Wg06A+lobgYk+lCPeQNxkOJZCQBivlYMBEJJqKBeCQUjwXBMxoJRRPheCKWTISTAV/YZfXYzC6fMxDxx8AaZTyUBHP7WDAB0B7xR8O+aNAT9ruCHlvAZfGBxqrd6Kcwi1KC8yehyVFxf/d4U03Xk4q6ZxV1I4M8VKlFYT2m0mFqAyTG2Cz+cN9kZ/NgS21vd+vQUM/k2CBvckQimlIKJiDeuIzHlkt4sFpGU4jpzVoa49ZSbhp3kJidwqw4asbURrVKRyBmtzMeDc67nTGHJRQKzE7Hf07Gf5qb+U+fJxUKzL6a+39/95s/ZGT89g+N7UMdfZPdg4JJLj7K1oyMqQeHoNFRNYsFsVjQ2JhmfAweHoE446hEpBULaaEAB66+wLcvbeD91sPbQeBOHHMAhz+FzKCATLDSooBMcqleLNHKpXoFZJJJdArIBMmNQhEtFtJyhVGpMMkkOuDJC8APKoJ0swC0BkHGQWJ2TGPRqIxyCQPJdLDcpFaaEKVVozKDp5bwUbiLxjwM6dGRfgp3oSobJNNpIItaadJAFqVcD0n0CqlWrTAjsMVAB8F31EoTrnaQmJPGPBTqBOpdGqUBURkpzK6nPVrSRWF2YLBJYXYSteEaC6Y2o7AJURkZQGcEFmOA3Qio0LAJgU3gianNmMZCYXaacGJqI46aadzGUA4d5WQo4Bpq09MuHeN656mnXTTuMGp9DkvUZYs7LFGrMWQ1BmymoNXoN+u9NlPAaQtaDD4dbbOavEFf0mWL2EwBs94HjIBNOq9R69PTHgPj1VFOCrPiGiOm0eGInsT0FGGmKQeK2zRqg1SCd3aP3bj56NChU7t3H1y1amNR0WoA/qLCVSVF6wrzV2dnFRXkLwP8nLzcopxsYNFXkJWZn5dbnJ1VkJ+3fNXK91ev+qCocFVB/oqS4jVfbP/y5bNaPkdot3jnEj9FAnPJ8EIy+tN05Kdk9KeZ6M8zib+8Sv11NvXzdHQhGpp2uSL+0HQ4POv2Ji3moN7oA44GwcBcKLIwPf3vyZmf4/H5xPSreGLG6fL5vSGf0x/0hFLR6VQ0GfIGfU6v3+Wz6M1OiyPg9sfDEaDhMx1LpaLTAW8sHJyJBGeCgVg8mpqdnZ9OpoLBYNAfiEQi4WDEZnWRmB5Ra7WU1W4OOozBgDMZC8yBBn7Un4wG4hF/LBZMBFwRm8HDYBZEoVeJtUqRTinSKSQUdxLq6xqvetF279bTK5funj9948ypH65cuPOovLanY2yCLeWMSYdZ/MHeycFeTn/n0Ogge2pMIOJKpHxIJVMTakZPGS06h1lnNTE2s85q1TtdVo/fGQ55IyFvJOiLhn3RoC8a8SVC/kTElwj5U8nwfDK2MBt/PZ14PR1dSMYWZmI/zqZ+np35MZmYXXj18+zMwq9/9S8ZGb/57w3tg209E+29nCG2smdQDOS6h0ZU/YPy/n7ZwIC8r1/c2ycaHVMJRbSARwj4mICPScQUMPNUw2Y1bF7s4QvADyn0UgktkepkcqMCMgNfMJFYK5HqgXeYXGGSK0zA5Ae8loq1CPxm4J8GP0gH0sNCBDaBLOPtAWGCIbNSboRkBkhmUClMaqUFgW0E6iJQF4m5QWAah1ppUSlMKoVJKTcqpHow1IRkBhgyI7CNIX0E6kJgGwLbMI0D/DqmsekoN4naEJURURlJ1MYQToZwvoN/4LqLwiYUNoHEBxxh6ZVH0K0AnUvQBwEDUYZ0kbiVxK0EZiEwS9qVVMe4gB3wL4MhnAbGazEErcaQWR8AIoJ2c8hmClgMPpvZ57AGLEaPQeuwmrw+d8xli9hMwTTmjVqfSRs0MgGTzq+nPQxhJxATptHhiJZAdSRu0up9CO4QiLCOrrG7918cPnph69a9H320bcWKDYWFq3Kyi3NzSooL1y4v2VBcuD4/dyWQ5XijzJlTmJvz5s4HFqBZmYWA7VeQv2LDuk07d3z14H6FcEpkoE2pyNxff/z/5hJ/mYv/+3Tkp6jvVSL4ejry02zsL7Pxn2diPybD87HwjM8fCUVTseSrWPJVODYfCM25vSm7M+byJL3+6Vjip8T0T9HEfGL6VSw553IHfO6Qx+7zOvzRQDweSoS8Ya/D53P6nRYXCK/DE/KGY8FoPJSIBBNOe8Rpj7qdMZ8nHgrGw+Go3x90uVyRSCQSifi8Ib3OopBhvCmIz1VJRYRCQGnkOhqxmRiXWes00laT1mLR22wGF4XoRFNKVjeno2GsvX6sp5nf1yHsbGHXVHXcufns9Mlrh/afO3zo3JmTN65evldeVlv1oq2jdbS/lzPYxxtm8SfG5HyuksF1Zp0FtBvANBEsF7/TbkivAAKaIGAKvmUuvSUUxl7NJX4E5AJgQzqbWpibmf87/4+M3/6huWu4s3+qvZczMCJv7+F19Qg6u/kDLEXfgKy3V9LVJWxrn2zvmBoegQRCis/F+TxUwMfEIhKI8KiURpXSCI4AkAigiE2lNIpFJHdKIxbSUrFWLtVLxVqRgBIJKKlYCzzCFTIDJDfKJDqZRAesRKViLQwZAexBFxAM+SnckW4NAvwDyqBGZcQROwJbIJlOKqKkIgq496Fqa9rkD1Vb1UqTSmFQKQwwZIRkOpmYlghJiZCUSxilXA9DxrThH6q2pq0BEdiiVpoozA4amShswNRGAjGDGQcI0PUkEDPQ/8HURj3t+uU0hMZtuMYEmqMUZiUQM4GYadymo5xa2kmTdhw1I2oDqjGSuFXHuIx6b1oI+J1Iwzit82U1BhyWsNXotxh8VqPfYQnZTAGz3msx+JzWsN0ctBh8Bsato5w6yg3wb9aFzPqAUevTkg4KsxCogUB1JKYnMKNW71NpLH0DvOulj7786vjHn+5at+7T5cvXL1++vqBgJQBzSdE6MJYrKliTluXPzSlcvNhbVLgqN6ckK7MwO6soN6dkzeoPD3zz3e1bD0dY4zra5LB6oqHpZGzB50p4HHGj1mczhT2OZCSwkIz+lIy+jocXYqFXsfCczx/xByKRaCqV+vHVq/+cm/trNLrg9SYtloDdHg6F5hKJHxOJV9MzC8nUvMcbctkDQAHZYQ343DGfO+ZxRjzOiNsRdtlDTlvQ7Qh6XVGvK+yyh+zmoFHn19E+syHo8ySD/pTL6beYnVaL025zWy1OLWORS9GhQW5zw2D1i+6q5131z3taavuHe3lSvhqW4ZBYrZTCuJrE1aRoStbZ3P/kYc2968/Lb9dVV3Y31w0P9nLbWgafVjbeKn10/drDh2UvW5oGRob4UxwFn6sUCTQSESKT4LCSIXGrQed027xBTygRToKFwjSFCWw0/zIANXixDGFaUARoDQA/gtnE/Fzix7npH2en5xKJBND/y8jIyMj4139r72P3j4h6hwRDbGVHL7+7V9jVI+gbkA2wFCwW1Nsr6ejkdnbxRkaVAiEl4BF8HgqOAJGQkEkZSKFXQgbgzAuyAKDSJRTgkxxYyCfFQloqYsRCWsgjBDxCIqTlUr1MrJVL9ZDMoJAZwFMh1cvEdBr8YAQIQ3pUbaZwB/gkPSwAyb9KoQMvIBngDlIKKQ1DRgQ2QTKdWmlA1YBWrJWKCIVUq1YaIJlOKiLEAkIswOQSMFzUgd/SqIyoGnQZAD3JpJRrcY0J15jSRwAKG0jUAiBNYdb01ANAGoxCtaSDIezpSB8TDGHXUc706UDjb5J8gH9UYwT419JOIP79DwNgHiTzZr3PYvDbTEG7OWTSecx6r9Xot5uDdnPIYvCZdF6TzmPSeYxat4Fx62nXm7ODCRiZAMgItKSLxm0kaiYxI4WbKMJK0i6xjKqu7fnmwOnVazetWL1x1aoPiovXLF++vrBwFSDhveXnbSgqWPM3We6cdzR/S7KzivJyl5UUr1m39qM9u/eX3Xs6MsQ16O3x2Fw0NJ2ILSQiP/o8Ka8zhSNWpYzBEavNFA5452KhhVhkIR7+MRaZdzn9ZovDYnb6/JGZ6dczM3+JhGadzrBe69LrnR5XNBabSyXnp2cWUsk5vy9iNvoIzKKS0xpYr6dddmvYbY857VGHJexyxLzOhNsZtxpDFGGDFTqJEBfxSS4HkYoohnTptW4NzEByHNHQcplGJlWLBOrRYWFT/cCDe7WXLzw8feLWpVN3blx+WPusbWpMopSgChGskqlpTEtoKAlfNtA1XP+ytaqyubmmj9XF44xCgikVd1I2NiLs72X3drPZowKlgtJrHS5H1O2MeN0JrzvmdSd8nrjfmwr4ktFAfDFDeRGP+I2IEIi3m0J/8wJK+4ilv5BWHALxanphbmZhJjWbSCTm5+ff+P9m/O5/tPWO9Q0Le4cErDGovYfX0cVr65jq6ZMMjajGx9HRUfXAoHSQJRuf0PAFpJBP8nkod0ozyYGBqzfw3iVw5yJnbiOk0EvEFJ+HigWEVETJhJRYQAinUAEXlQpIhVSrEDNyCQNJtEq5XiXTpz8Bbf/F00FQ8IO36Xkh+IJcQsGQXgUxSrkWklNKuVYFMWqlQQPrZWJSBTEIbIKVWqmIEAk0MjEJK7UKKS2XEnIJJZcS4LVURIiFiFxCqSAGVZsJzEKgNkRtUCl0kJxCYQOuMZKoGdcYEZUOUekIxMQQNgqzgCBR8+KgUbMWtxooB5ioAyoUhZjSzGgD5dARNsCS0pJ2mrRThC1dAlCEjSbtWtr5z8LAuI1aNyj1HZawwxK2m0Ng4cqo9VgMfovBb9YHjFoPSO8ZwqajbQbGZdS6jVqPgfHqKZ+O9OpIr5Z0MYTzbS5jZQgbQ9kxwj7JUz+sqN+6fX9RyfslK95fteqDkpK1y1esLS5ZBfZzABuvMH9tfu5KsJ+TZvsucu8uXLokPzd7+ZpVH+3cvu/q5duD/RMGnTPoTwEMh8Pz4eCc15Ny2RNSCdnVPsEaFIkFBEU6Pc5UNPJjPPJzLLLgdPhoSo8jtNnkiIamE/H5kD/hdAT0jJ2hzU6bPxqZScXnplOvUonZgD+upZ1SCT00IOrr5XE5iAa26eiAlg6QmJsivBTuUSpMk2xNTxevtZHdVDfSWDtaVzXU0cLhsGHepGZokDfQN8keFXHGpdxJBW8SHhuWtTaNPbjbcP70g8MHrp789vtrF+43vOwUc1U0atQRJpPW4rK6rQabltCpFYiUD0n5KlhGMqjVpPMadU6D3q6lbRiq1cAMgettFn8omIxF5uOxuXj0FXhGIzOR0Gw4lFqYeb0w8yOQCUwzlAFJMa1Bkgb/O0uKbz0LUtOxVNo+LG0l+Gp6fm5mfiY1/ff4/9XvGztY7b2ctp6JXpakuYPT0sZpahnv7BYOj8KTk8TEBDbGhtnj6skpjMsjBDyCx0WmJtWcibcO9mIKUuiBtqdcpgVFgRIyyGVasYiUi2iFmFGIGamAFE6hwilUKiAhiVYp1YEfqWR6lUyvEDNyEa2U6tKTQsD2BykA2A4AGQEoCtJcYKWCVkEMrNSqVToNrFerdGqVDlZqpWJMBTGI2gBeiwQaiQiF5JRUjEFyUq3SaWCdCmJkEkwsREQCtViIQHIS1RgJzIyjZkSth5VAz1efxj8K61FYTyAmGremAZ8+CN4EYgILESbGZaAcWtxKo2YKMQHkp0NP2nVvDhErRdh+GQzl+IcBkGzSeWymgNMacVojdnPIYvAD/BsYL4XZcY2FRG0M7mYIJ41btZQV/Jaedukop5bwaAkPg7sZ3E1jLhp30LjjzSlA2jWoZXBYdO16+aeb9xQWbygsWbds2brCwlUly1YXFq3IB/3/7OW52ctzs1fmZr+R5Vrc+QdOHrk5JUvey8vNXv7JR9tPn7xSX9uhgZlEbCEUmonFfnS5Yi5XzGGP2qxhLePp7Zm8dfP5ndsvnz5pYw2KCNzu983Foj9Hwgs+d4Sh9BoVbtRZI8HUdGIhHpkNB5Jmg1NLmW1mTzSUTMZmU/G5RGw66ItTpHOCDT970nmr9GXlo/bebsHkBDLFQSfY6pEhRXenoKaKVf6gtexe06Py9udPe1saxtuaOAM9oqkJDX8K4bAVE2wpn6tSyEi1SodpLCqFgcOGWxvZFWWtN394UVb6su55+/iQAFMxNoPL5wyEvOGIPxz2hYKegNfhc9u8HlvA7wyHvclIcObH+b/Ozb6Ox+Z83rDTEfB6Qon4/MKrv6SSC8nEXDw2F42kopGZRHx2OvXj3OxrgHwgNATmkcm/FyNMX++gQEhPMRPhJNALADGfmgMuo3Op6VczswuzM69mZmenZ2anZ/4+///V72tb+hrahutbh7oHRK1dU53d/PZOblsHb3AIGh9Hx8Y0o2OqCQ4yOYVNcJAJjoYziUxOoZNTKHjB4xNCES2V6UVihi8gRWJGrjBCSrNUpheLSJVMr5ZpYSmjEBISLiLhInIBrpLQGrkOEpEKIaGWadUyrUJIQCISLAstHv4DtIPhP8gLQCMNdAQhGQOQnA61SgsrGVjJyCQYrGRQjUED6xQyQiwEhRbG5yohOU5gZoowa2CdXIpKRIhUrBHyYbkURdR6AjPiqAlRa9UqrVqlRTUGDDHiqAlHTajGgGoMOGoicQuBmUGQuIXELRRhpQgrjVvBEiTYgADIBxmBWesGNz9g4JoYlxa34hojjdsWy6KlAyxKvRu006Bz6xi7lnbotS6z0Wc1B4BHkFHnN+kDJOaUiWkhD4NkOprwGnV+Le3Qaa1a2kaTNhK3UoSNIT16xq+l/AzpowkvhbtIzPlm2opYpHK6vmnw6PHL69/fkl+4LrdgVX7+irz8kvyCZbl5xW8NPIqys4pyspblZi9/R7Er7dhXkL8iJ7t4zaqPjh89X1/bIZMgDlt4JvXvs7P/MT37n17/jNubsjsTJktYrbE+e975zf7zu3Z/99XXZ0pvPh9jQ2ZLLBT+ORx65XWFGVyLKFGL3pqMTM+nFkBB67Z5TVqLw+yKBRNALTcRTga8MYZ29w+IL16q+GLXyW/2X7p+40Xlk86nz7qfPOl58KC1tLTuhx+q79xpev58sLNTNDYCS4V6WGEhMbeW8uoZv0HrMxl8FpPfqPfYrWG3I2k1RXHELuQRI4Py/h7BxJBEJSG1uNVA2WwGV8gbiQZiAbc/FU0mo6AJF397V8+m4nNz0z+mknORcNLnDbldAa8nCJbwU8n56dT8dOpVKjmXiM+mknPzcz/9uPCXtHHo2xr+TUr/S9MRQGdevLn4BvzRWCoWn5+emU0mgO33q5nphdnUq5npmenk3MxsMjm9sPB6dnb+V7/6TUbGb/9Q19pf18Kqa2H1DIq7B0SsYQVrWNHSNtXbLx0eVrFY0NCwYnxCw5lE2ePqkVFofEI9xcV4fILLw8FBMMXF0q+FIloBmSClWSLVCfiYWmFEFHqNXKcUU1IeKuEiCiEBtvQB/gFpD+BfDekBzw8cAenhHwKb0vKhaTVRTGNRq3Q4asYQI8B5GvwqiJZLcYB/VGNQKiipGAVHwOSEBJLjDGXVMXYM0StkmEyCQHJcwIPkUhRRawnMiKMGRK0FgSHGNP5BAMyDF+D1G/CTNpq06SgHAD+pMeKwPr0fadV7wZaEjrCZtW6z1q3FrShsAFwGsBmRHhkAZcR/EDqPQedmKCv4d7W0w2Twmo1+k8FnM0fMhiCqtk5NwKNDchGfpAmvzRwx6j16nY2hrDhqQjVGHLFqKa9JH9IzQR0d0FJ+mvASqAPT2DQqI6wycKZUDx/X7dpzZPnKj3ILVmXllmTnFObll2TnFGZlF2Rl5mcuzctcWpCVWZiTtSwvd9kv3X7A3n5B/oqiwlXbtux9VF4ll6JuZyQSmo9GF8KhV77ArN7oY3RuBLMqlDrWkOTkqZubP9u/es3Wlas+33/gQnPLKM34AsHX4dCPdosXVxNqhSaNfxB+V9CitznMLlAwA8pdwBvTab1d3bzDR66tWr1t/YZd3+y/eP7Cg4uXyi9eqjhz9v6ZMw+uX6+qrR3hcHAM8xlNcYM25HZMB33zYHkuGn6ViL2OReZdjrDfmwoH5/zeabMhSKA2jcqsVppMtDvoToY8CYvOYWTMPqc/6Ak4zHZgsJ2MxhKRKFjOn0vOzk6/ikWSsWgKuArEoqloJBkJJ8KheMAfiUaS06n5Nw7lkSTY3n8nz19kK/I3raH0SmJ61+BtjpB862KSmJ9OpfE/P51YmE3NTyemU4nF+P/1r3+bkfEv/+eT6tbqxv7mzrGeQXFXv3Ccg4xzkMEhqKdP0tIy2dDA7uzijU9ouDxifEIzwlaOTcBcASEQ0xNTyMCQlDUi53DRSR42PAYNDEnHJmCBmJYqDDLIKFfoMc2b8bhGaVDKGEhKq+RaNaSXi0mFhIKkNKzQqSE9rNApJJREgGlURiAipqM9JGYXC7CpCaWAqwGMIMD5Ay0ATGPBUbNCRsJKBlHr1SqtQkbIJJhSQSFqPSQn1SotOBpUEC2TYEI+LOCpVBCpgkhYSWGIniYtJG5SQaRYCIsEKlSj0zF2ijCjGh2G6HHUgGp0OGrCUTOGmDDEhGqMGGLCUTOBWXDUDD5H1AZEbcAQE03a9Vo3aOwRiBmSkhIBopAQoCmY7hqCzr+BcdO4TSWn0yLogDQJlqMJ1GbU+c2GoEkfAD/S0R6D1qfXukH2ARIQirBpaSdQUtfRPhyxiwXECEsyOiSXS3QM6TMbgka9h6HNFGHW0g6atKNqM47YdbRPzwRxxElibhxxwpCRwl04Yh8blVY+bTl+6vuNH3+xfOVHRcvW5+Qvz80rLihcnpNbmJ1T8La8L8rKLASRVunOz1uek12cubQgJ2tZYf7qzCVFn2/effvm4wm2xGYJJmKvI6F5my1ks4b1Rp8aMQpEyChb0t45ev9BzfET19au31q87KNlyzd98unXFy4+ZI/DVlvK6UhYjB5cTcJyjUlrSUamX8/9PJ9aSIRTYV/UyJh1pMFj9wE5jVR0xuOMkISto5Nz8NClNWu3fbpp34GDF0+dvnXx0oMrVysuXykvvfm8tm6Axyf0hojHu+DzL0TDC9Hwq2j4VTQ8Fw3PRSMzICLh6XAoFYvORiMzbmdEr3UZdG6nPeJ3xmOBmVTkVdSf9Nh9Tosr4PYno7HZZGomkZyOx4BlyEwiOZeanp2eSyWm4/FkNBqPxRKJRCqZfPM2kUj9wwD8wsXCZADwi0uAd86CtB7JTHx6OvbGWXQ6DvqiqdlkAngZzSSiszOpuZlZ8B/4+ed/z8j4dUbGv/5bdVNPU8doW89E35C0b0g6xSPGOUhPn6SxeeLJk56Kio6GxtHRMRVfQHF5xNgEPD6pAfgfn9T0syT9LMnouGp4DOro5ja2jHX18jlcVCLXyyCjTG6QSxi5hFJIKKmIkAgwER8V81GxAJMKcYkQl4tJhZRWybVKuRaS0lIRgarNYAUYgU2QjJkch8ZHZQD/6WsfEIEBYDSwHtzPGGJE1HoNrMNRE0VYEbUevKAIK46aNLAO5AWQnJRJEKkYVcgwtUoLKympGOVzFRIRgqi1NGnDUYMG1qVv/jTgQQDAq1U6ArOgGqNapQPdB0RtIHErQzlI1IKpjXIxPsmWjY+IBVMqNaSlMKuedgH6jZ52GbUemyloMfi1pAOIIIEsAKw2AGojoDkDbIOUB1CeaNIOMnkMMYFh4VslFScCW8QCYnxUwWHDCqmeQF0U7jLo3Aad02z0mY1+LeVG1WYCdRh1QQr3AKIEqrZrVGZMYxPx8Yb6/lNnrm/deWDZio15hatzC1YtzS5ampmXnVOYnVOQnVPwNskvTh8Bbxm+JYvxX1SwZsO6TceOnGuo61bICLs1FPTPuJ0xg86NIiaRBOvp4zx51nzj5uPTZ2/s/vLohg+2lSz/ODd/fV7BhtVrth44eLm1bYIgvUZDyKh1axS4QgTrSEM8lFyYeT2bmI8FExa9DZZrlFLYyJjDvigYdIf8KRyzdHZPnLtw55sDZ89fvPuwora6tqu1fbizm93eOdrdO8GZgnDS5vIkQ5HX0ciPbzGfehtJEOCuBnI6TofPaLCZTS6vJwJW92fjC8nINGD+RQMR4MD1xtI7HgNvZ5OpmdT0O/hPJFL/Nf7T9fwvdQoXCxP/Q/y/kQkCOUg0NpOIv5qZ/nFu9vX83M8Lc3/96fV//PUvs9NvDJH/8pdA7rQTAAAgAElEQVS/ZmT8OiPjt39oaB/sGuB29k/1DUlZYxCXT46y4b4BWVXN0M2btTduVL+s6h8ZVQpFjFDETHLxKR7BF9I8ATU2ru4bkPQNSIZGINawoqFprPJpV2398MiYSiIzyCGzVKYHHUGF9M0TaIpKJbSAiwr4mIiPAy4w+KlCqsU0FoWUlksolUInFmAjLNFgH489IgWCH4AF9LflX7UZ9PxgpVYFMSBAL3DxRY1qjOCWBjM2WMlAckoF0RpYr4F1kJySiBDelFIuxdUqnQqiFTISkpOwUgsrtSRhoymXlvHotF4t4yEJB6Ixq5R6jdqkUuoVcgZSaGGVAUUsKGJBNGYENsnE5PiorK97cqCXy+WoYEgPtA/0jBeoni+mSOOIncJdDOmhcBeFu2jCTWJOTGMjUAf4hEAdJOYEnyOwyaD367RuknBgqJUkHFrGw9BuHLOBgcskB2aPKXhcRAkZMMSJoXYCtzKMw2Dw6LRujdokkzKQ3Ehgbg1sSzMvwO92drCv//Dok017lq36ODt3VVbu8uy8FUuyCpdm5mXnFGRl52fnFAAHHlDtZ2UWgkIgK7MwJ7s4L3dZTnZxVmZhbvbykqJ1e3Z9e/NGBWtgClYyDGXX0g61Sifkqxvqex9V1J0/d3PP7iOffrrr/fe3rFz5UX7+mqLCDbk5q/Ny1xUXfbht66GnT9pUkNmgDxoYt1yC8CZlOKIN+uKzqdfJ2GwkmDBoLSK+bGpChKppp80fDkwHfUm7OaiEmI72kQdlVU8qG/t6OQIBDMNamrbrdC6attO01WBwuVyRUCgVi72KvWm/JaORZDQaXxyJRCoWS0Sj8WAw7HR4LWaHw+4J+COJcGomPjefWphLzr/twCfe+HnG4mnkzyZTM3Ggz52Kx5NAjS8eTwL8g9f/MBbrjizu7f1DUYN05f82WXgjHPpGIDQWT/9nZpOJmUQylUiGAuFYNJVMzL6a/ykj47cZGb/6fUP7YA+Ln8b/FI8YYMmGRlTVtcM3blRfv15VVT0wOqYC+BeIGL6Q5vJJ9oSGNazoG5AMDsnHxtVj4+q6hpGyh83PXvSyhhVSuRFSWaVyowIyyRV6hVwnlWkVcp0CMsAqkwo2C/gYj48J+JhQRMqkjFyhB1MDBDaBnT9Ixgi4moFebnfH+GAfDxQFoAWwWE1AS7kpwoYjVhw1E6iNwCw4YkU1RgQ2qVU6pVwrlxIyMSmXEpCMUUEMgdpQjVGtNCBqA45YMcSklGslIpTDVoiFiEqh08B6jcqogfWg6UgSDpJwUKSbIp0k4cJQq0pplMtoSKFXyBklZEA0ZvC5XKbl8zQT48ohlrCzbby1ZXigly8UoAhswTEbhbsY2q1n/CThQNVWjdoEQJ7GOSAgAQ4SDBkB7AnUAQ4IHe3TM36G9Bj0Qb3Ox9BemnKBpxo2ioQYa1DU3TXZ3DTc1jo2PCSRSmgMtVOkm8CtOGbBULNKqReLSB4X4XNxiYgR8IgJNjwyJB8Zlg4PSTrax+7cfr5v/6mS5RtzC9dm5azMLViVW7AiO684N6+ooHBZZlYewH9BfglQ+AATPhCA5AOSAqDnte+r4zdvVHS0DY2NCMfHxEOD3ObG/kfltYcPnduz+8jHG3cuX/5hYf7agoLVRQXrCgvXFBeuLyhYW1y4objow00ff/nwQT0MmR3WhF7rFvLhsSGBUkF4XdFk4lUiOhcJJ7WUcZzNH+wbk4o1ZoPb6064bBEt7eRNKZsaBxtq+yY5CoZy2GwhnycZCs0E/Sm/P+7zRr2+sN8X8QcioWAsHIr/Pez/9if29k84HPZ6/S6Xx+PxBYPhZCQBhEMWDeGTQLEPCPXNJlNpB/FELJmI/QOQ/xf4X+zzkZb6T/7Cp+QdPdK3ycIbgcBoIAIYgaAjmAjHo4FI2BfyewNBfyQWTSXiM4n4zG9+/a8ZGb/+bzXNvS1d7JYudveAqJclGWXDnd38zm5h5dOea9delJbWVNcMDrJkExyEM4lypjCA/M5ufmv7ZEcXr39QOjyqHGDJnr3ovXGz6kF5S2c3nyegJDKDSKLjiyiekAROQVNcjC+iZHKDUm0ViRm+iOLxCYGYlskNcqVJrjBKZVqphOSwFcODwhGWaKCX29Y83NXOHhuWpAW/0lMA0CAE2mEalRlUtgRqQ2ALDOlRtVWl0ElFlICrEXCBiDAQIzHDkF6lAGoCVrXSIBYQk+PQQC+fPSIV8XEY0iOwRa00wJBRrTSBLQYVZIZVJlhpUSmNQBkV6CPDSguOOXDUJZXQ/b3C2pq+xxWtD8sbyx80PX3W0dUxxZlUS8VasYRGNQ4Uc1CEFydcqMahgs2oxkESLgS2oGqrSmGQCEkBFxVwUf4UMjUBA94ECKVcT6AOcATQlIci3QTmJnAniXtglWliXNnexr5/r+ba94/On7v7/dWKJ5XNvT2TIiEGkhSJmOBMQMNDkiGWeJglYw1I+3qEHW2TjfXDTx63379Xc/vWi/Pnbu/ZfeT9D7fl5q/Jzl+dnbsqO29FVm5JZk5hTm5hfkHJ0szsrOxcgH+g9peVWbjkvTyA/6ylxTlZy4CwX37uyuUlG77cffjShVuVj+pePm95/rS5/EH12dPXd24/sPGD7WtXb1pe9H5B3pr8nBW5OSW5Wctyc0qK8lcX5q9eXvT+suIPPt24+/6dl5BEazVFCdQ2OiLq7hwTiTROeyQanY9GZkKhlBLC2tr66mraORyZUe/xeac9roRB6xthSepr+vs6pxjSFQnMxyIL8fBCJDQb8CYC/njIHwv4I35vCPjkRSKxd679dIRCEZCxx2IJ4KsVCIT8/uA7mpypaDItKPS2bzedbtolYtPxt82//8n4L/D/D/UFgRxoeu4AlhfTO45pLVOw4BgOxsLBWDSSDAVjPm/oX373f2Rk/O5/VDxvLH/a/Oh568u6wWfVfbX1w5VPu27fbTh/8dHx47fPn6+4d7/hZVV/Y9NYS+tEc+tEYzP7ZfVA+aO2B+UtlU+7qmtZdQ0jlU+7rl57euy7m2fPP3hY0drcOtHdK+zpE7GGFYOjiuExaGBEPjgsG2IruQJCrDBwuOjwuGpwWMYagzhclMPHxybggSFpd9dk1fOOsrtV926/uHf7RXlZbVP9wPioTMRHQVGQFhR+qwioU8r1KoUBgS3g8lQpDDIxLZcwQh42MQaNDknHRxUCLgrJdABsGpUZVLwE6tCozGIBMTEGdbVP9PfwOGylXMLAkFGlMEAynUph0MA2WGlRQWZYaUE1DlTj0MA2FWTmTWF8Li4SUGIhPTmhaWsZv3Or+tSJW/sPXDrw7ZVjx29cuVb59FlXZw9vkCXtHRANjyiGRhXscXiSh01xsYkpZHIK5QtIHheZmoCHB8UdreyG2oH6mv666r6alz0NtQPtLWO9XVMDvfyxYZmIj8OQEdPYVJBZLtWLBJSARwh4xNgI1FA3dP9ezf5vzu3YfnjTp1/v3PHt8WNX79550dzEGhkW93RzmpuGnz/reFTR9LSyo/pl3/On3Q/Lmh7cbyy9/vzokatf7Dy6dcv+D97fVlS0Pq9g7XtLS97LWrYkq/jPS/P/+F7uH9/LXrI0Z2lmbmZWTlZ2bm5OYV5uEZgCZi4tSOM/c0lRdmZJ1tLizCVFeTkrlpds+GLHgQvnSh+V1zx5XP+ovPbmjUf7951cvfKTZYXv52evylm6PC97eUHu8rzsktys4vSzKH91Ud7aD9dvvX61nD0kU0p1U5PqxoaBly86OBNymzUcDs/7fAm3OywWq6qrWysqaoaGeAztdDmTZlMIRWy9Hdyqp92DPUKLPhwLvU5EXicir4Peab8nHvTFw4F4OBgLByORUDQRi08nU/8A/JFkNBoP+COxWCKZmAVHQCyWiERigUAoGgzFQuFFkIunp/SLVIbeGIEn4zMA/4n4DOj/x96+feMt/Iv4Z/l/Wqd0sQBpLBiP+MNpR5C3ogPRt2KE8Yg/5rH7jIyZRGgcpnGExjQUhlKIhkA0xK8yfpeR8ds/XCl9eOz09e/Olp699PDb49ePHi89+O33u/ac/WzL0c2bD3/xxekDB68cO1565uz9y1ceX7v+8vvSqgtXnxw/fe/YqbunL5Sfv1J59tKjoyfvfLH33EebD23aevSrA1e+O3P//JXKyz88LXvU+vhlT1X90MuGoWfV/c/rBhvbJjr6hQ2t489qByqedj5+2VPdMFzdNPLoWdfte7U/XHt8/MiVvbuP7919fN/ek8cOX75140lDbR+HrRBwNWIBJhZgUhEBFEQAnxfs/GhUVpXCJBHSk+Pq0SF5e8t4Qy3r5bPuF0+7GuuG+nsEXA4iFTFKuVEu0UlFjEyslUt0YgHFYcNDA5Km+uGm+uGu9snRIfkb1aNxtYCLc8Y1nHHNFAcV8im51KCQGaVinYBH9nTxuzq47a2cpobRp5Wd31+p3L/v4qbNBz/+dP8nnx/avvO7/Ye/v3b9+ZOXvfWNozWNI89e9D561vXsRW9t02hTy3h1w3BVzWBNPau9jd1YN1hZ0Xz9+8fnTt8+faL09InSk8evXzp//87NF8+ftDfUDnS0socHxQIuKpfohHxqbETZ2T7V1DDaWD9SU9V/707t+bP3t245uPHD3evWbvn4o927dx09fuxy6Y1HTyqbKx+3PCpvuX+37s6t6rJ7DZWP2isetty+WX392tMzp+58tvmbZSWfFBd9mJ218k9/KsjKXf5//zH/j0uK/ry08E9L8v74Xu6fluS8tyT7j39ampmVk5mVk52Vn52VDxg+mUvzli7JzVxaAPAPwL/0vcK8nFXLit/fvnXfD9+XtbWw+ns5XR2jdTVdVy/f27Xz0NqVnxTlrM7+c3HukuKCrJKC7KLCnOJlBSsKsovylhYVZq8oyln9/qrNF06WNlcPdLdN1Nb03Sh9duvO8+FRkdUe8QdnLfaA1uCcmJI+fFR1vbSis5uN4jaTJUyQbqlYW/t88EFpfXvdOKFyOI2JsPtVKvw66E7GAjPxINDeTwHcTscTb/D/tuf3NlLRSDIUjMdj08nEHIBlKjmXTMyGw9FYKBwPh+LhSDwceXv3gvJ75m9i3pG5VHRmOjqfis8B93GQb4OeYjw2nUzM/jP8/7P+H0A+gDcIcKWHvMGwLwSOgLdfiIV90bAvGvbGPbYAheh446L+zqHu1sHujsG+blZ/3zBrcGxinJeR8buMjF/9/vDJy5u3H9i8/dCWncdWrf9i1Zody1duX7FqR1HJ58XFW9es2bVhw973P/jyk0/3b9txfN+hKweOXPv64NWdX57evvv07q/P7frq/LZdJ7bsPLHuwy8Lln2eV/zp8jU712/c+/Fn327eduTL/ZcPn7x59vLj898/PnWh/OSFsgvfP/3hTnXpvYYL1ypPnHtw+tLDKzdeXil9fuz0vS+/ubB71/FPNu5ev2bLhxt2fPzhrs83fX1g35mrl8oqHtQ9q2wB7sB11T0tjazOtrHujvGu9oneLl5fN7+7Y6qpfvjp4/bbpS+/v/zoxrWnly88PHf67oWz92/dePHyWXd3x9QISzY6rGANSHq7+T1dvN5uflfHVHPjaE1V/+WL5RfOlV2+WH77ZlXZvfqye/UVD5ufP+169qTrxbOe2urB1ubx3m5BX4+ws32quXGs6kXf08rOB/cbS6+/OHfm/v59Fz/bdHDN2p0bP9734affbPrs0K6vzp45V3a/ouVl9cCL2sHHTzrvlTeXPWyufNHzoqr/YWX73fsNt+/WVT5qK7tbc/Fc2f6vz27fcnjL5v2fbzrw2af7vvnq3Pkzdx7eb6h+0d3SONrfw+OwYRGf5Ixrujq4Tys779yquXu79u7t2iuXKo4fvb5j++FPP/nqo417Pv9s364vjnyz7/Spk9d/uFbx7Gl7TXVvfd1AbU1fQ91QW8t4S9NYTVX/zRsvTp+6+dHGXTnZq/Lz12Rllbz3Xl5R0er/6//J/tOSgqXZJUuzi7JzCnNyi7Ky8//8XlZmVl5mVl5WZl7m0lyAfBCgC5i5tCBrafHS9wqXvleYm72ypGjDls/23rvzdHJCroIYuZSYnJDX1/Reu1q2Z+ehDzd8VpC7MntpYdaSvKw/5+QuzS/KLSnJX56fU1yQu7wwb9X61ZtOHL1cWd7w5FFL6fXnx47fuHipfGBQZHPEfYFZvdGL4Ib2rqHL3985deaHxuYBBDNb7TFG64fkxge3Gy+frXhR3iWYxAmV3WGJJoILfncyFXmVjM1Px4AjeDwajsVDsVgkHgPdfvAMp6KRFHhGQ8lkYi4Zmw2HEtFwYjo1Pzv9KhFLgtY6oPq89eGankvOL/b5SoRmwPrdbGIe4D+VmE3EZ+LRVDSSBI69cYD2v3/Go/90/veO3Ai44YGoQcgbTAuTpPEfdEeD7qjL4kOV5Nggp62hq6Wuq625p6O1r7Ojr693iD02lZHxu4yMjN8fO3ll645De746tWX7kYKiT7NyNuYXfrZ85c78ws/Wrd+3a8/5PXsvfrH7zJ6957/+5uKREzePn71z6uKDM5cfnr1ScfrSg8Mnb+49eHHr7hNrN+4pXPl5yZqty9ftKFz5WdGqLSs3fLF527GDR28cO3n/yInb351+cPi7W0e+u3v1xssLV56dOv/w2Mn7J889OH/56ekL5fu/vbF953fr1u9YtXLTqpWb3t+w/YP3d6xbu+Wjjbu+2Hn4u+PfX750/4drFZcv3b965cH9e1VPKpufVDaX3a99UFZX/rDh7p2qc2fv7Pv6zNdfnT5y+Mrhby+f+O76N/vOfrX31Lmzd25cf3Kz9Fn5g6aH5c1lD5ru3W+4X9ZY9qDpflnj7Tu1N0pfnjl7f983F7dtP7Z9x/GdX5zYtfvUgYNXzp4rO3f+wbUfnt28VX37Tu3jyo66+uGq6oGH5S3Xb7wovVl1/caL8xcefnv42pd7z+758sxXX58/fOSHI8duHD124/iJW1euVj6q7GhsGmttn2xsGmtunejs4nX1CDq7eE0t47V1Qy9e9tXVsJ4/6Sy99vzIoas7thz97NP9n31y4LNP93+7/8oPVytrXvT3dvFGWQouB5EIGIVUL+JR7BGovWW85mVffc1gfc1geVnjpfMPvjt6/eTx0nOn7148d+/0idLvjl67cPbunZsvWpuG2KPi0SHxQC+XN6mRCEkOW8kekbY0so58e37Fsg8L8lbl5pRkLs3LyszLyS5YsjR3yZL8JUvyl2bmZS7NA1d9Vmb+0iW5mUvzgJhXWtsjO6sgfRBkLi0AXcD83JWF+Wu3bfn68sU7o0NiYPeAaSwyMT3CEt0qffT55t3ZmSWAO1BUsKy4cHl2Zt7K5WuKi1bm5S7Lz1+1YcPne/YeO3Xm+qXLD7/88vwnnxz87rs7/QNinT7oD74yW4N8obqs/MX+Qye/OXjiRVWbGjF4fNM6g3eSoyy7W3dw36WTR288fdza0zGughi/O+lxhyPBRCScfJONAypOOBEJxUHEQwmg/xEOxoAKSDQQi4TiiXAyHk0lI6lYJPkWXeG3KXd8cdq/2BQgHgLp+hsToXg0kYomE7FkKppMxlPTsVQynkpFk7FIPBaMRsOxZCSRiL2x93onvf9lgGs/nQW83QiOAg0C4DWUCKci/lg0EPe7gjrSIOHLOKNTXLZQxFfIJWoeVyoRQ3qdBfh//Pebd59cuvrg8vcVBw9f3fjxvo8+ObRtx6lt289s2nz8q6+/v3T5Remt+hs3627fbbhX1visur+qcai+jd3YMdHUyWloH39eN/DwafuJ8/d2f3Puo88PfLBp3web9q3/eO8Hm/Zt3nbkuzP3b91rflDecete8/0Hbfcetj+s6KyqG6utZz99yXr8pLfiSW/l0757D9uvfP/iu5N3d+w8unXL/u3bDu798ru9X363Y/uhL3Ye3vf1qRPfXbtyuezG9cdXrzy4euXB7VvPyu5X373z4uyZ26dP3Tx1svTokas7dxxZv277yhWb167ZunnTvp07jmzdcnDb1kPfHrp08sSNE99dP3/u7ukzd0+cunPy1J1TZ+6dv/Dw/MXys+fKTpy6c/DQ1c+3Hlm3fteadV+8/8GXH3+6/8u9Z0+cvH3zVvXD8pbKJ51PnnbV1g11dvE6Orl19cPPnvc8e95T+aSz7EFT6c2qH64/L71Zdedu3cPyloflLffuN9y9V//kaVdHJ3eMDU9xcUCg5gsogZDm8ckJDjI8ArEGpEIuyRlTd7ZOVpQ1X7lQcer4reOHrx85+P3dmzV1VYOjLIVEwMAKC6Z2kqiHxNyo2g7JDFwOMjasYI9Ao0Pytmb24/KWJ4/aaqv6O1onejq57S3jTfXDrU1jvV1T42MSuRQXCxHelBKG9DhilYoILkf1/Gnz13uPFReuzctdlptTlJmZnZWVk52du3RJDoA6iDT+wWsAfjD/A/hPfzNzaV52VlFOdnFezor83JUfb9xx4viVns4JCneY9CGzIaylvAop/fRJ0549hwoL1+S+tfdbVryyqGDZG3XwotXLVn7w4Uc7duz+du+BM18dPP/ll+c3bz567lw5e1xttaX8wVcEZe/pm7h09fa2nft27j5QUVkjhyibI4IRlv5B7sVzZdu3HN614+jZU6W3Sh/3dI1paZvT4QuHEpFwYjEVD/Dw0vdtungGnbO0vcc7tXc68X7H/+MdlC6yAIi+Lc5ji7sGi01+0l36/yX8R0LeyC/xD0qAgDtkMzpoTEsitJExO6wes8FJEgaaMric/t/+5n/LyPjNH+qb+1raR+saWTduvTx6vPTMuYpr16vPnqs8/l3Z99dqausmunokPX2y3n5pb7+4f1g+ylFPCgiemOZLGK6IGuWoe1mS8ift126+OH2h7PSFslPn7x87devIidJjp24/edbb0ycZHlZ19Yh6esSsYSWbjUxySanUJBDppqbIcQ42Oqru6ZM0No6/eNl36+bzH65V3Lj++N7dl/fuvkxf+I8fNdbW9LQ0DzU2DNTX9TU2DDTU91dXdT2pbK0ob7x/r+b6D5XfHf9h+7ZvN6zfsWrlZ2vXbN306dc7th/+Zt/Z8+fuXrn88OKF+1cuP/z+yuPLVx59f+Xx9RvP792pvV/WcP9u3e07NZcuPDx46MrO7ce2bjuyZ9fJg4euXLlUUf6gqblxtLuTO9AnGugTjQzJuZOogEdMTmjGRqCRIflgv7i3m9/dye3t5g/2i0eG5KPDimGWrLeb39460dvN506isNKCoy4McRKYmyK8NOmjCC+GOGGlBZIbgVq7VMSMDSu6O6Zam8Yaalm1Vf29XbzJcbVaadHRAbMhajMnLMaYURfWM0Et5SUxJ5AqUCkMUxNwb9dUQ+3AQC+fN6kR8jAuRz0xBrFH5KNDYg2sp0kbqjGqIIYm7TrGJZdQo0Pia1fLPtu0Jzd7eU52cU52YWZmNjgCli7J+SX4QQBVL6D2tfgISO/8LN4LWLl8466dBx9X1Al4MEO6HNaY1RTVqMzVVV1f7T1eVLghP39NYf7q4sK161ZvfH/dJ6tWfLh65cbVqz9Zu/7zjz/9ctvOIzv2nNy+++SWLcc+/HDfyZP3RseUVlvCH3yFYObG5v79h06u/+CzjR/vvHqtbHCID6m0nCmoqqb79InSHVuPfLH9yJFDF8+fLa2r6cRRg88bBvgHxJ7FPNy0YjeQ+k1LbqQx/04fbjH40x8uxj/4QjpAvgBSBhDgRACAfwf/8VDsfwb8i4+Af4Z/UIlE/DGfM+C0uF1WT8gbiUemQ/6E2xVyOf0Bf/R3v/3fMzIyft/Zyx4dl/ezRC9r+h9WtD5/yaqqGbl7r+3aD7XlFT29fRBniuJMUROT+CgbHhlTTfAwkVQrVhhkkFGsMPBF1ChH3dw2Xtc82tTK7ujld/cJ6ppHHz/tuPegob1jiscnlQqrQEgL+QyktCBqF6S06JgIzQQZKoQTXlTjVkBmiUgv5FPsMcXwkGiIJWSPycZGpX29U22tI81NrIlxhViEKyGdEtLJZbRUQgr4CGcCGmdDw0OS3h5uc9NwRXnj2TO3d+448v6GnevWbvv8s/3fHrp04/qT5886amv6qqt6qqt62tvYba1jHW2cvl7eMEvGHlOMjUAjw9K6msHHj5rv3Kq+e6fqUXlLbU1fTxdvnA0J+aRCroMhsxIyqBQmFLGRmJvAnZjGAatMkMwgkzKQzKCEDDBkVimNcolOKqEFXJw9ppgYU4lFJALbcMxB4R6KdOvogE7r1zNBhvaC3RtUbSdQB4441UoTJDPIJYxYQAHDVYVUiyNOLeU16SMWY8Skj4ARoJ7x6mifjvZoKS+OWBVSLX9KPTEGQTKGwoEyskWjMirleqmIYCiHjnHiqFmt0oFF48lxqL62e/++E6tXblzy5zcSvUuX5IAjAJT3i8Gf1vBNgx/EYoW/t1K/RdlZRdmZJdmZJbnZK9es+uTYkYu11Z1cjopAbZjGxmEr792t/mzz11mZq/Lz1q5YtnH92s+2bt67Z+ehndsPbP38648/2v3+hzs//uSr7V8c3/XV2d1fn9u06dsN7+85drx0YFBiMIY9vlklrHtZ3b5z16EVqz5eufqTfftP3rn3vKau++nzlstXH3zz1Zktm/fv3Hbo8KFzF86V1lS1KiHMZnWHQ/FI+M0RAMD/hofvDsaCcVBmAxnfaCD2S6Z9+qp/53pfdM//3c0c9kVApGGfRv7fT+zejV/+zSDeOVbS8c/wPx2bTUamo4F4wB3yOvxehz/gDgW8kYA35vfFAv5oKBj/9a/+JSMj4/etncMDQ8K+QWFrB6e5daKtQ1Bbzy6v6Ll5q+lxZX//gGqSS09y6XEONjyqnOTiQgmjgEwQbFHBVqXaKlcYhRJmZBQaHVfx+IRcaVKqLFwB0dMrqKsf6u7kcidRWGGB5EaZSAcrLYjKLhVrCcRNEV4dFdQxQaWRE50AACAASURBVB0V1NIBAxM26iM6rZ8inThmwzEbhlpVSr1UQgoFqFRCwioDSThoykWRTgy1wiqDXEbDKpMSMsikDI+LDA4IX77ounzpwf5vzm3dcvDLPScuXrhfXdXT38cfHZGNDEtZgyIBF+VPqQVcVCoiVAqgNWKEZAyrX9jfM9XXzR0aEEyOq0R8FJLpNCojhbu0lNtA+7WUm8ZcNOHUkV4949WRXgp3kIiDwh060qujPVrCQ6A2tcKIwCa1wigR4iIuJhOTasX/T9t7drdxZumi7DhnQs/MmvvhnmkrMIDIgWBUsizLkpwt2W4nuW0522273Q7tnJTFnHPOGakQqgqFWEAhgzkhEJGk7Pb0nHv+wf2wwdclUPKdnnWu1ru4CoVAUGs9Oz772V4j7rEa56ymIG1edNgWGdsKQy+76TWXY8VpX/Ewax5mg6GXaeuShQrgOrdaYdGqHYQeGpZ+uwVWJ65ltI/t8w7bopNecNgWbZYARXhJnLGZ52AKyONaoa0LtG2Oti5YTD4YVQKWJJCX+3qmPvnz5ePHHiwskN7175zd9D4/Nzcf4T8L/GzPj6R+Af/sVT/A/zm4n39wPz/3gCjvoPjo4ftff/WD6sr28VFsdAirqew5/9w7EvHxf/+fQh73UEXp/fefeur802++euH9117+8IXz75w7+/Kp08/dd+q5Mw9cOP3QS/c98OKJe58+cvTsK69+Ojyi9wejK2vbasz62Rc3Tp15UiY/LpIcOXTk/jMPPPPUM288e/4PDz/y4umTT9195NEz9/3u+efe/OiDb9pbBygjHQwsRcJxMAEI/5FwIhJOrC9tgMMHsTCEf7YJQOCH7UB7kc/2zGz8h1cjWWE/ms/9/xv/UAWEZ8Or0dBKJLQSWVsOh9bikXAqtpnejKaA//Ob2sae5rbRts6p1o7p1vaZ5lbFtRuDX3/T/dGfGy9e6gP8T0zRYxOW4VFyesam1jA6vVen98Kcn97g0+o8GsylwVyY1m3A/TgRUGuY4RG8s32mq31mqF+rUTpwnVetoDVKh07jUkxb9Zib0PvMxnmraZG2rrgcGwFvbCGYCPoiPm/I7VpjnCsOeslmnTebAkbSq9M6CNxtovw267zNOm8xBymjjyQ8tH3Z6Vh10CtWywJJ+BSzls6OqWtX29995+t33v7q0sXmoUFMrbLrdS69zqWaNWdkRbRO0uAGHU4T4SX0rpkJQjFN6TU0RXgd1gWGXgadP8a+5KKX3Y4VF70Mo/U2U5C2zIPyn908x9iXvMya373hca4y9iUrFYC3WKmA0eA2EV4Yf4K3gHAg6HD53RsBT4ihl9Goj9e17nKsWKgArEUCjjPMOztsiy7HCkiAgBt30gtwDVNAENszjkWr2U/iDK53wDEZ3biehgkFyALaWoZef/X9IunRg/v5++4qyM/j5R7kAP4PHMjNCvj3On/2ej/25B8b/9AF2PdbnkhQ8dADT7/91ifXrzZXXe/4+MMrp+57ilNQdte/S4tk9z545rlXX/roy0+qL33VeOViyzdf1n/0wfXXXv/8ufN/euzcm8fve67k0GPy4jPFJadffuXPYxOGuYX4eug7jdb2yWfXTpw8Ky85IZYeFUuPiiTHyg/df8+JJw4dfvjE3edO3nPu3GO/f/utj6srW2ZntF7P3Ppahu2Xhf9wKA7SvQBjQCyYg71km70NObbbZ+fkbN3hvcgHviCbn4dsBKgS3/awe34oB4mF4nfCfyyUgLO5Ed/ciIMtWF+JxCJb8dhOPLYV20xn8v/q+q7GluH2runWjummlsnmVkVN3fily/2ffNpy+cpATy8xNmEbHbeOjJmGR8nJKQtIeiln7XCh1bgwNYPrfXqtB651mFurcc1MWYYGdKNDuoFupWLSZNR71TPW2QkKU9gxhV2vdho0DKF1kzoPZfBZjXNO67KH2YDRd5djBVQ0ge2bkTE3uEH8C24CCxjUQUAsAAQCMZVtYlTf2TZeU9nV2TauVdvNRj9sGcZ1jJn0mQi32eAykx6HKWA3B2yk12hgcLWNwl2MZc7LrCx4Q/P+sN+5gmT5keY3aPjD0i5Y4wW7etg7gmD9Bno72tgFz4KAd4BZnfdszPlCSPDL51kL+Db83nXGsWgx+XC9w0x5AeqgC8o4Fp30gsM+D4NJTnrezSwBtd7rXvG4lmFGzeNapm1BinQRBgeJO42EC6QszJQX19Oz0/iVS/WPPPSMkF92YB/vwP7Cgnz+bfHPBv+dgn/2s2guCBgBXI7swD4elyOvKDv5wJknL7zw9h/e/PjF5989fOgBTkEJp6Ds2NGHX3z+3RtX28YGdVOjBNQsertV1TUDn3/R8NobXz509tXDx5/gC44KREeefOq1xuYBnHQ5XctjE7r33v+64vADMvkJmfyEtOgegfCYvPjU4SOPFJecvufYo0+ce/GP73xeU9U+NYHZrO75uZX1tUhoYzMciu3iPxWNJMOheGgjtrEcQqs72Xv+EObZsUBiz17g2yI/y0XvLQoCUQ99GrrJFvzKOlkfjj7zJ+L/1OZWPJyEKuDa4sbGcnh9JZLY3AltJFZXwqsr4Uz9v6qus7lttLtP2doxXd841tah7ujCrl0f/uLLjqvXhrp78KERU/8g2T+I9w/oFDN2jcqJqRnlrF0xY9OonDrMDdKdmJrRalw6zE0Y/EYiiKmZqXFKM2sb7tMoJk1mIoAp7DPjRr3aadR74RBat0HDgCEw4X6rcY40uGG2DxR+YdoPLQjVaWiQAEJrxcE9wi4gI+6B0RqbeW5yzNDSONTdMQm7g2BYCFPZYFGPSc+gXV0W3G3UOgiN3YK7YasPLM9zWectuJu96sPnWEarfkE5H+0FgF1AsJZzyR9ZCW7Cbm8vvYRU+gPMKjIBsN4z6N1w0beo/XlcK3ZrkMQZHWYzU17Q/EGiQDZLwGLykrjTSDAO+5ybWXLY52hb0OVchIlgxrHg9665nIsk7sTUZh1mNRk9eq2dIt0U6VYpjH09k++/92Vp8d18rvzgAW7uwcJCjhDh/+CBgr1p/178g/Nnr/e6Lf5zDwgKC4pEgnKp+PA9dz909tHzDz/4TGnJvdzCEpHw0JnTT7737hdD/SrGvuRxrkKDgMC9I6OGhsbRz79qeOn1z84+9XpZxRmJ7NgDDz3z8adXW9qGh0bUVTWdz55/UyY/IZIck5ecLKs4U1xy+vCRR47f83hp+enHz77w0Qff9HZPWEzutdXN2GYaav53wn9oJcxup2fV9tibgtEcLgJtFiHntvhEhQD2r2A3+dFH/Z/Ffzyc3NyIh1Yiy3OrC/6lpeDKxnI4shHfDKcXFzY87qDft5CT88ucn/3qX2/UtFfWdNc2DDa1TnT3akbHrQNDxpZW9bcXey9fGWhrx3r78YEh4+Aw2duHTU9aZqcsyhkbBPNqBa2atStnbLjOS+h9pMFPGvxGPEAa/KC0bdAwoPyjmjSC+I9BZTeo7LCZD6RBTHo3LOoykz4APMzesFcGIlEgFAsAFxitBiB2F43DuzCVbXQIG+xTKmdMSFCQ0LuMWgeB2fQqs0FtIbV2o46GhxbCZTN6QL0LVHpAogvuO8x+9k0Q83OY/fAWJOkDsn9znrUF3wYIfqB9u7BmC6RB4O0eesHtWPS7V73uFTezxDgWHPY5SNctJq/N4nfY51zORbhP24Lg52GWmSJdAHt41mGfc9LzHtey173isM8ZCUarsWg1FoPO7rDP2y0ZfWG1kqqv7Xr26Zcl4lIA/y7CuXm5hcDtASQj5w+ZP1rjzS7+A/5ROYBTIGDPBWeuDwjyDgq5HJlEVF5WcvxwxSm5/G6RqKK09MT58280NfRSpDvgWQ96N1aX0h5mzW5b0OOu0XF9e9fkpRttb/7xy3vvOyeTHz92/OEXLrz7pw8ufvzp9Tf/8NmDD5+XyU8Ul95XJL+vSH5fcel9xaX33XPvuaefffPPH17s6Rp32ANrq5ub0a2t9PfbW98nE9swgbtb+U+GNmLra7HVlTDk/BD2A9ohyUfC26DDhwL+ZDQFG0FhXyAo8IRXI2jFEHDvwS6EVsKhlcjmRjweTsZCifBqdGM5HFnbBHDe9sAno+gArSe6U14QDydve8AKQP1vKbgy71tc8C8tBFd87oXZGe3I8GRtTdOvfvn3OTm//JfK2o6q2p66xqHmtsmePmxkzNI/SPb1G6trJmpqJ7u6DT19hr4BYmjE2D+gmxw3TU+YZqcsimmrYto6O2WZnjBNjVM6jUuPuQ1aDxgCEOTXY24cc+FqWqewAvIJjYPEnITGgfCPwA+b/Ey7W0CREBCgF+zC3kXAMBEM2DaRPrSJSKu2j4/ohgfUqlkzvNigdRK6DPi1CkqnNBGYjdTacY1VpzQh/INEDxzGGjTjjM3ocVoCoNvnss0B7EHhB97FftZDL/iZ5TnPGgh+ue3zAdfKUiCM8I/EPwH/Pk8G/056nrYFQVMIRD6c9HwW/j2uZYR/0P9x0vNIDgRlBGbKAzGCyeiBhesWk8+go0eHVRe/qTp39hmRsAiKfHfCPyrpI9+OdL5Q5g+vuRP+US+gIE/M5ciE/BKpuEIuO1JUdEQkKjt27My7734yMqR0OReX52NrS8lY9C8rS4mF+U23dw0nXVMKsq1n4ouLteeeuFBx+EzF4TOPnXvhxZf+9NobHz/3/NsnTj5eVnGmrOKMvPhUafnpe+4998hjL7z2xscXLzfMTBkYx1w0kk7EtzejqdhmKhKOr62GM6M+mZH+BMJ/ZC3DlmdDDhwy6PCCCDfCW2ozDfiPrEV3FfgTkbUoog+gIAK6ieCZ2Uk4enjbkxVKoNbDfwP/YGXCq9G1xY3ludXludXFuVUL5Wxv6/vqy0tvvfnHnJxf5uT84p8raztq6vsaW0ZbO6Z7+rDhUXNPn2Fyimnv0LZ3aPsHqO5efU+fYWjEODCoHxshJ8aMk+PU9KR5asI0OU6Nj5Kjw7ha6dConFqNC1T99VqPDnPrNC5CC7tQnKTGRWk9Jp2X0nqMmNus98GxGPxWPGAjgnZyjjbOk3oXrnXqNbReQ4NSEBwrFYADmzYo3AOqQSbCbTQwpN5pNDAWoxdU92lL0IDZZyYMEyOYepYidA5cS+s1NgNmN6gtWgWFzRp1ShOusQL+wf9bSbed8jrMfrTL3GH2UzhjMXpoS8BFL7joBYc1aDF6KJyhLQG4MBEuu9nP2OedtoyKrtux6GWWPc4lxj7vohf87tV5fwjuuOgF9DIXveBxLvm9a173isu5SNuCAGMkKMY4FgD/6KHHtWyzBExGD0W6bZYApAYgQ0SRbqvZDzrCoFBCkW6T0QM20Wr26zBbV8foe+9+euKe+/PzeLkHC/NyC3d1+8EEcHMPFrLr+ezcnl3zY9+/E/5RFADSINxCCY8r5fNkoCZ86tQjly5V4Xpb0L+xshAPrW4tzm963atezxrjXiGMLiVm7hmevVzV8uYfPjnzwFOHjjx4+v6nf/fUm88+985jZ18+dvfZikMPHTn66JFjD5++/+kXLrz32Rc3OrsncJJZXowm4jdv7vxnOvUd4H8zmgyFIpHIZiSyudv2uwX/CGbsRJ09dcemAwHVDy3hQNN17HIA6ghE1qIwhAMh+i7CY+j6diezvBBFJT+dF9wJ/8loGoIO9AXWl0LLC+smkr5xvf6p352/98SZTP5fWdtR1zjQ3Dbe1jnT3asZHKa6enQTk87uHryv3zg0bOnu1Xf36geGiN5+7fAIMT5KAv6RCZgYM6I9H7jeRxj8uN4HVkCvduIqJ6FmAPMWg9+k85IaF1xngd9BLRgNbjb+YfGWifCaSZ/F6M+yAibCa6V8ZtJD4S4Kd8F+DjiEzqGepRRTBKY0GzC7XmPTqa16jY3AbAa1Rac0GdQWo442GZyU3kFq7Wz8w6FNPivlpXDGZHRbKa/N4qctAZvFbzP5zJTHaZuzmn1m0m0xeZ22OZdz0e1YdNLzjH3e5Vz0OJcYxwJjn3fS815m2e9d8zLLbmbJ7Vh02Occ1iBtC7roBY9r2e9d87iWwY2D86dtQSc977DPAf7RUw77nJtZtluDJqOHIrw2S4C2LtgsARPpQ5oFsOzxRzV0vUujtOI6xmT0qBTG2uqO58+/UiSr+J//934Efk4BHxb4oL19bBOAHnILRUjhF630ZbcDb4t/EAjJ8AILRIUcsURSJhQWP/zwk/X1nXarL+BbD3o3lucTywtJvycU8Ee8/g2LLUiavbOYpaNv6tPPrz97/s3T9z/92LkL55//47PPvfPIoxfuPfm78ooH7zv19ONPvvLW259W13ZNThsczGIkdhPULrfS34Pnh0l7kPEIh6PQBYTMf30ttrYKaXOG/4cm5xAjKAvVbIeftUeU3QtkdwRRBS68GoX8HNLyO+E/a88PWij838Y/XGe4QMthDzNXV9v68EPn5EXlf/frf8zJ+dk/VdZ21DcNtrRPtHZMd3ar+gaIji6sr9/Y3qHt6zcOj1h7+gw9fYaBIaKrRz0ySo6NGyenzNMz1lmFfVZhByFQldqpwVw6vRcnAqRxjjTO4USAMPgxhQNTOLRKJ455jHo/ZQiQOp9B4zbhQRMeNBNzFnLealywUYs2atFGzZsIr9HgJnQMLPYEzFuMfnhoJn0gbg1bt6xURmzPTHpMhBtW9MA1hbsMmF2rsmhVFp3aig6Fu0i9E9fSpN5pJj2wtwe9F1Z9sFf6mIweI0gMES6T0WMx+x32eadj0c0s0/Z5myVgt825mWUvLOdxrXhcK27XiptZdjoWHfZ52j7POBZdzLKbWXYxyy7nkoNesFuDNlbZ3+NaccLN3RVgUOpH3T7w8NApoK0LZqPfRAZs5jnaumQ1BUHRALQMCL0H1zG4zr370z05RkyN4+OjWEfb8EcffPPA/Wf5PNldv83Nz+MWFBSCng9s78vq57FVfZH/z8I/t1DELZTAUgDQAmVxAbkHD3D23ZV3129z992VBxsBeVypRFImFpefPftcc3O/3Rr0utY9jvV5X2x5YdvririYdattSatzqbX0pNLU3jv9+ZfVr7z20RNPvv7c+XdffuWTp55++/4Hfn/6zPnj9zz+7HPvfPLZjfbOMcLoCi6ENiJb6Z2/fnfzf+1s/5BOfQf4h9H9tbW1jY1wKBSBLmAknAhtJDbWkutrMVgTBmk2e403cuyodBfb1dtkd+P2coGy6AB/K/7XlzagJZEVlfz38A8XqBcQWttcnFvv7hp65unfF8sr/vk3/5aT87N/qqrrrG8abGoda2qdaOuY7ekztHdq2tqx5hZVTy8xNGyB+t/wKNXdqxkdM45PUFPTllmFXaGk4cA18AIIMmik5o3UPEEGSTygVtCaWVqrdBo0bsC/Ue8ntF42+OFYyHkLGTQTARPhBbdvMfoB5BajH9c6Sb3LTPpspiDgH0yA0zZvNwcA8+gYDQwEBYTOAZ4fnL8Bs6N4wUx6YJkX7PZhg99uDiDwmyivkXTjBqdB7yAJl8XsdzoWvZ41j3uVcS7R9nkHveBxr/p9G37fhtez5vOue9yrLsA/vYAO41xyMcsuZtlBL9isQZs16HQsetyrHteKy7kEkXxGn5teAPzDgXjeZPRYzX6HbZG2LpmNQRMZAOEgq2meIvxo5Rlp8FKEHzaX6TFGrbB1d0w31PZd/Lr+j+989vjZ82Wlx3hcMZ8nLigo5HC4hRwBt1DILbxlh8febD8rKLiVDnB7/EOKse+uvN/++0HAfyFHKOAXiURlUumRRx85f/1ai0ZpNxuDdtOymw4x9jCpn9Nq3JNTlu4eVXvXdGP7+MXr7e9/eOnV1//89DN/eO78u8///v2HHr5w8r5nzj3++osXPvj2UuPwqNZiC6yH04n0XzYTN2PJna309zCrm0ymQWwzGo1GIpH19dDGRngX/6lIOBVaT4U2IH9OoHAd9QKQRWB3B5AVuO1hMwJYtfq/Lf5fW1wH/CO3j7KP/0b9D3GBMyFAKLE0vzE2OvvuOx8cOXzPP/7Dv2TwX9c40NA8Ut802tw61dWja+tQt7VjTc3Krm5D/wDV24+PjFkmp+0DQ4bxCdPEpAn0v8H5T01bQAJ8VmHXYC69wYcTAZwIwHpfncYFk/a4zmvEA2bjvNk4D2s24dpCLcAFRQQpwk8ZfBTuQa7eSgVMhJfUu6AWgPCPVm6C3iaFu4wGBtw42ALAs5n04FoawI9raULnQGuFoVkAmsKocYC2mP/YhjAFSMqHkx4D4SaMXpMlaHcsMe41xr1mdyxZbPM2epFxr3l8IY8v5PKsu70bjHvNwazQzmXauexgVtBB7zJb58zWOdq57HGvg8gn0v8ECVB4CE1Q2HQALUzw+TAyYDMvOWyrsLMUGi6kwU8RQfj/1KqZkUF9e8vk11/UvfPW588+9cbDDz599PApoUDOLRSJRUUcDrewkMfl8nk8AY/74w4PhH92qw+q/Wzko3Mn/O9qhHDQ4CC8mMcrEQmPnLz3yXfe/qqxdmS4Xz81Yp0Zs2tVvqkx2+iQqadHX1c3VlUzeKWy96PPal57/dMXL3zwxJNvPv7EG48/8eap0+cfefSV9/50paFxWKm2enyh9dB2avs/0zt/jca3IvEMsT+2mUqltra2dpLJZDwej8fj6+sh8P/RSCIaSUcj6UhoKxxKJiKp2K5mDuAcLlABDwrycB9FB1nFeQA8ctfIamxuxCJrm9G1xOZ6cnM9GVmNw/pweHibsxFH/UgU+d92vohldP4/8A9ZQCyUSERS8Wh6fWVTrcKvXK48feqhX//qH3Jyfv5PN+q6qhv7a5tGa+vHGptnOrv0be1YV7ehtU3T1aPrGyB6+/HxSatC5RodN09M/ij4PzVtmZg0jY6RwyM4JAUKJY1p3cAOxLRuDebCdV6DFtbseoHrbreAlOWc2Ri0UAsWas5shGWbAdLghcgfmHOAcJAGR3dspiCAHzIFAD+pd5J6J8AeOXNw44TOkcn8dQ5S74RuIloljB4C+IEmlFmGYfRThNdiDppNAcroo4w+E+UH1U1QBAURTpt1nnGueNzrHve6i1mFn07HMrzG7VqDg65BrtNqmXM6lr2ejYzs960/HbZFJ5gD64LZ6Dca3ITeZSK8VlOQti7B/5jdsgjS/SYyQBF+0EEy4j4YChofMdRW9X7+yY2XXnjv7KPP33vPI3cfPVNWegzW8nILhZwCfmEhj1so5HFFWfjPL+AXcsScQiH8LMgX5hfwcw/ycvO4BfnCAo6gkCMu4Ag4BaKC/Cz/L4DNX7D/B7YA7m4EyewFyc8X83glFeWnnnzilQ//dPX65a66G0P1laN1VaPXLvVeu9x36ZuuP/+59sOPKt97/9qLL3384oWPzj//p3OPvfrQwy89+vDLp888f+GFDxsaR3GDZ34xloj/NZH+j+3tvya3vo/F07F4OpnYjsfSyXgqldpKxJKhUGhtZX1tbWNjLRQKRaLheDSSiEVSm9GtzXA6Gkolo5l6PuAcld+ywgF4DXsnL5QGY6yxfEAs+42bG7HQSmRzPRkPpWMbqfBKbGMpGlmNx0PpO+E/un7L2xORZDq2tZ3YuRP/9074h8gfsoDoeiy6HouHk8nYdmJzy0TZ29t6zp39XYb/e6Wms7JhqL51urZxprZB2d5FdPaSbV26jh5dd6+2pw/r6cP6B/GRMdPktB3TemYVdsD/zKxtcso8PkGNT1CA/1mFXavzAClYpXZOz1hhi6YeYwxapxH3mY1+szEI2nsWKmAzL9gt83bLooUKgOoeprLpMQc0/MD16TS0WmHRKK2g+cNeDYQ4f0ANhH4hbAdFC0LRBiF4o9kYRBqbBq0LSP7g8C1UAASCQecfLiA7oHAXGBe059NMehzWOSTs73evBb0bHueyx7kMS/g8zmXGvuCiF2HrFm0JuuhFn2vVy6y46EXYC+yiF4E+HGDWXfSyjfQbDW4L7rVSAZd10WFdcJjmrFTARvotRr/dGLBSAbBKVtM8aH4DM8pumYfcAbhDYyOaG9da3nrjo989ceFQ+b1FsgqJuFQqKRMJi8BpC/hSyAKEAplIWCQUyPg8CVT4Dh7kHcjjFxRI8gvFHI40jyPKzRXuz+Xl54tzC4Rwn8stKuTL+PxiPr9YyC/hc+WcfAnof8H8H6dAlHdQmJkF5ogLC6ScAlF+rigvl8/jiqSS4mJ5RXnZ3feffuLCC++89fpnr738yWsvffrGK5+/+eoXr7/82YUXPnrmqbfPPfbqIw+99MhDr5y+7/lTJ567//Tz5x559Y3XPm9rHrNZ50Pr25HIdiL2fSr93Vb6u2RqKyOzHU3GoslEBP2Mw3VqMx0Nx8OrkdB6NBaKx3bbY7di6ce4+k48H0QNQiPDiDV82wPE+43l8PpSaH0pFFqJQAsQuoBZdJ3oegyou/BUOradjm0DgLNcOuomri2uw8wCmCSYUMwKUjZ355pj0WQkFPN6gpjG8PLLr+bk/Dwn5xe/uVjdfq12oKZpqqZRWdukaeskWzsMHT2Gzj5tTx/W06/p6cP6B/XDo+bxSSvCPwoBpmesSpUDFoGp1E69wUeQQZwIYFq3UmUn9B495sBUNq3aDnQd9hov5HKRv0UwRp1/aN2jXaDoJoA/C/ZA/gFGIJsaAB+i09Cw8NuI+wD/eixDHMi8hXAZoc5n8pkpj8nodpgCwPm1kV6a8gP5z2EK2Egv0HuBAgyUQeD2Bl1rQdeal14C1rDHvui2LdCUn7HMwTW8HXjEdmOAsSy4bUtO87wF91I6lwX3wk3GsuAwzdFU0G4M2I0BmgraTEEz6QMStN0ybzb6cR1D4ozV7Id9RBTpmp7U11S1v/n6hw+cebyi/LhMWg7wFgmLBHwpeHg+T8LjigV8KRv/hRxhAUdw8KDgYL4ovxD0f2X5hdKD+aL9uQKQA8/jSAq4Mg6vqJAv5wqKuYIM/gsLwW60fAAAIABJREFUpPm5ot3JPzEnX5KfK4JBYHTyc0X5eZBx8Hg8gUgoO1RxzwNnnnz87AtPnH3pibOvPHnu9d89/sYTZ1979KELD5x+9sx9z54++cyDp1988PSLZx9+7YXn3v/o/WuNdYN6zLG0EEvEvk/Ebybi2yCtFY9n4vw71cmgb4die4Te+K1j/+j+nXi+e/GPnP9tD6AUTACAH5L/LH4+eojq9sDhZeMfHXgXfHIWc5HdfUD5CPoDo+H4ZiS2sLBktdo/+ujjn/3sFzk5v/qXi9XtV6r7apunG9u0zR14V6+5tcPQ1Ud09et6+rDuPnV3r6a3Xzs4TI2MmWYVNEr4AfyA+ZlZm0JJazCXAfeTxjmCDOoNPkzL4Dq3Vm1XzZqRgCe5u+QLGH4o5AYEAu0fOL8Ab8A2gjoi/8EddibPDt0RQQhsB6ayKWdMM5OkcsaCqWjYNaBVOzAVDZxi2Cyk19oNOpoi3YB/inQxljlE9Xeag4B5l3Ue8IzowIBzNlPYZZ2H17ttCy7rPJgPpzlIU34r4THpGUrnpHROo5ax4F4AORCirITPYZpjLAtO87zDNMc+tGXeTPqQvSMNbj3mgEkB2HSmUZlamwfefuvj++59TMgvyT3I4xZKIGPnccV8nmQ3ac/obYiERXAQ/nNzhbkF4gKurJAvL+TLC7iy3ALxgTwh4B/sAsI/T1giFMj5PBks/4A+X0G+EFIDCPgzogB5gvw8QUE+n8Ph5uUV5OdxBXypTFpeIj9+uOL0PccePXXv7x44/ezDDzz/4Jnnztz39OmTTz5w+tlHHvz9M7/7w0svfPjeOxevXGwZHsBo68LG2lYi9sPO1v/aSv+QiG9nEv5YIpFIpFLZ8rhsJj/CP3L1YAjgPmAbPbzTnA8b/PFdRZC9nH/WUNAtc3jg9jPZeDiJtPqQh0ciYsloRlMQXoYMBGrpw8eyOxeQwiCSIksINCMNFt7YjEXj4XB0aWmloaHpV7/6u5yc//FvF6vbL1X21LXMtHUT3QPW/iG6o5vsGTB2D+gB/1096p4+rG+AGBgihoZxyPYB/1PTFoWS1um9gH+1htHqPHqDT2/I6HnrMUajtCqmKcU0pVFawY0Dbw/hFs35wJ4/qykIW8DQni/wdWgvMNv5owXByPOzdwezwQ+rhCZGcRDJUM5YZqdMs1Mm1awZ9g7hOgZTW3SYDdYKmimPkWAA5IB5OAB1gD2YBogL4AKcPLzAbvRBdMBY5qyEZ9fh+6yEx2xwAf4JjcOkd9tIv430WwmfjfQ7THMQDuw9DuuCzRSEvxR2Ihu0ThJnzJQX1p8NDcx+9cWNc489L5McAY2tvFw+9Op4XDGPK4ZefSFHiPAvFskhNOAWigo4grw8UR5HUsiX84QlPGFJIV+ex5EczBeB8wf8I/Aj/HMLJQjwBflCZALYdMCCfCGnQFDIEeTncXlccZGsokh6WCysKCu599TJc0+ee/n8M2+9cuHD117+8NWXPnjtlffffuuTD9779tuvGhpqBwb7lKpZs8u5FN/8YWfrfydi3+9s/zWd+i4R386IasaTyWQ6nd6+c58sgep8bG+J7ALy7ZsbsdBKeG+lPasPt3f+77YHwTUr5meTc5BRiIeTgHl0IB3IogwiqxFejaJ+JFCGUHQDBQtEIoLvubEW2YzEYrFEMpmemVH8+tf/Iyfn1//69Y2Wr692VNaPN7Xr2nuo7j5Lc5uud5DqHtB39ag7e5Sd3aquHnV3r76nT9feMdvdoxoewQH8E5OmiUkTFAKgKaBQ0kqVQ6V2qjWMBnNm4R8mWzNU/N1hPgR+8GzA1UfLv9mDAOyQHk376TEHWgoOyNdpaExl02loWCWkUVpnp4wTo/rRIWx8xDA1Ts5MUtMTxqlxcmqcBFlhwL9WY4VpGYR/pznoss4DpBH+vfQSeHI4AGk4DlMAXgY3wec7zUGEfzAW6F1GLWM2eCC8p6mg0zzvti35HKu3xT9tmXfsLguDgIU0uCnSbaa8Osw6PqqpvN7y0ovvHK44xcmX5R4QgFsGhw/4BxMA5gDhXyySCwUyHldcyBXl54sLuDKuoFggLhOIy7iCYggBbuv8d/GfqR3cugX0xxkBtnYQiPxxCyUSUblMcqis5MSjDz/31ht//uar6srrra1Nwz1dE73dk309k8ODislxrUpB2SyBoH9jcT4aWt/aSv11O/2fm9Gt3eB/OxHfSia2U6mtVGrrJ/DP5uQhE4Ac/l7e7p10PtjgZ5+fqM+hIB+BPxlNI15wlkuHZ5GaKKoLIOTDgbcDeelOv/q2+IetBzdvfk/Tzl/+8tc5Ob/4zRdXGz+/2HK5crCybqamUd3Uqq+um+0ZMHb2aTu6lO1ds+2dio4uZWe3tqNL3do23dmlGBzSA9rHJ6iRUWJklEB7wcEuwFJwtcahxxhMZYMCHgCVreGP1ngB7MGlo4QfXg9hAhgI5PzR0SitWrUdVgbCu7RqO6aygVfXaWjAv2Kamp4gpsbx6QmjcsaiUdo1Srtq1qqcyQiKQziN6x2gk2GzBAD/dqMPuXTIBeCh0xy0kV4r4YHqAMTzZoMLQgB4FkYM4S1ocBgZCLAgZoPHSvhoKggRPuDfS6/A9S3O3zRnMwUd1gWXY8XlWLGagpnCJ+EicWZ6Ut/U0AuRv4BXemCf4OD+TDQO4EduH0J9SAGEAhngH0IAHl9SUCDh8Ir4olKRtEIkreCLSjm8IgD/XvzzRcUCvhSqCexmIZs+lNU1FItKuBxZ3kEhJ19SIj/++Nnff/n5jd7uSbXSBJvCAr71uUBoLrC+OB9eWdpcnA9HQlvp1F9SSUj4bybiN2Ob6WgkGdtMJ+JbqeROOnUzldyBhv+d8M8KyDNdPcA/O3RH0UGWyF+cpfO1F/9Zn5912K4esfFSm1tQCIA78ALw55AaoMgfGY6sOII1UxBFrcfsbP928X8kFN3YCO/sfLeyspbJ/7+63vzVlfbLlYNXqyZu1M7WN2E19YrufrK9R9PWMdvSPtXaPtPeqWjv1LR1KHv7sN4+zfAIDvy/ySnzyCgxNGxA4Ict4FAX0OpcBq0L7fOCZJ7tw1E9H/l8SP4JvQuga9A6kQwGu+yHRnrAybPxD28Er65V2yEWgMUBaoVFo7TjOjcs/7BQcyD+A+tGTaTPTHmBRW+3Bi0mr5FgwKW7bQtQtwMAwzWMEoMVMGodJEYD/iEpgCAf4R8cPhv/UAW04F4r4YMKH2QBbFvwo+engnZjANiQsDsQAhag+mo11v7eqa+/rDz32PNF0qOcfFl+riTvoPDA/sLcgxmiLjTwIewHrHILRQK+VCySS8TFEnGxSFgkEMo4HGkhXy6UlEuKDkuKDgsl5YV8OYAf4X8X/KWAfwFfsttBBB4hD9GKgVyIKIacAoGQX8LlyAvypBLRobOPnr98sU6tpDyu5eXF2MZaMha9mUp+n079ZSv9w/bWf+xs/5BM7CTi26nkzZ3tH7bS38djW5vRFGjpg65+MrGdBHXtWDoe+6n5WeTeQyvh0EoYSD5wAcgBhwn376TzmbWcAz31t+I/C8Zsxw5VwGQ0DZE/O/nfmy+gTiGbLMj+5ln1v0Qsuba2sbW1k0ikcnJ+npPz9//X5drOy1W912tHb9ROV9UrW9rxplZtVx/R1q1uaZtubptsaZtu65ht61C3titGx4zDI/joGDk9Y1Uo6alpy9i4cWSUmJ6xwkH+X4O59AYPrnOzI3nkxhH+2UV+nYZ2O1dp6wK0/SC2B/+fFfmDvYAAAWCQddj416rtcGHQOg1al4Wa87pCc/6Yzx122JYhkYYWANBvgY1rMXkp0gWQRjU/KOPBNegIAP5JjCY0dpOeQfhH1gHwj/oIYBEgQDDpGQueMQEW3Av1P5iMZOPfYZoD6wDMSNgmCv9FOg2NqS2KGbKtZfD99748eeJRAa+UV1gsEpTzCotgRQ8wdvfvyz94gMPjioUCGSzwK+QIEf6lkhKJuFgklnM4Uq6gmI1/rqAYgZ+d/LPxz+eJs/APJoDNLwCKcWGBlM8tkYgOnTzx6Ifvf62cJVeW4rHozXTyP3Zh/xc4O9s/7Gz/5ebOD9FoLBKOb6W/u7nzQzyWjkYSWbBn78+4E/4RSAD/IPuTiCTXFtfhIh5OoPupzXQWwxfpfLObAuwxob8V/+waPrspANRgKAHCC9BgPzuPQKP+bHEBtrW6U/9vK7W9urqeTm/fvPl9Zv/3t1Vt317vulo9fKN2urZJ09FNtXcRDS3K6oaxqprB+qbRji5lb7+2u1ff1qEcnzBBwD85ZVZrGEzrVijpiUnTrMKuUjtR8U+r86g1jEpNqxU2jdLK1u0AP89OBJDr1mMO0Lpy2BYBlpAjwE+U4bML++D50aehmALXMZjKppimlDMmaD2CiVHOWPQYY6HmnPYVhl512Jah+pjpO1BeM+UFK5AZxcfdkAKA1Acq6UN4bza4IMmnKb8Fd0MIAK8Hnw/pgJdeYtsCsCNgC6DgDz4fnDxcoy6gx77ssS8zlgW7MQCDjyCRBIvS1QrL+CjW0zXx6ceXn3nqlYqyk2JhhYBXysmXFeSJ+TzZvrsKgHuL4nNI/iEFgKYANAKFAplAKBMKS8WyQ0Ulx0rK7ykuOy4rPopMAHh+vqgUSgMCcRlfVMwtFAHIBXyJUCDlcUX5edwD+/MP7M/ncUUioYzHFRVyBHyemM8TF+Tzy0pOiAQVx4488PFHl1QK43wwvBnZAW+/i/zv2SeRSMXjcVjFCzP8sCczldwBnm8ivgXpAJzErmgH2qL30/4Z0oGN5dD60sb60gYav4fdnijshzIhWIqsmiJKttlkIVRfzKzi2T3sVh8a0QeOAMAeJfZZfUF2849tCFAbklVxSOylJ2Yql7F0LBpH68x+/vNf5uT8+l+/rWq7VNlTWT9e06isb9F2dFOtHYbmdk1D63Rj80RL+1Rnt6q3X9s3QPQNGIaG8f4Bbf+AFny+UuUAOgAk/CABiGndag2jUjsB/5CHo8ofqv+xD7oP1X5IbiFqQNFB1gHw6zQ0tAnQgXwBMghEHEL5AqzTNBuDsGDXblm0W+Zp6wIb/zZLgLZlpDgonRNSANQFgPof8ucQDkBGAEU+eLHTHISAH/APlT/IAhD4HaYABP/IzwP4neZ5dN9lXXTblhjLAk0FLUY/xWJG6THHzCTZ0TZy9XLjyxfefeDMk3LZMSG/jM8tgfifUyAC/w9oB/wXcoQI/9kmQFQkEpUB/ovLjrPxD2k/T1jCAn8pX1TM44p5XBHAG6KAgnxe7kEOeggRQSFHIOBLxCJ5WcmJ++49+/ZbnwwNzAZ869Hwdjy2k0zs7EU+nGQynUgk4vF4LBZDK7QTidRP4H/v3G4ymtorzsdW6QuthAH/EP9v7koAs4v/YCzuhP+9KkDwqxHhJ8uHh1YicBNG9IEdgMDPLvgjXkBW12DXoPy4FIhtgLKKl2CMouE42noajcZ+8Ytf5eT88p8vVrdfremva5lpbNM2tRvau4zNbbr6ZkVj2wzE/82tUzAXBBJA3T2qzi5Fb59mZJQA5MMI4KzCrlQ5lCoHmghSqWGDrQ2F3wj8iLeH2vhw2LQ/nYZGoT6K4dmpPsK/iSUcBL1xyDLgN8InE3qXHnNktnoSftDPt5rm6d2KOsK/1ey3WQKgw2HUOpBLh0YAqP1BAQ+SeUT+gcCend4DTchLL0EKAMkCm0oEDh/hH2X+0AtET6H6H7UbBOE6RqO0DvQqvvmq+pWX3rvv3sfKSk4A+Lkcee4B0YF9vLxc/oH9hfl5PMA5NP+g8ofmduEpSATEkmKRqEwkrZAVHy0uOy4vvVsqPyKUlPOEJRDzC8RlQkm5UFIO+OcJ5QK+FEqA8JlIGlAskqNGA6QbAr60tOTomVOPv/v2ZwD+ROz73are9lb6+630d1vp77a2djIXQOyDql4ihU4ysQ3gTyV3oDrAxv9e7wdIYOtwsQ90BCDyB/xnNQgRwNg9wr0mAP06dnMhGU2hyT+kyQ9Z/erCOpgANJy/trixtrixt8IHB83w7EkcolC22FgObSyH2OMDsVtFhCJr0fXV8PrqRigUiUZju/j/xW8uVrffqB9q6lC1dBqaO/C2TrK+SX2tarS6Yayhaby2YbiyeqCmbri1XdU/iPf1a3t61Z1diq5uZV8/NjpGwuQP0IHRRBDcVGscbPyjWD0L+cDqA+hCORAiW5DuQ6k+gBmFDGAFgFMEszFILxDocdAyRLVDPebQKK2wLBhWAIMVsJnnQCTHbplHtF+r2Q/T+EgpEJF8wAQAnhH+g6414Pwgwh+EA1bC4zQHgQsIzB/UFIQuINT82PU/OFAUQBXBTIJgmTftaiIZtM6JUX3V9Y5XX/7TmVNPFEmPCvllvMJiXmExJ1+We0AE9X+o/4GHBygC2hH+IRwQCmQScbFUVorwLy+9G/AvEJdBtg/gF0krAP9gFIQCeRaDGA6PKwa7IxEXCwWygny+TFp66r6H//THL7o6Rl3OxWh4ezMKxbxtqOGnUzfT6e10ejtznbqZTt3MTPLt/kTI/wn8Zzltdny+97BTADiAHxQIoHoBGhCI3boaCH5ROraVRTGCTITt/NkDOYgLmFnXtxLZWA5vLIfZ+GefrOAfFQv/K/4fNTXXV8MrS6vr66FwOBqJbGb6f5dqOiobhps71S2dhsY2fVOrvqp25vL1oRu1w7X1I9V1g9cr+6pqBlvalBD/DwzqenrVXd3K7h7VwKAOkn/w/wolDVyA3VkgJgv/CMC3NQGI3qNV25UzJo3SCpk/MH/BsSMiEGQNesxBGtzAIwLAgxFh6GWHbREYgdDbAxqiHmNgToZlAvxWUxDwbzX7zZR3d97WZ7P4UaDOZgGxc3iHKQB6noB5sA6oQWDB3TTlB/4vyhdQR9CCu1HZDw6lc1E6l1HLsJXRIBegqaDdPGfZlT/WKK1tzSPvvfPVww8+U156UiysEPLLoPjHyZflHRQX5Im5hRJOgYjHFSOSXxb+2c5fJi0tkpcD/qXyI0Ulx4pKjkmKDgPUkefPwr9YVCIRl0rEpSJhMfw6UPvh82ScAhGPKxUJi3lcqYBfdOb0o3946/3B/hmbxR8N30zEvg9tJGDNbiq1BX4+cxLbycR2MpGBdyK+lUzsJBPbqeRNOOnUd3BxW/zvFeFAPb+fwD+AHFoDaNQnurtjE03+7J3MA4whmTD2LFAyms3zYQtyQCCA+H/g8LNgn1U+YBf/d21KtkhJVgTEDl7CG5vLiytraxuA/1/84lc5Ob/6l0s1HTfqhxrblY1t2tomTV2j5lrlxLWq0Ru1wzV1w7UNw3UNo00tk53d2v5BfGgYHxzS9/VjnV2K9o6Z7h4VFAKg/qfWMEqVAxoBKrVTp3ffNv9HFbu9Yzzg53UaWjVr1iit0P8HhKP53CwuEMoawM/DgZAeogAoJQIRQKdxQgpAGryE3gMrQIB3CHI6ZsoLUwAWk9duDexl/kLmD+wddnUQHD6EAOwGIbwAPD+YEjRBYDa4rITPbPAYtQyJOeEnoXHgaprQOAiNAwwBcARsZEb+CDp/wwPqr7+oeeqJV48cOiOX3S0RHZKKD0tEhwS80sKCosKCIl5hkYBfxOfJRMIiKO8D7CHhZ1MAJOJimbRUXlQuL64A/EuKDsuKj8qKj4plh7L8Pxy+qJQrKC7ky8WiEpm0XF50SCYtF/CLEPgl4lIBvwgsAp8nO3HP/R+8/9lA36SbWQitp25u/z/bW/+RiG/HY+lEIoWqepkTS8dj6XhsC2Tq47GtRHw7mdhB+EdnL/7Z9TB2AH8n/KNFHYB8AD9izrAnguEDUYEwqx0A+L+l2B6Kx8MJ4PBBko96/sDtB2IvChDg3Bb5aIEHYhCjaOJOe0rYs0A/ViUjidXltcwodDiaqf9dru28VjtQ2zxd06i8UTtbVau4dHXkauXIlcr+azd6q2oHGpsn2jsVXT26rh4M+v/dPaq29umm5vHWtqn+Ae3EpAlN/mJaN5QAMK0bJ3zKmR+ZP+ymPSr7Z9XzoFxn0DoxlQ1T2QD/aMgHTfggOgBbJhSyYggxMvN8LOIA/EZc54axn13yf6YxycY/iTMkzpgpj90aYOv8s/EP/h8gDU9BCwC9ElEAIOC34G7E/4U37hYCglbChzw/OH8Sc2pnLXqlDUwARAEW3AsT0DoNPTasravueev1T07d+4RcdrdMclQkKJdJjsgkR0SCcj63hM8t4XPl4H6lkpIiWZlMWgqdPzAB0P8XCmRSSYm8qLxYXlFSfKi45BDCv1R+RCo/gvCP8n9U/AP8S0TlctmRspLjJfJjYmEZr7AItvoJ+SUiQamAV8znyg9XnHztlT8O9E36PMubkZ1U4oft9H9upX9IJW+mkjuJRCoWi8Uz/xD+YU3FTjSS3oxuxWM7ifjNZOI7dO6Ef6Tbw6bERFkLubIOQjtCfpYQAJtdAz1CpPzHXg3A7jiwy4FsV49MAEgAozsAacgCsvDPXuCD8gXU//sJ/89mKP8YDUUSkP+Hw9FQKPKzn/0iJ+fv/u1KTefVmr6qhonKuumrVVPXq6a/vTz07ZX+L7/t/PLr5stXu+obx9o6lK3tqsbmmbaO2c4uZUenorlloq5+pLFprKdXMzpGQvMPJwIG3K/BXPDQSARnZ8wqpUWPMQTuNuI+AnfrMQbT2A1al17n1GOMTuvQaZxajNaqHVq1XTULxsKj09BoBxZFeA1aF6F3QbhuNgZNpI80eAm9y4iDKLifNACwHXoMyIVe0uBm/4SYnzR4cZ1bq3aoZq2KabNGaYetuIB/UNcjDE7C4Mys3zAHbCY/TflpS9BtW2DsC05z0Er5GMuczeS3G312c8BlnXfa5mnKbyLcdqOPtgRd1nnaErQSHgp3WXC3lfJZCY/F6LWRXhPhpnROo4GxEh54r90c2H2l10R4zQYPqXdppk0ahcWgshM6xqR3U7jHbPBQuMdE+manjO0to199Xv38c28eO/KAVHxYJjkk4BUDo1YiKhfyS4T8EhjLkYhLi2RlxfKKIlkZ4B88P0j6iYRFRbKykuJDpSWHS0sOFxcfuRP+oe2Pmn8/+n9hWXHR0YqyE2Ulx6XiCj43s9Uz76AQvlKJ/NjZR5+9cqmWIp2bkZ2d7b+mkt/HIluRcGIzkohtppLxVCKRSMSS8XgyEUvCfu54bCuxuRWPbUVDqWgkGY9ux2NbydjNRHwbfqYTN1PJm6n4TiK+HY+mo5HkZji5Gb4F/4j5+xP4R24fOXzkLbMyefhkSAQA/4B5wH/WvDDKydl9OwA8zALDBVQHIezfWA4vz63eFv/QGshKAZBe6ObuDDKq/LF7foizFAvFI6FYaD0cDkcB/zk5P8/J+dk/Vjf2Vtb336gdrq6ful41efXG+LXKic+/7vzqYtfFaz1Xqwau1wxV1o5V1k5U1k7UNU03t860dShb2qYbm6eaWiY7uzX9g3q1xqXB3LD5B3aB6DC3QedVzNhUatqg8xpwr0Hn1WBOjcqpUtNqpUOlprUaF6ZldJgb0zJajQvTOEAvRI+59Rhj0HpwnduIByjCTxr8hN5j0Hr0GKPTuPQYo8fcBi3ICvlM5Byh92iUDuWMRa2g9RhjIoHb59FpnDqNC9e5KSJooeYIvQdT2WanjDOTpFphYQcmWfRE0uAGW4DrHUYDYzJ67OaAzRKwGL0kzlgpn9Xst5sDdmvQbg5YTD4z6TESLhPhNRv9NphoILykwU1Cg1PrJPQuCkr3EAFpnYTBaSbdeq1FPWvE1GYT4bZb5m2mIEX4zUQAU9GYwk4avGYigOvcRoPbbpnXaeiBXsXFb2pfvvDHM6ceL5EfE4tKgMAnFhUJBVJuYYbbJxIWyaSlFeXHy8vuLi05Ki86tJsCCDkFfB5XJBRIpZKSYnlFSfGRkuIj8qJDMtnhsrJ7oOeHqn18USl0/viiUsA/X1QKFoHDK4K4o0R+vER+XCY5JOSX8LhSbqFEwC8S8IuEAvndx069/6dPVUrDxnp8K/1DKr6Tiu+kY9vJ+FY6tpWIpVOb6UQsuRXfTsTSiUgyvplKx7ZSie3UZjoWTcbDML2/lYxvbcV3kvGtdGx7913pZDQV30wloymY9k9EMk4VvCVquUXXY6GVCNTYocaGqugwls9uv2UR8rIOW/8/sRtugFzXbU9W3X6vY78tsPe+IKtfCN82FkrAn8PmC0F2gAgFkIBkeEeJ7Vg0HolsJpPpWCyRk/PznJyf/0NtS19142BV/XBt48yNmsmrN8av3Bj96mLf15e6v73Se6Wy/0bNaFXdeFXddFXdZEOLsrld1dahbG6dqW+caGiabO9U9Q0YZhW0Ss3ALiCwAnBgKBg2Ber0XggNgDWgUNK7Y0Iu4AsoVQ6DFkDu1mlccPSYG5YF4jovWivAPrjOSxr8esytVtDKGZtWzRB6H0UESYMf13lhKwHcAW0crdqumKZmp4xqhQVRDFAegfjIkHTgegdhcIIogNXshwIhRbpv3cnjo0g3bN1Dc81sARJkUMC4IEI0iTMmI4MbLJia0mFWEmcsVMBCzYEakk7jwlQ0CPsYtC74qtMTRHVl+4UX3jlx/GGZ5BD03oQCKZ8v5POFXC6fw+FCv10klMmkpUcO31tRdqKk+IhUUgZVeiDkAWMHyn7yokPyokNy2RGEf5G0AmX7CP+oCgCGIFP/55dJxYflsmPFRXcXSQ+LhWU8rrSQIy7kiHlcaWnJ4eeefbGpsZNxBmKb28nEDqzTAc+J4mdQ2of4Gfwqe+UOeFeQ4kdv3LuiD/CG0IXINgh1aAifXXVH4M+Kru9ch79lFhg9vBP+s3S42OaJDW92zw/N9qKXwVeFvwhsGQocIH1gC/4jHmF0PQZNRyQokIilY9HkbfBf0zRU0zha36yorJ0C/H97ZfCbyz3fXum9fKPvRs1oTcNkTcNsdf1UY6siJX/YAAAgAElEQVSquV3V2q5oaJqsqRutaxhv61D29usnJs2zClqrcYHsN0QBGtWPosA4EQD8Q3UA+oUwLMhmDbCBDdqBmMqpUWbsApgAZAV0GhemcoKZ0CgdsJXIoPVQRJC9gwgWE1FE0EQGILNQzZqhvwBTCaj7gEREEE/ZoKMJgzOjpW/0IHUgBH5kEWAOZy/+sygPBq0TJpQMWjArbhKnDTq7XmvD9Q7S4KYIP0UE4e/VqhmN0qFVO3Qap3LGNDqENdT1vP3WJ8ePPcTlyPMOCncn7XgFBYX5+Zy8vILc3PzcgxxOAV8okMmkpceO3neo/N5i+WGxqAQGdfg8MTD2BfzM/I9UUiaTlsskh6TSQ6Wlx6Hsh/r84OrZ/p9dBRDyy8TCCjABctkRiaicx5UW5AuFArlYVHL61CNffnFZrzOGNmKp5M0EC8BZGEaxNOTV7NAaLALgH8wEWw8/K8tF6jrs0jobVOyMGiJwhH92af1O+N+8VSZkL9Nmz1zgj1xddiRyW+ePvjZ7aS9cA+DhKfSdkUUAn8+eGkDxAltiZDOS2IwkwuEo1Fwh/v/7muZe8P91TbOVtVPXKieuVY1fuTF66Vr/xat9Vyr7q+rGaxunahsVNQ3TDS3KxlZFU8t0XcN4Vc1wXcN4e6eqfxAfG6empq2wDhSlAJiaATlQUATS6b1qDYN6hEhEFJAPJKK9S4QQyMHVE3ofPKXH3Fo1o1bQcJQzNsW0VaN0wFph0MNEx4gHQF8U9Ig0SivwCwD/bOKQzTwHvUAgEeq1doR/6AsAOwAMARgFtl1A0kbQoWAPMkOWAW0I+NUU6aZIl5FgCIPDoKN1GlqPMSCUqlUzesyNqZzKGZtG6VArbL1ds1cuNr35+kePPvxckfRoRlqLI8zL5e67K/fgwbyDB/MOHMjdv//g/n15ebmFPK5YLJIfrjhZXnqPvOiQWFSCZL/4PETakwgFMpGwWCwqkYorJJKKkpK7ZcVHJUWHoc+H/DwCP2oBwICgkF8GJkAmOVIkPSwVV/B5soJ8YbH88KGKe54//0pHe7/POx+PbWWK9nfw3sgosA/bHLDxn8XMY7f6wCui8B6BJAv8bBMAMNs7kHvbAxQg+A6QeMdC8dvuBY9n9vbeMvMPef7qwvptu3rwPbPwjxTE2NfIBKAmYiyUSG1uQVsBRUDZ3cRQLBKKhUKRW/Bf2dB1vbb3WnV/df3UjZrJyprpqrrpa1XjVyuHrtwYvF4zVF0/gfBf0zBd2zjV0DRZWz9WXTtS3zjR1YMNj1Jj49TEpHl22qqctasUNBgCvdZDkEE4EP+rNQzwhZGIKCwRYOMf4nlALHLjgIcs/IPbR+BXztgwlZPQ+0zkHLwLDssE+KFGCB4Y4R98NcT/iAsAXUOEf4jwIReAHgGYA3gKWQE01wzOH3U3wP/jOgbw/2PoQbqNhIswZHRKMBWt07gMmFc968CUjHrWAX/XyKD20jdNL5x/5+SJx8pLT8J4D2j7HNhf8CP+9+fvuyv3rt/mHthfAMP2pcV3l8iPyYsOgf4fnydB+T+PKwLenlAgFwmLxcIykaisqOgIqvwh/POEJQj2CPli2SGx7JBIUM4yAYek4gohv4TLkUnFFWdOnf3s02+1mHF9LQrNvJ/APyqn7z0A/u3EznZiJwv/bOTvtvpjSGYfhdDR9Rg7zmeH+mz/j2S5fxr/qNq3uSv7+9/G/16qX1bbj20F2LBHd1BOsbkRR1PDqKaYRR8IrUfDG5vr66F4PPkj/m/Ud16p6rp8o+dGzfiNmsnqutm6JuX16glI+2sax2saJlH8X1k7UV0/Ud84UdcwXls/1tg81d2rHRkzjYySY+PU1IRpZsoyO21VKWitxoXrfbAIAOTAtTqPSu2cmbWBgjhKAdASgZlZG3L+LKcdhGQYhQYoBUDRAewgVc3aMZUTWRAUQUD+D/jXYwywhsEEIK1R9uyAZVdmk9C7DDoa1zugIwi1QDhs/EPkj+sdBl0msUc5P5pQQsQniD6gJ4pKjDDsqFHaMZUTUzKYklHN0OpZh3rWoZiyjQ3jtVX9L7/4wfGjj0hEh/ncEhDYO3iAu++uPPD2gP/9+/JuxX+RXHZELjsik5ZLxKUg8sEp4OfncUH2f5f5LxcK5EJ+iUBQIpFkiv8w/Ifcfgbt0goEfhgQFAsrwASIBOViYZlEVC4WlsF57plXuruG5ufW0qnvkomdzWgqfrvMHwX57LAfPWSD/074Z5sA9qgs+H/A9triBpLfZFcH2PU/tjInW2/r1pO9JnCX5/O3xf93ovrv5f+gah8yAexEgJ3jQKMB/nBUDkR/VGRtc2MtsrEWWVvbAPz/7Ge/yMn5+T9UNXZfre6+fKPnevXYjZrJmnpFQ4v6WtV4df1EQ8tsY9tMXdN0df0E1P8qaydqGiYbm6camibrGsabWqa7ejBYDTo8QkyOU7PTVsWMTaWgMTWj13oA/7tyYG4QBR6foBBfUKV2QuUPrADAFRX5EODZdQF0EwUCUCPQKB2YygkHFf9g+4BB6yENforwa9UOYCJq1XbQDgFyEarPoRFD5LHZA0vIgQOjCQ0mArCBYghmBYkRoGs0gwimB00uGLROUCLRKB1aNQOYV83Qqhlao3AqpmwdrVN/evfb0yefkgiPcjnFBXnSvIPC/FxR7kHe/n35B/bn5+dx9+/Lg7Pvrtz9+/Lzcvk8rlQsKpHLjsgkh3bZOKJMsWB3OHdXArBYJCwW8Ip5PLlQWAr8P0gBIOAXyw5BUCApOgyGAOFfIiqXiMqh1S/glUI7oLjo7nvveejzTy9TRjoRvwlj/MDquVP9L8Fato0eQsEP8L+TvLkX/3utAFtLl132A/CjWjrKC4B1v7cKeCf8Z40V7ZUD+C/W/24LfrbUV5bOH3tMiM0XQIXALIEQCASyKiDrq+H11fCt+P/Vb2qae6/V9Fyp7AX/D/i/WjlW0zDZ3K5q6VTWNU1X1o7dqJmsrJ2oqpuEFmBTy3RD02Rj81RHl7p/EO/uUQ8M6qcmTMpZu1rpgHWgmJqBRWA6vVer87DxD+BXqhxqDQMHrAACLeAZIK1VM8gioEAAxQi4zgtRAFgBiAXQffgEPeYmDX4TGQDBTzb+YXwAnHaW3DA7gQf0wtQNyJlB+wBJGIC3R7oDSIkELAWagAYLApxog9ZpNvp1GhqUCBH+p8fN4Py1Kpdi2lpb1Xv+mbfLik/zC8s5+TLQ1eXzZEKBrJAjzMstPHig4K7fHtx3V+6+u3L33ZV3YH8hVOCKpIdL5MdkkkNCgbyQI4bJHJDlKMjnAf7FIjmwdwW8Yi63iM8vFkrKAe2Af6ADFJUcg7pAFv6l4gqpuEIsLBPwinmFxUJ+WZH0aHnpvRdeeLujbXBhLgQqnbHNzNwOKuNnWQE24Nn4R+DPwn+WDg8yAUgwEznY0EpkbXEjq+yP6merC+urC+vs6AAwcyf8w8JvKPuBwYJE4G/t/90J/+zxfvZbQCAIviGKFEIrkdWFdeh0oheAXduK78DOPxTpIPyvrq6z8P/Lf2poH6xvHa1rHq9vVlTVTVfVztQ0zNY1KeubZxpbFU3ts7WNU9erR65Wjl2vHrtyY7i+eaa9U9XUMl1VM1xZPVTXMN7cOtM/oJuesekwt0blhCqAYsY2PWkGXjC0/SDChzFhtEQIjlLl0Bt8lGmBNPhR3Vs5Y5udskBJD7ABOFcraOgIGPGAEQ/A68FGIMyjeoERD8CuIdg1AnqEqlkzyAEBy5idEQAskb4AdArgIGCjF6DCPho3VisspMENJGW4CQ+R5CliKINCAaT9GqVdjzEUETQb50l9QKtyGTAvpmTUCnpsGL/0TdPjj10olp0Q8Mp4hUWgqwnCfoDkgwcKIKrfXbmXn3dQKORnnL+QX7K7qwNkfyXQAhAJZSD+IRIWC/hFhQXS/HxxQYGELyotLjteWnFCKj/CE5aIpBUl5feUHz4pL70b9QVQIlCQLxTwiwS8Yqm4orz0XiG/TMArO3ni0S8+u4brbaH1VCJ+8z9++N/JxPby0no8/qOKDju9ZxuC/+K57Xx7Mpq6U96OEoEIS5Ab3D4AaSm4shRcAe+aVSlgwzW+q/mNKIBACgaxAPgmcB9mAZDzzxrdBxgjCYCsGH7vnD/8CYi/gMgLy3OroZUIvH5jOby2uBFejaKdH1kNhfXVcHhjMxLZBDGFX/7y1zk5P/+Hutb+upaR2qax+mZFdf1MTb2irklZ36yqa5qG+L++eeZGzei1qvHr1WPV9VONrYq2DmVTy3Rt/Vhdw3hL22xHl3pwyDA9Y8PUjFrpgBKgYsY2OU4hwGfhnz0vDHdwImAyL0Inn+3JMZUT13nVChq6ALstMQbq/BQRJPQ+iA4g29eqGdWsHYX9KEww4gEj7tNpnGqFRTljAmArpinVrBmGizGVDSrzSFMMKZfD66FlgPC/m7RbYboJLIhq1qzHHEAigNf8v6y993ObZ5YlTLu7Z7+u2Z35wkzbloicM8AcJVHRsuWcJDmqnRQtybJl5SwmMOeInHNkBLNEUswkMt4XiVSwu6enZv+D74dLvoYpqXe3ql1PsUgABOEqnfvce+6550J+gZkdYafHec9qGtoQPt/vcU5CqPL0LXr6Ft32aYtxVKvqb2/RX/ix9M0DhzOE29jMbHDa3XD1Xb/JiQQqmUQnEWkEPDV9KyV9C41M5LCZ2SJB0d/BP5vF3zD/y2AyBIB/MpnLYGeKsoqz80oA/2xejiirOCt3hzCzCKMA4Bs2L4fJEHDYGRxWlpCfn5WxncvOzc3edeijr5sb5VP3V6LI43js8c9P/paIPwwEQqurD/9R+E+dvUsVvT5N42N3/tPMP9z5kJP7FgO+xQBUy3+nP4/JewHnMPMX8SMA+A3PnyQ2cpuaO6SC+WlLr6dNPlJ/Bd3QDmL3P+AfKAA0ZYgYw3+qkGmdLwggGP435n9f+KO4oQvr/4trTVW1ltpGW02DtapOX1Wnr20y1DaaKmu0pZXa0kp1fbOtvtnS2Gyqa9DXNegbmoyt7bbObpdC2afTD1vN43BslgmTYUSj6geDcMjwgeQDtGMewXCcrum+/nnP0DJQ/VbTWGr+D9oeuNIhBLgdUwO9c8ODS8AOYlR/j3Ma6EDAPyYf2qgd7jltE1bTkEk/ABIgo27d/xeQDBc4ZAEbj4zCsZpGbGbg5++BJsdpmwATcWynQI9zEqIJsAnYpBNGLmJCI8C/xehxOUbdzrENmnASFI197hmD1iPptNRVy25crfn6y7N7dr0t5BeymZk0Khf28AL+qRQmtP1JRBqRQMXjKLh0KgHHpJJ5HFaOkF8IhDzs5wLDP8D/Rgog5LCFbJaIQedTyTwSiUMksumsDGFmUVbuDkFGIZB/fFGBKKsYy/8h84fqgMfNgggi5OcL+YUCXsGB1w5euVTe33s/Enq0mvgriqytJp/EoquhUOTRoyf/KPxj4y5P63+eif9ndv5SwQNEAOAf65893Z/fpK7FZmywvADbEbrhBfDseX6sTkkdCsK0Ok/HC3RjWACyBqjtgyth7ClM3YikLBfdFGWA/0eQKIrGIhH0hRd+l5b2wh9B/1NZq6yuN8H9X9NgrWmwimt1lTXa2iZDfTNQAPoysaa+2VbTYKyt19U3GppazC1t1rYOe3unQ6Ue0Gg9Rv0wVv8b9cNqZR+4gwPUU/EPtB8c8BHr6Z3t65/vcYKMd9RumcD0P5DeYzc8oLq/Z3ZoYDG1wwecH5b/w4FUwmYet5rGrKYRh3UcFoHA0Wt6jbp+IO2gHADLIOxHcAq2W8YgCtgtY07bRCr+zYYhq2nEZb8Hm4UwYm+TrwmAH5t9gmkll33c5Rh12NYjjtM2YTYMKWXOzjZjZVnHlYuVJ45e/OTw0QOvfZSfu5PHgQE7zGZ33WYP8E/AUwh4Ch5HI+DpZCKHQcvgcfJFgiI+N5/FyAD8w6gviH82QgC4dwjoNB6FxCWROAQCi8oQ8kUFmTnbAf8Mdibwfxj4gR1g83KYnAwYK2KzRHxuLpj5f/3nc7Jui3c5/mjtf64l/zMSTsaiaygaC4eRtbW1fxT+N9lyJn51+H+2bufpcRoIAb9y4ynhILVz9tRbRTF7D0z8B6r71JEhzFno6SQiFf/IhikYFALPTBZSPw8Ka/xgmW8wFlwJYz3F1JoF2y++aWVQJBQF/MNa9LS0F9PSfv/fa5qlVQ2KylplVZ2xvEpfUWWsqjNX11sqa7QY/msajJU1xopqXU2DuaJaI65WNTab2jrsre22phZzU4tZqepXKPu06gGzcdRuvWc1j+u1HrWyDwxCsNFg4PwwFSB0/oEFBO8wl30S0n4APGT7oOoDnPdu7BQGUXBqko9JA7DXAFlgNY2ZDSMm/bBJ77FbxsyGwafxn2oTDP05KBMcVhhMmgC/cJt5FMM/DBHCj7BTDJYdYqMEmPsItrMQNpHYzMPgOOrpn+nvve92jjpsw077iM08LOu2lN5uOvvd9c8/OfXeO5/v3vl2Qd6eTFEREPgwt0elsNZvfhKdTKbCAcs9Ap5OJrHoVAGHlSPgFYoERTxOHuCfRuUC/kH8g/X/GfR1mwAykUMksolENoUu4PBzwfwD8J9a8MNoMLCDTE4Gn5dJp3EYdD6HlcVmZu/YduD6lerBvgfRyF8frv5XIvbXSDiJIkn4BxePx/+B93+qaiCFh09iVDmWLadu2tkUAp6WBmGiuufEkV8nAlNH/VKRn+rJ+Tz8pxr7Y+DHeMdN4Mc+PLwYwz9WvGC8INAEvsUAmqI7wLoPSDgWDqIw/xMKRdLSXkxL+8P/APxX1Cgw/Y+41iSuNVVUa8S1urpmI+C/qs5cVWesaTCXiVXialVzq6Wz29XabmtoMjY2m6Qyt0TqUsp7jPphq3ncZBjRaQY1qn6FslenHwKEA+YxOhCEgMAIYF1AKPtt5nEg+SGZt5rGsB5+r+sBRgEAUwAhILXVP9g3j6mDMXXQJvxjJYDF6HFYR4G9xyhA6A5YTUOQ8Lsd9x3WcatpBDIITJOf6iYCOwVTd5YB+LEGIRB+8KedtrHBvgfDnpmRoZn+3ntO+4jFNKCU2StKW7/+87n9+z7Iz92TISxmM7NheeYmA09w2oWbn0ymUig0XDoJjyMTCQwahQ+Zf4ZwW6Zoeyr+odsPtnxg2gnjwOu7eghsAoFFInHIND6TkwUSIBD/QRcAmD+sF8gV5LG4mTxuBpXCZND5XHa2kF/43juftzVrFmbROPq3ROw/YugvKLIG+I9EItFoNIkm/oH1PxZNUjoCz8X/MwsBTCaENQswID0NQjQYw/zC4xvLPzdw/uvsXerg8PPyf+wRrOxHN2Q8zwN/KqRTW4lwIDUA5b9vMYAlC6llRSQUDfoj2Pwv7P/85+omibheXl4tB/xXVBmr6y3lVfryKnVVnb6+xQT5f3W9pbbR0tTmFNfqqms1bR32bmlPa7utudXS1mHv7LK3d1jlUheUAHqtR6Pq12kGYTUAUACAcMA/GARjLUAYATJbxgH8Ttt9aATazONmw4jZMILd81h3AHgBrB0IyQL8IujnMfxDQmExjkKhDrQfUHrA/0MbD3r42IF0wGlbJ+dgZBjeAQp1t+M+hAbI/Pvc072uKeD54W7HWolY2u92TFiMHoO2D5g/0P/3ukctpn5Jl770TsNXfz6zc8ebHFYulSyEPj8BTycRYXkGk0SkkUl0aN3TqCxQ+5PJVCqVDvgnEZlMukjAK8jK2JGdsSsrYweXnfs8/Kfs/GaTSSwinkUgsCgUHpm2bgEOzp/wPVT7IAeAEoAryOPws/m8TDptvddYkLfn2Lc/Wk1D4cAvq/H/iqF/iaG/xGOPo+gqisai0Wg8Hv9H4X81pQuYqiDcpHjDzjOJAHg81XgLvo8+pQLGoAgG4Rvavl9hD3Fh3WZzwwIogSSfmdKnEv6b4P088D/vBRj+sbI/kuImGttwGV4Pi6FowBcOhSLhMLIx///CP4vruytqpWVVssoafXmVXlxjrm2wl1ZuTPu2WOuazFV1+up6U32zrUPS39Bkrmswtnc6uqU9bR12mP9ta7e0tpmk3Q6DbshsHNWqB9TKPr3WI5O7NdrBp/B/r6d31umatNkn7I57Ttekyz3lcN6328ZhhgfKe7djymIcNeqGQNgPIQDrDsD93+Oc7nE96HU9cMAsAPQFAf8wIAB9BNMY5BEO67jVNGQ2DG3U9iMu+z1wGRjoXd9WAF8h58eyfZcdU+mMAf7hBfAaiBHrGUHP5GDfbF/vlMt+z2YdsZmH7bZRu2Wkx32/v2fKbhs16vqNhgG7ZcTlGHU5RuxWj0Zlrxa3HT96fs+ud5j0rFdeouK2Mol42J9JJ5MYNCqLSqUTiWQSmU6hsmh0Do3KIhFpv8U/hUxisZmZIkFRdtbO7KzdWZklXHb2hi0PZxP+aVQWllPAoj48nk6lcsk0Lo0pYHIyYMgfy/9h4Ae0gOviP0GOQJDLZAj4vOysjOKdO964cP7O0OCDePSvj9b+Zzz6l3j052Ti51h0LYomE4nVteTDfxT+UwcEsRnBtdhDoPSjKWI40Nul4j+1zw/4D66EAU7AqG9izlKLcGxxwCb8gzsY9jjmEfK8/h8Gfvh48AGgF/h02Y88NSD0q37ZjwZ9SMAbCXgjIT8aDkQjwVgkGAv6kHAgioTiMWQ1hqxGI0kkFI+Eoj5vKBhAwqHohv/P7/61ulFeXiMpFUur6vQ1DdaGZldzW7+4xlxTb6trstc0mMW1uooalbhOU9Oob2yy1ddZa2uNDQ2mtjZbd7dbKnNLZS6pzKVQutWaPrWmT6nqUap6NNpBvWFYLnWplX0G/aDZNGw2DVvMIzbrmMM+NtA/29c75XJO2G2jNuuIzTpit4067GMO6zr4Af/ABcL9D2iHWx27512OKadrusf1wOGcslvvWawTDtt9h3MKvrqd03bHpMU0ZjCOrBOT5vF1ma0VGoowLwBiIdAOjoP7AAwXmQ0jRt2QUTdkMY5CAAJ+EWMiMWISuvdu57TTNel2ToOjgdU2breNW6xjNuuY1TbudIw73fd63PdtjjGDvl+ldNqtQw7bsEphu35V/OaBQxxWDhHPWd+fvb4/l04i0okEKpFIJhCpBDKDROWQaVwKlUUmMQh4Cj6dlL6FgNtCIhPoLKYwQ1hYULC3oGh/RtYuOjObzc4Aty8w4Wez1vl/DlvAYvLArptMosOKLgqVRaYwyHQWlcGlMXk0poDGFDHZOWxuHoOVzWTnsDi5bG7ehvg/hyvIEwqLeLx8obBIKCzasePA9esVE2NzSPhhJLSGImtx9FEMWUXDq0goHo2sxVHg7WJJNLEaTa5Gk0k0EY/EYuFoAok/8/xW2xvHdEGYP390Y9EdnFQZH1bwp+rtNp1NxTn2K5gKMNW9I/UpDKXIxt4uLOJENlx9IKtfiz16lHiCbfWNhROB5RAm4MEEiJgAOVXqi8mWnmYuQ95IwBtZWQ74A5FQOBqOxAJBxOsLeX0hnz8cCkcDQcQfiARDaASJR5B4MIR6fSGfNxwMoKFgNBRE09J+n5b2u/+norb7TmXH3UpJXZO5ocVZ3+SsqXfUNjibWvvaOgea2txVdfryaqW4TlXfYmpsctTXWetqLY2N5vZ2p0TSI5P3SGUumdytUvdqdQM6/aBG26/R9sMWMK16ABgBu23cahm1mEfMpmGzyeN0jG+cUYd9xG4bttuGbdZ1GSygHcveoZ8HLT1g9dbHfh1TLscUtnEAkxI4XdNYWQG6A0xugAkKsTcEvgBrHGAiYqtpzKQfNuqGDFqPUTdkNY0B/iEuYPwCJk/s75kd6Jt32tepDaA2zZZxi3XMahvXGzw6/aDO0K8z9BvNHrN12GIbsdpHQUrY0aY5fepyyfYDdKoIn84A624SEdufScXwjycxCRQuicohUtgkIp2Ap+LTSfh0EiGdQqewedyszMzigoK9+YWvirJ2sTh5HE4m4JxOY4Pmh83iQ/Mv1Z9/vZVAYZApNDKdQWVyaEwelcGnMUUMVjaLk8tk5zLZuRj+OfxcDj+bw8/l8wp53CKhoDgjY9trr31YXd26MO9PJn6OhONIJAGePGh4FQkl0fDDaOT/GP+b/K0w2i/VbzMV/6mTPJiKDqi1v3Oevl2fh//n9RdT8Y9lFvDjavQhqPGAugdzDmRDwA/439R6+F/iH14Q8EbCkVggEl0JhBe9gYUV/5Iv6AshQSQWiER9IcQbjPjDaAiNh6OJQCTqDyB+HxoMxMKhWCgYTUv7fVrai/9SVt15o7TlTkV3Q4u1ub2nrtFVUWVtbOnv6B6VyMfbOgeq603lVWpxnaahxdrc4mpscjQ02ptbbR1dbomst1vq6pTYO7ptUoVbrRvUGoY0eo9aN6jRDekNIxrVgEE3bDGN2ywTwAsadEN63YDZNGy1jNpt61HAYR+zWobNJo9BO2A2jIDCDwZ7sWYepu2HH+2WCat53OWYgm4CiIswuxFMXwBPYV0GwHyqlBhoRWglAFkI/QK9ZlCj7NOpB/SaQZN+2GYeh9cD/rHOIsZE9Loe9PXM9rhmbPZJg3FUqxvS6jxY3LHaxs2WUYNxSKsbUGt7lGqXSuNWa3u0KrdSZi8vbfrogy8FvAISgZu+hfbyn0gEPJ2ApxPw1E34xxEZOBKbQGbhSUwCnorHUYh4ColApZKYHKYgM6MgJ2dHfv6evIJ9mTl7+MJiHi8bxn7A5Btb9QnMP7YOGKTBJDIdwz+VwaUy+FSGkM7MYrJzWJw8FiePzc3j8PLXJ395WWxeDoedB/jPzi45dOhrmcwQCSefPP5PJJKIhOORYAwJxdEwpABrkSAo52MJBIiARAKJA/7jkdgzD0bsp2YB8UgC8n8M/yl+vr/qZ1O7X08P/2K39DPr6ufhfBNphz21yecL4+owxh6exYx6AMmQ+YMdAPf7/3gAACAASURBVISb/yX+U0NAwBuJoquhcMzrCy8tB5aWA15fOBBEQ+FYMBQNBFH4PoIkEDQZQRKhcCzgj4Lt8gb+X/gf5TVdtyva71R01zQY65sddY2u6jpnU4unrWO0o3u0ua2/us66PvbXYG5ucTU1u5pbXG3t7m5pn1Te1yVxtnfaGlv07V1WmbJHpR1QaQdUmkG11qPVD0ulvSpFn147ZDKMmo1jJsOIUT9s0A0Z9cMm45DVMmqD3NgybDIOGQ0eg9Zj0g8DCwjQAtovVfkDubfDes9sHHU5pmCmEEzHTeYxwD+mLIIDSYG7Z+ZX1mBjoACGBaGtgHUKDVqPRtmnkLo0yj69ZhAjIDBOMdWe5NfZ5J7ZocFll3vGZB4H/GNjjpAFWKxjBuOQUu3q7DY1t2oampSdbfqmesW5s9d37niTQuITcGx8OuOlfydCJ5+ApxLwVOjtA/634mnpRBaOyEgn0NNxZDyOQiHR6VQWm8EXCXPycrfn5+/Kydudm78nK293RlaJQJDL5YgA7di2XywipIYAMolBINIoVCaFwaYyuFQGl0LnUegCGiOTwcpmc/PZ3HwOLx/wz+blsHlZLG42i5nD4xbxeYX5+XuOHfvRbh9MxJ88evgfKJIMh2JQkSKhJBpejQRXQ35AbwxCAID/7+P/ef6WwP+lOu0B6/60Tz5WAjzzbAJ/alafGhqwoBBNmed7erdfqnontjGGjKUhmEVHEl2LbLh6YH2KVDrwafw/s3kZ9CHBAOoPIH5fxB9AQsFoMBT1+yLLK0H4PhyKhSNxFEmi0dUouooiyVAwHgknkUgiHIqt47+qQVZRKy0VSyuqNZU1xrrGnqYWT11Df11Df219b3WdU1xjragyllfpy6v01XXWmnpbfbOjratXohiUqQclyt5Omau2SdfcYelW9Mg1AwrtoFI3rDaM6o3jCoVHrRzUqof02hGjfsxkGDUZRo36EaN+xKgfxo5BP2jQDem1HrNhBMZ4Mc0P5OfA/EOfD2MHwGXAYp3Q6YdgAbnRNApqQhg3sjsmMeSDDQkUDqkmQvCGEFCAa4CaX6vqV8rcOvUAJP/wkTA10SYnsvWRRPeMZ2DJ5Zozmcf1hhGjacxkHofqA7YkS6T29g5TY5OmplYurpJUiDvK77ZcvVzx2SfHszNLCDg2Ec8hEzm4rXTs/sfwT8BT8ATKFhw1nUBPJ9C34mlb00k4PIVGZXPYQpEwLy93e3Hh3oKC3Tl5u3Pydufm783J2y0SFfK4WUyGgEHngycPl5MJnvzYWe//k1gEIo1KY0HyT2PyKHQehc6DtX9s7sbl/yv+c1icXCYjG/C/Y8eBixfvejyTseijRPwJiiQj4TiGfySUDAeSQR8w5NFU/MfC0b+D/9TtWlj+v5qi/9/Ue38a6pvuzP99/D9d5/99/G+S3G2i+rBfSaJra7FH0Q3d3qbP+ffx/wwJkx/1+yL+lbDfFwkHouFQLOhDvCuhSDAWCcfRcAKqMBRJxtG1eOxhJJyEjmwkHH8h7Q9paWn/vaZJUd2oLK+Wl4lVpZXa6jpnc+tQVY27Quwoq7CVVdjKxZZysam0wnC7VF1aoSuv0tc22tq6euXqYZVuTKEdkih7G9tMbd12ibJXrhmQazxyjUelG9MYJjSaUbViSC7pl0l6FLI+lWJAo/Jo1YPY0WnWj17r0Ws9mPIPswDEbD+wyX9M5+NyTDls903mMa3Oo1L3w1jxep7vmk5lBMCAsLdvDlL3VL0AvCHmIAb5PxT/es0gMH+QidjX6cMJGEnAPMh+1Rra7jvtUybTPb1hxGAcNVsmLNZ7esOwSt3f1W2vq1ffuNn4/bm7J09dP3nq+nenb54+e+Pk8Quff3ri1b3vC3iFZCKPTORRyTwqmQf1P5FAIxJoG9o+Mg5P2bqVshVPSyfQt+CoW7YSCUQai7l+8xcX7d627VXAf27+nryCfbn5ezJFRXxeNuCfxVwf9WWzRPAIBn5oAZJILDqDS2fzGGwBncWnMvgY/lmcjeL/1/w/h83NY7Ny+bxioaD4wIGDVVVt9+4tpP4LAy46EkxEggnAfzQUexr/0RAKUeDpkyqnwZZqYMz/JtVdNBTzLvh9iwEY6cPEsNAVfx7+n5n/P4/ne17+n9rkx25+dGNQBw3GMCtOMP+Ppazx2vR5non/Z4aAiB9Fw4mQH11ZDCzOeZcX/AFvBA0n4ugaGk5EI0mM/I9GknF0bTX+GEXWYtFHUXQViSReSPtDWtoL/1zduK7/EdcaysWGympbVY2rsspZIXaVVThKy62l5Za75cbbpfrbpdqyKkNlramu2dEu7ZdphmWa4S5FX0uXo6Hd1NJta5e626Xuli5Xc6eztbu3UzrQ2uqsrzdXVmrKyuQVFcraWn1Tk6W11drV5ZJKexWKAY3Wo9MP6/TDWt2QTuOB/h826oe17rFYgOHN7ZhyO6cdtvtG06hGOwj4xzzFNhUFUALYHZMAZqwEwPCPKYWwQYN1iiHl5gcyEisEsBfAnKJJP2zQDRl0w2rNoFozqNMPG01jWt1QV7e9oVF7t7Tj3A/ln3x6+vUDn+3Ze3DP3oP7Xj28b//Bt974eMe21zNF23icPAYtA/b2sBgZFDKbQmaTSQygAKHUx/CPx9O3bqVs2UImEpkcTmZ2dnFx8Z7t2/dt2/Zqfv6u3Nxd+fl78gr2ruOfm8uki+hUAZMuAlt+NjMTnPnpVAGVzKOQuHDIZDaTxWdyhCyuiMEW0JgCoAA3+X9hWkAOL5/HLRAJd2Rn7Tx8+Bup1Dg/HwyHErHoIySSAE9uNJyIBBMhfyzkT4QDAIlYPMWjHhuneebB7v/UvXqpRUHqU7FwHKuoUx3y/k79/zz+L5ziCJh6Vz+PF8Bgif7WgAjd2PCxFnsELGAsnFiNPnw6pcc+yfPw/8wQgASiYCgE84ugCH6UeIItGoeOQyycSKJrq/HHseijeOxxLLr2K/4r67oqaqWVtcraRktVraWs0nzrjqFC7BJX94ireyrEjjul5lt3DLfu6u6U6eqanfWt9paunk55v0Tl6ZT3NrZbqxp0tS36+jZjQ5ulttlYWacrr9FU1Oqr6003bnZfutRy9mz16dPic+eqr15tLS2VicXqpiZTe7tdJuvTakcMxlGDcVSnH1ZrBo36YYAcgN+oG9KpB7SqfuzixSg6h/We2zltt94D/Ks1A4B/OOAyBKvKoS4AghBj8jbhH0MyTBaDmhiKAqwZgb0AhElAFhh1Q3rNoFbVr1b0qhS9Oo1HpR5Qqvo1Wo9G6+mWOKprFNdvNH3+xQ9vv/Nl8ba3M7P2ZmTuycrel5m1V5S5s6jgVS47l04VgYsOEc8h4lkcVhYo9oGW+xX/6eSn8c/jZefl7Sgp2V9Ssh/Df0HB3ryCvXl5uzNFRTxODoMmpFH4DJoQVgOwGBng2EGnCigkLpnIAU8BCoXHYolYXBGbl8HkCOksIYb/TSsA110A+AUCflGGqCQ/b+9XX50xGnu93igSWQX+H3LOaCQZDsSDvmjIn4gEE/+n+E/dqLFpud2m5H+jQfir/0cqSJ6H/+f1/56H/+flBdg1jml40Q19LugRHiWePE7+DORfEl3bNGK46Q2fh/+no8bKvM+/FIRXYnpHLMt4GH+8Gn2I4X8t8SSOPorHHsdjD1Ek+eIL/5SW9vt/Ka/pqG5U1jbp7laobtxWVFRZq2pclVXu8kpnZZW7qsZdWm69flN7u1RfXWdv7uhtk/S1SfqaOhx1LRZxvfZmWfeF6w0/Xqk9e0F88vvy42dKT5ytOHWu+rtzdafP1X13uvrosbJvvr198lTFj+cbLl1uvXq97frNjgqxqq7B2NZhl8r7tPpRs3XSYJpQqQc0qn5g3Q1aD1TgSpkb8A9QBBwCTWCzTJiNo3rDsEY7qNMPgZQYW0luMI7o9ENKVZ9C2QvZgUrdr1X1a1X9es0g1PCYygCrC2AAAaMhMMIf0hAsN8EehEpBKXN3tpnbWowdbWaJ1ClX9HR22aqq5T+er/zo4MmSne/n5r3GF5RQabkkSgaNkcPiFLA4BQxWDoOWATtzNh0WUwhG2nQaD7J0MomFx9G2bCVu2Up8ZQvhlS0EHI5Gp/MFGYV5hbt373t7W8lrBQW7c3NLcnNL8vJ25uXtzMnZkSEsFPLzYSkIh5XF4+SAKQiTLqJR+AB7GoVPo/ApJC6RyGYwBCxuJk+YyxXkMDkZVAafTONS6DwSlUNnCUEIzBcWCTO28QSFTHZOdtZOHrfovXe/aGyUDg098Pvja6t/icceI5EEEkmg4QQSiiOhZCSYiARXN/D/DHVN6p4cNGUedjVlk3eq2W7YF4E4AuO3IW8YhvCehx+MY0d+a5sDNUJqMg9/93nBAsqKVLou8lt/rlRDoZA3kjrej3Uin+k4Dn8X6wLAe2ItQ5gXgr+I1Q4hbyTii2EH8cejwWQ8vJaIPEwijx7Gfn6c+MvD2M+JyEM0kEADiUgw8Wj1rw/X/vro4V9Wk09+9+J/S0v7/b+UVbdXNShqGrWlleqbd5SV1TZxtbO80l5e6SyrcNwts9y6Y7hdqq+ostbU22qbrTVNJnG9/la55KerjUdP33r/4+/2HPh85/5Pduw7XLTzYN629/O2fbhj7xevv33qg0Pnvz1aeuq7qouXWu6WKsrKVTdvSS5fbbl0pbm23tDZ3aPSDKm1w3rjuMU2ZTBNyBW9MolTKXNDCFAreoGBN+qGsKYAJAXQkzcbR22WiU2GogbjCPwI36g1A5AFKJS9EqlTrehVK3q1qn6jbghr6WGaolRgA7axASQgBbB+JCZMhqRApx5QSF2SLrtC5pbJne0dlvKKzrPfl3508Pj2He8KRDsYzAISJSMdz0vHc4hkEYWWQaJk4AhcOlVEpwqePjCTh63TA1NtAp6OJ1BxeEo6jpyOIxOJTDY7Iyt3R/GO/Tv3vFm0/dXc3JKsrG3Z2dtzcnbk5OzIytomEhTwubkb/lwZHFaWgJcnEhSkZv7AOFDJPDKZy2QK2bwswD+DLQIKgMYU0JgCBlsEKQBPUCjM2CYQFXP5hQL+trzcfSdPXLRYBhYXEQR5lIg/CYcSz8N/NJjErkesUQ/If9r6Ag1u7v9h/P+vO+02tt9sLO3ZXFFjSTKG/02T/9HfOuc93W9LVQqkXvWbno1s7PZJLUAA0qnZBLIxa/i0VAGmejD8h1MMyzDMb/pb/sX1E1iKBJeRsDeK+ONoILGKPgb8P0n+9Unyr48Tf3mc+MvD5F/CoQQSWYXFii++8E9pab/719Kqjso6WU2jtkysul2mEtfYxdXOu2WWsgrb7bumK9fU12+pxTXWhuaeuiZ7RbXm+p22Mz9WHPnm0jsfHt+++yOOcBeOnE1hFlKYhURaPo6cR6QWi7LffO3NY58eufL9udqbtyRNzfbOrr76BsvNW5ILlxovXm5qbrWotcMmy32tflSrHzVZ7ivVA41N+vpaVXuLUS5xKmVuhdSlkLp06gGraQyoOGjOQUWg1wwadENO+yT0/6Hahy4AlP0wXKTTD0EIkMpc7R0WlbwHOxBZIOHH6nk4mPLPuiEc3nSgMNEo++CT6NQDKnmPTOLUqHvbOw13S9uOnbh04I3Ps3P30hg5eCJvSzrn5S2Ml16hb8WxCCQ+kcxPx3Ne3kLHsLfpwOVPpXAA/7BOl0hgkEkMEpGGJ1AJRBqZxuUKcvKL9pTsfmPbjgN5BXtFmdv5wiKRqDAzsxicf4WCXB43Cyb84a047AweNwv4hQ2WgUUmsagUDpXK5XAyOfxsnjCXzcuis/ggBGSwBSxuJoO9XghwePkCUbFAtI0vLM7K3PXO21/U1nRNT/ui0V/i8V/iscfQYXoe/rFxF4BBLJxYiz3CSPJNC/Oe7v9t+PzENk3dQC2QisxNzH8q/OCKxuC3yZzvaXhv6gVirftN/Fw4xVYIwzzU55gHGfLbvSMY/jEvoOjGgAB8Tt9iAEx+sP8dLMqEvJGgLxr0xeGE/IlIcBUNP4whj9Hww2jkUQx5nIz98jD5H49W//Yw+R9rib9GwklYxBKPPfzdi/8tLe3Ff7lT2VZeI6lu0FRUa0ortVW1jsoqx90yS4XYcfuu8eIV6Y3bqsYWd2tnX3W96crN1m9PXj/wzlf529/iZ+2mc4sItOytJBGJkUug5uIpOWRGoTD79dffOnridOWNO9LaOlNXd79Of1+hHKkUa89fqD9/of7GrfYuiVtvHDea76k0QxrdiNE83tZhvXS57sJ5cdmd9tYmvaTTJut2KGVuvWbQYhwFEQ705wxaDxQIJsNIj+sBOIuaLeMY/rEuAGY3qNYMyBU9Xd12jbJPo+xTytzSLnt3h1UucRp1Q6kVPjB8NvO4UTekUfaZ9MPgwA0HggKmDujusHa1W2TdDpW8RylzSyU2Sbe5rKLl22MX9r9+UJS5k0wVbcWxt6Qzt+LYW3GsrTgWjsgikvkkKg9PYm/FM6D2fvoALQ/4h11aUAKAzw+RQCOS6FQGX5CRX1C8d+eeNwuL92fn7uIJCtncPB4vVygsEAkKhIJccP5ms0Spb8hkCEhEJoXMXp/8IzJJRCaVwmEwBDxeNk+YyxPmsriZNCaPyuDSWXw2L4PJyaAxBVSGkMHOhC4Al1/I5Rfu3fPB2TM3zKYBny8Rjf6CII/isceryV+eh3/Evw7yWDgB/46joTj0w1J5dawSTuX5UvEfjySQAIpt44MEAfS/mEMudk+mZuxIIBpcCWMNgtQkHMM/5rG9qTjHspLUl0U25ghT/xz2OFh0Lc4sL82u+JeCWAjYlAJs4hTha9iH+BYDy3Pe5TkvhA/sPbEPH/TFA754wBvze2NBXzwcXEXDD6PI45A/EfDF4ZEY8jiGPolGHoWDqyiylkys2zG/+MI/paW9+C+3yltKq7qq6tXiWl1FtaG6zl5ZbSursIqrnaUVpms3FXfLtY2tjtpG0/U7HZ8d+WHfax/zhCVESgaOKEgn8AlkEZWRgyMKtuIFeFIWX7jntQNfnjh1p6xC0druUKqHTZYpm2NWIuu/cavz1Ony8xfqyypkOsOY2XpPbxxVqgdMlgmrfbKuQfvt0StffHbupx8qasSyjlaTtMuuVvSCIghEgdCEAxzazON26z3Av90xabaMa3UeIAJM5jGHcwpagAbjCGQE0CM0aD2AXmmXvb3F2NlmVit6wWUMyn4o8iHjUMl7oNAAeh+oPo2yD9Au63Z0tJramg2SThvQCnKZo7am6/TZq68dOJSZXUJnZhNIvHQ8G0dkkSgCApmDI7JwRAaOyMKTmHCIBMYzDxTkFBKXThVA6c6ki6gUDoVEJxKoRAKNTGEy2CJRVnF+8avbd72ZV/SqKLuEw8tnsnM4nGwBL0/EzxXxczMzCrDNnxQyc2N8mA2Cf5D9EAk0EpFOo7KZTCGfnwODPRj+GRw+my+iMXlkGptC5zE5WSxOLoOVzWTn8gTbPj58vLZGcm9iGUGeoOjP4fAa/At7Hv6DywgAHjhwrMrFyu9NjffUGfv/Hfxv8vnHbstN+PctBgBCqfdwKvn3vBCQytil5uHPw793wb/wYGnm/tzM/bml2RXM+fuZzciIH93EQazM+xZnlr0Lfv9SEP4vsNQj4kcjwdjKErK0FFmcDy0shJYWwisraMAXDwaT4eBqMJgMBZKRyMN49Od4/Jco8jgSWgv4o7HoIxRJBvzIuv7nZlnz7Yp2cZ2qut5QVWeubXBWVFkrq22g/CkXGyqqdaWVyh8u1n7x9cWc/NcY7PwtOO4rONYWPPvldOYrOBaOxHtpCyudwGfztu3d/8mxEzfKKmTtnS6ZYlCtHTVZpozmydZ2x8XLTcdO3PrhfHVZhcxsvWe23tPqhzW6IZtjymK7X1El/fSz7z98/9iZU7cqy7ramg1yidOg9cCVmzr/B904l32yx/UA9PbQAkil+jDHIUA+iPAMxhEIJQatRyF1dbaZO9vMcolTq+rfMAgY3qT/0WsG4UC2r5S55RKntMsulzjlEqek09bVblHK3EbdkFrR295muPDT3Q8PfpWTt5vJzqExMsk0PoHMIZA5JCqPQGZtxdNe3kp+aQvp5a3ErXhKOoG6ofPZfGAECMM/GOzSaTwqmUEhUSlkBoPJEwhys/NKCrbtLy45kFu4T5Rdwubm0ZlZHFYWn5sL+M8Q5WKbvwH54AKCGQpAixHWATOYPB4PrP7X8U+hc+hsHosnJNPYRAqTTOMyOVlMdg6NkcXlF+cV7D918opW0xPwryWTf0sk/gNFH4eC8efX/6vBZQQNxmBTBSbLxyiAVDptAwaJTSEA6v/n5f+blmRgP2IpAHB4WEIO/r+p7uAR/+Y3SS3yU5N2LEuH6b1n5v/eBf/89OLU+IPJsenZyXlo0YVTlL+bTqopUGA5NDe1MHN/DlKAVGkDBK+QHw0Fkn5/3OeLeb1Rny8WDCYR5FE0+gRBHiHIIxR9HI0+icd/icV+RtHHkcjDYCC2mvwlEX8UDsVefOGf0tJe+NfrdxtvlrWK61Q1DcaaBmtdo6OiylxT76ius9c22OubHRXVmrPnq9758HjB9ndJ1MxXtjJfeoVOIPFIFMGWdObLW+jpeHY6nsPlF+9/7ZNT392qrlEqFANG432jeVJvHNeaxqWqgfJq5cmzZV98ffnU9+U3SzvkmgG5ZkCq6pVr+rWmkW6F+6crte99eOyTw6d/OFsqLu9ubdIrpC4g4eF+TvX/WtfwuGfMxlGtzgO5fUenFTsqdb9W59HqPNAXBPzrDesIN+mHtap+ADBk71DGr7fxtZ71fp68x6D1QHtPJe8B5He1WzrbzJD2y7od8A7SLnuNWPbT+fJDh74u3rGfwc6EVJnK4MO4Hp7ExBFpW/GUl7cS//QK/qWt+FdwxL+Df6wtR6cKgLfnsLKYDAGDxmbSWWwWXyDMzs3dXrhtX3HJgW0734D7Hwb1gOTLEORlCPJ43AwOW4B5/rBZfD4vQyTMZrP4DDoHTIRgXyidxqYzoP7PTcU/lclhcPhkGptAZgD+6cwsBisnr2D/G299dvdO05BnLhH/WzL5t9XV/0wm/xoOJYKB2PPwH/HFMI46FloFXjoaTMZCq9FgEn5E/HE4aMq+TcxUC7KA5/F/GOaxChmgiJXfGP7hCoVcGkun4RHoqKWGgGdqClMZwefxfyFvZGl2ZWr8wcTw/cmx6bmphaXZFe+CH9r1AOnUfkFsw8Y3uBJeeLA05pkY80zM3J+bnZyfnZyfm1pYeLAEscC74F9e8Pv98WVfdMmLLq4gS17UG4gHI2th9JE3EPcG4iv+2OIKMjMfuD+9PH5/YXx8bnpqMRSMR8LxgB/5/e/+r7S0F/712p2mG3fbKmvVtY2W2gZ7XaOrXGyqa3RU11vqm20tHc6yKtmRby7mFr1FomYSyfxX0mmvpNModAGNKcKT2DgCh0rPwBN5eQX7vzhyrqy8S6Hss1gmHY4Zm2PW5p7VmSdauxyXb7R8/tWljz75/th3d67faatvMTS2mVo6rR1SR4fUWVmr+Pbkjdfe+OKrry9eulBdVSltadIrZG679Z7bOQ2GgrBQzO184LBNOmyTLsd0r3tWpxuVK3rbO6xNzYbGJn1jk76+QVtXr+7otEplLoWyV6nq02gH9YYRvWFEo/XotUNG/bDJMGrQDamVfXKpC1hGkPoC/oHMU8rcUH1o1QNqRa9c6pJ02jrazO0txtZmQ2uzobvTJu12dLSZW5sN1WLZme9uv/vOkR07DnD42SQSh0LnsdkZNKaARuPRWUICkYYj0ghEWjqBmo4jbcGT8AQKkYQpfDfjn0zkwJKPVPyzmEIOU8BlC2Cxd3Hxvh27DpTsemvHzjfzC1/NzN7J5uaxWNlcdraQn58pLMwU5qcafrFZfAE/MyszLzenkMsRMhlcGP4FQxGwA2KxRFxuDp+fw+VmMZg8Gp1DZ3BoLC6NzoH7n8HOpDOz2Nz8nbvf++yL0x3t2vm5yNrqfyHIk3j8l7W1v8Wij1BkDYmsIhEY+0kiobV18AdXY6GH0eBaNLgGUMfAD6x1LLQKBw2sRnyJsDeaQJJRJBENxSKhKBJAI6FoNBRDwrGwD0HA2CeciPjRwEYbD8uQN83VAqRTn4XOH3YVY3AFLU1q4pB6UnGO5RSxDe/99f7fUiS4jIRW0NAKigYSK4uh6fG50aHJiaEH98fnZ+8vz05756f8cw98SzOBpfmQfzHsX0HC3mjIH0NCcd9yaGk+sDjnvz8+2+sa6nWNjA0/uDc2NzE6OzE6OzmxMDO1Mj/jn5/xz0x7JyYWR8bmh0ZmPcMzQyOzYxOL9yZXph74p2cC0zOBe5MrnuEZu3NEq3fLlVa53KxWWgb6xybGZ6an5tPS/pCW9of/7/sL5dfvtFVUa6pqLY0tvTU1jooKY22dpbxSWVuvae0wX7vZ8Orrh6mMHByJ96dX8Ok40itb8FvTSWQKE4ejvbSFQqYKRdkln35x+tLVmi6pw2y9p9GNmK2TOvOE3jwpVQ81tNmu3en68tjN9w9//9XxW9fudFTWaWqbjbXNxqZOS1OH7cL1hkOf//jewZMnTt26dae9pl5V16jp6LYoNb0qbZ9K22cwD9uck+7eOad7zmieVGtHVeoxtWZcIR9tqreU3ZGX35XVVmkb6nTV1WpxlbymTt3eaeuWuto6rB1ddpVmSKn2dHQ5FapBg3HUYpk0mcd1+mGN1qNVD6oUfTKJSy51K6U9Colb0e1SSXsMao/FMKaQ9ag1g2plf2eXvavDJpP3SLrsdfXqllZje4elo9Nc36C6eq3uyJ9/2LvvUHbubiqVT6WxaVQuFdx1Nr4S8FQ8gUrAU3F4Ch5HSceRcelkXDp5Q95P3XS2vELa8gopfSsFj6ORCGwahQ/dOw4rKyujeHvxq3t3v7Vn19vbt7+el7c7O7tEJCrmruiyvgAAIABJREFU8fJZrGw2M5vHyRMJirIytmdnbuNyRHQaBzJ8DlsoEuZkZuRliHLBCwQGAcEFjMngcdhCoSCXx8mBfgHUCAw6l8Hk0WkcLi+DxRKxWJk8Xr6AX/TmG5/evlU3NDi9soQk439JxH5Bwg+R8MNQILm0EPatRAO+eCiwhoQfo5EnaOQJEn6MBB+FvcnQSiK0kgitxEIrsYgvAY3r0AoaD6+toj/HQg9joYer6F+SyC+IPxlFEigaQ8JoIBDyrQR93lA4EI2iq+FAPBSMhwPJoD8R8q0GfMmgNxn0JsPe36joIr/1/4MyHmvjo8FYYDkYXAmFvOHActC74PMu+IIrITQY9S3656bm56bmfYv+4EoIHk+iq/FI0rcYWHiwtDLvCywHA8vBiB9JoqvrFUEwGfZGfQuRlblIYCkW8a2GfKt+b2Jm0udyjKrlDpXcZdGPuB1TNuO42zE12DMzMbo8Nx28N7446pmZnlx+ML00MjzptHtcjhGXY0SlsLU2qTtaDWpFr6TTJpc4raYxt+O+zTxqMw+7Xff6eqfstlGtpkcqsXR2GLAjlVikEotMau3sMJSXtX5/9ubxYxdPf3ftu5OXaqraO9rUDXWd//zHf0tLe+FfT527ffFa061S+Z0ynbjGXlZmvHNXVSnWVlYp6xo1tQ3yMz/c2L7rLQJF8MpWxpatBDyRsGUrLh1HIlOY6enUl7dSaYzMbTvfPP39TXGNXKMbcrhmDaYJk31KpR9R6sek6qGmDse1O11fHb916POfvj119/LN9hulXaVVitIqRVm18q5YfupcxUefnvvo03MXrjZW1iqb2s1t3TaZuk+icrV2m1u6TDJNj94yZu+ZsffMaY33OiT99c2O2jprldhYUaquKFXXVRua6k11NZrSUsmNG23XbjTX1Klb2y3NrSawKuyU9rV2uhSqQZ1hzGS5rzOMqTWDoNVTKPvkUrdM4pJ2OiQddmmHXSlx65QDRu2wStGnUPbJ5D3dEqdU5oZCo6lZ39xmrG1Q3i5tPXe+7LMj3+977VBmzh4mO5dC4WxYdP7mgIYPDh5HgYNLJ2OzPZuiQPpWCi6disfR8DgaAccEUTCPkyMSFOXl7Nqx7fU9u97eVfJmceGreTm7sjN3gNUvm5nNYmRx2blCfmGGsDhTVMRkCKDIp9M4fF5mhihXJMzhcTOeiX82SyDk5fE5ORymiEnj0ylsBpXDoHNhfJDHzWCxMpnMDC43Lytrx8eHjzfUS6enFkPB6Gryl1j0ERJZjaIPUWQt4I/6vTG/NxbwJYP+1aB/NRRYgxPxrYa9yeByPLCEBpbWb0jQ58YjyVX0cSKyniAg/rWgL+73hkKhEOyrQCLxUBAF+woUWUORNTTyCAk/RMKPkfDjSOhxJPQo5I8hgSjij4d9SGApElgOQUTwzgdX5n3+xXDYhyD+OBKIxkLrOnys8YZRD7Fwwr8U9C74A8shLGTAbR9YiqzMBZZmfCtzAf/iOg8XC6/XLGFvPLCE+hZQ33w0tLwW9j9eWUDnZ0NDgw8UUltlWdfNq023r7eV3ZZUV6jamsxKaY/FOOq0TZgMfQadu8c1otc7pVJ9c7O8rVXd2WGoKO/48Vz592dKz52tOHu67PwPVbdvttfVqNpbzXKpS6/1tDYbGus1leXdVy/Xnfnu9jdfXTzy+Q9ffHbui8/OffPVxeNHr3555Px773yzb8/hPbsO7n/18L7dH3xy+OhXfz595POTaWl/TEtL+7+Pnr559qfqHy83/3Sp8/ot9fXr8mvXJWXlKnG1QlwluXSl4uDhbzKzS7biWH/6EzEdRyIQyek4Eg5PJpEZW7aQt+DoPEHhux/+uVzcIVf12hxTrp55i23K4piVKj0SlUeuHWmT9Fy/2/3NyTtHvr1+8vvK81eart3pKqtWl1apbpZJr97uPHVO/NXxW6fOiStrtE0t5s5ul1I9oNIONDTrrt1sunil9m55Z32TVqboVWuHO7t7KsXai5fazpytPf1d9flzDbeuS6ortVUVqmtXmk6evPPlVxe//PrSTxdrKsSymjp1bb2uqcXc0uFs6XAqVIM6/bDBOKrRehTKPrmiV6XoU8p7ZRJXV4ettdnc0mRqb7ZIOpxKaZ9a2S9X9LZ2mJtaDTDdLFU4u7qtHZ3mllb93bKW4ycvv/Pen4u3v8kXFlNoGXgil0RaN+ffdGCSZ2Oe59co8Dz843E0IoFBIjIJeDo+nUEmcjisrAxhYUHenuLCV0u2H9i5443txa8V5O3JztyRISwW8gt5nDwWI4tJz+SwcvjcfCG/UCQogCECCpnJYvKFguwMUS6AH1D9NP4F3FweO5vNEDJpfAaVg+GfyeAB/ul0IYeTu23ba2fP3DAYegJ+JBZdTSYew8AP7PlFIgm/D/X7UL835luJwoGIEPbGw95ocHmdeMPstEACDONxaCARWIr4FiL+FWRlyRsIBBAEQRAkFIr4/cGAPxIKojDNClEA8g4wHQr5EyF/LOCN+ZYjywvh5YWgdwnxryABb8y7FF5ZjAS8aMifCHjRgDcW8ifC3jjiT0K5EVqJBZejoZVY2Btfng36FiK+hcjybHBlLuRfRHwLkcUHwaUH4ZVZxDuHLs2ElmZC3nnEv4j4F5HQSsy3gC5MBWcmvLP3AvP3I4tT6MIMMjY0O9g/adD1VFV0nDl164tPzn380ZnDH54+9vW1qxcb6qqUnW3G7g5jS5OitVmhVloaG7srKhpv3KgqvdtYXdV18ULlJ4dPv/XGl2+98fW7bx99/93jhw+eOXHs+q0bLY31mo42c0uToblRL66Q/niu4tBHp3bvPFiY/1ZB3pu7dx589+1vPvrgxOv7P99W9G5x4Tsl2z/YVfLh9qI3dpW8tWPb60UF+9LS/piW9uL/++13N46fKT1xVnzydN2Fy11XrkiuXe++Wya7U9Zx/kLZwcPfFBbuYTIz0tPp//7vODyBQiRRcHgynkAlEplbtlCJZH5h8WvfHr/YLbNbbPdtjgc2xwOzddrimO2WD3QpBlSG8W7l4K1y2cnvK4+fKT/7U+0Plxqu3u6sqNWWVqmu3u68eL317E+15y7W361QNLc4Wtsdnd09SrVHKu+5eqPx8Kdn3n7vmw8Pnfzm6NXLVxvKK+Wl5fKLl5uOnyg78ucbf/782tGvb31/uur8uZqTx28d/PDk7j2Hi4rf3bXn8EeHvjt7rvz23Y7qWg3gv6PLqVT16/TDRv2IUtUvlbmlMrdC1qOQ9XR32lubjXU1mmqxsq5G09xo7Gixdrbb65u0N+80X7pad6esraZeUdugbGhUt7brxNVdP/5U+sFH3+QXvsri5FFoGWSSgETiEQm/gTp2gGbfMPP6NRCse3usn19fj8fRYMkXkcDApzMoJK6Al5efu7Nk+4GS7Qd2bHt9W9F+AL9IUCTgFQh4BVx2LpOeyaBlQArA4+TxODlgIkQhM5kMHp+XKeBncdhCmPnfhH/oC/DY2RxmJosuYFB5gH8AP1QHLFYmlcpns3Nee+3D8rLWsbF5FEnAMjlwlY5G41E0GQ5F/b5wwI8EA2gwgAb8iM8bXl4KLS36fQvrNXnIGw55w2FfCA0icQRFg0jEH46GUND2Lc95F2eWvUvBcDASDodDoYjX619YWFpcXPb7wiiSCIeiGycWCkbhBAOxUCAZ9K8GvUnfSty3FPMux3xLMd9KPLCSWFpAluYi3uVYYCXhXY4tzyPL8wiA2b8QCyzGA4tx/0LMvxDzzUeXZyK++ejcff9w75THfX9yZPHB+Mq9ocWx/oWpkcDksH/IPTPgvD/SNzPhmRsfnJ2955vwzA047/dYJnqt9wYcDwadM33OKbO+16Bzdnfq7t6uP3X86uefnD34/okP3z329ZFLN640tjTqZN02abextVnR0abUaezd3dqWFkVtTVdLs1rSbRVXSL79+vL77x59+81vPnjvxAfvnXj/3eNff3nx7u327k6bStGn145o1UOtzeYL52vefftoXs6bIsG+7MzX9+/7/PDBM5998sPr+49sK3p/V8mh1/cfeX3/56/tO7ir5M3C/L3ZmdteTPvntLQ//OnLE9f+fPzml8dLj54SX7zSff2G9NZt6bXrTed+vHPo0Ne5udtBeYbH0V5+CfBPw+EpgP+tW2lsbt6bb3964XKV1jBksd3XG8c1ujGNdsJkm5UohiSKQY1xTKYaKq9Sn7/U+OPFhotXWy5cab52q1tcaygTay5f77h4te3CldbrtyX1zba29t6Ozt5uyYBKM9LR5fzuzN2SXQeFGfv4wj3bSz489PGZU6fv/HSx7sef6s58Lz55quL4t3e++fLGF59e+uj90/v2fJop2keh5uMJmUzOtvyitz48eOqnizW19bqOLmentE8q79Oo+g26IZN+WKPql0tdcqlLIeuRS92d7famBkN5uez27c7bt7vv3pVWlMrLy2Xnzld89tX37x48eujzU98cu3Diu6s/nL979XrVmdNXP/n42M6St3i8fApFQCbzqWQBjcJ/Hv6h946lAymx4Nn4x6VT4f4nEhgEHJNOFWSKirYV7dtVcmDHtv3FhXvzc3dmZ67Le2HxNpuZyaAJYc6PxciAUR8KmQ1/iEphwbZfNksA/b+NdQA8Oo1Do65vB2MzMtiMDCaND/hn0n5NE1hMPpOZQaHwOJzcjz76sqvTuLwcRZFENBpFUTSy8V8wGPb5An5/MBhAIuEYEomHQ1GfN7Qw7515sDA/vehb9CMBNBaOokEkEggiwRAaCob9gcCKN+TzR0No2Bdaml2en15YWvCikTiKxiLhmHclOD+3PD+37PMFYJsAnFAQDQXRYAAJBpBgAEUjT5DIz0j4STj0OBR4GPCv+b3JleX4sGfGM/hgbGT+wXRgeTG6vBRbXowuL0bnpsOL05HlGdQ7F/POxZYeIHP3gw/GfdNj3rn7wXtDi3aDRyd3GlU9RlWPqsve1WiRtzklzbbmanVTlVLSYtZKXTqZ220et2gGNRKnqsuplfaYVB6zesio8WiVdp3GrpCZG+uld242XLlYdfG8+KcfKm5da5Z02lz2e/09Uz2ucZtl0GEbHPZMDQxM9rgnbNYht+ueZ3DeqB+uLJec/6Hy1InbZ0+XnT5198Sxmxd/qm5tNlrNEz2uGZdjxmKc7GxzXjxf/8G7p3YUH9xRfHDf7s8Pf/T98W9vnTh6+9CHZ9947esP3j312cfnP/vk+w/f++qtNw6/vv/DfXveTkv7Y1ra7/7ti6OXP//22p+P3T1xpubKTen1G5JrN9qPHrv60Ydf5efvIhHpW17CE3BkIp6SvoWASyfhCZR0HBmPpxOJbDyenZO356tvfiyt6NIbR3WGMYVqSCrzSKSDWuO0TDUiUw2p9CNSpae20XSrVHr9dtetUumdcnlNg7m9u6+hxV5aqS4Ta8qrtOJaU2tnX3OLSyIdUqnHtLp7HV3u02fLi7Z9QKEVpOMzeYLd+/Z/9vmR82e+r7h4ueHq9ZZrN9ovX2g8+vWNt984WlTwLo9TQiJkvfwK708vcV5JF9CYhbv3fnzm+7KGJqNM0S9VehSqQa16wGwYAkGhSt6jkLkB/10djuZGY3m57OrV5vPn686dqz57Vnz6bPkHH5/Y/drBrIJXRbl7CooP7Nz77utvHH73/SOv7vuguHi/QFBIowhJBC6ZyKGSuFQK55ngJxJowAJAFPhtIKClHDp2wP8H8E8isJl0UVZGcXHh3u3FrxYV7MnN3pEpKhLy8wH8vwoEqAIahU+nCmCIaGNZIB0UPlQKCyv7qRQWlthj+GfQuSy6iEmD5J/HpHEx/K+/hi6kUHg8Xv6RI6f0ur5AYBVFEggShvw8EokEg0GfL+D1+v3+YCAQAnD6feHFBe+D6YV7E9PTEzMr895oKAbOf0gwFAkEkWAg6PX5l1f8yyvBlUBg2b80uzw3Nf9gcn5p3ufzhkPBqN8XWZj3zjxYnJtdWlr0BQNIMBgOBEJw/P6g3x/0+yKR8JNw6OdQ8Be/7+Hy0urMg/DEuG/IM6eQO9Uql8U8MjgwMz7mHR9bHh1ZHhte7ndNe1wPhtwzI71zwz2zA44pp3HUrB4wqwdcpjGncVQjcTZVyUuvNV75oeLHU3cunK66eKb2wumqC6crr/1YJ77d2VanlbZaTKpBvbxHI3FrJG6Dot+qHXGZ7rms953WoR73kMsxZDL0qhQ2hdSmkDrkErteMzg2vLw4F11aQBfnI7MPfLMzKytLyOICurgQezAdmp4Kz88mRoe9Oo2ns90q6XJ1ttsb6/UVZd0VZd3NjXqFrEen8WhUHpmkp75We+lC3ZdHLsKd/81XVy5dqLt7u7PsbveVSw3nf6i6ermx7G53VaW09E7D7ZtVN69XXr1y58UX/piW9vt/++zY5S+OXv/2u8qz55uu3JT+8GP9iVN39r16ODd3F4XMTN+Cw23Fk9KJhC143Mv4rVsI6Tjyli1kHI5GJLLJZP7O3e/8dLG8rlGjM4zIlQMyxaBU5mnv6FOo70mVo3L1sETZ3ynraem0wx7xqjp9c7ujratXphpp7eyprNFX11uq6y1lYl1ljbFSrO/qHtTq7mm0E53dPT/+VLNz98cUWtFWXAaLs2PHzo8+OvTd8ZM3z1+ovnq96cat9utXm498/lNx4XsMWiERn4VPF21NF25N5//pFTaBnLl95wenz5Y2tZgB/0q1R68ZtBqGHeYxs2FdwK+U98qlbqm0t63NJharL11qOn7y7mdfXDx46McPD55+/Z0jO159T5BdQqRnEKlCBieHyy/g8PK53Dw2O4tJF9EpfBqZRyNzGCQOjcx5ZvFPJjEwvc2mQPA8/G/4fzJJxHXyL0NYmJdTAtc+IJ/HyQHwM+kiEAjSKHwqmQfzfDQKH7S9UGj8KvKhc5kMHpXCggsfuAD4eHQah0EVMKiQ/POYNC6LzgP8A4lIo/3/xL33c1Rrli2oW1XdNd1dbyZmuutelJnnnPQ+U95LyGEk4QQID8I7YSQQCCE8MoCQQULIISFvkUXee5s+j0+fkuDe6p4X7/0J88MnsqhramYiOl5H7MiQkiQhMnLtb397r72WB5+v9PAIuXLlTk/3FIY57LZ1q9VqsdiAwxdBUDhGU6QFQykMpYwGUqfFVKv6xQXV7MzK9NTC8qzaqMGslP2rcyZtJkw2k5lCSdJIYDrUqEFRLWbUYKsL6umJxfGR+Zkp9eK8YW5GOz66MDI0OzE+Pze7urqiW13Rrq5oV5Y1KyuqlRXV8vLq8pJGraKXV8zzC/TklKF/YKWldbS8orOgsO7ps3cvXlaWln1sbhnp7Jrt6Jxq/zjV2THZVNvfWjvwsWG4u2W8p3Wio3Gksaq3+l17Y1Vve/1QT+tEe/1QSV7dg9SXyZcfJl9+fD8lP+1GXnpy3vP7JYU5de/ffmytHfrUPjXWtzw+sARSyeSgamZEvzRFrMxTc1OapUXt0oJ+dlozOb46OaaentBOT2hnJg2o3kkTP5L4Ok1u0OQaSdhM1DqOOmniL6h+Xb1iUa/YFmZJsKI6NWYc6F1uaxqvrugpLmh6lfM+90XVm/z6N/n1hXl1ea8+vMiqyHpWmv287FXO+4LXtfU1/WDDpblhuKl+qK15rK9nYWJUMzutmZ5ampxYGB2Z+f3v/tnN7Y8/nL3++ML1zOup+XczyjIeV1xJyjx89IanRziHI2NsgWAWJOBwuTACb2GxfmAy3GEGk71lC5vF4rPZcj7fM3bX8eeZ70orOlrbp2rqRusbJ+obZsrKBz/UTVfXTdY2TlR86C+r+lTxob+kvDe/qP1tWU9981Th2453Ff0v81oePn3/NKvm0bOqW3eLb9zKe/ykuqy8v7llrqFxuryyLz3j7c7YM3xhGIT4SmQRYeEJBxKunr+YcfNW1p201+n38+/fyz+ccFUpj2K6K5nuSjbixeb4cLi+PzBkCNcnIvrwrTsv3r7rqK4ZrKodAfjv7Zju757r+bi5R9BYP1xXM9DQMFZV1V9Q0JqRUXL+4uMDCTdiYi9u35m479DFuAOngsJ3cUQ+TESK8JQIR/GDu4DHUwj5HlKRt1ziqxB5yYWeMoGHTODB54hd2P42AMB+mQJ+C/+bgjyAmc9VSETeHopAH69QX+8wL49gQAcAAZQ8QBYAK31gg4jHkXM5EtBNBA0IgHlwkoNc8Ev8C3lKIU/5Lf5BvcDjitmIgM9X8vlKT8/Qa9fufeqdMRis62v/7rBv2KxrVouTpmwEbqZIq826jqFmg55Sq9DFBc3M1OrUxPLk+NLE2OLKnM6opiyEw06vgxGdhbQ6LWtAvRPXk7pVA+iur8zpRgbmOtuGgU1LW/NQQ21vU0NvT9fY6PDc2Mj82Ojs2Oj06MjU6MjkyPDEyPDE8PD02Ojq4JCqp3ehuWWsvKIzO6fyduqLi5cyTiXevpr0+MnTknel7XX1g4Ak2vFxoqGmp6X2U0fTUF/H5HDv3GD3THfraGtd38in+bH+xZlR9dTwalt9f+HLytzMdyV5dW9e1L9+XlOYU/ehtKureXKoe352VKdeIEG/gNDZMY1Vv2I2rFoI7TqNf1GvYHodadCZNCpqdZlQr1I6tVWntq4skgS6QREbmNFBkxsW02eaXKMIJ2ZYM5H/jhk2VhbpxTlqbhqfHNPPTKKTY/pP3fOtTaMNtQOlb1tfZFVkPy/Lz61+V9xQUdpSW931sXUEGE9PjWumxjVL8/j8jHFhFlWvmLQqi1ZlIbHPG2v/k8QdBG4lcCuOmdzc/sHN7R//7XJq5vU7r66l5t579O5OetHho8mBIbthWMqCuCwGBLEYHIjFgyAOE4LdIRaTDcE8DkfC48k4HIW399Yz524Vvqkvq+ysqRtsbJ6qaxivqh6rqh77UDdd2zjT9nG+tn6k4v0nV9Q1jHZ0LdQ3jj3LrLp6Levy1ednzz/ctz8pJvZi/IFrV69mP31aWVHR9+HD8IsXdYmJ6YGB8RxOEJcXKJNH+gfsCo9I2L7j+O49pxMOXT1x8mbCgcthoXsFvECIpWQjXjyuN5vrBbM9GJAc5njH7j79LKus4v2nmrrh5va5zu7F9pbxjpaxj83jrQ0jYAuwtXm8o326pmaosvJTQUHzvXuFR4+nhkceDww+GBy6/9CJq8fPXjtw7Hxw5C6+2McdEm9h8r9358KwGIHEbEjIgUU8SMSHxQJYKGCLBNxfGf65HHt/GQjMA+7dPK7ob9U+BJtmnhyJSOCpkPl7e4b4+4aDfR6Z1Fsi9gR7gUDVTyrxkkm9gbwfmN6Dw//rlIHvSgSufgSoBVzg33QHFXqJBZ4ivkLIk4P7v0SslEo8QAeRy5WzWEIfn/CbNzO6uyYJfN1h+wtNOQjcaqKdZnqDwOyY0UoRToPOYtBZ5md1bS39Ze8aKsubW5r6ersnlmcMRpWZNNhxnRXTmiijjTSYjWoCcGZwnVm/SqgW0LkJ1UDXZHN9X2Fu7dOHbzOflOZklj95WJT7orK2uquxvqehrruxvvtjW39f73jfp9HOjv6uzr7+/slPvTOtbRMfavqKipsfPio6fyF9X/yF7TuOx8SeOnP27vPMsg81fV3dc/0DK4NDqtER1dTYytTIwuTw/MzY0uK0emlGszClmhlbWprRGFQkqqGXZ7Xjg7MjfVNjAzOjfXPj/aq+j3N9H2dnRrTaRbNRZcY0VtJgd5p/tFEbYIhAGR0mbM1KfLFQX0jMbqLWSXxNrzVr1Saj3mbQWVUrpFZtQg12o96mVZtw1AEIFATmJLEf52eIkUHV+Ih2eGC5rXmkuWGwu2OquWGwtrqn7kNva9NwQ21fZVl7Q23fYN/85PjKzNTq4rxOvYobdCYCs1OEkybXHLa/2K0/2a0/2Sw/2q0/OWx/WXP8x7rz/15z/mXN+aPD/tlssru5/cHN7R/+7XLKk+R7uSlpebfS8s5cfBC57YhYGgTDYojFgZgsgH8uiwXwz0b4oPPH4UjYbKmnZ+jR45czs0velrZVfehrbJ5oaJqsqR2vqZ2sbZitb57r7F5ubZ9paBqvaxitaxhtaBpvaplsaZvOzWu4ePlxTNzZHTGnt+9MDAo54OO3OzB4f3z8lQsXHj548Pbp0/Lr17N27Tovl29jMD1ZkLdAGOzptd3PP8Y/IDYgMC5sa3zUtoPhW+OVijCIpdzyg4jFlEEsKYMl28KQsBAlT+gXf/BS9sv3Fe8/VX0Y+FA/Vtcw2tk+1dk62d40BpaImxuGmxpGmhpGqqr6i4ranj4tv3Ll6Z59l4JDDwYEHQjdevDilXvXUx8l3Xpw9OTl8Oi9cs8QDl/BYPABOZfPkfI5UhFHJubKpTyZVCD/rfP/b2v7vwaXIwTg5/PELh1uLmdzCwis5YHD389na6B/pIfS/9t9XqDqJ5V4gUeXvN/Xm7/YxTX4Jf4B5kE54Or/iQWeIr6HkCcX8uRg/g/qf/BiHk/B5cr9/aOSktLa20ZwbM1m+YuJWicwJ2a0owabUW816Kx6rWVuRjcytNBQ25v9/G3Kjce3k5++yqmorvw4N6bXLFJGlVW7RKrmMfUiplpAl2e1uhVSs4Qvz+qnhpeHeqa7WkZqKz4W5dUmJz27dO7BjavP76S8Srme+TC9sKigoaykpbryY+2Hjtbm/k89E329k10dQ92dwwN908NDS72f5tvaJ6s/9Lx8VX3j5tOjx27siz93KvH23bSXpWUf+/oXZ+fIpWXT8opVtWrSrOLaFb1myaBbNaAaEtMRBhWuWzUQepPd5HSaP5NGWreC6lYNBhVuVFMrs9jMiHZ6RKWax0i9w4yvW8l1h2nDTq/baAdgMVtJp4VYsxBrJnINN9hJfI3AnAadxai3UcSGmf6RIjZ0GrN6lVpaQBfmDKoVwqCzaFTU/Kx+bFjV2jRaVdH1vvxjWUlL3qvKgtdVFaUtjXUGOb30AAAgAElEQVSfmhp6O9qHBz7N9ffO9nRODvUvLMwZdFrCoCdwzERTNovZabOu220bDvtnh/0zmMW6nnE6vqw5f3Q6vqw5vzjsG2az1c3td25u//ivl24+SM3IvZuRf/n60117zimUEQyWGIJ5EIRALAbE2sKBGByIxWFCCAPmcUUIm4+wBTAshCCRVOofE3fk6rWM9AcFOS+r35V1VdcMV38Yraoeqa6brG2cam6daWmbbmgar64ZrKkbbmgar67pLy5pu34zc3vMCaEkVCAOkSoieMIghOvDFfj7+sXu2Hbs6OHrJ44l7919LsBvF58b6P6DgscJkEvD/X1j/f12enpEyqTBSkWYj3eEQh7K5Xgw3CUMdxHEkkKQxJ0p3sIQIVwvsSz44OGrz7PL3xS3Fb1tL3rXVfS2vaqyp6q8u6q8u7qi50Nlb1VlT3lpR0lxa2F+w5NHby9dfrgv/mJo2AFvnxg/vz0hW/efvZB68/bju/ezrt24n3D4XEhYrEjks2ULH4HEMEuEsAQwk89hCjhMAZcl5EEiLvLrOP/tvqD4m/hrvbB58+dKBXw5wL+vd1iAX4TreAeWfgK+XCRUgkIApACg7Sngyzdnh3+Lf1cKcC0Cuq4km1Q/voeQpxRwZQKuTMCVCHlSF1NAKJDx+Uqx2DswcNvZszeqqzrUKjNqsGNGu0ZFz05rpyZU87P62Sn92PBKa9Ng6dvGRxn5ZxNv7Y49uTv2ZNLlh69fvh/onJ8aUi9MGGdG1aN9C8O9MyOfZkf6ZubG1dMjK8O9M10tI801vR9KP759XZvzrCz5auaNq1npd/KfPSp99qjkVXZVZVlH3Yfe3q6pwf7ZqQnV4rxhcd4wM7U6M7U6P6ubmzWC3t7Q4GJDfX/e6/cPMvLu3sl6/uxt6bumvk/zqys0gf9IkT+SxE8kvk7htq+uIUALFNB7adJImwmLmbDiesKgRjEdDsR2cJ1Vs0iszhsNKtKEOez0OrD3sNFAyOyrNIDBbMJsZmrdSv9oNf/FTP9IYGs46qSIDRP5E038iBnWFmbRkaGFkaGFsZGlgb6ZtpaBuprO/JdVzx4WZ9x99fh+/rNHBc8f5+e9LHtf1tTZNjT4aXp6fHVpzriygK0u4jqVCdPbHNYNp31t3bmxsfb58/qXz+tfNtY+rzs3HDbnt+G0rznta2uOdbvd6XCs2e1Oi8X2u9/9we27/+3/OnPp9o3UZ7fv5pxIvBUYspsn8GYyBRCLA0EQDDFhyJ3NcmezmGwWxGYiXC4fYfMheFOLksOReftGbN+ZcPDw5UtXHz7LLC8p7ax4319ROVhRPVxdN171YaiuYfRD7dC7sq7S8u6qD32FRc33HxYeOnrNNyCGCXswYQWb5w1xFO6QBELkQoGfl2dEaMierWH7/P12SkShHMQXYnp6KKKCAuOiIg9GhO/z892mkAcrFSE+3hEyaSCf54XAcg5HAeZwCEfB5iphrlIkDYrbk3gjJfNO2ut7999kPC578Kj0YUbxsydlL7Oq81/XFeY35b+uy3354WVO1d3UV+fOpMXEJvr575LKIsSSMA9FtK9fbPyBs6dOX796Lf1KUtrx45eio/fJ5YEwLGXDMgQSw0whxOCx3Lksdy68hQsxfoXJ62L7fPvrt/jf9N5xmXBtruVuBo8rBSuACpm/hyIQaAEJ+HKXegfQCAK1AEgEYNUfzA4Ay/hnKQCB+d/+W64Q8KUCrkLAVfA5Uh5bwmOLBFwJKA1kUk8BX8rjKaRS34CA6EOHzua9fj8xrl6YM6wsYVMTqs6PI63N/T1d410do/U1PYV51U8fFaTceHru9O34PWd2xZy4eO7uy+zylprBntaJ4Z4FcNPuaBrobh3u6xwDY/aBrsnO5uG2+v6Wmv66iq6y4tY3r+vfFrbWvP/U2jgGRB/6euZGh1ZVy7RBZ6XJzxbTjybqM2a0GnQmg84EZnuowa7VmGemNL09kx/bhtrbhtpaBgb6Z5cXMQx1mqgvJLFBYGs46qCJv7EPoTETICaANqRBbdQsa1WLau2KDtVipJEmDVaDitQsofpVjDBQZmJzHwmsIREGUrdqUC1qtMtGymizmb9YqB+t5r9YTf9hor6Q+DqBrRHoBm5cN2jto0PLrc39rc39TQ29JcW1zx4X3k97cens3cvn0lKuPXn2qKDwdWV1RUtn29D4yPz0xLJq2YDqzSBI1Enj6yRmX3N8Xneubaytg1hzOJ12h91qc9jsvwyn3QFMWO12p9Vq/f3vf+/m9vs/7T+UeOzU1cQzydt3HhZLg9hsOQQB/DMh2B2C3WHIHYaYMAuBWQgMsyGYDcFftaiZAoSjEIr9fPy3x+w6eSXpybPMylev63Ne1mW/qn9d2FpY1F5S0lVY2JKVVZWVXfniZfX9jILzF9Kith1UeITCbAXCUXD5nhBbwoRFCFcCw2LAMJGI/fk8LwRWIrAnG/Hy8owKCd4dHZXwLf59fSMUiiCRyIfLVXK5ci5XzuHI2Dw5T+DFYsu5At+Qrfv2xJ/fvfd8/IGrR0/ePX7ybkLCzTNnMm7dfHXvXmF6enFaWkFG+puHGcXHjtzYuf2Et+d2IT+Ig/hy2N4ifpBMGhq+de/OHQkH9p8+cvjC/n2nIsP3eCpDRQJvPteDx5FzECkblrBhCQeR8tgyHlfqOm9/Fj8DoQv/v9X/A82/zVsAIgW7wHyuQsCX/9Wuh/3XlOHqL7q2ekEfAeDf9a+7/gMuDoLrHTbTAUfOY8u4iJgDi7iIkMcWgbwgk3ryeRIuVy6R+Pj5Re7ffyor821vz+TstGZxXjc2stja3Fdf29nW0t/c2FtZ3pyXW/4i++2LrHcvs0sf3s9Nvv4o497LooKa1tqBnraxkU/zY/3zQz3T/V3jo/2zs+PLy7P6pRnd7Pjq5NDS5NDS9IhqYnB5oGe+vWmsp3N2ZHBlZtIwP2OcmdTNTmuXFzGdxkRgdqv5i9WyYaKdBG5FjSaDnqLJNZrcMBEbJL5m0JhXljDVEq7XmpfnjepVEtPbwKYAjjoIo4PE7DRm/mocSAM+PwgzYaExE2EgjRpUrzLoVQZcT5gJK41aCb3FqKYMKhzTERRq+uo+ZgYcYYMKX53Xr87rUY2Zxjf0aqtR5yDQLxT+BTOs6TU2zapZq7KMDa801fe9K254V9xQXFj7+EHe1Uv3E0/cPHMiOTnpcc6zdx8qP/Z0jE6NL2lWUQI16TUYTVgt9BpuNGMGE004zdQ6iVltFqfd6gBn+5pj3Wlfs1sdNov9Z+e/w+a0Wx12q8NisdhsNpvNZrVa//CHP7i5uf1xa2RMWPiuiKh9cmUIC5bBsJjBZLNYMAQxYYQBI+4QiwExWTALgSEugwlBMBth8wELgMnkbWHytzCEDFgqVYTuiD156vSdM+funzh158Tp9ItXn6em5t++nZeU9DwxMe34iZRjx2/uiz8XGX3Aw2srX+gNs+VsnpzNkzJhHgPiIjyhOwNhsfgIIoJhMZMpYriLIJacw/aWSUN9vLcFBcb4+22Xy4KEAh+RyEcuD5TLA/l8JQyLIUgEQSIWS8iAhBBbwkRkXKG3X2BsaPgBH7+4gKD4iG2nwqNP+vjGR0efPnTo1qlT906cuHvsWOqpE6nnzqTvij0dErRXKg7jsL0RlgfC8uDAXnyOt1QUqJCG+PlEbg2N2xoa5+cTKZcGSkR+XLaCDctgloTFELAYAogpRCAxG5bAkOC38A9A6ML/t/yfn/X/2Ihgk/kDC2FIADGFEFMIs0QwJHCJgn+TKUQ/wzB4wdc9As6vpoBvryTgr28mFETKgSVsSMiGhGyIz0U2E4RIKAf4F4u9g4K2nzx5JT+vqr9vRr2Kq1Xo/JxqaHCy79Po11n3QF1NR1NDT1fHyEDfdOfH4Zrq9vcVLXU1naN9c1PDy0vTes0SrlpAV+Z0uhWcMlpIg5k0mAHfFtWYcZ3VsGpaWcDGhpbnZnRLC6hWbQK3aPUqbtSbtRqcJGyABWyibSbaRlNWkrCYKSA3bMeNZoOW1qlxVG82kQ4SswMNchKzEqiNxKwmcs1qWnet97v2Al0OwgDPYCQB9nYp1GQl123Uhhl3gg0/lygAqsXBajNpsKoW0PkJzeKUYWWB0K5YtSqbXuPQqe1L8+T4yOpg3/zwwGJTfV9FaUtRQc3bN3XFhfU5maWpKZmXzqdl3H315nVNR+vI5OjKygKq1xC4kSYwGkcpM20zUVZUT6J6kibsZspJ4RaLyW412xy2dad9bd35Zd25seb4vOZYt1vXHDanw7YOHu1Wh83itFnsZrPZarUCytbvf/+dm5vbP/j6BUulvkplMJerRBAZj6fY4g4zmZAL/ywWg8ViQSwOAvNYEIJw2BwuH2FvNgIRrgxmyyGOQigJDAzZuzM2cWfsmYioYzt2nT184lZiYvrhwylxceciIo4GBu319tmp9IiUK8OEYj+YLWfCAogtgLkCBowwETbC47MgDozwXP0FBJHxuN5iUYCnR7ivT7S/33Zvr0hQGggEXmKxr1TqC5rSECSAIAGTyfuBwfuBwYM4CqkyOHLboZ1xp0K3HoyIOrZz14XonWdCw47FxF4+fOTuyVP3jx27e/DgjQMHkg4evLZn19mtofs95JEifgAf8eFASi7swWd7Cbk+Qq6Phyw0LChuW8T+iNA9ocExocExnspQhSxQLPThshUwS8JiiBgMIYPB/zv4d2HPBX4uRwTAL+BLREIZaMV/TQEigH8EFiKQeDNgwAv4a0Ph2xTwLbPQJRnOYnJ+NQVseod+zQWu1MOBJWxIjLAECEuAsHhsiA/eH9CH+HylVOobHb0vNfVJU2P/wrwRxywGPaFWGVZXdCvL2uUlzeKCZnFBMzYyPzutWl1GNSpidRmdn9WMjy4N9s+oFlD1otGopmjUSqNWwkCZcMuadWNzaQ+3mzAbaJ6RBrt2lVpdMuq1tE5DYajZ6fjJRDv1OhzHTBhKWS1Op3PdZnNYLDabzQHutCagt6ejCQOF62hMR1BGC9jMs5A2E2ajUBNpMNOYGcwggWamCbNRRguuozEtBa7uYEmBNJgxLaVe1M9PLi/PqlENbaM2nOYfHaYvZtxOo1agVoDraFRDkgYrabCr5rHRvoWetrFP7VODvQvLc/T8DDE3jU9P6Af7FkE//2PrWGvTcHvLaHvL6MfWMWA2WVnWkfuiqqy4uefj1MoCgeqsuNFKYlYSM2NGksBoEqdInMKMJGYkgb03iZlNpM1M22zmNYdtfc3+Zd35Zc3+Zc3x2W5Zd9jWHdYN8Gi3rllNTqvZYTZbLRaL1Wo2m+nvvnNz++53f/T2CeTxFCKRF4cjEwo95TIfFpMN8M9GIBhmsVgsJhMC+IcRDpfP4/GFbI6AzREKhUqx1F8sDQoM2hUSdmBHzOn4A9f27LsSu+tCwtFbSdezz59/dPhwSkzMmfCIQ75+sVJZmEwR6u0bKRD5wmy5O0vAQoQwRwhx+BCHy+YL2HwRVyDli5Q8oQdP4CUU+8kUoZ5e0cEhe0LD9oWE7vUL2KHw2ArsaKXyQKnUn8dTIIiEw5FwuVIEEbmzBN+7cxGeh09A9P6EiycSbx08lHTkWMqpsxmHj989d/5Z0rVXqXeK0+69u3X7zdWknAsXHp87l3Ew4eq27cf9fWNlkq0ifgCP7cNjewm4Pr5eUX7e2yPC4g/Gnz99Mvn0yeRTx2+cTrwZvycxLvZYVMRef79opTxIKPTmcpVstvQb066/ib89/EWA278pvMmXS8SeMpmPXOYjFnsK+HIOR8JGRAjQAgMsII6Ey5a5yHzfXB9+vdfo2i/6Lfy7bgcA/66SAZz8CEsAM7kwk8uGNrkDEIvL50mEQqVc7r979+Hs7KLRkSUCc5KETa/DdBojhtIkZjYaSKOOwjGLesVo0FO40Ww00JiBInCzUUctL2hRDWlQ4biOBkt4hIGiUNphdpJGisY2FThAC53Qm7TLRp0aR40mrQrT63C7ZZ3ATcuLKrVKj6OExWJz2JwUZSIwkiRpmjQRGE3hNsxgIvQWErOacfum4qjlsxm3U7iNMlowA4VpKaOOIAwUgVqMasKoo3Cd2aAl9auEZhVFNTRuNFuINZqwg0f9KjE/s6paMOBGK406rfSPdvpHErOTBiuJ2Qm9RasiCL0F1VlX59D+nqnaio9lxc31ld0dLWN9XbPdHVM9H6d6u2a62sdaGgc620aH+hfGhpbnZ4yqJWplkVQvmdUrlqlRbUfLWFPdp8nRFdxgt9AbFnrNZl6zW9YtJjuJmwiMJDDaFbiRxgwUiZkp3GKm7FaT02757LB+cVg37JZ1u3XNbl1z2NZBAPxbTHazyQ7IWiaTyc3Nzc3N7Z8CgqO5XLlI5MXlSNiIgA3xuWwBArFhFgK7Q0x3FtMdZjGQr99gHp8v5AtEHK6Qx5N5eYVFRR6Mizt3/Fj6+XNZN28W37lTfvt2SXJKYdq9t0+eVb561ZCe/uZmclbi6Vs7Y49GbdsfGR3v6R0uV4bAbAWb68UX+rizBEyYxxNJWRwBX+zFk/ryJH6IwAviefGlwb5BuyN3HNtz4OLeg5fiD13Ztf9scMRekSIE5ntzhd48gReXK0cQCYslBMIk7izBFiafy/eKjI4/f+leSmrO9ZuZV5KeXbuRk3Ir/+GTD3mFXW9LB14XdD7PbnyaVffocdWdu0XXb764fvPFuQsPYuLOypXRCMdfLNvqH7Bra/jBvbvPnklMvZWc9fhhcU5WZU5W5ZOn754+Lrlx8/mF83dPJt5IOHh2Z+whH/9wGBYytvAAvJkM7g/fs5gMNpicfz1mpTyuFEjuyyT+nsoQT48wqTxIKglQeoYFBe4ICNrh4RHCE3hBkAjhyrhcKcKVcLlSnlDG58u5PDH3N3gEP1su/Ga/8Nf7kb8dv249yOUIAVNILvM5uP/k26IPi/MGmtwwkQ4K1MlGM2kwk5jVQqxZ6A0z7iQxO2W0ULgFqHeQRgLVYmCvFrhWgOV8l0POt7raFGoCozhcR2MGE2W0kJjZhFtI3ERjJgIjLaSZJk00RuEoRRgozECRBjNutNL4BoGtYXqnQWc1aq2Y0UHj6ybqM4U7cNSG6s16HanXUAY9hRlMOGYxkQ6KtBKoBTVSqJ7GUJrErOAZDKXBo06NLy2ql+Y1qyuGdft/N9M/mojPVvNPFuqLUW/VrJAaFaVeJuZmdH3dk6Ul9Q/TX6SmPMt5/ra6or3+Q2dLw6eetpH+nqnxgYWpsdWlaf3yPGpUmY1aK2VwmojPFvwzqrOtzqHTo8tzEyvaZSNltIBSBXxEX/eRMSA0CHQBgSgo6FBQqGnD9tNn+3/Y6c9rli///af/8cX5+bNzbd1uc1otTqvNaXGs2zbW7F+A/rfFvG42OX733R/d3Nz+JSBkB4+nEAqVgCvKhXh8RMBhsdlMBHZHoC0wcwvCcmdDLD4M8bgcIYfLh2D2FncIQURBgTtOHLt561b+s6f1OVkf8/MGi94MFxT05+Z2FBR2viv9VF7+KS+vMTOr/GbKk/gDp2PiDsftPhoZHe/jt43L82NzfBCO5/db+O4sAYcvYXFEEo8QuW+kZ+B2pd92mfc2D/+Y0OjDO/eePX72zsnzaYkX7x1JTImKPSb1DocE3iyuUij2lUj8QPECQSImLGLCIgYklMgCd8QcuXA5PSU152ZK9s2UF3fSCjMelGW/bHnztr+kbDA3v+N5dmPmi8Zn2fUPn77PeFyR8bgsOTUv4ViyX3C8QLpV7rU9OHT/4SPXzl9Iv5v2OjvnfXFx+/v3fVVVg+Xln968ac/Nrc99XZP7ujor5+29+9knEi8Hh+0Aun1sWAKxwA4/F1TXoOUGJnZ8rkLI95JJApSKEE+PcA/PKP+A2Iio/Ttjj27fmRAUEqP0DAWWW18V+DcNObkC6f9H/P9y7Pf/E//fgB/hIAgHYnHAhEIsUuzdfST/dencjNZMb5hxuwm3fL3AW2nUbiE2rORnM+4Eq76gQ24hzRSGYzqUQmmX/BbQzHAZAZi+Guy4Lt5GDUboTYTeRBktXxt1FIWSFEqaCZMJpymUJo3UV8kdK2F0kOgaZlgzaO2AWm/U2wjMSRHrBObEUZtRbzboKb2WNugp1GjCUPOmTylpJXAzWFikKZuJtlstazRlwzGTXoerVvUry1qdFiMJm8P2H4C0hxkdeq1lcd44NaGamlD1dI031HW/flWWcvPhyeNXTp+6lpGeU1pS39ky8KljdLR/dnZ8dXlWr10mMK2FMjpwnRXXWSmjw4yvW4gN0mDXLOGL0+rF6VW9ygjyoMukwErZgQo4EBqkMTPAP64nwOjBbnKuW39cs/y7lfxsIdbsJqfDbN80YLOaHBaz3Wyx0XYL7TCRa5jRbtSbUYPFze2Pbm5u/xIUFsPnK4VCJRsRcdhCLsTjwXw2E0EY8Lf4B99mNkeAsPlMFvvPWyCYI46I2pecklVc3PW2uL+4eLjk7URZ6WRJ6XhRyUBxaV95xUBV1WB5eU/hm6a7aS8TDl+M231s/8EzBxLORkQeVHpE8wVBCNt7C0PEhCQ8oYIrUngHbguNit+551Rc/JmYPWdi957dfzjp+OnU67eyU+6+un0v98qNp/GHL/kGx3HF/hBHIZH4eXuG+HiFikReCCJBEAkYJUiVwdt2Hj5z/s61m8+SkjNvpr6696DkSeaHFy9bCgq78gs6M7MaHj2ueva8Niu7ITOrNudFQ/aL2vsPSk4m3g0LP6zw2ObjFxcedejM2bQbNzMfPy7Ny2usqOirrx9vaJiqrR2trOyvquqvbxhubBppaOqvqevKzC46mZgUHLhdKvaDWRIEEv+MgQPwLxRs8vMlIl+ZNFAmDfbx3RG9PWH/wXNHjl3Zf/DM9p0JwaEx/kFR/kFR3n6hMqWfWOYJQihR/n38/1Ji5D8L/ywmG2woCvjSHdv2PX/6emxkkSKcJsxGY2bSYAYIpIw28IU2YQ6g7QMMv6yUhcYJwoC7LHp/ZqHjkuv9Fv+oFge8QNIABHlNAPwUhpsIksYJ0kgQBnJTP89oITE7brAb9Va91qxV0zoNZdCZgBIRjtow1IwaTUYDaTTQRgNpNJCokaJIO4FbMdSMoWYcsxC4lSRsBG6lKQdqNKlWjXOzq+Njc2OjswvzaoPOZNRbVSvk/Kx+elI9MrTQ3TnW2tzf0tRXWd6ck1WcdCXtQHxiXMzh40cvPcx4WVnePD26vDClAi0PQm8xYQ47/XnN8pNLa8CMO63kuglzYFqTdhlTL+oxHQE+gW9NCjAdAZQCwR+hWvwrK4G2kFYrZbcQDiv52WH6yU5/NuN2h9m5ZrN/djp+XF/7sra+YV93mNcs9NqPG/+DJjdw1GbQmX733T+5uX33p5DwOKHQUyBQILCQwxbyYD4X4iEM+Jf4ZzF5LIjLYvMgtgBiC/giz8jo+OSUrJJ3vXl5XS9fdr180Zub15dX0J9X2JP3pjO/qKOouKuwsOV5ZvnlKxm7957avjNhz76TCYcvxsYlBofskysiBcJgDs+by/cSSrzFcr+gsNiYvSdPn0u9mvzkevLzaymZqXdz7z188/R52dPsimeZ5anpr0+eTgmLPiiRh8BcpVjs6+sdFugfKZf6cRApDIshtoQBCYVS/62R8cdO3rhw9dGVG5k3buXevV/y4EnVw0fvnzz98PBR1d20ktupRen33z16XPnkWeWzzKpHT0pvJOfsP3jFL2C3VBHh4x8bue3I6TN3r11/9uDB25cv60tKuqqrRz58GH3/fqimZqyubqyxcbyhcaSldbTn00x9Y+/T54VHDp0P9N+GQDKIKeZzgWkXD2JxmQz216m7lMMWcxApn6sQCr3FogBf/+0xcceOHLty4lRSwuHzcbuPRm/fH71jX+S2PcFh2zx9gqUKbxAiqcdv8Qh/xjVwTRz+Dh/hV+O38M9G+Dzu5iJTeFjM3dTH3Z2jmNFKo1YKNRF6E66jCb2FNFhp1AkO/6/gt9toO1jvp1DSRv9VRd9lmwG+099Ka4JvP64nSYNLKnfz5CdRjEQxGicoDCcMIMiv+Ad1u9looPU60qCnUCNF4FaSsGCoGUNpDKVRI4UaKYB/o4HUaQmtBteoMZ2WMBpoMETUaQmDnlpe0o2OzHR29Dc2fGyob+/s6B8Zmh0enOvrnQJkh8b6ng9V7RVlTaUl9RVlTS+y36bcfHjuzM3zZ5PT7jwvKa7taB9CNTRpMJtxp5V0Wsl1K+m0URt2et2MO2nUShltJswGnqdRO6E3GdQoqIxcriHgk3HhH0gPYjrCqMEAQwEwl0iD1YStrVv/Y83y7zRqdVrW1qzODYfzs3Ntw76+Zt2w0+tmav3L2v+0mH40UetaNfn73/2zm9t3fwqL3C0WewsECojFB/jnsLgIA4bdoW/xz2SAaR+XgfBYHBHEFXMEyoCQnecupufkNr0u6M5+0ZmZ3ZWT2/O6sP/1m55XBR25BW2vcpszsz/cSM7Zn3A5IjohLGJf1PaEuD2JO+NORUQd8fXfpfTcLveIEEoCeSJvodQvMDRmf8L5W7ezsl6U5+XX5Rc2lpR0VLz/VFLS8fZde0Fh4+NnJZcu34/ZdVLpGQ4hcgFP6aUM8PcJBZ42MCwE9b9IFhAetf/Y6eQrN57duP0yJa0g9f7btAflyalvbt0uSLlVeP3Gqxs3c2+l5t27X3z/QfH9B8XJt3JOnLq9NTJBLNvKEwZ4eEeHRRxMPH0nKel5RkbJy5f1b992v68cqXo/WlE+1Ngw29Aw1dg42dQ00dE5Mz6hGx5R1TV8SkvN2h13VMDzYroLOYiUwxYDsP3wPZPJQGCI+xWZfDYi4nLlHsrQ4NBdcbtPJBw+f+jIhfgDp3fvPR63++j2mP1R2/e68C+Re4Hz/+/j/2fjxv9E/HPYAjChFApkQQFRVy7damro0Wtp0mAGnXZcR4LmpZ4AACAASURBVOM6M6G3AP0c8M3+alZnA/inMcpucnxrtuU6+b/VzHapaIMD0IV/gHaAfwrDSRQjDDiux3A9QRhICjWRmJkmLSRhxjEaLCASuIkirSbaBsD/S/xrNbh6FVev4joNhRosqMGiVZMrS8blRcNA32RVZdPLnKLHD188f/r6bVFVfe3H2g9/jYa6rqaGnqaGnvrazpamT9XvW0uKa4oKq0pL6upqOnq7xyfHV2jUaiFtdnrdbnJaSacJt9CoFUwfwL2JxszAEw38KTjhgWsQUPsGn4NL9tsVmI4walDCQNpNDod5zYQ5zPg60E2kjMBP0eWwajfjThO2RqJrqM6KGmwEZp+f1fzDH/7k5vbdn8Kj90qlvny+nMXkcdhCPiJgMzkA/9AWmPUDxPgBZm5BAP6ZsGALxPuBxf2ewdvCEomVwQeOJGU8Lst51f40q+3Rs5bnOR05ud3Zue3PXzQ9za5/8br56fP3Z89nRO84FhS6JyA4Njhs77adx3fGJu7acyEm7uy2Haciog97+mzjCLy4Qm//wJ0Jhy9mPMgvedf2oaa/vmG4tXW6u3upqWmioWHsfVXv6zxgqpnk5x8DQzI+Ry4Rengq/D0V/hKxJ4ctBiWAl19kzK7jZy/fS7mXm/aw+N6jd2mPyu4+eHc95fX1my+uXsu6kpR59VrW9ZvZKbdfpd7NvZX68vyl+3F7znj6bEO4PgjXS6oI9Q+Ki99/KTExLSUl9+nTyvy8j+9K+t6V9BW96a6sGC4vG6ypGWtpmensmhscUg0Mrra2jeXnVp87neLtEcFiiFkMERuWADj98D2T4Q6zmGwmA2G4Iywmh8MW8vnKkOCYyOj42F1Hd+89Ebf7WEzc4Zi4w3F7DodFxIZs3ekbsFWq8AWXf75IzhVI/w7+fwl+FpPzn4V/MP0BU0Bvz5DjR8+XlzasLBlxHY3rSUxLYVoKKGGBKoDQm2jU+tUwC3DsgFfHX/H/rfauS5DbhX9XkEaKNFKEgcT1GGHACSNKGFEaJ77FP64nSCNNYDRNWoAuAI7ROEaThJmmrCbajmMmDKVRo8looF2BGk2owQLmi+CmYNCZlhcNM1OrnR8Hi9+8T76RfuzIuSOHzly6kPzk0cu3RVU11e2N9d1tLf1dHSNDA7PTk6rZac3UxOpg/8xA3/TQwOzE2PLMlHp2WjM/q1teNBjVhAvS3xqTupjC4GdXTQR+BcakQCIN15PfnvyuooA00kYNatSgNGaykDYT5qCNaxb8s5X4YsbX1yxfgHGolbKbMAdldJD6NUzvXJw1LC+iy4uGwf6pf/6n/9PN7bs/RW6Pl8v9+Xw5k8HlckR8RIAw2AD/rB8g5vcs9+8hxg/wJv4R8feQ4M8s/p9Z/H9l8BGBV3TMiUvXs+7cr0i5U3Hr7vu0B3UPnjVlPK2997gy7WHpk8zaBw/LT5y6ExwW7+23w9tvR0Dwnp1xpxIO37hw6QnA4bkLD7bHnJDIQ0TSIB+/bYcSLj15VPy+oqu5cbStZaqna3F4UNv5ca6jfbalaaL6fW/+69qU5Gc7dxwVCvwEHA8BIpOKvH29Qr09Q0QCTy5Xzhd5Bm+N27v/zIWkjNv38+49envvSemdB+9upxdfT3l1+erTM+fuJ565l3jm3umzaecvZly59vj0ubv7DpwPDNnNF/kzYQXMVYpkAUqviLCtB/fsuXju3MO0tDfZWQ2FBZ1vCrvzXn8sedtXkN9RVtbX1DTV0jLV3DLe2jbZ3DL2vrwzNSUzImwvB1EwtghglgiBhRCLywTSKRCXxWSzmGwE5gkFUqnUOzJyT2R0fPT2AxFRe0PCYoNCdoaExW6NjPP0CfX0CZYp/XhCBcIVsXlihCuC2L++RMBGBL8K/r+Df9fLfhZ/B/8wxAWTQrHQK2bH/qznhcODMwD5rnB5UWJaijK6LHcsgGMHGPWgoe3y4QHIx3TEL/HvkgkD4AcBqgDQCAT4x3QoyAJgTo6hFGrcvN5jKJAhsxG4FccsRr3ZoDPptbRBZ0INNrCzpNOY1KskiIU5/fDgXOfH4bdFHzLSs0+fSko4cDrx5NW7qU8L8ytrP3wc7J+aGFucnVYtzus0KgKIGuo0FHhGqyYJzE5gdr2W1qgIrQZXL2kNaiNhIF0sQxDAsxioDwMLE5AlAfUIJEdwzoM+qMv8B+AfpBIXN9GoJoxqanUOnR5ZmR5ZWZjSrM7rV+e1q/Pa5Vn1wpRmemRlvH9l6NNiV/tIS9On2g9tZe9q//Ef/pub23d/itqxXy735/FkDHfO/xv+BQxY8j0kcmeLWTzZFkTC4ir9QvcePJZ85cbrS0n5V5Pfpt6vznhan/G0Nv3J+/tPKlLvldy5W3ToyE3fgDi5R5TcI8I/aPfuvecvXn788HHZy1dNL181PXlWefzkLf+gOC/f7d4+2wH+qyp7mhrGWpsnuzsXBvvV7a3TH9tmPrbNtLVM1VT3ZT0vO3IoydsjQsTz4kESEd8j0C8iKCBKLvUTCj0lsoDQiN179585e/ne9dTsW+mvb90vSL5XcP12blJy9tnz6UeO3Txw6Mr+hMv7Ey4fPnb95OmU3fvOhEXsk8hDmIjMHZIgPKVA4itRBAUG7YmNPXvuXEZ6enFubvO7kr7SdwPFRb01HyaLi3rKywZbW+dbWmbq6kaaW8a7uudrqnof3s+L23lcwPNibBHCLBECiRnuCBsRAKofAvNgiMvlCKUSpaeXf3h4bFj4ruDQGF//KKVnqEwZoPAM8vQJFUm9QPMf5oiZMA9iC1gInwFx/6vwz0b4HLZgs9EIS4ICom6nPGpu7EU1NKohQXybAlANCZrVVmrTnxvg39XQBpr8Rg0GDjcgtvst/r/eBQAz91ucY4QBN+FmGqNIIwGex3QoridQA2HUEXodrteROi0BWgCg103iazjqMOpteq1FpzEbdFZU78RRp1ZtWlnC5md1s9Oa6UnVYP9Mc2NvZXnTm4L3Tx7l3k55dO/u89yX7+prOwf6pqcnVRoVgRmtJO4ggNme6TOJO7RqUrWC6bU0Ta7ZrT9ZTJ/BrAE1mn6Jf1DO0JiJNFK4niCNFDAv+ZolzS6jMVAcAQtAl1sBwD9omho1mJmw4HpCv4qtzBn6Oyeq3rW8K/hQ9a6ptrK1vqq1obqlobqtpry1vKih6FXt65yqF5nF9+4+v3Et7XbKAze3P7q5/eH/iN1zVCr15XAkfJ6MwxYy/sx09f8QBhthsCEGB2JwWEwekymAuYo/s4T/yuD+AAt/gIUMjkzmHRWx4+TRxPQzFzMTL+Scv/r6dnr5nQflKfeK0h6WXE95fSkpc/f+yx6+OwXSMLFya/i2I+cuP0i5k5/35iPYESyt7Lt9L3/n7tO+AXFR0UdOnUh59KCopLi1vna4rWWqs32ho22+oXastnq4vXW68+NcY/1wVWX308dvE/Zf8JAFC7meHrKgkIDtAX5Rvt7hSmUwh+cREr7r6ImkM5fSTl9Kv56ak3z39aWbmVeTs89dTD9+InnP3nNR0YfCtsZHRh+IiTu2Z9/JsPDdXj7hXL4nExaxEDGHr+CLPPlCbw/PqNCwAwcOJCUlZT18WJ6dXfcipyknu/Hli5aC/I7Sd/3V1SM1NSPV1QMVld2lZR211Z+yn787eex6gF80B1Ew3fkQ00XREwL3Th5XJBbJPZQ+vn7BISHb/QIjPbxDpAp/gdiLJ/TgCpRcgRwEmydFuBIX+BnQb97nXXweF+EHPPlbOP+tgCEBxOKDN2Ex2RCLgyAcNpvLRvgsJnvTSoAj9/IIPnTwTFVly+q8ntBbMK1Jt4ID5pzrdPrawyMwHQ6u6KSR+tZjz2VxDepel2PXV2lgk5mwAjY+kOgHAe4CYPRNGEjw/kYNalAbtSojqjdr1bRGRek0JrBju7pEqZbp1SWTatmsWbVqVq1L8/TMJDo/Q6iWzRNjK6PDC/2fpro6Rtpa+psaehrquuprOyvLm/JflxfmVzY39k5NrK4sYRoVZdRbXfoZFGk30U4T7SQJm2t8QBI2E+20mNdNtBNDzTothmoxXI+RRoLGKBNOuwLML0EVQxoJCiVpjKIxk8u25FsXUwtpc30gLoeir6MBC42ZjWpienS5/v3HnCdF929npd969uT+i+cPX+Y8zct5mvcsI/dectb1Cw/OJ945c/La4YSzu2IT9u05+rvv/snN7ff/e9zeY1KpL7KpNilg/JnJg/m/hX+Ep/weEv0bU7AFEf0AC7cgEpEiJCjiwP4jyccSHxw//STxQtaNO0XJacVJt1/duld44cqz0+cf7th1VuG9XSgPlXlF7tiVmJSc+eBJeXFpb13TbGPrQnnVUMrd19tiT/kGxG0NP3jsyPX0tLw3BY011QPNjeMtjVONdePtLbMtjVNdHxc/9Sx3fpxrb50sLWm/lZwVHBAjEvhIBL7+vlF+PhGenqFSeSCbq/T2j9odf3L/kYv7Dl08eirl6Olb8UeS4o8kxe1J3LbjUHDIHi+fKKVnuLdvZGDwzrDwXYHBOxSeQWye3J3FY8IC4HXDFSiVnuEhofH7D1xOSnr+6FHZixcNL140ZGc1ZD6ve5HTlJ/f9vZtZ1lZb1lZ99uStqLi5sqyjuzn786fuRUVsVcm8QdEABjifcvzlYgVMqmHp4evt0+gj0+IC/xcgRJsQ3D4Mg5fxuZJ2TwpMA5jIXwmzGP+mlPI/xr8IzCPyUD4PAkC89mwRC71i4s5lJdbNjO2BBSyNUsoqiEB5dblkAPAiWoxVwr45Qn/rR/ut70uAABX4vgKfhq8Buj5GzUYWNTD9QSF0iRm1a5SYMFGq7IsL1DTE/rxEfX4iHZkUNXfu9jVPtPWNN5QM1hb1ddcP9LZPjXQNwOcNvp6Jz/1TAA1ARCtzX2tzX3jo0t6rRlYGJjpDTBEBNwBkAjAuAHonYPBoYl20pQDQ816HY7p8G/xbyZMAPnf4h8EwP+3ZkTf4h/4l4EmAkism/6/Roo00vpVbHJ4sa6y49XzkucP8rMfF+S/ePcmt7SkoPJd4fui3MpXz0ue3Cu4d/vl9Sv3zp6+nnDg1MH9J93c/ujm9rv/tmvfcbncH9oUnOEzv2f9HfyzuUoGLHGHxExE7A7zv4cEbKG30nfbttjTexOuxx+6ffhE+sWkF5eu55y9/OjS9ecnTqcfOXk7csdxmWe0WLnVO3DHvkMX72bkZ72sKynv+1A/Vd88V1o5cD3lVdTOU4HB+7bvOHH4yPXr17OePCkrLGx7/36grm6irm6ivX2xtXW2o2Oxp2e5p2e5r3+lpXWiqLBx7+6zCvlWHtvH0yPcxztC4REqlvqzuUoPn60R2+K3xx6KiD4QveNQ+PZDgWHx/qG7vX2jPT3CJOJAPs+Lx/UUCr1lsgAPjyBv71CJxAuGhe4MhMnisDkCLk/M5Uql8kD/wJ1xu06dv5Cefr8gM/N9dnbN8+cfHj2qePLkfVZWbW5uY0FBc0Fh46vcmqzsihdZZRn3Xp4/cytmR4KXRyiXLWMyuO5bYA5bIOBLpBKlQu6lVPgAKW4PjwC5fJPkA6AOAuFKQIBfwbQVxH8V/iEWh+EO87hiiMWFWSIh3yM0eOfd1Kf9XeOqBdSgIlULBu2yUb+KGdQoKG4JAwnA7zK6AwbYLpM811fcZcsFplwA/+A1rr73ZjNMRwPGPpif4TraZaSH60ncaNaumnVqu1blWF4wjY9ouztmmhuG6z8MvMlreJFZ+eRBycP0oicPSl5kVr0raq+t/jQ0MDcyNDs+ujA9uTI3o16c1y0t6JcXDepVfG5GPTejNuhMQD/Hav5iNX9BjSaDHlwxcIOeAEMEg54A9CHAIKJIMHGkjQby62yC/tr+sAAXQ/DztxvHXy8If2Mf7MI/OO1Bj9CVPc2EFZCmcZ15bkLVWtdXWtBQXtRQ//7jQPfYUO/YaP/kaP/kUO9Ud+twS01/7fvuineNr1+V3rv79HrSXTe3P7q5ffenfQcTPT2DWSw+w50DQzzWD9DfO/85ChZbxkTELI7IHeZ/z+QwESlX7OsXvCdyx8ltMefj4pOOJqYfO30v4cTN42fvJBxLPnDkxtbow3LvKJlXeODW3UdOXXucWZr9qr6guPNtWf+7isGXeS1nLjwK33Y8LOpwwuFrJ07dvnDh4Y3knEePyt4Uf6ytHW9umWtomGponG5pmWv7ON/ZudDdu9zWPlVV/enCxYyAwN08jr9CGeHrv93HL0rhEcoTeHn7R4aEx4VF7g4MjfEL2u7lFyn32CqRhwjFfkKhN4/ryWbL2Ww5hyMD3CeJxIvHlzBZnC3uEIOJwAgHyJzwRZ5yZUjo1j37D1y4fOVh2r28R4/ePXpUlpFR8vBh6dOnlTk5H16++pCVXZHxoDD1Tk7S5fQL51IOJ5yLjtzrqQzicaVg+C8WyWVSD6XC20Ppq1T4KOS+CrmvXO4rkXgJxB6g1Ic5YogtgtgimCNmIULwM8QWQWwBzBGC+C/HPwzx2LBEwFN6eYSeSbzWUte9OK1FNbRmCdUsGbQret2q/mu7nkC1mFGDGtSoKwUASIM7v8uQE1T+oB0AqMHfFgLged0Kqlky6FZwXGc14+tmfN2EOUiDFdP+tRYwaGntinV1yTI7iQ/3qzrbpmur+ooLml5kVl4+n3HmZGri8VtXLjzISMt/k9fQXD8y8GlpYU6/tKBXrWBgBABGgKjBghmtWjWpVZMk7rBbf7Kav1CEE8c2Ua3X4Tot5koBqJECNgcEbsYxkyuwrx0+0PBzgR+IBQD8f10fdoXZNRP9NgUAUoCNdri8BsFMwW5yOC3rVnJds0gMds+01w/1dUzOjqkIveWrz4IJ05o0S/jilGF6XDM/rRvsn6n90JaX++4f/+G/ubm5/UvC0fP+/hEwLGS4cxCYD22Bfwv/LIYAQWQQIgNfSgbE/YGBuLN4LLZMIg/zC9wVFHIgLOpo3L6Lu+IvxOw5sy/h8t5DV/YeuhIafVDuG6nwiwiK3H3k9PVHWSVZubW5b9pf5rc/y2lISXuz+8AV35C9oZEJxxJvnzqXdu7Cg0vXnt299+bF6+bK9yO1jTMVlcPVdeP1DVP1zVOt7TONbVM1dYPvqz/df1AcE3dWLt/m7RsbGh4ftT0hdOsuhUeof+A2EN6+EcAVVyj24/A8gFIAmy1HEAkMi2FYCMNCGOFzeWIY4TGYiDuDxWTBEALDCAeCuTBHzBUoZYqg4NDYvfGnz5xNvXEz886dvLS0gvv3ix4/Ln2eWf70WWnavddXrj46lZhyYN+ZfXtO7Nx+MDR4p6cySCzyAPo5Xp7+Xp7+nh5+cpmPROy5KdEv9ZVKvUVSD75IzuFLEK4I5gjBOQ+qfRbCZyF8kBE264L/IvzDENdV//M4cpHAUyr227fneHlR3fToMtDtAzpZepUBtOsx3aaExib+NSSqIQGrz6BGMR0BClrX8N+Ff5AdwIgbjBJ0K+jyrHZuQrUwpdEukbjWpprHNIuEdonUr1L6VUK/immXjeoVbGpUO/hppa1pvK66H5g1F7yufZRReO70nTOnbl86n34/7fXbN00dbZMzk6hObdWoKK0Gd9GBQYAxIeggAmlDQAfU60gC3yQXoEbSaCBQIwmmjARuAuGiHmAohWP0L+t5l3G4K1x3ol+C39UlAfgHo1NQAoB3s9EOh2nDRm0YVeap4dXBrrnZMY1RbTJhwO/QaiYsNGrFdWbDqkm9TGpWyNlpzaeesZrq1k38H0+8unVrDJcrZTK4HLYQYbAB/+dX8M/ksVhiGBYjiIgJ89wh9hYW4s7iMP4f9t77K6o8W/imZ3rSnRy6oapOnVM5F1VEAQFzbHObWtvU5jbnnBBzRAUxi4iIijlgRlLlk8+pAKgzc+99nvd53j/i/WFT3/5aBU7b47x37l2z1l61oOpUQOuzvztvtUmjy7Cn93G6BmZmDyvsN6Go/4Te/cYOHD5l8MgZQ0bNzOsz2ppRaMsqzC4aPGby7DWbD5buv3igrG7XgZrVG09MnbWpoO9Eq3tAVsGILycvnjpz9ZyF2xYv37d2Y/nOPZcOld0sK797rOLe2YvPz196fqH6RXVt49mqR+Wnb586f3/3/uqpM9b36TeluO+EL0bN+urrJePGzy4oHJZXMNidVejK7G1P76XTOTQam07ngAEBBGFSqYwqlV6p1CmUVJqCTFOoSUpPqCmlSq1SEwSpVlOkmiIJNaUi9WqNWaN3WGy5Ob0GDhk2+aspS+fM3bhk6c4VK/esXXdw3fqDy5aXzvpm9dhxc4YMmzxowNj+fUcW9R4Kszrdrl6ZGb2ys/Kzs/IzM3qlO3MsZhfs9jbq3WZzhtWaYbKmJ/OvVOuQCvhn4J8i9YRKA/wb9ekWU4Zem963+ItdWw/fv/mMC0RZv8gFJD4kckFeYmWI2L9z/ofCIh0RaIkN8IyfE2gJ8Q/WPqiGhC33UFnI+KTWl6Gn91sa7rx68cjX8px5/tD7ssH/6knw1RN/4xPvs4dNDXdf3L/9ou5yQ/XFB6cr6k+eqLt47m7t5UcXzt46cvDCrpLyXSXlh/afOX/mxp2bLxuf00FfTOTf+r1CwM+HgiIdklgmjIRjIzwXFYX2sPw6GnkLM04FPiJLMdg1AqhLYhT2kcEPiH+BDwt8WBS+q19CFns8J9pl2KMKyAT+ExaZQ1QV5x9eTeYiEb4jzL1hvBEYqdb8LMj6I1GhMya1Q7gBFiLGxL+EhT8D/48eNF6vu//pj3+ZkvLJr2bMXjp48Biz2aUmDHqdRaPSQv1Pt/wrUg3QbE+otSqCVJMakjIo1QYlYTWa8oyW3mZbUVbusOxeQ7N7DS7sPya/77jCAV+68wbp7bkGZ64zt8/gUV8tXL59667KQ8ev7z18ddmaI+Mmr8zKH2109HHlDh3x5bzJ01fP+bbk2+V7l689umHbqe27LpXuu7L/yI2KMw2V5xsqzzecq3564vTtI+XXz1Q9Onzi5tLVh8dNXDZ89NxJXy9furp0waKNg4dP7NNvpDur0O0ucDpzYHmRXmcj1UalUveOqDRKlUahJNWkjlBThJpSUySpoUiNWk0RKjVBaPSk1kTprBq9w2TJzsrpP3DQpLHj5s2YuXrO3A3zF2yePWf9pMnfDh3+VWHxyNy8QYUFQ/Jy+2VlFLpdvdyuXrBvNzsrP8Od60rPttsyjQaHhrRSaptOk24wuPV6O+T2EfnJ/IMv0KUC/ov412qMakKr05oJlVansRt0TmWa0Z3ee+n8dZfP3/A2sSEPxwUkaFMTaB7nv8tFD4VFOsKHRNrHhrwMHxLRmA104MOZDyoAQlzQViDSHd4mtuHOqxs1j+qqHl6vbrhy/t6VC3dqL969WnWnturWlYs3Lp+/VnXuetW5mzWXHlypbrha03DvdvPLZ6HnTwJ3bzXW1T64dvXh3dsvnj/1tbVwfq8UCkRYOhoKiqEgD0KHBIYWOVYGDx9qB2CieSz6BqabowM/ocoQvx/xL/BhUGFoI3hMfA0rz2FfKFqCDoMPokInDj/aYg6xD1g0ivMfkzriadcO1hdte8m9bPA3PQ34W9h2ubNd7oAQY1dYgX8t82+DXvnFM9/D+y/v3n76o09+kZLyo998M2/FsC8m2Wy5lNpi0Dk1SgOl1EIJwLsqQE+o9GmfaVQKg5owECoNQZBQGUqRJoXCqNe5tfpMvTHb6Sp2ZRS7M4sLi79w5w7OLhhucxeTBjdlcpvT8/oOHjdr/rp1m48cOnb1wJGry1cfGjdpSU7BKGt6v8xew0eN/3by9NUz522dvXDHvMW7l689umnHmZK9l0r2XD5acRuk4uz9wyduHCirPXvpyfGTdzduPTVzzpYvJy+dOXfD1h0n1m7YP2rszKHDJ+XmDczJ6ZeZWajTOWCFjk5rVRMGmBQCZj+lMVIag0ZrJNRaNakhKS2l0Wl0WkqrUVOkiiC1OpPWYDUYHBq9Q6dzWGy5BflDBg6eMGnigq+mLP566pJx42cPHjQhN2+Q21WUnl6QnVnkdvWCKZ0Oe4bTkel0ZNptbhCL2WXQ2zWklVJbtJRDr3Wo1UYVDFMk9WpST1AGkjKoNUZCrfvuHtKk1pgpykxR5v8C/uMTytWEVkMZ01LVFGnSkNY//p4w6t1fT55fXnax8YnX08JwAUnkIgItsjQX5mWBE0VG4hjwzCUoDeCCQsjLBD00FxQgoBUTX4OdD2MzkRUAAQKJicrC6wj/1t8mNdxprj5/98zxqxVltTs3HSvddnx/yckjB85WllWdO1V75eKN2uo7tdV3799pevk02Pic9rYIAvdG5v9MB6OPHzQ/aWhtfhkK+GQ2FAkFZDogM7QcFjtFISpyEY6VeUbmubDIRUQhygQFngvLQkzgIxIfDcsdUblTEmMsLfCcLItRWYpJQoTnZIGTeU7mWUkUItFwRyTcIYtRgQ8LnCyw3/EPKiAqdAL2iP/O8J8T+Mfhh1gJCp3i/Hf1BXAxkeuQuDcC85r2RNteMq0vaF8zI7PgTwm0j/G1hdqag61NoZZGuvkVfe/Oi/rrD2/ffPxJyr+lpHz6hwWLNk6YNC87a5Ba6dRRbp3KrvpMq1XqtCpKq6I0XaLVqHSkykAp9GqlHiwCtUqjVnVZB3qN1aC1GXVOkz7dYnTbzG67JcNuzbY7C+zpRRZ7gdaQRWgcWmOGO6t/YZ9Rs+asWbfxQOme06vX7Z80ZdHAIZOL+o7tXTx25LgFX05a/tW0tV/P3DD9m01zFuxYturguk0ndu27vOfA5b0Ha/YcuLxr36W9B2vKym9Wnn1woerJ7r1V8xdunzpt9fyF29euPbxq1YF58zePHDV7wMDJub2Gpbv72J0FVkuuXu8iSQsU5ENMTqXUqOMDMDSUEYrzSLVOqzHqtCaK1BMqrZowqFR6QmlUq806jd1iyXQ5CzIzi/v1GTF48LjhQycMX1q5fQAAIABJREFUGDA6v9fAzMzi3Ox+hQWD8vP65mQXpDuzzCYHDNWB4XxoJgcwhtb7qgkdodZ9z9v3COr/Q1VAcYa7lw/VC0jLoPGEMMhg6KCJ27ccbbjf6vNIbc10W2uICQoCH2ZpgaEFNiQytMiGZIaWYRuvxIa5IE/7WC4oQGOvEIrSXp71y1BBDEO4ofJPoCWJb5eE11yovamRvn395dlTN/eVntmw5uDi+VsXL9i2buXefbtPnT9dd73u4YO7z582NHuaOZ7uiIl/kfm3Mvta4t5ITGfILzU9Aw0VZkMRxicFfaIQispCB8wCERk54VagJYENR8X2qNzZEX4dlTujYrsMJYkwLwzSllIH3C9zEQnibVClFw9zckEB6TKw/JEgzx/ieVAEBaUQECLpSmqwYeAf8v+gAl5H33aEX0ekDknsEIR2nm1n6XYmEA35wiGPFGwTGZ8ksx0C29700n+97uGFc9fOnr169uzVI4dOnzl15eqVe3W1d1NSfpGS8ukfvl2+dfqslUXF4/TaXgZtrp5I1ygtWoVBq9RqVZRWpUb8x02DbkSnNujUBgNlMmrMZp3VorfZjA6LMd1iyTZZcgymHEqbrlI7KG26zdE7K6f/2C+/mbdgzdr1e5at2Dp12uIRo6YOHDyhT99xw76YOWLMwnETl02aunrK9HUzZm+e9+3ORcv2rlx7BHaHbtx6cvP2Uzt2nd97sObosbrTp++Wlp6dP3/b5MnL583bvmlT+ebNFcuX750yZeXYcfMHD5la3GdsXsGwjKy+ZmsOpbPDjBNEiDo+lkenNVPxaXnwLYfLYM43jN/TUjaTwWW3ZruceXm5/QoLBhUXDinIG5CVUehy5mW4CnKyCzPceenOLLQwBz+cEf/oTX/A+fwe/vHC/n88/2ad1qzXOooKvlizctedmy8DPiihleiQxNBiKMiDLQ15ciiYk8U3UaGTD4m0l+cCEnS/S0xnyCNxgahId4h0B2zdCHPtIiMHfaynJeT1MC1NTMPDlqs1DRXHr5ZsLV+9fN+COVtWLCndub387Kkbd249f/HM09bCBPx8sI0X6VhUeCOzHdCJIDHtjE9qeeEPtHJ8MCKEooxPor0iH4zAeC84YBMEZStQBA7O5ITMfEKUDrnrSHD+kcOPDnA81QcREPgh3t7XFQqBhAjwD9XToD4iUocodnBiO893sGyMDUXogEx7ZZityAWi3hah/vrjfXvKly/bMnf+6rnzVy9bsnHPrmOXL926ffPpJyn/lpLy498uX1u6ZPmOMWPnpjv6m/R5epXbQDo+lH8QLaFHWsCktRh1dp0uXaNLJzVOgrQpCStB2rR6t9GcVVA4bPiIyVOnfTtj1pIpXy8cN37msC8m9x/4ZZ9+EwcM+nro8Fmjxsz/csLiiZOXfTV15ZSvV309fc2MWetnz928cFHJ8pX71m8s27ajsnT3ucOHr2zddmLmzPUjR879+uvVmzYdLy09u3HjsSVLds2bv3na9JUTJi4YMWpa3/6j3ZnFRksGmp+J06gmdFDZmjAekyINMOGXJMxQyRsPfXdN44Y9fLCEy2bJctizzKZ02K6FW+NQh5tQn5vw698pyBFAr/kP4h9UQNfcAY3d5Sj6ZsbKc6evv3we8HnEoF8KBcVgQAgGBDok8VxUEl6HpbcR+a+wBkMIRf0tbOvLkL+FF4KvJfptoDny8lEw0BwJtcb8zZKnkfW+4vwtfOvLwNOG5tv1D+/dfXL/7stb9U+vVN8/VXF9b+mZjWsPrV6+p3T7yXOnbz2429zWwrN0VBbfRCNv+WAEepBEOiYx7WGuE2oTvU007RVFOibSMdYvMz6JD0agThncjW4Fr0dAJQkJKgC0AEpkAK6oPgdin3B641oDefWoDgLXHWhKEugOvDkaf9OI1CFJnbzUIQidHAfzTsPw14FKbWmkz5+tW7Rw3cABY3N6DeyVP3jo4C+XLdl44dy1Z088n/7o1ykpP/rNqg17Nmw+9M3sdYUFY6ym3qTCqVPZtQpTnH+AX6tRGv4m/xqVTqc26EkjqACD1kZRVoK04aJSW1Vqq9Gc5cooKiwePmTYhJGjp44YNWXw0PF9+o3K6z0qr2B0fu8xRX3GDxg0Zciw6UOHzxg6fMbwEbOGj5g1cvSc8RMXzZi1dtGSkjXrDm7acmxn6am16w5OmrykuHjiiBFzVq06sGfPhZKS05u3HFu77uCy5aXzF2ycNmPpyNFf5/ceYnPmovnZ6IQHVBIG6YKCUBM6rcaC86/T2I36dLPRDVv3YN82bN006Jz4fD6cf2j+Ty7R/4jSU/3/P4J/bO6gxWTIHDl86o6tR65dfdj4oksFBAMCHQwzoQhLRzmmg2c7efY1z7zl6Dd8oN3fLLS+YP3NEud7Tbd1Pn8Qqq95/uiWp+G25+HN1nvXG+/Xv3xws/F23eOaqltV5+uu1NTfuPbgVv2TWzeeX6t9cv7M7WNHLh8/cuVy1cPHD31tzWLQH+GYGNTeyWyHxLQLoagQiiJFwPrlkEeACRwwvZv1y1ygKx/Rk8CMHVS8gGuBZBWAphigtmW4BvGfYEpApBMZ9li5dBhr7xX5kAi2Ay7IcAiL7aLYAfzzfAfPxDg6ygcjXCAs0h0y+9rbwl84d23enJX5eYOt9rx0dxFUbZw9XdvSxPziZ39ISfnk1yvX796649iKlbtHfjErM30QqXCpUk0apUmj0mlU2vjhryVVBlLVI/9aQg+HP4LfpLUYtDYNCWl2C0VZNRobSVpUKqNCoVerzSRpMRpdGRm9e/ceVFw8tKhoSH7vIVm5Q1yZgxyu/k73gMycob0KRuYXjs4vHN2n/4TifuOL+40fOGTK6HFzp89avWjpjpVr9m7ZemzFyt1jx83Lzhnet9/Ebxdt37X7zO49Z7fvqNi0uWz1mn1Llm6fPXf1uPGzivuOcGX2NpvSTUY7PiEfzcOF9dg2q8tscsDES6WC6prATRjUhAG28RkNDti6hzZtGPR2vc4GWQYcEtwmx2N1+BH9cfn/nvD/YP6TVIBFQzqKe49YvmTrpYs3m1/RUHsf8Ik828kxHVCEzwQ72dBrjv4zz/wlzPw753sdbGn3N0W9jZHnD0J1F5+eOnr9dNmNCxV3qirvVZ26c/nsvbqqhivn750/ff1qze36G/fv333+9HFb43Mapuhev/r03u3WVy+4oK8j4At7Wnmfh2eZsCi0R/gOkY7wQVmku3KHMHEURgnCnDKRjsA97zn8wQXgggIb4NkAD1UJgHG3VkDy/AJUuQS6Ay5IOOSTix0h8YGbAKhoMuHpYT4q8VGw/wWhnedjAhvlmUhc93XK7Gtfq1BTfXvp4g19+45Idxdl5fR3p/eeMnlu+fGLTY2hLv6Xri7ZuuPY5m3HZs/aMKDfJKMmV/m5WaO0/J38GzVmg9ZCkSaKMlOUFW5J0qRSGRUKrVJpSE2llEqDTmezWDLt9iyXKz87u9iVUWx19DaYc3XGbKOll81Z6HT3Sc/om5M3JCdvSG7+0PzCL/oPGj9q7Myp05fMmb925eqd8+ZvGP7FNHfGoPyCUdNnrN60uaxkZ+WGjUdWrd67aPHWOfPWfD19yeix04v7jsjKKrJZMyxmJxqzjXxao8FmtaRDZa7Vko74R/BDxE6vs5mMTovZhe/hMujtOq2VIk1q4h348fm8CUoBD0B8dPmb8P89/L+r4MwkYcvJHDB39oqqC/UBnywJb+lg1NPKc0wHdNqF/O1BX0fQ1xHyvwn537S9kF49Zhtue29cfnah4s6xfZf3bD2zY335wZ0Xyw/Wnjtx69Lpu1cvNtypa7x/o/n2jecvn3leNXpbmkLeNi4UiIb87U0v2Yf3Wl694OhAh8T/NeiPtDSFPG00DPCR2ZgQCqOFovAzJMkg/A5zvtH98SaCRAEUgUDcFcfxw1UAbslDuQ5ezoAsAmQg4CYA6ufHx3vgkX/cLkDvDlNPeT7GCjGej3FcFPiP+zgR1h/xNHP11xu2bNr7xReTMrL6ujP7ZGf2GTv665Lth27ffPrTT3+bkvKjXy9ctmXT1iO7953duP7olMlLs9IHaginRmnRKA3AP0loSeJv8E8qNKRCAy6ARqUDXaBRo7nXJlKtJ1R6lVKjUupUSg2h0ivSSJUSAtdmijSYjE6Xq5fFlmu05miNGZTeReldWmOG3pxlsGTb0gucGUXu7L5ZvQb06j2kuP+ooSMmjxk/c8rXC8eNnVVUOMJhL8rKHDh65DcL5m1auXzXsiUl8+dunD5t2aSJ88aNnTVs6MSiomHZ2cUOexZss0fww2JspyPTlZ6d4c6F0L1WY3p3HoYJZu/Dvi2zKR1WbsKmPRjpBZYCHoRDoQS0qweN6E+IPvz/w/zH4h8Tk5Zy2K29xo6edvjg6RfP/HQw5vfKrc2c3yv7PRFfW9jTEm56yT97TD+867t3u/XapceXz945eeRKycayFQt3LJm7Ze2SvTvWHz919PqVcw1361oabntfPKQ9L+VQa0fIF+OZGMfKDC2zdJRnO1m6o6WJbXjY0vichv1fHNPh9wp0SILZfnDaC6EwoM4HZS4goSGiaLA/GljQE//vNB1gkhDkQyoAwYk/EQGM4AfsEyodcMWBDAcU+UOWCIoFIGUhsGGODzN8mOOiHBflmQjin/FJjE8K+cIvnvkqTlTNnLk4v/cQp6t3hquwb/EXC+evrqyo/lHKL1NSfvybuUs2rt188ODh6j17Lny7YHtR/hiTNkejsCbxr3sP/6rP1arP1UQqSaSS6jQK1AHRtTpQqyZ0KqUmLVWd+jmhSCMh8QZRMZ3WTKr1SgWl1Ziczhy9yaUzubRGN6V3kDqnWmtTax1qrU1rdJvt2emZRRk5xRk5fbPz+hUUD+s3YPTAgWOKCoenO3sb9Fk2a37fPmMnfLlg5vRVc2evn/b10i/HzRnxxdShQyYM6D+md+8h2dnFTkc28A8EaiijQW81mxxQpZOZ0cthz+jqcqOMOq0Z9nCibbw6rdWgt4MKAIFNm0hHoIM9Ib+IBxdQrPF/AP9GvVuvdRUWDF21YtuVy3dfPPM3v2Jam7mml2xzI9f0kn/xlH5w13O15smZkzdPlF05X3G9sqx67/by5Qu2zJy8bN70NTs2lJ0+du321cYXD+lAc4zxvOZ8ryPsf7yJ/J+3Hf83Kr+RpXaei0InP0u3tzQxjx40PX/qY+n2zvb/HZH/DIV6khjjWJn1i6xfFOkIrPQAOx/GkwL/+KqP9/OfEMkHaFE1boKfj4bzoLgdfm4j5x/xj9x7WCKG6oJR/B8vguaCAuPnUBwRvQ7PyCwn05zMshGWjeD8C6GoSMfCwp95tvNW/ZO1a0sGDx2fmd3XZsnJcBVO+HLmnl3HUlJ+kZLy41/NW7ph/dbD20tO7tp1bueOU9OnrDIb8imVQ600kiodoaQIJWXQmfU6y+d/VCYc+KRCo06jehJVGqVWdv/9635JDqknKBNBmQjKoiKNKtKsVBuUapNSbdAanDqjQ29yGS0usy3LYs+0OXNtztz09DyrNcdgcOt1bps1P6/XkKFDvho3dvaQwZP79/uyuGh0n+JR/fqO6lM8Ii9vYGZmocOeZbO6jAZbPLxnspidTkdmXq+irMw8u80NLS4oIoA25MEaPJPRbjY5oKTfZLSjSCHy8N+dpdW1Wget5cMjiygumJC3A0mI56F/N1ArCGD0vj1xrlRQ3Qq8DrwUrg56qi/qmf90ncaZndnny7HT164uqbpQ/+yx/2mD7+b1F9evPr1a86Tm0qPqiw8uXbh/8dzdC2dvVZ2+VnWmrrKsaufmg6uXbNu6bt+FkzeeP/BzvtdC4G2Y/UuU//co/5cw+1akO5hgWGCjdEgIBjiOjchSp8B1eFrZp49bvG1CKCDDjA2OjbCMxHNhSYzhtjpuRUN/QQJX6GK4Hvf50UYw/BhHMCePKsRndcHrgCJAs7qh2BFN9UFVz+A+oKFg320QjpsMqC0CT0nAz2xI5IVIkBGDIT5ECwIblvioSEegG8LfQjPBMM+2P33ccuTIqanTFmbl9MvLHWA1Z+dm99uwrvRHKb9MSfnFHxav3rZl5/GSPWcOHLp85Ejd8sV7CnJHmrQ5lMpKEUYNqVerNFrKoNWYFGnkB/Gv/kD+SbWeJE0EZVKRRhCl2gCCCuChPV5vcupNToM53WJxGwzpFGWlKLvRkJnh7ltcNHLI4Mn9+o4rKhyVnzc0P29o74KhvQuG5uT0c7sLnI5sm9Vl0Fvh7cDyz8kuKMjvk52Vb7O6wB7BTXd8VW7Cmk3ckk/+W9BqPbRjGzf+UV6w29RAT/wnHODosp74R5x3K8nmwA/gn1LbLKas4sJhX02aW1py9Er1/Rt1T86fuXnh7K2L5+5Wnb9XffFBzaUHV2sartU2PH/U+uxh4736x1Vnak8cPnumvPrhrZfQ0tMlTKfEdEpMu0jHeCbC0RIU53KsLIkdPBf1epiXL9qCfollwgIfE/gIx8rQjcdz4QT+kQpA/jZiGPfPE4xtmLeFdARKAeBRAMjndVurnxAjgGdBjhAf3QEXoPEHUCCE9qCgF0SfKuFziozM0RIvRGhOphmRZkSekYX4LEbWLwbbWDYUEbiO5lfBixevLVm2qf/AMbnZ/dId+U573leT5qSk/CIl5d/+uGTdji2lJ3bsPn34aN3Zsw93l5wbP2Z+hqOvVm1XK/U6ygSFcV0W+4fz361QhD5ZSLWepLqWi6tJPaHWJQh6iKQMIFqNiSJN0JuoIe1Wc06mq29ezuD83CE5mQMy0vtkpPfJyuiTndk3w1WY7ujlsGdZzE7Iz2s1JqslPSe7oLhoQGHvftlZ+VZLOj5Lm1TrkyftJ9vwOEX44Y/4B/jxzZzoiT3lBZPv6cl6fz//79EL3b7ah/JvMrgIpZEkrBZTVmHB0IXz11Qcv3yl+iFsubtd33j/Tsuj+56nDb6ml6ynlYe6VNrLNz5peXj72ZP7jcE2sUP+95j4F8jVg8UOtq7ER+kgFwpydIjnWEngIywj+X1Ma4ufZcJw4McbckWGFlgmEX6kAvAA23fxsySuErQAiv+DCkDKBeXkUfw/uXUPHoJ3xKd3oUmHQDj+dOgFQtlEPCKIWx+oNFhgw7wQZsUwx4cZVmJDIhevNeKDMuMTeCYG4wkfP24+cPjk1zMWFBYMycsdYLPkFOQNSkn5RUrKT3+7cNWW9duObN5RfuDQlaqq5yfKbi5esGNA8Xij1q34XEsRelKtUypIMBrVH8g/gaIA7wqsl+tG1InwqwititDiP4NA6w7mbOtIwqzXpltM2XZLvstR5LAWWIy5FmOuzZLrsOXZrbk2S5bJ6ESnsdnkcKVnF+T36dd3cEF+nwx3rsloR3F7wBtfqomH8RHAyJzG+UdpBRz+ZP6Tz3nE+T/a/0+GH33yDxKz0U0SZpKwaimHO71w5vTFleVX7tx89bQh8OoF52mRfG1hv1cOBaIC9zoa/guMrJDYMO1jfc2hQCsjhKLt0p9j4tsI/xr4hyEiIiMLnBz0M8EAC2wD5KEgHwywPAcNdl3NdhwrwaMJtjqS5PO5C6GkIh+QhHAAugy3IFBZDp6TTxjdgdx7yBEmlxWiCSh4KRGU94Wxab94BgH9LSIXEcQIL0dFKcZyMh3gmaAQ5qMd4deQBBXY9rD0Nhr+C8vGrtU/3Lxt76gRX/UpGp7uyHc5C372k9+lpPzkN/NXbFq39ejmHSf3H6itqnp+8dyTnTtOTZm0ONNdrEjVqZQaNaFVKSmFkkr9nPhQ/sk0XbcC1UQJQqoMXVGAd+FXEdoEowDdD+N0CZVWTRhIwqwh7TpNul7rMumzDdpMHeXWki691mXUZ5gMGSaDS0N1LbGwmJ0Oe0ZmRq/8vOLiogG5Ob3TnVmQF3hnH67GqNW8M7oTJD7JmwRB431x+JMPf5x/3GtIxvg9cbhkvwA/zP8e+H8A/xZThk5j12vTDTqXy9l7+tffnqmse/LI2/icbmsWoSjY7xUCPpFlwpLY0XW0BiFQJ6Nt32HuDZTu4PM82JAY8NHAPwhNsywjcpzAsRLPi9CBj1QAQwsiIyGBueAwJjBpfGCX4DW/eI4twY7A7fmEiCDyJpLLBMH4x9uc0WviuiOhmrhb/hOKhbtCgEIszn+U42UmKAD/nZE3MDdB5GKR8JuO9r92dPx7Uyt97mLdooVrB/Qb5XIWZLgKf/Vvn6Wk/Pz3C1Zu3lRyomTv+QMHr547/6z28qszlffWr9k/cvhUqzlTTcRVAKH97E/Kj8U/pdAni1qpVxOGZPiVKg3iP9EvUGkIglQTEFAwUmoLpbZRajtFOJFoSIeWcuo0Tr3WQaj0sMTKakl3OjLdrpyc7IK8XkUo8o/4B4EZuMC8mtCqv9M43/EP8FOkXqsxdmv5g+cP8Cc36iTDnxyWQ4jiNUXIvYeFAj+M/L8Hfoo0mAwumGVg1Lsdtrwpk+edPFHT8KCtuZHztAoBnxwKyMGAEAryLCMJfIQN8IxPYP0iFOpKTKdId/DBmBDsEOkOiemMF/CFuYBEB/hQgA0FORCaZhmG4zhBFGWeFzlO4DiB50XEPx3iYeIYEjR3EM3hgam7SDUgXzpBCySc8/jMMrw5LyHsl+BHgH0Blf/oDEchANxwQF1APdn/OPxIBQD/nBQRxAjHyxwt8ci54DuAfxhJ2tn5H6zQ8eR52/Gy85MmfFOQNygvd8DPfvK7lJRf/H7e8o2bd5bvPnhp3/4rx0/crbn06mpN48kTdUsXbR7Qb4TJaFcqKFKtozTGzz9TfSj/6lStOlWfLJTCmCxd/BMGgjCoVHoQvF0f3alS6QnCQIBjoiRUSgBATyiNhNKsUphUCjOhtJCEjVLb42KDaZwaygh7bMAEcLtysjLzMty5DnuGyWhHu/QAYGA+gXxcBUCTLHTIGvQWPOyP4P8+/CdE7HqK8+FPh4vBAfnQ+N9HgZ8iDTqNnVJb9Np0ncZpNedMmjC7/Fj1o/utfq8c8IXpYJSloxwrc6zEczLPybSXp70i65eFULvMvpbo10Kwg/VF+UCnEOwQQ52gEYRQlA9GmKDEBIVQkAsG6WCQDoUYluUFQRBFURRFnudBBQiCxPMiHeL9Pjo+cUDggjyMBkWGAOIfjSQF/lEgELfzE2p+UbAgGf6EmpzkGh6U9g/Ht3fCK+PlAKgFqKf4X0/8i1KUFcMsJ7GcJPJh2IYMdQoCLYlcDCaUyvJrKfJnmos9aWgtLTkyY9q3I7+Y/KOUX6akfPrrWYvWbNh+dPeBCyW7L+zbf+XcucdXrzbV1T7fVXpi4sRv0p05ijSSVOu0OlNaKoECeMiTV0GerxvscdEn3FIKI6XQJ9wm84/IT02l0tI0aWkahUKrUGi71AGhTUsl0lIJRZpakUYqFZQiTaNI1SlSdYpUg0photQ2DWmn1DaSsEIBP0WagG0o+zGbHE5HJgznQn17VLw0QKsxJTMPgjQCOvkNeovRYAWQdJRJr7MYdVaD3gq3eo1ZqzHpKJOGMmpJI0UaNGoDqdaTKp2a0JEqHaHSqpValVJDKDQQZ4F74FFS3RUfhVeA58L1qjRKkUai6xNuVWmUUkEl36L3hVeGz/MD+CfVRkJp1JBWLeWwmrMnT5xz6mTNsyden0fyeUSYrhMMcMEA6/fRPm8o2MaGPALjk8Dy54MxxhsJtkpCsEMIdgihdiHUVb0vhKIiHeFoiQ7xQT8TCIToIMeyvMhLoihH5KgoyjwrcJwgcDLLiEE/42n1I/jZAIerAKAdTSXlQ0LcNIigpD0e5IOYH55vg1ggXtuDW/KoCzAh0ADePqiPiBCD6X0Q3UDpPcAVUoM95f964l8SoywnMbTAsZIkRMJSDIIXkHcUuVhY7IRBZuHwm1js3zkmVn/94Z5dR+fOXvqTH/8mJeXT3yxeuXXj9sN7D58/dOxKxZk7Z88/uHL15cWqhyfKa9eu3zV8+Hi93v7HP6URBGmx2JQKEv7jlQpKkaaGsZB/+mOaSkGqFKQqjVKmkspUjTJVp/hcq/hcS6bpSIUm+ZZS6CmlNuG2p2Qhbq8mHGvd5cn075WuV6O6FnLbrJZ0u81tNjkgn4di6UAyvGzyyYleBw/4aSijjjLpKJNRY9bHK6BNWotBa6Eg66HUEvHKKKiPQPd/z1uNSqdWakmFRpVGkQqNWqnVEnqN2tDT6xOppDKVTL6FR+FKeJ2uV/hA/vU6i05rRRMNJ46fdbzs/K36Jy1NTNAfDvjEoF/i2EjAz3raggIfEWgJrQkBVx8CfqxfZHwC7eVpL3IQZOBQYMMiI4cCLOPnRD4c5iMcI/IhgaUFPiQwIZ4LCnSAR4X63Yb08fvR8Ysn+YFwfFQpMgQYPwflN3juHaBF5jpO7Ltxwa5VPxIrR8XY2/Y/v46+kbkwbpug6eb4/F+8TQh9HlRiiJIUEkQB2bAU902k+FYV5GLIsBlR7myP/FmWOjk28uD+s21bS1NSfpKS8uPfLl25dfO2o/uOXDh07Er56Zunzj2srm2su950ufbJseM1i5ZsLC4eSmmMakJrMtrSFCSMzVGqNGkKtYrQKJXEZ5+lqpSUSkmBLaBK0ytTdcrPDcpUnTpV261f0G0RYXzQWI/8J9//N/PkPb0aXvxntXTTtAtUJ9Tzoecm8w8qQE92iYEyoT4Io8asUemSU6dQMf2eeupkgdcBtwueDqXWPeVloSIzWbqiM+9+DLVS+6FWANRKQk2kyeAaMXzCvj0n6q83vHoZ9Hslv1cI+iWBj9Ehyeelee6dCX+IOuAWfmD8MESYgxOYCwrwXYd74MjFI/NwDZKE10eeOaIa76tFpjhchk8fxflHmgWvKUKleKBBEmKECGPAW2JlPiRIrAwzf8FJwflPWHCAFwsjjYM3IKCPgccgkcWB/hD8I8Wkjlj4dSz89s9v/7cstV+ru/VzvA9VAAAgAElEQVSLn/86JeXHf1y8smTjtuN7D1UdPFp3rPJ2+elH56sbr97wXL/lvXajuexE7azZy91ZhSRp0mgsqakUQRgojZFQ6xRKUqEklUoiNVXRZRV3+QUGVZpelWpUpek/lH+wft9TqdJT7Op78p9wdKP6PJTPR+E3xH+3mfkE5xzxAH1QwCR0Q4FAW0SyFuiJ/57iKQmPQsOFltD/V/FvNjkIlZYiTQa9Xa91FBcOWb9259Ur95oaQzAOJBSQJbEDTADEPw4nMIxsbMQ/AA8XQw0sXIa+3wn5ueRiHnRIJnT1As/wyjCJEBBC/XaR+O5d0FD49chekLBGXfQXJaAY5qPAOSzqg3W9EitzQR75JmjBCUhC0BFxjvcRJuQvcaWA/l7Gz8E/F/pgESEWlTtFLvbXv/yf//Wf/28wwP38Z79KSfnks2+X7Vy/5Xjp/kt7DtUeOnbraPm9ynPPz118WV3bcvNWoLausWRn+YhR00yWHIKwpKXpCMJAUWY1qVcoqTSFGiJwXUGyrjPcSCgMRJqJUBiIzzXdfv+6PdwgmtBTvWq38bAfxj/SKcjPT4ioJ/CfLAma6LsoGjYKAbVCaQk9+hWpgPfz3xO36PBHAL+f/7+Rnfm7+XfYMyDzYjQ4DDpnprv3/Lkrz5+ta2vheLaTY2JMKCKJHQIfo0OCKES/29XxbqUNUgRAPjr/UWUu4jzBUe/W2k8oxcUVBBvgYQApmPT+1iAXFIAfIT6YPILt3kUWCnxsFMnHH2X8XHL8P65TujIReCQC1AEX5IF/BD/kI3EVgOJ/3fYRgymEqpvwf6WghwYVgP6Jwnw0InWIXOzN6//8z//4v+2xtykpn6akpHw+f8muVRuOb91VtX3P5d0Hb+w9fLvs5OOK08/PXGysvea7cTtw+uy9pStKi/qO1ehcarUVhmeqST24AEoFiSLkUMOjVhrVSuPH5b/beDiVVDz3/flHOgX38z+U/2QV0C1XSB0kU/qh/CO20a/gAvxX8Z/uzNLrLBrKbDG7zEa33Zo94cuZhw5UNjWGRP5NWHrLs+3AP8tIstSeEFdPLrZD5CfUuuOXdUs+XifXE//gzAc9dKAtBCog6KFRVB8eRR4HAg+3/xN6e+FRMCKSzRCwzxOSCPArmikgv9vSh9cX47mGnuYIvId/GLKIHJ8wHw2L7e2RP79987/+8z/+77//9f8B/tPmLildvq5s445zm3ZU7dhTt3Nf/aHjj06dazpX1XK51ltX76+73nKk7Mq0masycwYaTJkajY0gTBCiVygpQqXVUAbEP0wKRvz3ZP/3xH9P9n+3Nv8POP8JLGfWVdFI6JKfjt4o+R2T3+idHD5mXXerCBLg/AH841Y9cgF64r+nOMLH4t9uc5uMdr3OZjG7rOZMs9E9sP/o1Su31V9v8HnEsPRW4DpEoR1adCLhzuS8GjLv2XgMD5+3gb7TgDRy8hOOWRywbu1/ZDsg/uGEZAO8GN9KxAUF2sfCUY80DjJJujVG0AV4DAJ/FGX+QHHAy+JzgfBoX0JPId4OjNcdv9MC3IP9H/IyeDS0S3FIHTwTCcuvX3f+tbPjLykpn6ak/Dht3tKdS9ceWrOtcs3WM5tKa7btub6v7MHxU8/PVDWfu9R0tupFTV1T1ZUnG7aWjRg90+kq1OtdSqVJqTSoVHqowNVpzV3JsC4fXkcodITC8B7+u5UP6hf8Yf5/Av94DC/Bz0eRf/waZCP0+PrvOtgJBKI7cXv+g/x/xD90W/+X86/TmoF/o8FhMWXotY7szD5fTZqzb8+J+3dfsnRU5Dt74j8hlJ1Qb48IhF8BbxQRTGizQfy/J/6H/Av8/EeEwEmObGakL8BfQHoBqQP4FX1yuAd9eKQI4FiGWCMc+7DMG94F9ALa/5FQ5Ac9AgnF/8lzBLqN/yGHBff/I1IHHYBCzBhDi5+k/CQl5aep85fvWLxu3+pt5au3ntq48+K2vbX7jt3be/j2idNPyk83HCm/de5Sw9X6V/uPXJo+a2VWzkCjIVORZlIojARhUqn0pNqo11kIlRaL/+kIhU6Vplel9RjH/lD+sYTzh/XJ/U3+8ehdshZItj6S45Hfh/9k8mFiwn93/gmV1miw6XU2ndZqMri0lM1qzh48cOzib9dVXbjh8/AC1yGJHSwTZmgxmX+8lgaFAPCWGwhlsQEembvAP34M4vy/J//XLf/d6h2wBbpqkAN8yMug4xR+Rs9FnxwPW+BaAP4oMDFERg55GdrHwh8ixmv1oO0H+Md7B3D+8SpA3C/Af8Dzf8i5QDZFVGyPyp2dsb9GI29lqd3npX/+s1+lpPz413OXbVqz48i6khPrSip2H607XHlv58G6PYevHzh2c9eBmk07TpXuO3e88vq+IxdWrd01bvzswYO+tFpy09IMJGkxGBwayvxdPOwd/rWqtO6/3D1+6ZXa1D+pAEulgvr8M1VaqlqrMdmsruysfJirD5O54B0/+5MSponAu4M9DyG99+gFPKdAxrt0YVw/XA+ZPPLDm+oIVc9/2vc2gn6YfNC/Mx6exAXct+Q4C6o7TJb4BUaKNMFwVIspy2bJ+WLYxA3rSu/cesIxMZ6LBvx8KMhLYgyl2VFNG3Juu5UEozrB88ejA8mxAPxURPBD8A84BF0ALgA6VMHiQJl/dDEyp6X4MN/kUV9CfF4Y+tgSE02odGB8AhQ4SEwUhhGhgWXt0hs5PjgY9QuCV4I0Js6/iPU148wjNRHBVgZ0Rt5EpI6o/EYU2kUhGpY7fvTJT1NSfvqrGQtXrti0Z9Oe8pJDFw6evH7o5O3t+6v3l9Xv3H952ZpDk6at+nLyoulzVs9euG7WnFUrVpXMnbO6f7+xep1brbZqNDaYe/Ox+FemkvDlUyqo1M8JlVJjMtrdrpxBA4f3KR7oduVQpEGR9t01KIyHQnpqQvd+/onuhvP8i/+/n38tZTPonGZjptWc3Tt/8KwZi4+XnW14+MrrYYIBgaFFgY+gkxYy8ADP+/nvNsmHzvyExFtP/EvxIj/8fMbz5MjZRlkAZPwn8x/Ghnaj+FxySQIb4Pmg3K0IoTCMJApz7aAgZDYWFTpxpwa3iXA9iBwcdLwL2JzChH8HtDXsdfRtLPw6Ir2GLcZx/n/+6wkz58xesnZj6dHdRy7uK7tcerB6/faT23ZdWLbm0PivluUVjbU5+zrd/Yr6jRw5dtq27cc2bTw4dcrirMz+Wq2TJC0wG/Nd/iGS/0P4h4pXYDstVa0mdFZLelZm3qCBw4sK+6c7szSUERnkCaNsvs/5j/9KYiM6oPL/X/x/KP9xp+k7/k2GDIspy+UsGNh/9ML5K48dPXP/3lNPG921Zi9+nIIZL2NzeLqVnuLqeGxMwupwe+I/jA3SSEYoWU3g/IOlgOuL5KB9AvZI0GnPBSQ0iRTKH5GgYYQi/U40BFd8oIaCHhoF9pESlLDiReRboexpRIh1hF93rQyKvsX5/yTlJymf/PLXw7+cPHryjNlL1i1eU7pwRencJSWzFm6fMXfLyC8X5RePt7kGkNpsFemypRf06Tfq24WbViwrnf71ioL8YUZDJknaCKXxu7rav5t/QqFBbrZSQakJnUFvtdvcrvRsu82NFmlRpEGl1Hz+mSo5mA/tPT3xnxA7QPM/cf5R5u/7TM75F/8UaQAbUENa9VqHUe82GzPTHfmZ7qJBA0Z9u2DVyYrzjxsaPW1Bryfkbw2C742O04T8fE+SYOH3ZPfiPj+uBRK4Qvwn+BEIueR6BDywnxy/TIAfPSuZf6QCuIAEj8LIE8YnBNvY5CAivC+KOyBLBP1T4NoH3Y8ClijE0BF+jc5/SYx18Z/y01/0HTKyoN+wAV9MHDB8StHASf2GzBg8Yl7/wbMycsaYLP0MpiKtLpdQu4zm3F65g8eMmj1t6vIvx87LzxtuNuWSpE2l+Jjnv+JzNWCPVABK0RHxwLs6Pk30889UamwIBxEfKIrGe30Q/1qNCa5EFQH/4v9v8h9XAV386zR2g85l1LtdzgKrOTvd0WvYkHFr12ypunj1xfNmn5f2Nvv9rUGIn6Fv+Q/gP+F8RkjgFyfE/1B9Abw1Ci7igvwCEev5wf0FfB0InmLsiX8uIHGBcLLAShJ/C+tvYYNtfLCN9zUzbY1+f2sQEpM9JSAkrAaZj7ck4MYC3IMSlnjKUBZiYbFTljphr3FKyqcpKZ/8rHjQF9m9B/UqGpbZa7gze0hO7wmF/ab3Hzw7q9d4m32IzTHIZutvthSmO/v0yh06ZtScryYtGT9u/oD+47OzBhgNmSRh1WmtYAL8/fynfUYA/wAqRAE++5MSDnxQB+AaKBUUFPAjbpE/j6Z3f3/732iw4fzDE//F/9/kP74ozUSRJkpt0VI2ncZp0Lms5myDzmXQObMyCsd/ObVkx776G3c9bUFPk8/fGoRvM47ch9r/KJiHTGL8iE6OFHbbXAB5chQLxA9e9O4J/QV4YqKnmN87hQzBCCzkAeZhLDfjk0IeIdDK+ZoZXzMDWsDbRLe+9HmbgoG2EOIfgn9II0AeEeIOUrzPR3y3xhn9vSgW8F2GhYvIQkcC///2xejJQ0dMHj5m+vDRs0eMnT9+8pqJX62fOWv71K83TZywZsyYxSOGzRkyaNrQgVOHD542/euV8+du+nbBlgXzN0z5amFh72FGvVursXTHf1d/2wfxr0rr8uFRQa4ijYQsAGzpQPt5DHorLNiGdR34wU78rb6g5Pgf8I+++kj79CT/4j+Bfxi+oiGtOo0TxgEYdC6jPt1iyuiVWzx92tzjxyqfPH7pafLB9xuvw30P/z3F//DDHNcjCfYz/lwcUWT/J/MMl3ULNpc0DrBbeUdZYAc+CPBPe8WQR4CTHyTQyvlbaH8LHWgLgX5EpgT8Q+FB0/C7MwiQWkRWD35xAv9h+XVY7uji/0c//e1X0xbM+GbFwsXblqzcu2bDiU3bzq7dULl5y9mdpdW7Sqs3b65cuWz/gnlbZ89YP2Pq6vlzt6xasa9ke8WhAxdLdhwf/+VsuzVXrTJBd203cwE+sL8Vfe0ScvKESqvXWTIzehUV9i/I7+N25aQ7syAp6ErPNhvsGspIqnQqpUaZSqZ+TkC3PEXo1Vh3PQ5/Qv4P8Y+7G/8z+O+pj5iMM4/fJhhKf5P/+EQz2H1i0pBWLWWDoSCwKBVaAwcO+GLzph11V2+2NQf9Hpb1i0xQor2838PSXp4OiEIozNHhhFshFO4p/9cTez3l4fFCIxFbyCMxUdgUhELxaIMICITrwUXvalUO8DChEOaU8kGZD4ldq8RgcllQhke5gMT4JER+TwLqACTk4UJeBt3SPpbxCWyAD7axIS/D+AQuKAihsMxFInwHfH6JDXfdYkL7WD6+xeC7SgFwAeSO7/hP+eSX3yxYPX/JlhVr92/cenLPgav7D1w7eOj6kcP1hw9fO3bsxvnzD69ceXH27P2Sbae/nV+yaf3xA/uqTpbXX77UUF31cPWqXb3zhhl0bq3arkrTw46gtM8IQqHREro//v7znuZS9HTbk2g1JrPJkderaPiw0cOGjirs3S+vV1Gf4oGDBwzvndcn3erWUSaNSkcRei1ME+7he0/Ge/VRqE+vs1jMTlgKgmJ+6H3fowK6FSjFUcfrfNTx+pyEzh/8gn8o/z3NEUG3FGnQqA0wlUSD7SMn3x0KhIYXUfFOZ7Cb0AVxc8CCtqTAz/CszIxes2bOO3K44sUzD892ssFYWwvHBMNMKBL0iRwT83v4gE+kA3LQL/nbRG+b4G8TQ37J39Jl3uMhMTjccN844QLcLkDlBgmmMoAaXwTcDltD4ayGNeGwQRh/CC4WQmEhFOUCEu0VGZ8Q3yMc5YMyFwDdERXpCGwZhUEm3boAYAIEWjmQkEeAX0MejvFJrF+EV2P9MuMTWL+M7oHPINIxiYnywQh6X4gvgkbD6wWjYiwmtcek9ojcHpHbw3I7TEyD+t9fz120btHynWs3lW0vvXCo7OaRo7eOlt2qqLhbXl5fWXn7UnXDtWtN1dVPyw5f377l9O6d58uP1Z87c6+25nld7fOdOypGDPs63V6oVTtUqUZSZaIIozKVpAi9SWtWKcgPSp69n3+jwZadlT9o4PAhg0cUFw0oyO/Tt8+g/kUD87N7Oy0uA2XC2+x6goFUdaX3IMJHkQaD3gqb/9DaP5RNhJlCH4V/9Bk+qD8nWXqq5+vp7+3Jnk/AG53n+DX4o+/nH3cHQCAug8Yo223usWMmrlu79drVB942kQ7Gml8xnlY+6A8H/WGO6fB5RL9XCvjkgE/2eSSfR/J75YBPDrQyCfyjBoFkZxtXELhTgPsX71jpASnYxjO+MBeI8sEY64/QXpn2yowvzPojXCAqhNpFukOkO2BUERcA3rpc+vj80ihsKwAFge5EzPcU/4MoAFj+wTY+5BFAI8B8NFBDuMpAd6L5SEhhxe8PQ2ZRZmPvegRdExAlISKLUVmKCXw4zv9Pfrtg6cYVa/dtKancvb/2WPn94yfunSi/V3nqwclTt0+fvnvh4oPLl59duvTk9OmHx47dPFF24+K5hsuXntTVvrx5o+lk+bW536wp7j1Cp0lXKUwatUVHWQiFRqM2mPQ2ivghKfRuBb5bdpsbsO9d0Dc/r7iwd7+8rIJMZ7bN6ED8A2Pfh38wa01Gu93mzs7Kh81/wACKO34s/hPoTVYH31M+NJ7yHv6T4Ud1E8n3o+HliHOImybEAnD+0fWkWm/QWwt795s4YdqBfRWPHjSHAtHmV8yrlyGfR6KDUZZu93sln0fEyA/7vbLPI3bZvViDDd4jmOCHdxuBQ5clP8r4BF8zE2wTgfmQRwq0CoFWAd3D+iN8MBafStbOB2OAHNjtfLBr2RYIFwgDwDDdDNQEji5OL7wIigIA9smc4yoAf0f0CrjGQfDLbAxFT7jgd6MQeVYSOFngwzA3OSXl05SUT3/z7fLNqzcc3LH77L5D145XPAD+T1ber6i8U1Fxs7ziekXFzYqKmydP3qusvH/21P3LVc8uX3pSU/20/vqry5cebVp/aMzImSZ9tlpl1ZEOo85JqgykSqcljVDM91EEzHWd1ux0ZMKivgx3bmZGL6fFZTc5zTqrnjRCGywcre/hgYxP0SXVeq3GZDLaHfYMiCNYzE4IJaL84sfiH9+MiEfgPpT/buN277F3euI/GX7gttvDHKKtSAXgo81x5hP4RzOU4fp0Z1bvgv6LFq6trrrl98qeVqHxRdDbJtLBKBz73jbB0yp422BqeMTvlb1tQsjzzjHOvTsgAAXAk+vkki0CPF7Y5TV4eX8LG2wTGV8Y+A+2iSBwD2zR5QJRJEIoiqgT6Vh8ZnlMYtq5QBjBDKyCCwCC+MctCOQFAPw4+QA54j8+NDWK/BEwH7BhilEEv8zG3q1K4mHeocDJHCPynMyxEuL/1wtXbF618eC2XWf2HLh69PjdQ0fvHDl2p/LUo4rKOycq6o+UXTl0qObw4SvHj986efLe6dP3z559eO7cg3PnHtRUP66pbti7+8ysmSvtlny1ykqpbQadkyLMpMpAEca0zz4a/0S8vB9ObLPJARO7YMyWgTLp1AbA6T3+sBoLASSc/25XDrSyov18KqXmI9r//5z8d3t0I8LxfUdofyG6E7ah4UuNccE3JsK6NIvZ6XRkjx095cC+ipfPAz6P1PyK8XtlOhhra+F9HsnTKrS18J5Wwe+Vg/6I3yt5294pnoGtATAmEM0I/G6TLxalQ9ejX9FwQdrLhzwcSHwYaZgPxsD+B+zBI+ACUeAf3cn4wghpiBqEuU6gsSf+cdrxLACwjYcDEuAHQdcA/+j8B8viPfy/O6e4a8SQLEZZWoBBzKIQ6eJ/wfJNKzcc2LLz1M49lw8crt93sP7A4frKU48qT9+rqLx17ERdWVldWdn18vI7lZX3T568c/x4fUXFzdOn7547c+/i+ftlRy6vXbMnP3eYXpOhVll1GqeGsFGEWUtaVWkfE35IBCZUBwASOrVBS+hJhQanrvtgmKIr7YdKfcH/t5idkAJAByNeWfSPs/8/VD4W/93a7clrztAUc8AYneqIbaQRkrUAPAvWpcLGVIvZ1ado6NLFG+pqHzS/YlqaWFgN1PyK8bQKIN420eeRAr4wjA9k/TKCGfgHgEEp4A/htCffmQB/sI0Fob0yF4iCkw8qAHn+4PAzvjAKCgD/QCmc+fFtBdGe7P+e4n/oeMcNhAT4UdARUgOIc/RE3GpIsP/fnUQaAwlLMZ6VRCEiChFJjH6S8pOUlE9/u3DF1pUbDm4uOb2t9NKegzf27L++/9CNI8dvHzl+43j5jRMV9eUnb1dU3qmsvF9Zeb+i4vahQ7XHj9efOXPv5Mlbladunjp548D+sxPGz8vK7K+lnFrKoVZZSMKqIx1kV17wI/APfX7oTCZUWjDRVZ+ryfhUTNQV+/54GFIfkOqD5h8IZSXXDvyj438/WBH8nf5/T/AnYI9WnppNDqQC8FXI6PoE/inSgC8+hYtNRmd2ZtG4MdMO7Kt4cK/x5fOAp1UI+mLNjVxrk+BpkbxtordN9LYJ8XCgCPFtlIpD/COwYXYwCM4/egrOP37yg4Q8EnLygXYw+4F/dPiDUuCDMRTwQ5Z/fFT5h8X/uhacYtcgZZFw+NNeMdjGgwpAfkSyJMf/5O9mk7dHxVhEiEpCRBIishSTpVhYbof+v99/u3Lbqo2HNu04tXVn1Z6DN/YeuHHgcH3p3prd+2sOHq4tO36tovLOyVN3T1Y8KD9xr6Li7v79l48frz9/vqGi4uaJEzfOnblz6uSNZUtKBg6YYDHmakiHMs2kUpg0hF2tMH9E/uHrizfkq5Qa5WeEOq2LOtXnauVnxPuGamD8w9lOqLQQAsALflG44SOe/z3l//5J+E849hPgfw//+GpDnH81oQMvAEKA8BSD3p7u6NW3+Is1q7bX1d5/0tDW0sQGvNHWJqHlFd/WLPrawj6P5GnlPa283ysF/Sjf9g7/wTYW/xUE5x89BZL5PZ//fKBVoL0ysvNDHinkkcAoSHAHYE8ZuP1hrhMs/24PeWAYN++T43/IcEAGBfL50eEPrwBJQVQgkBwgRO+L5/8gOBJXAbGIEJW5sMDJshiNhDtAfvyjn6Wk/PwPc5dtWrXp8JZdZ3fsvryl5NL20tp9h28eOFx/8Oj1svKb5advl5+8fexEfeWpR9WXm8or7h47futExa0z5x5WVT2+dOlJ9eXHNVeeHDl0acb05VmZA42GbHAECIVNr01XpGnAz4SvIPzwpz8q8IkauHyoXugpT9ZTfRvMFwNW8RJAVG6I9//9gM/TI4rfL6v3w+x89PrJ8zyUqaQijUSBDFzBdRsFNBnt3YrN6gKxWtIh+AK0d6s4jAYb8W55dVxHWC2mjHRHr1EjviotOXLn1vNXL5hXL7hXLzhva8TviQR9MQj7eduEoF9i6Sj6xoPAYehvYfH8GbjcOGbJkkAOFjzvghyMfGTnJ/CPzn/gU2Y7QAXIbAditVs/X6RjyFBHegFOcjDsIf8HhcDeJhr355H9jwIKyXUKoIPiAQLxO68nnvWMCLHOyOvX0Tcd4U5ZjEbDHZFwB7gA0P/zu9lLNixbt3/DjsotJRc3bb+4beeV/Udu7Tt4/cCRa0eO3zhafv3g4do9ey8fOnyj8tSjo2X1Zcdunjx190LVk+rq55cuPbl06cnlmidnT9/ese3EV5MWZ2cN0qjdylQLobBpSIdSoUWDYuBMgMPhn5x/Cpv8/z+Af2SeJO9NSeAfTntgHnfd7TY3iM3qspid4Pm/x2tA/7BJG1Cteq2jIG/QooVrq87fevWC8bSEmxuFtmbZ2xrxtYW9bWJrM9fazPo8fND/nesbL4/rSpj3xP97BA+/o9wbHufHBZx/ZBegLAA6nwFFdFYnqwDQArhfACc2KKME/v0tLKgAyAWgj4rHFHD+e7A7uuwdKBnERhvEomIszEcETkb1P3H+P/3dzIXrF63au2rjiXVbzq3ZdG7z9uq9h+p37b+651DtwaN1+w/Xbtt5fv3mk1tLLuw/fH3/gdojR2+crLx/oerJxUtPz114eOHCo0vVDTVXnlZfbti7+8y4MXMtpt4qpYNQOQlV1749OPYJlRZlkj8W/x8UJ38//6iJCO8++Fj8f9Acro/IPz5PGe9f6ikRiJv3UBYJx77TkQnisGdACwae4UuAH5aCoN5KnH+txqJWmYx69/ChE3bvPNHwoM3vibU2hZsbpbZm2dMitbXwLU1s8yu6rYXx+zi8Th7qZEB64h+F0xMEL5tBdnWwjYcDP362d8X8ICKIfkVKAfjHUU+oxkkwyLlAGDkCeEYQ8Y/UGbQAQS8g7ucjkweMAtA7eNAB3jEekohBW3HI893qhDAfhZVnAi1yjAj1P3j+/3czFqxbuGL3srVHV66vXLbm5NqN50r21O7YfXnX/tp9h67u3l+9YUvl8tVH1m08Vbq3Ztfuy/sP1B47fqvy1IPK0/fKT94+derehQuPamtf3r7TVlP9eP3aA0MGTbFZikgiQ5FmodQWVFjSRWwPkzb/SfgnsMnf/wP4f/885QQVAHW+QDLwb7O67Da3w57hSs8GSXdmOewZVks6Hg5IFlQ1AAYF4t+gt1OkiSTMme6i+XNXVV+809wotTVHgH9va8TTKrQ2sy1NIU8b7fdxQAgcj/4WFupkE/jB+Ud+coIkHJhY7Y0I3j6U+iHm42tIE1UAXniDR/sS+MdjAQmBQFQ+gPOPVBuqBYCL8QIBxD+yO9DP8WrlKBorgA81k1gZVg8InCwJEVGIwDpWqP/7/bSF6xYs37Vk9eGlq098u/zYsjWnNm6/tHVndcmey7sO1JTsvbhuU8WyVYfXbTy1a9+VHbsuleyu2rf/yqHD1w4dvnbwcG3Z8RuVp+/U1Dy/dr3x2vXGk5X1K5btGth/sraM/koAACAASURBVNnYW6V0UOp3RnEg//OfjX/y3c0/6NP+d+c/uespYaJpgiGAansQ/9Bkifh3pWc7HZl2m9tidkIgABGeIMiPSMgd6nU2DWk1GzNHDJ+8q+T4/TttnpYo8O9ri8bjf6zPywYDQqCV87fwvmYOJNAqQHwOheugXCfkkcBKR258guA+PEKa8YXRc/GHUEYQlf2h6/HSXTzo0JMLgFsKyT0/qP4fqbCEeAfeHZRw/sPPYa4T5RHwrAdqFo6K7bBZJMxHwlJM5MPv8v/TP0z/dv2C5bsWrzq0eOWxBUuPLlpRvnbz+c07qrbuvLhjT9W2XefWbapYsebohs1ndu+vLdldvb30QsnOC7v3VO/dV7Nv/xVQAVVVj6urn1692ni17sXxstqF87f06zPB6Sg2GVzg/JPxsVwo/fZR+O+Jh7+HfzxB+LE+zwdx+xH5x1v6iHd7H3tSAaghEjYjwvnvdGSmO7OQCQAqAFkByVoAwgcWsxPUhMloB/5JtV6nNeu1DoPO1StnwNxv1pyprH/5jGt8zre8kr2tEZ9H8rYJXYd/UPQ1M0C+v4VPqMz9IP6R1oin8b7jH73Cu3n+GKr8xa9PaNdDuCZ7/ohepAVQGAKq95DzD0YNMgrwekH0IhACxG1+MGdktgOVJELiA80RQ/k/iP9D/l/kwwIfTjz/5yzbuXDVwUUryuYvObJ4ZcW6LRc2bD2/cdvZzSVnN+04s2bDCeC/dG/Nrn1Xtpde2LbzfOne6gMHrx48VLf/YM3+gzWnTt27eLHh8uVnNTXPL11sKDtSu2zJzrFjvumdP9Bhz4B6W2RmU/F9O/88/Kux5T/qd8cN/XfnH/+HTZhf0q0KgKRgsguQoAIc9gyomEQnPM4/kG+1pENtFc6/hjLqNHadxmkxZQ/qP2HjuoO11U+ePAy9eMo2NwqtzVxLE9PaEvR6mICf97wKeZtYfwuPI/qe8x+v1cMFPQtP9cFzA62Cr5nzNrH4G6GAX4K9gDOfcDhzSU3+eOg+oXAwmX94KMFwQL8i/vGqIbgM6w7oqoYUQmFU/ydzaLOgzLNSkv3/6e+mzl8ze2nJgpUHFq0oW7D06NLVlRu3X1q/5dy6zafXbzm9bsvJVetOLF9dtm7jqR2l1XsOXN2x6+L20gt7DlwpO3bzaFn9gUNXdu+tKiu7fuHC40uXnpw9e7+m+mn99eaKE9dWLC8ZPXpqQUF/o9FJUWaKMhOEQaXUqQlDksCdOkKlVREaQqX5PreEqsvEhd3h+K1GaSBVOuzWALeot69b/pXdjRv7IPmgeQc/jP/u5yb0sM87YQLK3+QfVIBWAzW/DrPJYbW4bVaXzZpht7mdjux0Z5YrPTfdmeV0ZDsdmXC2J/MP5EO+EOdfpzVTlFlL2bSUQ0M6MtL7zJy28sjBqgd3PU8eBV8+C716GXr1Mtj0ytfWHPS1MS2vgm1NbKBVCHgkxhcO+cKMLxz0yqw/EvKFQx7JDwwn8O+NJN+y/gjri7L+COONhDxSoEX0NXPBVsnfwnsa2daXodYXtOcV428WAq3/H3vv/dxWlt37yh6PZ+xrP9v31vW0RCIH5qScWlK3pFbOObUyKSZFSmLOGQRzDiACiZwziJyBg5wDSUk9c8P7M94Pm8KgpVZPqPF941evatUp8uAARHfps/baa6/1XSGvPeZzxvzORMCVCEDJgCvhdyaA1/A6wn4IkJnwQyC4CPkhwCRo+AFuAqTuwj5nJOgGWUDQEbwa9a+BZ9y2sMsacFnB9h6wnQy6459fPfYIeG/Ikwi4EuCvAP8C/FHQvaEpGvLE/FAYCJOn+v/CvkjAHXRDvvCn/P/in68/eHrjfk358/6XtdO1zeSaelJdC+Vt08Kbptm3jTNvG2devZl4/mq8vp7U0c1o66S1dlHbe5Y6++g9BHrvAKOPyOwfZI2O80bHeSNj3LEJ/uKigs020em6mVl+Q9PAo9JXR49dzi/ch0AVZMJz4fBcGCwHBsvKzMRnbsFlbMbCtuDgGVhEZhYCjkcgsZlIVCYMsRkG35IB+yoTlpEJ3wJHbMmAbYbBMzLh4LoFjoDBkXAEBgHHZ2Zg4Bl4JCILkZm1ZTMKCcvOyS6GbcFlZmBgW3CwTCw8Aw/PzEJkZsEzs+AwXAoJeJr+X3rCL6U4kvHjyR9/TJwCPAuIMjI3b3ioL11hW1CgYDFVs4j8OC/0i+v8Fz4NrPOfdPWDOCu1qqe6nmBpcmkpDR/wKhKRhURkIeE5KGQ2CpGLRuWgkXng3D4vd2th/q6iwp2F+bsK8reDn0uKdxYVbs/PKwEF1KlaILA7AOSnzhSz8PlYbD4clY1C5eFwJTjs1tycPUe/vfTg7kvSHF8lt1uNQZPOYzcHnDafzQBZTS67OWCzBB2WkNMecTtibijucyV9ntWAZ83nWfW5kh5XwgslPK6Ez5X0u1fdjpjfvRryfQh41lz2uNMadjsSfveq25FwO2Lg6rLHXfYoZItBtojTGnVYQjZTyGLwWQwBi8FnNQZtpoDDEnFaw05rFLJFXPa42xHzOJMeZ9zjjHucsc+vLnvU7Yi6HTGPM+Z2xFz2iNMadliCXijhcyX87tWAZ9XvXvW5Ej5X0udKuOxRlz0C2SKQLQzZIk5ryGkNO60hL5RwO6Iue9TjjPlcSfAuLxQP+d6F/e8igQ+RwPugd90LxSFbxG4OuBwhtzPsdUUD3kTQlwz5V0P+RMifCPrifk/U6wr63KGQPxYOxIO+qN8TDgZiAX/U4w56PaGN/r8bD5/devim8lV/Tf1sfSv1TSO5oY1W10J52zwHQoDXtTOv3kw1NlI7e9h9A5y+QU7/EHdghD80xh8eF4xMCEcnRaPjvKER9tAIe3JatLSk4XDMTKaBQlXMLvA7eyYflb05furmjl3f5eTtRqKLtmTmoJCFCEQePDMHnpmDguVhkHloRC4SkQVHYDIQyM0w+FeZsN9kZAL7KhO2GQbPQCAzkahMJGoLHLEZBt8Mg2+GIWGZWFgGHihPwTOzYBl4WAYenpmVuQUHLHUHnpnzf4z/PygT+Hv7cV8QWOS/xH96Pu/TuOML7X3pIX2qgT+90iH9PgKORcJzgKEQucDQyDw0Mg+PLcrJ2pqfu6Mgb2d+7o783B2F+buKi3YVF+0qLNgG0oEp/oGkSqpkMP00EY8vRKBz4KhcJCYfhSrAYbfu3XX84rl7vV2THKbKqHWb9V7IEnSYvBadw2pyWc1+myXosIVBU7AbigPzupMeV8LjSoBfPa6E1530eVY9zqTfvR7wvPO7192OhMsedzsSPtea25EAv0K2mNMadVoB/zFw02mNOiwRuznssERSL0G2GHi7x5n0Qqs+15rPlXIBn5rLHnXZAf8bvzqtYYclBNkiHmcc+CYvBLxP1GWPQjYAP/AyYfCwwxLyOOPgGfCugGfN714Fbw941oB5oYTLHrWbg1ajz2WPAP79nng6/+FAMuCN+dwhvycc8sciwUTIH/N7wgF/PBhI+LzhgH8j//evt0tffl9a9/QN8U3jfGP7Ul0LraWL0dSxXNsyX9s0V9c8V9e4UNsw39pK7+7jEocFxFHB0LhoZFIyPi2ZmJECG58UDAwyiEPMeZKCxTJyOGYWy8jmGCRSB52hGhldamgaeFT6+vTZOzt3HM3Cb8fjtqGQhZkZOZkZOUh4PhpZgIDlZm7BIZHZMGRWJgKfAcdtgWE3Z2KAbYFhMxF4OCobhszKgONSN7Hogrycnfm5u7DoIiQ8D4XIh2fm/Oa/o9PhT3MBf438p28BUi7gL8V/ulZHuoZH6j8/vWI/nf9PXAAWXYDHFmXjS3KytuZkbc3L2V6Yv6ukeHdR4c6C/K2gIuCT/F96sTBIJebmFGXnFKIx2QhEFhKZi0DkIRB5+bm79+05Vl76dnJsaUVutRr9TmvIbHDpNXaryWMx+azmQKop+KMuQMTljKUsnX8vlEjZ54g6rWG7OWg3Bx2WkNMadtmj4DGAHGSLpBgGcIJfvdBGcOF3r4J1+0vmccaAuR1RyBZ2WkM2k99lj/hcCZ8r4XZEHZag3RxwWIJOawiYwxIEN4G5HdHUR/lcCb876Xcnfa6EF4p7oXjqkx2WoM3ktxi8LnvE7Yh6objfnfzI/2rIvxoNrYX8iYA3FvTFI8FENJQMB+IBb8Tvi4WCyVAwHg6B/p9f/dv3T2oeVDS9qBuubSY1d9Ib2+kdfZy2HlZD+2J9y0JjG6mpldLUSunsZPcNCPqJ3I3Ff1w0MiFM2fSsZGCQMTjMIlPVPJ6VxTIymQaB0CoS20Rii1hoZXO0M7PcppbBe3dfnDxxY9/ekyXFB3DY7XBYHrDMLdm/+Q0GiS5EogsRqAIYIi8TnpsJz82A5WTAcjZnZGXAcuDIfDgyH4EqQGGKsnJ25BXs+fbQmXNnbp4+eW3HtkMYVCEKkY9C5G/56kfk/94ysX9t/H9+Ioj48nlh5mbkn8p/ulZHuobHJ3FBqgISAcsGwdRPugAcphCHKQSxQEHezpLi3QX520Gon+L/S/0CqTpCLC4XhcSjUDkoRC4SnodFF+Xl7Dpz8lZr0yCPozIZvE5r2Kh3a1V2q9lvMnhT/AP4HbYw6BdOFwsBLgDsBQDMKW4B3oB/uzloNfotBp/NFAD8p8Ofzj/wEWABT1/YIVv4S/YJ/y57BLKFAf9+dzLgWfU4Y05rCPCfshT5NpPfZvKnPsrtAFuABLB0+IHXAO9KfzJtC7Aaj7yLBFdBIBALr8YjaxshgC8WDq1GI6up+T//9V7Fm0dVLa8aRutbyS1djOZOZvcAv7Of29JNa2ont3RSWjuWWjuWuru5hEFRL4HdS2QThnnEUcHQGH9ojD84yiOOcGfnZYPDrOFRDnVJy+VaGAw9na7j8208jlEstKoVXp0moJS7GHTl8CCtpXm4sqLx9q3Ko99d37n7WGHxwZy8vTjsdjiyCIXZikJvR6K2IZBb4YiSTFhRRmbhlowCGLwYhd6Oz9qTl3+gZOuR/V+fO3nqzuWrj9/UtHe2DzfU9Vw8/31+7m4ELA8Jz0PAcmEZ2bCM7L9+/n+G9v9Q/j+PC9L5/9wFAG1/DCofiy7AoguycMX5uTuKi3bl5W79fJ8PJFVApXDq5B84gtycQjwuF4vOwmJy8Jh8HKYQiy7Coov27z1eVVE7O8WUSU0Wk1+vc2vVTrs1ZNR7QHcwQN1p3ygQBEoBoFkYuICNWMARBYw5rSFAhccZg2xhQI7dHLAYvBaD12byOyxBAFs6TmBlhmxh8JjV6ANYpl79kqX4T1+oXfaIy7qhLwD6C72OKDh0gCzBVF0DOHoAlvoOqSjAC8V9rkTAswoiCPCFwQNuRypmiabiBeACEtEfoqF34UAyElyNR94lou9j4fVwIBnwx8H8j2hko//vX+9VvCl92lbTOFbXstjcSW/pYvUOCrsH+O199LbupfaepbbO5daOpZ4eHnFY0jfA6R/ibmwBJoTD4wLgAqZmxCNj3PFJAZmqZjINdLqOTtdx2SYRzybmW2UiSCVzr8g9cqlTyLdwWDoqWTY6QqtvGCotq7txs+rchXvHjt/89vCVnbtO7dh5csfOk9t3nNi67VjJ1u+Kio8UFh3etfv01wcuHv3u5tlzD6/fqC570lhXP9jdM7dEEfO5K1Qy//WrtkMHTqORhZlbskFaAZ6Zkw4/mFOUXn3418B/KtpPLwcC6cC/CP9fiv/Tb6bzD8/M+twFAAMhALCNdEDetpzs4nT4U+s8EGjOyy1OVQqjUVloFD4nKzcLl43H5uCxOdm4/Bx8EQ5TiEYWFBfuu3LpfkN9/8I8V6W06bQurQay28IGnRuEAIB2sPhbzQGrOZDuAoA5PgbGVqMvtTYCZsBqnHoV8J8iH9wE7wL3Af+fW2q5/sQ+4T/lAlINhakuA+AC0vlPdwEp3wQgB57LC8WD3jWfK+GyR8AXdlpDbkfU50qA3AFk+9GWIeBNxCMfoqF34cBaJLiaiL5fjf+QiL6PhtZCwWQ4tBoMxELB+Ib+393y1yn+mzqWmzuZfUOi3kFh1wCrq5/Z1c9o61xubqN2d3MHR6T9RC5hmDc4JhyeEI9OikYmhID/kTHu6Dhvclo0tyCnUlcYDD2TaWDSdSKeTcSxijh2Md8uE0FKqUsp96oUHrUmIJbYaUuqiUl238Bia8d4XePQ61pCZVVrZVVbZVVbRWXrk/Lm0rLGR4/rHz6qq6hsffGyp75huK19qqd3YWSUsUiWsdg6ucS2onCIBYZhIun2jYqSoq9hGTkZm7M+uoCsdPj/CvlPaZYi/ghd4J+Zj/6n5v/S44JP+P9JF4CAZYPxvnhsEdgFZOGKc7KLs/A/KgFKlf1sLdlVXLQj/VwA8I/D4LOxuCw0PgudjcfkZuMKcdh8JDwnG7/t4Ncnb9180tY6yOKsqNSQRudx2GMGrdeo85n0ftAgbLdEgFlNISAZYLdEHNao3RKxmcM2S9Bs9AKzmv12a9BpD6ebwxayW4M2SwC0GKfMZglYzX5wH0gPpO6Dlywmn8XkMxu94IfPDbzLDcU8rrjXnfC44m4o5nZE3baww+S3GbwO04bQmMceAfCnLN0LGLUu8OXBnwbfxw3FgEqazRIwGTwmg8dq9kOOiMcV/0Q3BTzp8ySj4R9CgbWgfzUcXI9Hf0jGf5eI/TYW+RAJr4WCSa8n5POGN/L/d8tfP65urWkcq20mNbYvpfjvGeT0EjndBGZb53JTK6W7mzs0KuvpZ4H4f3Bsg/yBYQ5hiE0g0gH/UzPixUUFi2Vks030JQ2bbuQxzAKWVcJzysUuhcQtk7ikYkijDapWfDK5SyC0Mjk6Gl1FokjnSCIyRQZskSxdIInn5oXTM7ypae7kFIe0KKEz1Cy2jsnSsjl6ocgqV7gkQqtUZBHxjQuznJfPWg99fRaDLPnPxX+6bCmAP+PfYX8p/r90/vf5piCd/5QL+IR/PLYoC1eccgF4XEGK/0+6hlL8/7hTIBuLwODRGDwKh0NisegsPCYXg86Fw3BoZF5x4b4jhy9UV9WTyAKFyqHV+W32hEHrBS7AbAgAF+CwRp22GOA/5RFs5jAQETDo3Ea9G4AKXABQE0l3AcALAEv3C+BJlzPqhmJAkhCokqYcRMoR/EH+Uy4AsgQtOrdeZTeqnQ6TH0iM2o0+IDT6iQuwmwMGDWTUu8GXB+awhcCXsVuDJoNHp3HqNE6TwWO3Bl3OmM0cBpaSTvS4El53IhL6EPSvB3xrgP/VxP9Ixn8Xj/4QjawHAwkX5He7Ahv5fxD/P31DbOqgdRF4HX28li5G/7C4o58B+G9pp/X0c4hESV3jYnMbuaN3eSMEGBeMToqm5uRziytTM+LxScHYBH9mTrq0pGGzTWy2icXQ89lWEdsp5jqEbBufbRVy7TKJa0XpVyr9CoVPJneJJQ6h2A5MJLULhCapzK5acas1XqXKJVc45QqnQgmJJVaR2CIUmQVCk0BoEorMIrFFLLEyllQivlnEN7MZK4ME0vkz32OQJVh0MQKWi0YWoJF5SHgOGpWDQeciEVlbNv/F+g6+ZH/q53+pzuer/7Yl8zdw8DPsKwQoE9gYr5LxIwnDdD/1pa6+n7T09R+NygLeAYsuwKDyUYhcBCw75QiQ8BxwyJrKBWyM+kLl4HE/2uGn4v9UjWCqXxiLycGgs7IxWTgUGgNHYxEYPDYnC5eLxeSgkNkIWHY2vmTnzm8vXbzX3DrE4qzoDUGjKWzS+016v1Hn06ndGhWkU7vNhoDDGk39u9/412+JAL8A8gVgdwA2COCwwOtOupwxsIMA+oKpbKLF5E+9xWz0gZ8tJr/HlbBbQ1ZzwO9dgxxRvdZlMfmt5sBHebIogM1hCxt0brPRBz4Z7FBSWxW/M2FSu1Rik17pcFnCXnvMYQyY1C6nKQh+9dpjLkvYaQo6jAG7OWgzBazmgFHv0WtdJoMXrOogA2rQuVeUNrXKbtR7wJpvMfmtppDbmYTscaPOZ9T5IHvcA62mNBR9ntWgfz0UeAd8gd+b8HoiPm80EX/ngvwb/D+oqq142fWyfqSla7mHKOgeEHb0ccZm1ANjwqFx8cAIv6uXNTAkHB6WN7ctpfM/OMobGuOPT0tmFpRAI2R0nDc9K6FQVMvLWhpNTVlU0KlazpJZwLIKODZgQr5NInKKxZBI5BSKbAKhlS+08oVWwL9IbJEpbCo1pFJDMoVNIrNIZBaZwiaSmIRio0Bk4Av1PIGOL9QLRAah2EhdlHJZOj7HwGFqp8ZZD+6+3Fp0CI/ZjkYWopEFoCgADsMhEVmgUug/C/8Z/w5DbEGhYdiUriliCwqRidmo+fnsk/8M/j9PASAROAwqHzjNTwIBADx49ffpQHQuDvujRuBU5T/oFE7XC8Bhc3HYHBwGj0NiAf84TDYemwN0BOAwHAaVn5+/89Ch0w8evSAOkThcnVLh1Gs8gHy10qlWOlP8O20xEPantgCQPe5yJOyWiMXkN+o9IGvgtEfA0YDDFgb6oik4AdspXFOiwwAto97jhkAzYgD4DvCZCplZp4HMhoDVHHDaYm4oDtnjZqPPYgxCjqgHWoUcUZs5bDUHwH7EoPFIhXoBc0Uq1JvUHqvRb9MHTDqPVu5YkVu1codW5bBofVaj324ImvVeo85n1HuMOp9B51YrnQqZWS6xKOUWjQpSKaxKmU2z4jAbAg5b2GmL2S0RuyXmgda9rnc2c9ig9eo1HvB/zGoKmY0+g86t00A6DWQyeGyWgNMe9rpjblfI6wnJZepf/O2vNm365b88ftbwvJZQ2zrV0cfqGxL1DUl6B4WT87rhKenwhIQ4KuglcAmDAiJR0tK+3NxG7upnDIzwiaMCwhC7f5AFXAAo/gP8Ly4qKBTVwoJsdlpInlcsUzQchgnAz2NbeRwzj2Pmcy18roXDNXK4Ri7PxBdYhCKbWGKXyCwyhUWhsskUFpHEIBDpRBKDRGYSivUCkY4n0HD5ag5vhctXc/lqnkBHXhCzljUcho7L0i1R5E31xBPfXcvL3oNFF6ORBQhYduYWHKg4/sv2Hf9H8w/fjERlYoC0MQaOA44ABcel+nn+YBn/H2OfaH6CzpzU4p+qm/g42DMP2O9PBDF5WMyPJEBTu4B0vSBQCwQMh8nGoPAoBBaNxGHROBwGj0bhP44YyMViC/Pzdx85fKGqsm58jMZmqVRyp1LmUEjtCql9RQHpNT6rKeK0JSB70m6JWYxhsyFkMYbtlpjTlnA5Ei4oaTT4FXKbQm7T67wOe8ztWnVBSZs1YrNG7LYoMJs1YjGHLOaQQe8z6H1Ggx/8ajT41SuQQm6TSS0GvU+n9ayonEaD32QMqJQOmdTC42oUcptBH7CYQw57wu1adUFrNmvEYo64oKTX895mjahX3HKZVS6zK2U2AVfPXJbTKTIeW62U2LUrLqPGb9L7ZUILn6Ph0FcEXK1aDhl1PoPat6JwKGUOpcK+onLJpBYKWdzfN9PZMTFAmCMviujLMgHfsKJymowhuy1qt8Vt1phO6zMagmZTWKvxctiauVnu9BSLtMBjMZU0qnh2hjU2Sh4fo8zOMGhUIZstl0l0YpGKxxUTB0Z/9ff/ZdOmX/5L2Yummsahho7Zzn5235CIMCIbGJUOTyoJo4K+QW7PAKu7j93Tz+nu5ja10to6aT0DLOKoYGCE3zvA6Opb6h1gEEe4QyPs4VHO+KRgdl5GoagoFNX8vHRqSrA4r6AurrCWDVyWhc+xAew/8m9K518stIkldrHEKpFZpHKrSGICS71QbJTKrWDl5/K1bK6axVlhcVbYXDWbo6VTVWy6nk3Xcxg6LlM/OcZ8eO/Vzm1HcJgSoEQKjv1Ac8FfsO/o/wD/yAw0GobFwHGA/425ZpkbjYnpLQzpGY0/kv/0vOCPJLo+Lu/p6z8I+NNt4zgAk4dB56bL/qVcAOj/+cRysgsx6Gw0Co9B4TeuaCwKiUMhcR+VwvOx2MKtxV9fvHC3ubF/fobN5+j4HJ2QZ5AIzSq506D12y0xl2PVaUtYTRGjLqDX+Iy6wO9dALSm1bgFfAOPq1EqnIBSuy3qdCSdjrjTkbTbohZzxGQMmE1hqyVs0Af0Oq9G7VEpHQq5QywysllqGlVMX1bweVo+T89iKnlcnUho4HK0SzQZg64Ui8xatd9oCFpMMbstbjXH9Tq/Vu23WqJWc1wus1MWpRPj9JGhpeEhCqGPROifHyZSZ6bZ1EXp8pKcRVdz2BrGkmpuljs+Qp+eYtFpSi5Hy1xeIS0I5mb4pAUBjSKfn+M1NQzfvFF56ULp3e+f174hdHdNzU7zuBytTOKQy+xSsV0stPI4Bh7HwOfpGXQlcYD04nl7VWXT2ze9tW97Xr5oK39S+/DBy4cPnj8pe/38WdObN+3trYS21t76upY7tx/8+lf/9Hv+69tn2nuZPURB/7B0YFTaPyzuGeR09jE6++i9BG53H7uzk93WyejqZfQNcoijAsIwr7t/ub2b0tFD7SHQweH/5LSIRFaBLkAyWTk3J6FQ1FSqhr6kYTD0HI6Zz7eJBHax0AZMyLcIeCYBzyTkmyVCq0Rk4wvMQpFZKDLzBUYuT8/l6UVii0zuEAhNfIGRw9Wx2BoGcwUYk6UVcCx8tpnDMHAYOiHXTKcpG2oJJ767lpO1A4XIz9yShYBlo5DZCDj+Pxf/qaLA9I6AzM3IvxT/6buD9Hke6RE+OPwHZ/6p8mpQVZna/6NROZ+cKaarg6eOA1I6Qhh0NhqTjcXkoDFZaBQehcShUBgUCoPFZIMTBAw6NwdfcvDrk6UPnne2D89OMUlz/GWqjMvSSEUWjcptMYbB+m8zRwH/Jn3wo3xYwulIqlfcXLaeyVAJeCaVEtKq/VqNV6cJ6HV+nSawonJJxXaJ2KKQQRq1x2yMGvQBhQzicXWM5ZUlmmxuhj8yTO3vXejvmyP0kfp6dpZ7lgAAIABJREFUZ/t65ocGyUNEam/33MjQ0vysgEnX8LlGsdAmFdsFPDOTruaw9CKBhc81zUxxmxtHK8ubH95/e/9uze2bz+/df/2suqOxaaSna66nd76/l0QYII+NMDq7Zhrqhhoah3u75weIlL6ehbaW8ebG0a6O6YF+cnvrxIN7b745eHnfnnPHjt48f/bRg3uvG+qGiATy2AhjiEjt6Zprb50g9JH6excIfaSujumqipYL5x6dPnXn6pWyUydvnzh+87ujV44cvnT424tHDl869t3V48eunD9749LFm2dOX9y75+DG+g/i/9dN443t1PZedveAsHdQCPL/7T3LHb3LA0PCXgK3s5Pd08/r6mX0DLD6Bjm9RHZ3/3JnL62jh9rZSyMOMYdHOUAXcHlZS6fraDT14qJiaUlHpWpS6gB8vk0issskTqnYIRHZRQKLkG8W8kxCnknEN4sFFj7XyBeYBUIrX2Dm8kxcnlEoskllTqHIBu6w2DoGU0tnqOkMDZ2hEfOdPJaFyzTz2WYRzyLkmUYGaQ/vvdi1/Wg2fhssIxsJB8k/3JfI/KvlP9UXlOIfDFaEpwkTppj/8/b/n/MP8n/AUjW/udnbsvElOEwh2Br8/lwAkYVCZqeOFVLaAeku4FP+MXlYbD4OV4DB5qDQeAQSi0JhMBgciALQCDwGmYVF5ZYU7jl17MrDu08bavu62ifGhmmkOT6dJhdw9UqZQ6f22sxRkz6oXfFoVzwGrR/sAizGsEEXkkudLIaGTJKQ5kVkkoRGkS9RFTSKnLG8wqSrl6gK0rxoYU5Io8jZTK1IYOFzjUtUxdQEe3R4eXR4ua9nvqlh+N73r65dqbh2peLm9eob16ru360pL2sse1xf95bY2T49RKRNTXBI82IySTozxRscoE6MseZmBNOT3M726YonzdevVp078/D0yXvnL5TevPW8+mlHa9skYYBCHKQRB2lDw8tT07y+/sW6+qFXNX21dYMtrRNt7VOtbZNdHTODA9TBAWrdW+LVyxX79pzbvvX47p2n9+89f+rE3bt3XlVVtD6tai99VH/n1otrVypvXn9659bz+3drvr/94vzZhwf2X9i18/juXSd27ji2e9eJfXtP7t93av++U3t2H9+54+j2bd/s2fXt/n2Hd+7YV1iw7e9/+Y+bNv3yXx5W11W87Kp+PfCmcb6pY7mth9PRx+no43T0MxrbFps7yP1EfmcPs6mJ1tXL6eheBs1/3QRm7wCjd4DRQ6B39y8D/ienRfMkBZW6QqOpKRTV4qJikaKcJ8nmFqQksoLO0HB5JoHQKhBaAfkCrpHPMfBZWgFbJ+TohTwTn2viCyxCoUMgtHK5Fg7XyOfbRGK7SOQEd1hsPYOhpzM0oMSITTfSqVoeyyIROKRCu0LqXKLImxsGTp+4ua3kAAKWC8/MQqNyEHBsxhZkZsaffJ73/xb/yI+jgZAZaJAFQGViwPr/yfL+8/x/aT5X+jC/dBcADvbAOX82vgTU+RcV7N6149DW4n15OdtxmMJUjhABxyMRWakzxY+9w/iU7N9nOoIlGEwBNqsYl12Eweeh0HgkCodGY7FYPBaLR6EwaCQOi8rGI3NzsYW7tx44dvjCjatl5aV1TfXEgb758ZGluWkOnSbnc3RSkUXIM3BZGh5bK+IbpSKLRGgW8Y0clo5J15DmxcODS20tE3VviXVviY31w4CryXH21ARndJg+PLg0Oc5emBMtzIkWFyQzU7zhwaXhwaWxEcZAP7m5cfTq5YrD31w78u31s6cfnD394OrlirLHDdWVbc2N492d80PE5akJ3uKCbHFBNjbC6uqYIxJo46PsiTFOT9fC61eE8rKWh/fr7t99++xZz9u64T4CdZ4kY7AMTLaRwTIwWAYOzzI7L+nomn9ZQ6h+1l3zhtjSNt3bS56a4FEWFTNTgrq3Q9euVB89fOvrfZd27Thz6MDVE8fuXrlUeefWq+9v19y49uzyxYrzZx+dOHbn0oWym9ef3rrx7Orl8jOn7h06cGlbyXfbtx3dtfP4/n1nDh44f+DrM/v2nty54+i2rYd27Ti0e9fBosLtxUU7NvJ/9yvflj5tK33R87JusraN2txJb+liNLZTmzopr+un3jRMd3QvNzQvvnw93dRKa+1Yau6gtHRSO/sY/YMc4gifMMTtHWAMEFlDw9zxCdHsvIxEVi1SlCSScm5BOjsvm54VTc9K5kkycC7I4ZjZbBObY+Cw9GymjsXQshkaDlPLY+t5HCOPZxUKHWKxWyh08Hh2DsfM5dr4fFvqDpttYjCMdLqOTjfQ6QbywgppTsll2eQSr1zqVqt8Ap5pkLh480b5/r3HkfC8zC04JCILlolORct/VfzDM9Dwj9ok6VcMHIfIxCAz0Cg4Lgudg0PnYBF40OSb3reTklT6Ev+fpPfS5bp/0gXgsUXAwLJfmL+rpGjvtpL9h785vX/v0W0l+/Nytmfhijd2BDAcAo5P31Uh0uRD0kOAj3IAJVhsIS67JDu7GJ+Vj8ZkI1E4NAqPw2Xl5Rbhcbk4THY2Lj8bl5+FLSjO3b5nx+FvD56/fOnx08rWpsbB7o7JAcLC9ASTQhaTF4Rzs9yZSdbMNHtxXkBeFC3OC+ZnuDOTnJkJ7ujgcnPjaNnjhutXq65errhxrfr1q7721snhwaWJMdbI0PLwAG1ihDk3zVtcEIPoYHFBvERVspk6GkUxOsp+/rT72pXq61eflj1uelLa/PJ5d283aWyENT7KnpkSkEly+pKGyzaxmYbZaWFvNwl4hPlZ8eQ4l9BH6eqY62ibaW+dJhBow6MMElnBE9jkSp9M4ZXI3MAWKcq2jtnSJy03br28e7/2+cu+5tapsTEOmaycmhLV1AzcvFlz5Ur1+fMVR4/eOXny0blzZdcuP7t58+W9O7X37769/33d/btv7955VVXR8qam7+3r/to3hFcvO+/eeXnsu+u7dh7fs/vk1/vPHjp44dDBc1/vP71n9/FdO4/s23Nkz+5DYIjm32z6+02bfv1vVx88ffSs7WXz+OuW2detpNo28uvmhdcts6XP++6Xt1a/Hmhsn2/ppDS2URqaKQ3NlLZORi+BOzAkBDY4IhweEw8M8QeGeQPDvKEx/tScfIGyskBamZwWjU+ICER6Vze1f2B5akZMoWmoS9pFygqLY+FwrAyGkUxeoVI1XK5NKIR4PDtP4ODwbEKRRyh2sdg2NtcqFHkEIogvcLE4FtqSgUxVU6g6Ck1DWlTPL6iGRwRT03Ia1SgQuKRSr1gMsdh6Kk3x+k3vkcOXMjNyMjKy0Oj8jAzMv/87PBMGtL0xP7YNefLMDBSoEUq3L/EM//GAkHThsJ+0L/IP2+jY/+SKRuARcCwiE4NC4rOweVn4fBw6JzWf8/N63p+Zw5l+OJ+S9Esl5D8xUOSbhSvOwhVn40vyc3dsK9m/d/fhE8cuXjh38/zZG4e/Ob1z+8HC/F1ZuGIkIguHzf9E4TO9vyh9RwC+Q37ettzcrT8uCshGo/Cf6wjh0DlYdEFJ8bdfH7j4+GFdU/NofS2xoXGYSCAPDtEoZPHEJHNslDoxRZ+f48zOcxZJ/OUlOWmGR5kXL5Pl0xPsmpe9588+Onr0zvnzT6qqOpuaJibH2cs0FXN5hUaSLkzzZydYHKaKx1YL+AaZ1KbRBvSGiELh4/Bs3d3kR4+aq6t7enoo3R2k4UE6l2mWCCCjLqGSB8QCSMR3igUQh2mem5YM9C3191AJvTRi//Iggd7fQ+1sm+9sm+/pWpia5pEpstk54fyCmMc38wUWFlsvEtt5POvsrLiubuTGjRfHjt0/efLRrVuvK6q6OrpIBCK9p3fpTe1IRWVP9bPeZ88Hqp72PCnvKn3S9uRJZ/Wz3rq6ia6uRSKRNTLCGhlampvlLi/J2Sw1h62hkIU93dPVVY3f36m+euXx+XN3L196ePtW5a2bFWdO3z544PThb04f+ProN4eOnzp5ftOmX27a9A//9eqDp3ermp7U9Fe+HXlWP/m6lfSicbqiZuhWaeO1uzUPK1tfN4w1ts83tJLqWxbbOhndfdyBIfHQqGRoVDY8Jh2bVEzOKMen5GOTspEJ8eikBFQETc7Khsb4ff30ltb5t7XjDY3T/QTGzKycTNFSqDoG00JnmClU3eycYn5BtUw3sdg2OsPMYtsYTAuPDwmEbibLyubYhSKPQOiWSP0MpmV2TjExKZ6alk5NS0dG+YQBZg+BOTIhptKMXJ5TKHbxhXYOz8Li6ptbxs6ev4vFbMvYko1CFSCRuRkZuC1b/hT+gYLIH+I/faJGKhr/U/n/3JAfR3EDhkEJ7ed9e8i0QcY/aakKv9ThPAjFvzTnI9XnB6KAnKytxYV7dmw7cOzo+bOnr507c/3It2f27Pp2W8n+grydWfhCwP+PFb4/5T/9iCFdEfCTBsFPFIQw6Gw0Oj8/7+sDBy9XVrUNEKnEQerQ8NLMLH96hre0rFggCecWuBSaeIkuoy1L6UwFj6sRsHUSjkHMM9Npyp6O2fKypvv36yorO3p7ydPTQj7XsqL0apVehdgh5RoFHI1Sal1R2jRql9EQtNlXHc53OkNMLPWMjPJrXo+0tS0sLKhIc/IlikYh8apkfu1KRC7x8jk2Ft24TNWS5uTjI1xCL62rfaGlcaruzcibV4Mvn/W/eNr35tVgY/0oYYAyMkrv6yd198yNjbMmJjkTk5xFsmxmRtTdTaqs7Lh0qfLEiYdnzpTdvFnz6FFzzZuh+uapprbZprbZ7n7axIx4ZkE+OS0aHGYRiPTeflofYWl4lDM3J1te1vM4RrnMrtW4Lcag1RJ2WKNmU1AiNJIXBd0d481NxMa6/rbW4b7uqe6uibc1XeVlr8seP3/0sPJJ2bMXz2t/8be/3rTp1/965UHl7Se196taHz3tqX47WtM0+7R27HFV99XvX5+9XHH9+5qnLwkNLbMt7ZSWdkpzG7W9i97dx+4lsHsJ3H4id2hUNDYpGxmXDI+LiCP8gWHe0JhwdFIyMMzp7KX19i03Ns08f0F89nygvmGqn8AYnxDNzMrHxoWjY4KhYe7gEGd8QrRAWlkkaxZIKxSqjkzRMpgWJstKpmjJFO0y3USl6ekM8+SUpKOT3NA43dg009g08+bt2NNnhOc1I62dlIlJ6QJpZW5BPjUjnJkTL5AlrW0TN25VFBcdzMzIQSDysNhCNDo/MxP7Y/5/v4v+fOX/+fU/FdWnww90RP8i/KeiesRHTe6UemJ6hJ968uf3+emHc6m5XT+t243IBX1+wHCYwtzsbQV5O/fvPfrtoVNHvj3z9b7vdmw7UFK0tyBvZ052MRaT95nCf5qayGdVRp9rBH+O/e+rklF5eNyOrw9crH7aPj7BWiRLaUtKFlvDZKllcodEapPILAqVQ6WGlCvOFY3LoPeZtAGz2m9QBxRSJ5UkG+in9vZSR0Y4c3MyJtOgVgUsprhFH9GpfBqpUym16tVuo95jMgaslqjVljRbEnKlj8UxEYeYr14PNjdPT0+L52ekFJJKxLOJeDapGBIJ7ByWkUZRzc2IJse5E2OcyXFufy+5sX60urLj8cOGh/frystaXr3oa2oYIQyQB4iL7R1TDY3Dbe2TnV0zff2LE5Mc4iCtsWm0tLT55s2Xt269eviwoby8rbKy400tsal1rLtvfmKawxWYjJaYxZ7UaANKlUcqc/IFZjZHz+EapGK7Xhu02+IuR8LrTvrdqz7PatC7HvS/87mSDltYKtTzuSt8tkoi0qsVNoXMzFqWzk4vT44vjo/NTU8tkhcZf/eLf9i06Zf/1+X7Fd+XvXlQ3fb4We/T2rEXDZOlzwmPqjou335x/NyDM5fL7pc21tSONLWRmtsX65pmG1sXWjrIrZ2U1k5KR89SH5E9OCoA5PcR2X1ENnGEPzwu6h9ktXdTCAPM5pa5p88IpWUdT8q7nj0feFs7Xt8wVfN65M3bsYbG6c4uysgof2ZWPjunmJqWEgfZA0TW2LhwfELUT2D09C719dO7uqndPbTauonHpe03br65cvXlpcvPz52vOnX6yalzVfcftzc0Trd3LNY3TrysIdS8ITY0jb6tHbj/oOabQ+exmBJYZi4GU4TFFiMQWV/i/6ckCVPChH/g1AD2UUjnZ+aa/KQI/8/kI2AfJbpgH+cRpdJsP2k/k9tPpzF1PvelvACQ/Upv/k11+xXk7Swu3FOYvys3e1sWrhiHKcSgc9NnfgF603MK6V8j5YM+GRn0if2oHhGZi0QU7dx16u69ms6umalpLpWm4PENUpldpw/oDUGDKWA0B4FZbBGnIw5ZE5ApZjfF9eqgiGejUVRk8gqDYaRSNTyeXa0MGfUxgzq4InMphXal0GrW+y3GoNUUMRlDem1IKoNoNPXYBLepZbr0SVtlZVdb29xA39LUBI+5pOWxTFy2QcAzC3hmNlNHJcvJJCl9aYXHMZJJ0iEiraFu6OXz7lcvehrrh/t7SZPjbDJFskgWT01zh4aXiIPU4ZHlqWkemSJfIEkGiNT6+tE3bwZbW6cJBBqRuNxPII+OLU/NsqhLEpHEZLFFAqHf+gIfrPaoC0raHDGzKajVuFdUTp3WY7dFfe51jzPuheI+R9xlj3jtMb87GfW9jwTeB12rLnsEMoc8zljE+y7oXXOaghqlTaexq1dM6hWTyej827/51aZNf//PV++V33vyuuxZe/mL3ooXhNLqnut36+48bDh7ueLA4Wv7Dl0+ffbx3fv1FZU91U/7q18MPK8Zevlm5NXb0VdvR982TDa1zbd3U8BBQGcvrbOX1jvAIgxxu/roTW2kt7Xj1U/773xff/5C9clTZSdPlZ06/eT0mfILF59evvLi3v2mVzXDnV0UgHp7x2J5RXdFZc+rmmGwvFdW9VZV95U96ays6n30uO3a9Zrvjj3ctftyYdGp/IITBYUni7adP3Gm4kl518tXQxVVXfce1N1/WF9W3lzzuu/Z8/bbtyr37T2Ow25FIvORyHwYLAvkqz4aPmV/bfynPjk9swj/sZhnesbx50/40vOC6YJ/PwVqNhIBVJJwIL0PDvlgmVgEHI9CZmPQuWhUDgKOBw+kn/al+vw+/9ifzEf+5D4l/SUkMheWmZ9fcPDI0Wt3vn/+qqa7u2dmbp4vEJpkcseK2qPTBzRa34rGpda69Ua/1RKGrAmnMW7UhORiJ3NJuzArm52VLyyoyGQNi2WWS7wrSr9SAkn4FjHbKGbrjVqvSe836gLqFbdYaKNQFQQCrb5+tKKi886dt+WlbR2tcxMj7CWySsp3rMg9IoFFKXdp1X61yiuTOKRiu1rlNRkiSrmLxdBMT3JGh5fHRxmkeRGHpZPL7DqtT70CKRVOidjC4+r4PL1UbFfIoBWlh83Uzk7zZ6f5jGW1RGSXih0CnonHXRFLDTodZLeHvN5kILDu8STs9pDLGXW5YqAxEXQcOWwhNxSL+t9FfKtR7zq4xgLra+HffUj+r3fR/xn1rwWhRMiTSAZ/WI38EPWuex3haGjN74u5XSG/L7Zp0y83/c0//tvFW4+ufl95t7T2+0eNV++8PXvl2eFTD06eLz107GbJzhPZBYdKth0/+M31Eycenjjx8OTpx6fOl569WHnuUtX5y9WXrj2/fvvtnfuNVc8Jlc/6n1T1lFV2Vz4bqH4xWFbZe/dh6+UrL86crTh85N7uPVeKS84UFJ4sKDxZWHSqsOhUydazBw/dvnrt1ZPyrorKnoePWm/fqTt3vurS5ef37jc9Ke969LjtcWl72ZPOh49anz4jVD/tf1zafuny8wMHbxUVn87NO5aXf3zbrsunz1dXVvXWN0y9rRt9/pLw4lX/m1piZ9dMb99CW+vowwcvDx44m521A5aZu3kz7iP/+E8M/Iv/3P7U+P9Lcf6X+P+Z51P8b2iK/nh0Ujr8P1Pw8/kZwR+qCM5OecMU/3AYLjMDA8qoUchsFDIbDsN99AifzvkB/KfSE6kMRSqd8Yl9LP79iTniSGR2ZkYOLmtnfsHBnbtOHD9x69btp6/f9I5PMNgcrVzh1BuCekNQo/PoDD6TJWSzxsy6sE7uEbCNc1PC/m5KW/NMS8tcW9sCkciampLQyGrGkp5OXqHMSygzIuqsiLWk5LFWuCwNnSafmeL1dM09fdp9+3bN1avPb9x49eJp38gQg03Xy8VO/UrAoo+YDSGbNQI5VyFnwm6LWy1huy0OORNWS3RF5RQKjDyuRsA3yGVWoyEIORNez7rDHoOcCacjaTQETcaQ3RY3G6NO+5pW7RcLrRKRXasO2CxJh23NaomqVFa93umwBXyeuN+b8HniXnfM54m7HCGXM+yBIm4o4naGIUfI7Qy7neHV0IdE4F0i8G498tv1yG9XQx/Wwj98iP/PHxL/Kxl8H3LFQ644eHU19CHqX0tE34MWQK8nsmnTLzdt+tU/f3fmyqHvLh8/d//oqfv7vrmx6+srO/Zd2v31pR17zxaWHMHg92Cwe3JyvinIPZqd/W127jc5hd8WbD1etP1k8Y5TW3ed2bn30r6D10+de3LybNnx02Unzjw5e/HZxauvzlx4+t3Jsm8P3z146PaevVe3bjsH4C/ZenbHzoslW88Wl5zZ//WNy1delJZ1lD3pvHe/6eattzdvvb17r/H5C2Jj00xD43RT82xbO6mpeRbMGunsotTWTZQ96bx67dXpM+XHTzy+ePVFaUVXa9vC0DB3dJw3PMoZHedMTHFJixIqTUGlSAaJC0/K3h46eA6P25GZkYOAZSPg+B9Vs36R/5/rF/hS/u9LPH9pXvjP8A/7KEMOBvhmZqB+chfw89V+6fynn1B86XmwtgOhJBQyG43KAbTDYbiMLejMDAyo+YNlYjMzMAg4PtVADfJ5Kf5/z3Ba03HK+3ySF9goPfxsC4BEZmdmZmPx21CYrQhUcU7e3u07j546c7v6WfPoOI3OVChVLq3Or9H6tDq/Th/Q6/xSgZW7pJkYYtW9Hix72Pzgbn1ZWUd1dV9T00xPD21ilDc7JZ4d50+OMKeGGNPDjKlR+sIMe3FeMDfNGR5camkaKy1tvny56s6d1+XlbR1tM5RFmVLq0msCFn0Esib8nnc+z6rXteZ1J8HVA626objTFjMbfTq1W7Pi0Kggg87tsEYDvvWAb91hC7uhuNe1ZjOHIXvc514Hk44sxrBB6zfqQnZLwu1853V98EDrNkvAZvFB9qDPHfN74uAa9CU99pDLEfI6wl5XNOCK+dwb4t/J4HrME4954uuhd+8jH1YDa0n/Kvg54UuGoUjEFV0NrL0Lv18Lrsd8yYA3Fo2sRyPrkDPwd7/4h02b/vbXuw8eyys5uG33qaIdp7IKjuYUHSvacapo+8mtu04Wb/sOn7MXhd6FxuxGwnb/5jdFKMxeTPb+7IJvcosO5xV/l19yrHj7me27Lxw8fPvg4duHjtw9fOzBqXNVF668PHvx2fHT5Ue/e3Dk6P1D39zZ//WNPXuvfn3g5pGj90+eKrt46dm581XXb7x+/oLY0Unu7qG1ti00Nc++fjPa0DhNHGTPzMqnZ2Rz80rSonp2TrFI1oAE4fSMbHCI09q28PLVUHlF9/Oaoaa2+dExwSJZs0TXLzMMDJaBxTEB6UGZxMFmqXt7Zq5fK9u29VssZhsClvtJKTtwAX82/5+c//1l+QcOZfNX8K9+AwP8f4JTKqT/I/lPuYA/hn80KgeLyUtF+5u/Qm7ZjAIRwZbNqM1fIcFwV9THYSFf4v/zmAWeprwAagQ+yf9tRAGonMzMbHz2DgSq8Deb8RmwXDiyqHjrNxcuPXj+sq1/YI62JOfxDTy+AVSLc1i6ZbJ8fpzbWj9+/86b86fLLpwtv327tqyso7V1nkBgzEyKFucV5FnpwrSANMlfnOLPT3Foi0LWkpKxpFqcEw8RafW1w2VlLU1NE719pLkZgZBvNunDdkvMbV+NBH4bCrz3eVYhRxRyRH2e1YBv3e9d87gSLmcMNOSaDF6Dzm3Ue5z2SND/zu9dA/plLmfMbPQ5bTG/5x2QKrAYw1ZTxGGNQ/ak2/nOA733QOuRwAcvFHfbwh5nLOhOpiYaAeEAMJ4kNenIZQ28j3yIexNxb+J95MNv478DnAP4I65o0BGKuKJJ/+pacD3hS4ZcUcjuj0Xfra3+zgUF/+m//NumTX/3j3sOHcfl7ckp/KZox6m8khPFO88eOHJz1/6Lew5c2L3vbH7RITRmNwK5A4Pch8XuR2P3YbL34/MOZhd8k1t0tGj7yV37Lh/49tbp8+VXb766fP3V+cvPbn7fUFrRU/ls4HnNyKua4WfPB6qq+8oruh88bLl7r7Gquq+5Za6ufvLlq6G3teN9/fSJSfHklGRqWrpAWplfUM0vqEiLaipNz2Ba2Bw7OBFksqzgIIBK09OWDFSanrSonpmVT83JJ2akUzPiuQU5bVnH5loFIodIAkmkTpkcUsggicjGpKt7e2YuXniIw26HZeTAMrIzt2RlbMbDMzfE7RCw7D9+z//5Dvw/wv6Y7/C5S/pSXdBPPvyT9iW/8MkDqY39z9cXpTumVN4BlTYUPP3UID0rsfFH4XgYLAuGyEOgCoAwLBpbgs/ekZu/58h3V25/X93cMjI7x2MwV1hszTJ9ZZmmZNJUk4PLdTWEsoeNZQ+bn1X1vH49VFc3Nj7Op1I1Ir5TLvFq5H6DOmhQ+lUih5itF/OMUoFVIrQKuWYmXUMmyedmRDSKgs3UyUQOndpvNUQhayLk+hAJ/DYW+V3Qv+6GYkDwIyUTAiRDUjoiQJzH50kGfGug997rTkCOCOhH9nlWXc4YZI+ntTDHHNY4ZE147QmPLeqxRFyWsMcS8dpjfmciACWBUsCn5ogmfMmkP7EWXH0XXn8fefch+v595N37yLvVQHI1kFwLrqZbMrQaDa3FY+9j0XeR8NqmTb/ctOnv/vGXravJAAAgAElEQVTY2atfH75w+OTtk+dLj58tPXWh/MK1ZxevVZ+/Un7q7P1Dh69u3XY8N/fb4oLjO3eeP/LdnWOn7525+OT8lcoLV6suXX967VbNrbu1pRUdr94Ov64bf/V2tLF1oaNnqauP3kdkT05JxidEg0Ocrm5qc8tcRyd5dExApmhHRvk9vUvdPbSxceECaWWBtAKYXyRrSIvqRbIG8M9i21hsG5NlBfUCdIY55RSWlo1kinaBopmeV0xMCadnJWSqms21CsVOsdQlljhkcpdS7lbKXVKxnbIobawfunWzaue2I1h0ccbmLBQiH4cpBkqhGFR+Wpvg/8//F/lPh/nP5j+9IihdfeTzfOFP8V+Mz96Rk7e7qOTQN4cv3r33srVtbHaOx2SpuTwjn2tUSpwc2srUKGugd3GwnzY2zJmYEExOCul0g0TiMeoSVvOqy7bugz747O+cxrjDEIFMMci6CllXbaaEURtWqwIKmUcpd2tW/EZdyGwIWQ1huznstSeCrtVI4H3At+ZxxQH2gH+XM+rzJDcEfxwRcB9oAfk8Sb93FdhHUaC4x5UAWqafSBg4rVG3JeGxxNzmuNsc9VgSXmvca1v12hNfuMbC7ljME0344oD29dAasHfhdWDAHQBbj75LRN8nEz/EY+8/8v/Lf7p+v+LWw+cPyhvKn/VUvSJWvSJWvup/3TBSXdNTWtl88+7L02cffnvk1pkzZXfv1j1/SXhVO1jbOFHfPFXXNPm2Yfx13XhN7VhT2zxhiA0mgkzOKqbnVZOzilmSepluojPMc/PKfgKjq5s6Ni5cWjby+BCTZZ2ekQ0NcycmxaRFNTjqB8s7maJdJGvIFC1tyUBnmJksK5NlpVB1YOUHNUKgWIi2ZFhmmeYWleOTgvFJAYmsYnOtIgkkkblFIqdE6lTIXCqFR63yyaXQMk01Psq4e7t6z85jSFghFl2chduWuSVry1c4HKYwJRCcxj8Klvkfrhf0l+Uf8ZnO159qP8P/5/D/Gfyn/5x+BPCTH45A4uBwPAyZg0DnIdB5SEw+GleIy9qWlbMTiS7Jydt78NDFx6W1g0M0DtcgV7hUCrfVEDYoPXKRXSq0K6UulcInl3ulUrdM5tHrY27ot37v/4j4/3cs+H/H/f877P7BZ1/zO9Z90Acf9MHj/ADZ1m2WpMUUdznfu6EPHui905awm8M2U8BtjfihuN+d9Hvifk/c64q6nWEwfscDRQLeBDCwafe6ol5X1ANFwA+p4RwBb8ILxVPq4KmxH8Cc1qjTGHWZYi5jwm2Ou01JtznuMidd5rjXtu61rX56tSf8jkgACobc4agvFvPHE8FkIphMhlbXo+9SthZZB7YaXU9E3yfiGyqAG/w/rH5T/br96Zu+103jrT2Ujv6lpk4ScYzT0bdY2zRS/bL73oO6O3drX7wcJAww+4hMwhB7YJgzMMzpHWB09FCb2xcaW+fauynEEe7wuGB4XDA+LRuZEA+NCcenZYDtsXFhY9NMXf3k4BAHrO1sjn1mVg4miE5MimfnFHPzyrl5JZmiBYW9c/PK+QUVeHhp2Qj2BfMLKlApRKHqgDE4lnmyCvC/SFnh8GwCkUMgcohETrEYkkmccimklLuVcrdU7BDwzL1d03duVm4tOoRGFCMyCzI2Z2VuyUIjC/4/w386sX/Gh3zpXPBzPj85z/8j+f98B/GlsgUUEo9E4eFwPAyZBUdlp/jH4EpwWdswuK0Y3PaSrUeuXH3S3TPH45u0uqBRH7YZIzZdyKwLWk0xp23VaV+3WJMGY1Sp9OsNEad93ev+IeD+bdDzQ8j1IQi9d1sSHmvSY12DrKtOy6rNlLAa42ZjzOP6wef5rd/zwQOtuuxRyBb2OqJBd9IDRXzuWMCb8LljbmcYsgddjpAHivg98XT5/aAvCRxByhf4PXHwUsCz6oXiQN77kxFALkvYrg87DZEU/y5TDAQpX+Lf54z4XcGQOxz2RWP+eDyUTIZWk5G11fBa6poMrSbCq+AaDa1Fwmt+X2zj/G/T3//Loxf1T992l9f0Pq0daeymdA6y2gj0oSl+9yCtrnWs/HnH3Uf1j8vbWzspc4saUOrTP8jpHWB19zM6e5fbuqgtHeSuPjq42UNg9g9yuvsZnb00whB7bl65QFoZHuGBfP7gEAdgTKHqRscEnV2Ujk4ycZANqnonpyRz80pQCDQxKZ6YFE/PyEA6gLSoXiCtzM0rZ2blM7Py+QUVCBCWmMa5ReXktGh6VkJd0nJ4Np7AweZaxWJILIbkUrdC5gGKo1IxJJdCjCVVd8fkpfMPc7N2Z3yVg4DlAZmAz/hH/Wfk//O6wD+df+xPGqiYSv0K2nVRyD9z/f/kFODz6qCN/B86C4HEwZA4OAqPQOegsAVoXCEaW4zGFuOytqMwW3Ny9588daehcXiZvqLWBMzGqNUYtOr8Zr0fKILYrUmzJW40RVUrPo02YDHFHPaEy5Z0WqNua8xjiwed7wLOD37He4/jndv+zmldc1hW7eakw5p0O9/5Xe/97nUwL9Rnj/qhKFDdBjN5UsriYOYHUOkP+dbD/ndh/7uQbz3oS4a9yYAr4nOGfM5Q0B2N+BIR32rYm/w4Pnwjt7cxjNgacRhDTlPYZY67rTG3JQGZI05j1GEMue2rbkfis2vM64r63JGgOxr0xaP+ZDS0lgy/S0Tfr0U/JGMf1qIfEtH3q5H38ci7ZPhdPPIO7PzT+P/1v95/+rb0ZfvDp+2lz/teNk41dlGbeqjtfbS2PnJN/fD3j+qv3nz1uLyzpZ0yMi7pJ/J7+jkd3Yz2rqXOHmZ334YRBnmE/4e794xuMzvvfRmn+DrJOXedkzguokii9w6CYCfVqV5GvYtFItUrxV7F3kmxdxIEe68AQbS3oneApDSaGXvGZWxn7Os4zYnuh61BOKPRuNybrHPOWs/CAl+8gL7ot/e7n/L/146XVMhLKuSVteNlVSMlFbLq+nFAdXXNaGFRT1Fxb23deHPLHNjw6+onSkoHSkoHamrHWlrn29oXQRYQwA8ahJuez4AqQP+Auq9/DZQAwJoyMKiRD0O9g6r27qWt+b/RcVg+ogP6govzppUl69KCeW4GB7qjS3MG+eBKdkZVwp6zbEYEgxpGIQm+9x3yFv63wv+/Df+BX0zsby34fc1i8Xb4wf5SbF0LtsD/B+//b+/z4P63W4AB/yEEahCBGkSgBhNpBDKLSOESSLxgAieEyAsMYoUQRBGRh5KSM+obhmZmUZ3GjUFuTGvXq206tU2vcUJ6tx7yQfC6WuNSaxww5MExnwHxonqHQe+0oOtWZNOGvG9F37cgL43ISwP8AtVvILp1FFo3Yps24yubadOK+UyIywTZTYjD/rkhjxn3gmd44DLgl9/3LwFO60unbdNtXXeYPDaDy4o77Ua30+x1Wzc9thefG3iv+53FgUm5CXaDMCNv3hshl0HvNGHerwqPxegxm1xWk9tq8TisPqdjw+N84fW8/3LjBy82f/Bi/aON9Q83fR+u+z7Y8H7g875a933gcb+0Wb0O+/qb+Z+LqY+v3c1Pvl9641HNrfTGh7mdTwq6Hua0Zpd2Pc5puJCUcfri49sPqwtKBp9VjJZWTBSVjOQVyvIKB4pKRkrKR0vKR5+VyatqJ8sqRwtLBkoq5PXPp2saJipqRuqfTzc0TlXXjJZXDFVUyqtrRmtqx0C0tS+CvGB1zWhj03R7xxKY7dm6BDQ9nwGPAOBoAI4SYAno7lH29a8NyrRdfYq27vnW9rn2zoW+gVX5iG5kDBoe1U9MoOPjCMj3LsyaZybxuWmjcsWuXLIszeN93XMZT8qPHroUKtxJIQn+wynof1v+t/YgBL+lC/x2vLte+Dv4/yL8fzD/W1P9W3VH/BqB/j5iEpFOINIIRGoQkbKV/xAid3swKyiE8/1AxrZALpMVffDQ1YzMmkGZQqt2mTCvCXEhOrtea9Vr7DDkQrEN3PACRnw6vRuBvQZ83Yj6EJ3doHfa8HVM7cLVXoNuw6jfxKFNTL8Ba32QxmvEXpoNL23GV1bjhhnxGGGnGXZYcbfb+tJm2gA7/9YARiPAqwe4fdnNm3bLusPkcVrcIBwmj8PkcVl8buu6w+Rzmtc/j02HaQMsBGAteFPw+zzAj5swjz/d+Hm4DJgTx50GzGkwuEwGt9nstVnWbbYNr/sDt/uVx/XK5Xrf5XjpcLxw2DYdtk2Hfd1q8RgNDqvFA/b/vz1//WHivYJbGVV3sxpvP226m9n8KKf95uO6nNLe7OKOxJuFV6/nZRd2VtZNPKsYLq0YKyoZySscyCscKCiWFT4byi8azMnvKS4dyi/qz8rrLC6TAVMQIA36vHm+pnaiuma8uWUBMF9bN15bP9rePt/aPtfUPAVcA9o7F8BIX0vrfGvbAnjIBwtBe8cSOEE8b54FOz84I4D33b0rHV3zbW1z7e3zPT0rMpl6dBQaH0dG5Tr5oHpkSDs1AU+NIWMj2qkxaHHepFgyKZbNS/N4d9fU3Vs5UZEJZCKfQOBs30YNDCRvDyQGbiduDyQEbv8/nP93H7x/L/4/h/8P5v8N1SH0EAKVEAK0wFhkCpPJENAZXDqNR6WxKWQ2icwgEZkEIo1ApAURqMEhFAKRBrSDCARWUBCdTOYTCJyg7RwSRRwVfSQ1Lbeza0az5jThG0bUg0FOWG+H9HYU8RgNG6AJD9I7YchlQH047IE0Vkxrt2IbmMYNsmtWwwd200c244dmwysT/j4Q1bWZXgIvUDPqthu9buum2/mBzbJpRN0GyGGEnWbYBbZoi2H9c29irxn3Wowem8FlNzltuM1rcry0uF9ZfC8MHq/B5TR67Bav3eJ1m30bpvWXxvVXhvVNo89jcLkNjk2D7QVu9WJWN2xzQHYH4nCgbjvusmAOC+awYjYLbjPhDhMOjg8uDLahsA2BrChswxC7AXMajW6TyWc2r5tMPpPJZzR6DQYPirsxzIVhLhi2QzqzXmsy4PaAgG8GBHzz25dvZly+mZV4J//6g7K7GQ03H9fdelh7+1FdZkFHRl7bjTslyTeLnuY2l1cPlVcPlVaNFJfL84r7858NFJQMZuR2Pnza/CSrtaBkoLh86FmF/FmFvLh8qKBkoKhMVtM4Xd80V9c439g019q23NG+0to639g4UVc33NUx19u7PDi42t+v6OpZbO+ca+ta7OxdASd8sP83t8wB+Hv7VCBBAA4CoBzY17/W2bk82Lfa1Tbf0jjZ3jwj61sdH9aPyTVD/cqJEd3okHpMrpmZgGbHkdEh1cigcmxYtbZqX14xriwbZuZ0zc9lV67dFQnjvvt9akgIM5jIIJLowURacAj5e9uDvvu9bX/3nW3v4mer9h542AaafP//8v92We5r1iN/Uw0ADywB79rn35XGe1fmb2sbb/DnU/2g22friJG/tv+lg71/z9++nRJMZJDJXBKVQyJxQkhMCoVHofMEgkieMJzLldKYAiKRHRhMDQykBgaSSSRWSAgdzCC86Rog0InBVDCnELydGRLMYXOjjx1PKq/qWlzCIf2bWhoCO1HEZTB4cNyNQHZQoreYNkzYOga5YY0LkI9B7jcBe4CsOAgD6sMRL5AJR2FgFuw24l497IAQJ466LIjbAXuckNcO+czQOqxx6bROPeTBjT6bZd1qcjpwk8uAm7Tql7jhM6PjZxrzzyHHjzCvDbF6vC8cTp8dtf297dXPdc5f6Z0fKpEPzVbnmvIzHPrJ2vIPNRrPwuqnqNu3gq9Dzg2z16TFHaj5A7vHooawNcRr9jm0TuuazaKzmSCrGXZgOotyQT81trI4r0Ugh1KBqVYNq2tmldqiXLUsKYxgYhJ0KE+MK6anV//8z/9bQMBf/N3lm1mA/+R7JWmPqlNulyemldx53JCR3/k4s+VKSv7FxJwHT+ueVfSWVQ8UVwzmPevJKujIKerKLe7OzG9/mtuaVdBRXDH4rFJWUjVUWi0vrZYXlQ8UlPYVlw81tSxW1U5WVY83Ns22ts43NU0+bxxrbR7v713o713o61/s7Vvo7l3o7l3o7Fvo6l9ubX/DPCgBgnJAV7cCHBBAgWBQpgXFv74+VU/HYnPdeFVJf1VJf0v9xGC3YkKunx6FZsbgyWHd9Ci0MI3OTyFTo9qpUe3sFKRYNs8voAuL2MIS0ts/8+BRQdyOI0Qy/3uBwFOc8L1AwncDg78buB3E/2r8f8188R/H/5eWgN+RkH9L53Mr21vn/L9yGDmEQA0OZoSQ2GQan0zjEylckNKj0AUsbhiLG8Zgh1IZQiKFG0xkbQ9hBAbTgR45aDokE+gUIoNGpFMJNLAKBG+nb9/OoNNC9yacycypGZQvazUOSO/+XN7bjqJOA+bGUQeOADtArxH1oDoPonXjWp8BXod1Tr9NCOjq2xpvPAURF/DhwFC3BnHpETeOui2I2wl73JDXoffZoA0T/j6CbsLYOm70WS0eh8nmwrB1VP+BCf4xqvuNSv8Pc6rfrhl/DVsdKp0NNXzo29xEjP9i8Px2zfxaa/6VUvsrm+VTXP2LWfmHPY3erjZbZ/evVvFPlfjPEPfHqP0To+0HuOkzm/MHMPo+jP/Q7N1Qml0rJofOataa8TWTakE3PjjX2TrU1zU+MbYyJFuQDy3KhpYHZUt9g0udPbOt7VPPW8bragZqa3prqrsaGrq/8Y2/Dgj4s7+7lJp1KTXr6q385FslqfeqrqWWXE4puv+k+WlOx637tSfOPD7y3v2UWyU5Be1Fpb15RZ1PMhsfptc9yWxMz2p6mv08O78tv7irrEpWVNpbVNpbUjFQViUrq5IVl/XlFnaUVcnLq4frGyaft0w3NY03NA53tk+NDCtkg/MD/bPdvVNdPZOdPdOtHeN1zUOVdQNtHfPgwR7wD9qBQF9ge8dSW/tiR+cyKAoODGoGBzWtz2frq0ZLCnqKcjsrSwbbm2dGZJrZSXx8WD8+rJ0c1c9OojMTyNSYbmYCWpzFF+cNM7PI/AKuUJqnZ/QVVR0nTyfxBNGBwfRtQZTvBRK+uy3ku4HB3w8ibAsO2RYc8i7eviT4s33LLNB/Kv/viu1bmmr9/H/NOf8rnwK+Zi7wS416/tZd/59fGuN9F/8EAotE5VEZQipDSKLyAP9gOaDQBeA6hS4AH4WQ2G/shoKogH8qiUknMegkBp3CphAZIUGMbdtohBBuRNSBlNTMypqe5SVco7bDkAvSO/U6GwzbQTcO8NIDxTbAP6ZfxyGfTm2DdDa/YY7fFwiE/z1YCBDYqYNdesSNIS4z5LZDHifkdcDrVmTTiL1E0E0IcRsMHofZuW62vjTiHyLqH2kXfzQj/7Sn59Pmjt+OTr9WqD9RrPwYR35qxtenpn8xMffZwNg/Dc983DvwU8XipyuTL+vyLU9TofTba+mPP+zs+0Q+9Y9r6D/qsN/C2KcLC58tLvx4euaTheWfqaFPlvU/hewencWsNUMr6MKEor99pKGms6mup7N9uKV5qLVF/rx5uLFpqLpuoLSiK7+wJSev6e7twrt38tNSM27eTA8I+MuAgD/99oXrGedTMq/cLEi+VXL7UV3q3dobd2qeZHU8zelKuVm5/8jt3fuvX0rMf5L5PDu/7UlWfcrNvGtJGYk3shOTM1Nu5t17UHr3Udn9h2VJqTlJKVnJabm37xY/zanPK2h+nFmTmfe8pLKnoqovM6fu1u28O/fyMp6W5OdVFxfXFRXVFj2rL6torm3saWwZqG8ZqGka7OpZ7Ohcbm1baG6Za26ZA6W+7h5la9sCCP+JoH9APTio6WxbbKqfrHg2UJDbUZjTUVkm62iel/WrBnoUsn7ViEwzOqwZk2tGhzVTY9D8rGF21jA9g8zOYQqldUVh6eicTLmRHhm9n0wVEsicYCIDVJuCiJTtBHJgyDvFOfyUbuX/jzi3f338/vwHbdHeJG7x8/s96/lf2sbfLsgBxR5/Zs7ft791LfDr+XxpjO8/lEgIDBKJQ6EL6CwxnSWm0AVEChfwDzp8CGQOmcanMUU0pohCF5Bp/Dfug0HUkGAaKYRGJTGZFBaLymYz+AwqhxjCCgykBwexheKdp86mPcmoGBldXVk2ILAXQ70I7EbfWOL5AP8Y5MQgN+Af0XpRnUejsvj7883GdbNx3b8EAEcg8CeOulHYCemdOtgDwV4M9pghtw32OGCvHV63YhtWywcG40vM4DXhDrfBtoFhvtUVz9QwVJWD59w13b5uvHp18+GjH1VVftzf/q/wyo/mhrHyQlteruNJxkZuAfzoobGuwtlY6nh4Fbt8UJ94cv78CfThfUdx8W9Gx18vLH9UX2fOSDdnpCPpD+HcbFtN7XpXz99rkE3IYoNs6KpheVo13DvV1Sbv7RyTDcz09U739U5398y0d0w0No9U1vQVPWvPK2i+lZaXeiPz/Lm0kyevBgR8KyDgT799PuXphaSMq6n5KbdLH2Y2P8xoe5zVkZ0/kJXfez2t8sDh2/sP30y8Xpye1ZyR03zy9K3ouBOSsANhEYdE4n2h0gNR0cdEkoSdu86Iw/aLxPvCIg7t2Hn68rXH6U+rHjwuy8yve5Jddenqg8iYQ6LQHfE7j+zYcVAgiIyN3RsXt2/H7oP7D7135kLynQdZRRVNDa1D7Z1zrW0LoGoIagFAGqTp+Qw4/289GvT2qXp71poaZ4vye+7crrqeVHTrVll+TntV1XB7y3x397KsXzU4uCbrV8lk6vERaHISm542TE5iExMoaBDs7Vu4/6B4z77TFJqYSOYHExnBRFoIiR5Mom4nkL8f9E59nsC31P62f2297T+b/60JduIXfb6/hv+vqsAzQJCITBKRCRx+yCQWg86n03hUCsd/hUJmUykccCd4T6NyqRQOhcz+3BeICcYHwRwhicgkkVgUCo/GFLG4YUyOhMYUkWl8EpVHpvHB034QgUmkcGlMEYMdSmeJqQzhVqFxwD+LyubQuTy2iEXnUUjckBA2IYTLE8QdOnr1xs3stvbJ8Qm1RuvEDOs45sNQtwH3Gg2+N/5fwCxQ50G0bljjgdRO7ZoVWPeZDD6LacNi2gDAg/g8pffGFwyGXHrIo4c8KOQ2Qh4L7LEiXiu2YTZsur2fOD0f2+0v7QaHB8E9ihV8oFdbWaC4c8l089xmygXn6SOOk0dcSWdfFjx4Pd/7894a3d2r0KWz6PmzrrQ0fXKioSDTUZz+4vZZ59ld7mtH4fOHrHeSPRkP/qG54Z8a6pwpidiZ91xJVyzJV5Hky9CtG1hexodjI68QkwtzmbRW9RK0MLE6Pa6YnVTNz2rm5/QL89DsHDw1rRseW+vpX2hpm2xoGikpbsvLrUtLzTh//vqb/f/L/Ge2PMpsz8zrSc/uTL5RfvjYveOnHt6+X5WV156R1XDo8BWheCdfGB8euV8s2R0atkcg2rE9mMvmRgcT+CSKmM4M5/JjT55OyciqyMiqePjk2YmzyUxuxHe2Udk86b4Dx/fuPcLnS3fs3BcXv0cSHsNgC8gMXljUjrNXbqTnlJdV9NXUjvlT/aAoWN8wWVc/AYTDvtggNN/8fOFZ8WDqjbLDh27Fx13en3DjyuXcBw9qwLx3T4+yu3u5s3Oxp2dlcHBtaEg3PAzJ5fqBAXVvr6K/X9HeMf00o/rEeyl0ZjiJIgwiMAODqdtDaNtDKNuCSN8NDH4XbIHvqLe/a734Q+MP5f9tkt++8q5Pv5i3f4M9hcz2U02jcllMIXD79uMNbvAvBP47wXv/QvCFH6RwqFQ+nSVm86RsnpTBDqXQBSD8B/5gIotCF/j5BwNabxaRYCqFyGBR2VwGj8sSshl8GoVPIvFIRD6HF7Mn4dzFK/dLyzo7u2bmF3CN1glDHuD5haFuYBkKXIMxvRfTexGtF1I7gZOf3znXv/9vhR88DuCoG0U8esijh3wo5MVhjwl2W1Cv2bBpNL8wWl6abC/MRo8DNW/C2PsKha23U1+UYX+a8tOc1NcFD//hbuKPLp/wnt3vuXn6XzqL/rWnzHTznOH8cdvl8z/NzvooP+fHHY0/b6/6VU7qq4t73088tnHzzN9XZv264dlv68tfpCZtXjr34eWL/5KT/o/5mT94dNtyO0l9PwlvqHxfj7kwl0Vv1yuxtUVYuQSrVjDlCgo8yzRap1rjWFm1zi5gYxO6oWHVYP9SV+dkeVnrkyeFAQF/GRDwZ9++fCPj0vWnV1OzE28Wpt2vTE4rTbxRknKzPCm15OTZJ3sPpJw4/eDOg8qMrIY794tPnUmOizt48OCZlJQHqamP09KeXL58Mzb2AJ8fRaeLhcIYoTCGxQo7ePDM/fs5t+9mHT91jS/ZEUTksvmRu/YePXzszIkT50+fuVhYVFb8rOJReu6R42cZHAmRyouIP3D28u2Hj6uysltLywbrGybB7FBt3TiYHSivGKqqHgHv8/I7s3PasnM6nqQ3X79ReuToXWn4GS7vcKjkvX0J18+cTX+a0fKspL+2bry6ZhS0HtQ3TNY3THZ2KLo6lc+b5ior5TU1w3V1w7l5jYlJT2LijoglO+lMSQiJvT2EFkSggiXg6/kP3tJv/1/D/7vuf1e+/V38E94hxeXHHvBMp/EYdD6DzmcxhUyGgE7j+fkHSG8FfutX6DTelxYLGpVLo/EA/xx+OFcQweKG0ZgiKkNIY4pIVF4wkbUtiLY9hEGi8ugsMTgCvPEdJDAA/2QCnUVl85h8NoPPpHGpZB7gn8mOjN1x4vjJlKcZ1VXV/QODKzOzyNKyaVVl1WmdkN4JQx69zqXXOP0jtwZ4HdN7UcgNcntfeuD3rwJfyAXg63rIp4d8iN6DQW4D4jZhXpNx3Wjd1KJOGHfhiNUGYR/B+M802lfDMkd5vvdpysePr/7mUcovU8//9OqxzXN7bVf2/azk9uveUvutM+ZLJ3w3kv61ofbferpeL8+9nhp8XZf7/pX93ksHNu+c/fvy5wgAACAASURBVG1X+euRltctFYaTBzdOHf/hpfP/nvP0H7IffXD3uint8vyNM3OFj3xqvR22W/R2WGXQKw2QxgJprGqVEdI7UcSDYhsYvgmhG2ta17LCOr9onJtBpqe0A/2zzc39AQHfCgj4i/959Wb6ldSn125mX7mRdTU199SFR8dO3z92+v6Rk3d37bsaGXvm0PEbqXcK7z0suZb4WCCIDgqih4XFX7mSduvWk/v3s65duxURsYvPj2CzJeHhO0Wi6JAQpkQSd+rUlUNHz4rCdgZTBBxB9KFjFxIOnmSwRXy+9OTJi42NHT098pb2gTv3M8Mi9wSGsBi8yJ0JZ5Ov5968Vfb4SUNuXgdgvrxiqKxclpHZDJQ/05823blbef1GcXJKYVJy0ZmzT48efbBzV6Ik7BSPf0QoOh4Te3HvvpSk5KJHjxvz8jtzctvBd3PzOnJy2+vrppoaZysrRnJz2/Pz2ysq+guLWu/cLTp77taBQxfCwvfQmRIihRtCYoaQmMFE2v9q/L/rpPA1nH8N/Ft9e0F8CWMmQ8BkCFhMIZsl2sq//2gAOAe7Pfgi+Jb/vOBfUOg0Hp3OB/xzBRE8YSSbJwWcg9cQEntbEC0wmE6kcEEikEzjvxEjJTK/xD+TxqVT2BQSl0DgEEK4NIY0POrQgcNX790vKShsaW4ZH5QpJib1i0tGtcqh0zp1GrdGbdeobJDWZUA3zIaXFvylEfXhqBuEH3IAPxjpB9s++NRk8JmMm7DeB+t9iN6HQm4D4jXiXqN5A7duGhwvzfYXZoPdocd+oEd+sbb24eCAvTjX8TjFmfye9+LRF+cOfZx48gc3Tr24e+bXdU//teMZfuO0/sIJW1ryP7e1vx4ff63T/nZu/HVHtePaYeTsbsP14591lLye7njdXYOcPuw+e/rFhfOf3r+zmZZkSbyI3r62+PjqUnWeXblm0VnMOhuqNmEaqxF1G1EPpLMhsBtDvQbjS5P5lcH8AYK/0Oi8q2tO4B04M60ZHV0MCPhWQMCf/eXxC8mnL6ddTX1y5vLd42dvxu85xw9NEEkPC8MOhUcejYo5sSfhwuVrD68lPzpw6ByRyGazRLExe06dvJiSfDvxWtqxo2diY/ZwOaGh4qgwSQyfF8blhEpCo6Mid0ZF7Qkh81mC2ISD589dStu5+ziBxGOxwo4cOZuRUVRV1Vxa/vzy1TsC8U4CWcTkx0kiD+9NuHbq9MNz59NPnX6YlFwApgau3yi+cDHjytWcxKT8xKT8y1eyz51PP33m0anTjw8euhUfnxgReS4m9tKevSkJ+1MT9t9I2H8jKbno3v3a7Jw2IB+UkdkMVoHamonKipHSEll5uayqaqiqavBZSUdeftOjx6X3HhRcvnpn994THH54CIm9PYSxPYQWtJ1EItL9ynYAkq2ZrS+l076mPv8H9fl8iXz/uf3tejvAGOTe/Ik3f4ruK3U1iATal1IGW+w6OFQyD4j/M+kiFkPMZoaymaFMuggEgyakUwV0qgB4BLAYYgZNSCXzgGQ4gyZkMcQcloTFEIP4whfpQhpNQKbx6SyxQBwtEEcz2KFkGp/KEIKnfRKVF0Ji+7OATI6ERuGTCGyg0UQm0OkUNpPCYpCZNDKLTmEzaEIaTUQhC2kMqSR8/56EC4nJmU8z64tLumrrh2Uy1ewcplDaUOwFpPNBOi+s92HIpgl/YTa8xBEvonf5aQcBUn0Y4oL1dgPmAVeAqgestxvwdRx9gaMvcGQTB80CmAcz+VDz+hpiN1o3XHbfusH6kQ7+cGYGLS0dvnhGlXIRu3Hh3xvL/6ksBz19wJ58ZvX8/p8/L/hVZ6XyxrnFi6exh/d+0tb5Wqn+J43+tV730/Za7O7llStHtfcufzxQ/Vo1+oP6IvxmovnqZUdS8i8rKn9RW/2qpPCD5mpbTw0sa/VCmB2222CnGXaYICeqt+vVFs2aSb1mgSGXTu/WaJ1ayLuqdiwum1eUNuWKZWpSMzmham8f+uY3/0dAwDf/au/xU/H7jyUcP7/zwJmY3Sf5ofuItAgGdweFGU1nxVAZEWxezI7d7+07eCY0bCeDIRLwpdFRu/YnHDt65PS+vUfCJDFMhoDNEvG4Eg5bTKfx6DQemyViMYUUCo/KkHJEO+N2vrd3/9mw8H1EsoDJCIuNPXAz7emd21mXr96JiTtCoYdT6JE88T5p9AlR6GFp+EkQCftTriXm3Uh9dvlKdsr1otS0kpu3ytJull6/UQzUhG/drryRWnb5St6585mXr+QlJRcnJhVeupxz4WLW/Qd1ObntlVXDYI6grn6ivmGysWm6o2OppWWuqWm6uXm6rW2urW2msWmkuqa/uqa3qronr6DuWtL9+J1HmBzJ9mDWd75PIoS8kaYCez5Q+/r+94L/a/h/u1BH/KJpjz/3/q78/Lv437pM+F366DQOgyZk0IR+8jksCZcdBjR/wRUWQ+yHH4gCgyuAfHAzlx32Lv7pdCGFLmByJIB/JkdCoQv8CX8ihevnn8EOZXHD6FTB2/zTSQzAP50qoFKFZJKAxpCGRRzYd+BSyo2cjKyGwuKOsoq+jo654WHN3JxRD61r1W6dxgPpfBiyacQ2jdgmjnhRyA2K/+AIAMhHYScCORDIAbQ6DJgHgRyw3o7CTiO2jqMvMGQTh3w47MFhF455MIMXMfl0mAsxuA2ozaZFNhTql+NT5rralQd34PSHvmd5r0cGftPWAF2/bHtyW38/+SdddZ8OtCzfvTF29dLKw4cbbV2/Vmp/tLz2k2XlJ/J+Tea96bQri+k31gcbfqOd+mSwdaO6FL59y/oo458H5a+Xln67MPdvutWfI0s/NGl8mNGBOKyQwwTZAf+QxqpZM+l1DhTxaLTOFYVpccU0NQuPjGkmpqCJMc2wfGVsVNHWJvuTP/mrgIC/+KuInfto/DCeNJ4pjKVyorcTQ78TyAsiiAODhSEkCYEcSqKGisP2REbvZ3HCGQwRhxMmEESKRNECQSSbLaHRBBQKLzQ0ViiM4nDCmEwxlysFn9KZEr5oV2jkgYjow+KwPWxuNJMdyeVEC/gxMdGHIsITuLx4CjWCzowVSw6ERR0XSo6wOQk0+i4yJZ7D3b9r91WgBfjocX12TltefmdBYXduXkdmVkt2Ttuzkv6a2onqqvGyUvmz4sGy0qGK8uFnxQM52R3p6Y2Fhd3V1SOdncsymVou1w4NaeRy7ciIHpgOyWRquVwNbMhkQ8qe3vnhEeX4hHpoeKmyuj35+qP4nUfIVNHf/h0xcNsbDrduyG8XzP9o/r/mCPCVvTrEd+j5M+hcv6POVu+tL4nq+5cAINfp/y6TwWMx+SwmH+z2HJbETz6PI+VxpMAFgMeRclgS4AUK3AF5HClYFDgsCXAKE/AieBzpu/hnMEQg/w/4BykAAP9/1PzJHLBGcPjhDJqQTOSA/h8KkUGnsBlkJqj/0ylsGoVPoQhIRD6NIZVGHtx/6Mr11PyMrKa8gvb8wo7q2uHW9jm5XLuyYl9etq2qHHqtF4HWUcSHIj4U8aCIB2h16bVWWG8H2MN6O6Sz+ZMCXzggoD4c2wD8G/Rug96Jo24c86GGdcS0oUMckNZk0WIfaNEfK9d+MjX5sWzgR7KhX09PvV5be728+LK54Rcjgx/1dfz97MRvlEsv+nvfHxz4wdjkZyrdvxjtP9FgP9Pjr53OnyuWfrQwuTnW5xnv3pjs2xjo/HRy7McDQx919f+zUvMaMfwrDP8Gh36gX36FaTaMNifqtOjtRr3NBDkxyAFrbVq1GdI79TrH7Bzc2zf3vHWsqra/vLK3vnG4tXmsr3d2ckI1MDAF+n/+ShK7h8gSMwRRBIYkkCT6XpAgkBC6bbswMEhEY0bzhLv5ol3hUQeiYg5weFEMRiiLFcpmS5hMMZ0uZLFCxeKYyMjde/cei4nZJxBEUql8IpFNpfKZTDGLE75r76mDx6/tO3AB8C8Ux4uEO2hUCYUsptPCONy4qOhjh48mnzx9Z3fCNaHkiFB0hMHcw2DuiY45d/bckwcPa0vLBsEsMHAKAmMCDY1TnV0rQ3K9bFDf36fp71nr61UP9Ko7O5ebG6drakbrqkdbW2flg+qJCXR6ApuYQKfG0YkJeH7BMDuHzcyic/P44pJxcck4O4dOTGqWlg1ravuaxjo5ra6p60pMfiCN2LttOwP4W4YEU/yngLf73n4f/n/nc/7vhP/tXD2ZxAD0AnT9plp+Uw0qhfUumf138C8E/L+9BDDpIh5HKuRH8jhSP//gBsA/lx0m5EeKBFF8bvjXPP8zmWIANuCfww9nsENB/g9s/sFEFigBsnlSnjCSSRdRyTzQ7UshMmhkFoPMpBHpNDKLRmZRyTwymU8I4VLpYYD/xOTsJ0/rs3NbMrOfFxb1VFTKW1rmRkehqSl8YcG8turSa72Qzgvp3TDkQhGPSomrVUat2gzpbIB/EAbMA54FQGngTRUA9WHoOo6sY5Ab17mMOqcRcuGIF8V9ZtsrCHHrtRYbZPkANn2i0n66tPLLxeV/g5GfLyx/Mjn1z1rdr1dVr03mXywvfzwz99ma+jO17l9w08dLCu/olHt0xjEy9Ykaermo3Jib/1SnebU4bRnqtA60rw8P/BZHXludv9Fj/25yf6bFP5xferW09L5q8TOv832z2427/fzjsBPVOyCdDdI7FSt4Z9dUVnZNSmr2hcsPLl99cutOUWV590D/vGIFX1zUfetbfxMQ8Gf/LT7hPUnU/sj4YzzxXgZ3B4O7iyfez2TvZrB2SaRHdu6+sGfvhcNHEk+8l7L/4Pn9B88eOXbxvVPXTp5OPP7elRMnr54+m3zhUtrTzJK0W09PnLwaEbWPzpRQ6WKBKDYm7uDFq7dT7+ak3so6cTrxwKFzJ05efe/E1b173rt4IS3x2oPbd/Izs2oLilozsuquJGftP3w9Lv5iRORpoAt+915VQWF3fcOkXw5sdAyVDelAXbCvf210FJkcw8ZHkFGZXj6olfdrZP3q/i5lV/tCe/NMX/fKmFw3M4XOT+NzM/j8ND43gy4uGecX0PkFdHEJX1GYFErz0rJhfhFeXTPrICeCebV6x+S0urS89cTJJA4vissJpVJYYMME7S6B2wh/xPP/H8f/2/15WzN2NCqbyeBx2EIeV8xhC1lMPoPO9Tfh+AX53xVvW3Qz6HwmXcSkh7IYEhZDwmaGcVhSDkvKZYezmWF8bqRIEMPnRjJoYipZwKCJOSyp/04uO5zPjeRzIzksqf8XWAwJkx4KgkET0+liFisUgM0XRfGEkRx+OJMjAT2/BDIHdAEB/jn8cL4ois0MpVH4IP8P+KeTGFQCjUpiUklMkP8nhHApNIkkfP++A5fOXUq/+7Dmacbz9KdNuXldhUV95RXDrW0Lg4OasTF4ft6kUNrUKodGbddp7ZDeCfgHx3v/ng8CQ1zgdABKg0bci8EeHNvA0HUj5DHqnCatw6hzGhAvhnqdrk8wfBPW2816i3MNNU/MGrp68Zb2X6yqDa0dqqq6j+aXfqrU/lKHWfqG4daez/SGv4fxT1Y1a02tM8Xliuo6TcPzjen5z8zOj9TwD1VrFtmAprZSVVGiKC0ydbb/cEnxYm7l/fk1bUvfaFHZaGHRQnmZdWzsldHlxt022GmC7GbYBTSFUNiJYz7FCl7fMJiUnL573/nwqCOx8aeOnbhRXto5PqZCYDcE2b71rb8JCPiLvzlx/saxU6mnzt9JOJy071BiwqEbCYdu7N6TFBd/+dDhtKuJ2bdulWRmNpSWdZWUdhSXPK+oaq1v7G183ldb3/2stDEzu/zRk8KKqrbc/Kq0WxknTl6N23EkOvbAwcPnL127nZz66P7Twszc8ieZzzKzy0rKG2pqWquqmgcHp+VD8/KR5SH5SmfPbHXtYFZ+073HlYnJudcS89JulmZkNpeUDtTWjbe2LQCpDyAHCLSAwFBwX59qbBgeG4KGB7Sy3rXBHpV8YE0+sCbrWx3oUQwPqiZH9XNT2NKcaWXBpFg0K5fNC/PQ3IJufhFeXEZXlAZgHbWwhAAnGT3sglGPWmsbHFp48rT06PHL0rBYGpUduI0QEkwBOAV90W/r9+T/d+7z7+rM3Qo/cYuRJnDy47CFfF6oUBDGYQvZLAHgf6vB1tsVvi85gr6Lf4A0jxMBqOZxIoT8aLEwVsCLYjEkdKqISQ/lsKRgjeBxInicCLBM+Ml/F/8AbK4gAgRIAfg3/638C8TR4LgBWom28g9mASgkLonECwnmkChiYeienXvOvnfmfurtsoeP6h49rs/Kbs/N6yoo7K2uGW9tne/pWRkZ0c/OYYpl85rKqlFbtRqbn39w4PeXAN40/Ojt4FkA5AVhyGHA13HMZ4LdZp3TonVadS4z5DUiG1bbDw3GVwZ83YZ5XXqzbVah7+xbrqx7MTalqqrTNrV9tKL+cFnz4YpuuaZ1uab1l6j955Dp5ezKWlOruaf/5fgU/rwFbW7bXFxzzio35hah5mZ9eZmvo/2jseHfIND/YzR9rEE35tVI94hZNrExMW1obNY3NL9EbG7c7cQ8NsxtQYAegceIe23WVzqtvaV1NOV6xo7dZ/iiPWLJgT37LpY+a5+Z1hnwdRx3f+Mbfx0Q8OffuZD4+GpK9o3bRUk3iu49qr13vy7lesm1a8Xnz+ekpZYX5PeUl8lra8eamibr6oZLStuKSxoLihryC2tz82sfpxffSMu4ePnWe6eSDx4+v2vPyZi4Q2Hh+yTS3fE7jx8+funoexePnbly9mJKUurdew8zM7KLCgsrSktrq6qa6+s7Wtpk7Z0jDc+Hyqt6iso6isu7Ssr6qqpHQK4OPPMD+IEKmGxI19e/BmYBuroV/f1ro0PaCbl+TKaV96nkfaoxmXZMph0ZUE3ItWD+Z3YCmp9CFmew5TnD8gI2N6uZndfMLegWl+EVJbaixJYV6NIKotHZVWrLqsqq0Toh2KtQmju7pgqK6k6dvBgujQGcgwwZ2Ff/y/h/u2LnT/ixmHweVywSSkPFEVyOaCv/fs/PLxX5t9T5WGDe3v/wz2YJ2CwRhyUBPAt4UQB4iTheIo4X8qNFghiw/2/d9sFDQagoTiSI4bLDWQwJhyXlcyPfxT+TKeYKIviiKA4/nM2TAv79s0Bv7/9cdhiDJgQy5H7+KSFUUAukkLhkMj8kmEMgCbmCHTHx7x07eSfpRhFwoMnIbMvO6czN6y6vGAb/gbu7l0fHNIvz+KrSrFo1qVYNimVkVYFp1kx6rRWBHF9KBAL+wSkAgRyQ3m40bBjwdTPiseidNp3TpnVZ9V4zvIHCG7jhfbPpfYdx86V5433UbptaVDW1mzr6tHVNL6bmP9Vh769of4bYlY3dirrOn6gMP1pFvKMzUHPbD2fn/lGrtjbUL2blfKKEfwpZfwFhxqYWdUaWq6r6/e7un87Pf6xUeWaWsd4RRV37i5nlfzNYP+6VwWW1mxrchbk8xnWn0WdFPQbEZcK8FtOGxfwSgd2DsqUn6eVHjieHRRwSSw7E7zyT/rhiZFiBwG6j0RsQ8K2AgD/5m0vJ6clpuXceVD7OaKqqmyivGnuS0f7kSfudO3XZ2d21dVMVlSNZ2a237pSev/jgvZPX9yackUYkiEJ3hYbtCQvfIwrdxeFF8QQxDJaUyQ7nCWL4wlg2N5LDixJK4sMid9F5oVSWgCeOCI2IEUkihaERYRGx4VE7Ew6euJZ070lmSU5+bU5+fW5Rc1FZZ0PTBJD6aGmdBw1/oNsXiP8CCfDePlXfwKpsSDcyBo0MaSdH9ZOj+jG5ZkyumRzVT4zoRodUMxPI9Lh+YkQzPqwek6+ND6snR9QToyrA/+KibmkFViowxSq+qsRXlJh6zbSiNCwvoUqVCUU8KO5TKgyjI0vFhdUXzieGiqNAJZxK4RBC6H9E/u//I/9fythTyGw6jcNiCvm8ULEoUhIayeWEslkCBp1PpYDGWxqRwNj6SiLSSURQDmSRSQwGnc9k8FhMIZsl4LDFXI6Ix5XweWF8bjifHyXkR4vFcWGhO6TSXZHheyIj94oEMUJhjJAfzeNFctnhLFYYiyFhMiViYWxY2M7I8D2hofE8TgSTKeFxIkSiWPApiyFhMEKZ9FAG4wv8C4VRbJ6Uwwnj8MPZbAmJyiOTuQQyi0BgBRMZZDKbxhRwuRKhMILLlTLpIjKRQyQwKEQWjcyiERmUECohiEIKodHIHAqJGxLMCSHyOLyYiOjDx07dupaSd/1mSertsscZzZm5Hbl5XWXl8rJyWXXtcHPr1OCQcmYWWVGYFKtGxQq6vAgplhGVEgcpAFhvR/UOBHJgkBOFnajegejs4BXW2iCdzWRcNxl8ZtRthVxWndOmd9sgnxne0K7ZMXQdxzZw2OXEPBuYC51enq5tnimpXiytfTmveKXQumdX/sG+udLYPVHa8GuT95eo3TMxt1hV45EN/2p11d3WClVVb84qPlDqP1aqoboGuOjZD3v7PpTJNoZHPlat/RQxvFpSKxvasa7BT+aW15u7sKom3yrmRN0+86bPvGnD3MA4wG59AVar0XFlYdHz85fuRsedEEkSomOOpyRldHfOaDU2i3nzG9/464CAP/3vV1OfpNzOuf+08mluc35Jb25RX0HJ0OOnbdl5vSXlw1V1E0Wlvclp+VHxJ4PIYipDSqGJSRQhgyWNjN5/8PC5A4fOxe04vHP3sfidRyTSXTt2HT1+8lJkzF6RJPbsxZSDx06HRu3ghkbuSDhy8uKVwydOi8OjCVQmhckn0bnbCewgMj889lBianppdVdL53R3v7KzV9XWpWhuX2puX2jpWGzrWu7oUfQMrHb0LLd0zLd0zHf2rvQNrQ6N6uXjOpl8dWhYJR9ZGx5Vj4yqh0fWhuSrsiHFzBQ8NaGbmtDNTEELc9jCHDY3DU9NasZHl6emlIvz2uVlSLEMr6zAyhVEqUQVy/CayohADhRxobAT0tthvR2FHXLZbGF+5an3Lksl8TQKP3g7PSSIAXpaKGQ2IYQK2AYLQeA2wtvOYr9PgPw26HL3N8x/Zbz5p0lcKoVDpwrYLBGPIxXwpUy6iEHnM2hCOo1Ho/ApZDaZyCERmaB5hkzkUMhsGoVPp/EYNCGDzvf/ApMhYDHEbJYIpOvYbCmXHyWR7JBId4WF7QwN2xkevjsiap9EskMUGi8WxwlEsUJhDE8QLRBE8wTRoaHxYskOqXQXuF8giuXxIlmccA4nHLwy2VIWK4zBCmMyJQxGKJ8fweOFc9lhLFYokyGggZkCMptK4ZApTBKRGRxCCQ4iE0l0NksgFEn5/AgWK5RM5pKITDKBSSEyqAQ6OZhKIzLIBDqZwCQR2AQCi0jmc3hR4VEH9h66eCk5/cr1zOu3i9Luld19XF1Y0peV156e1ZRf3FVRK2tqm+iVLY/P6maXsblFeFWBYZAD1lp1ayYcdmKQQ7dq0KvNJsRlRN0WzGOEnZjOhmqtBshhwTxA3h9o8gCVHqDh65f0Nhm8VuO6BXHCSkQ7rZAVVOrbBtbnV1+u6jeUWvvs8mrPoLyi9iPY8EKls07NQ72DqqZWTWMz3tpp7h34RI/+wub4aE2jaW1TVdV6ZcMfL628nFv4MYR8sKZ2TM3BfTJ9Z4+hq9/W0Yd19Ps0FjvstMFOO+Kyoi4r7gYeYShsg2GrSm1s6xi+mvRwx+5TUbFHJWEHzp25XVXevbyAIXrXNwL++xv+r9/JfZBR9TS3Of9Zf17xYFHpaHn1dGXddG3TbH3zXFnN8P306hPnbsfuOh0qTRCKdzLZkTSGlCeIk0bslUh3c3hREVEJ0bEHRKHx4ZF79yacFIfFsXnShEOnYnYc4kniWMKo8Lh9OxKORcQnsEWRZJaIwZfyw+KlMft3Jpw+e/luenZtZd1AY+tkV99qR88qkA9/3rbY3L7Q2rkEloDWzoXnbbPP22bbu5d6BhUDw2uDI+qB4dXBkVXZqGpobG14bE0+qhoaWZUNK8cntKNj6tEx9cSkbnYanptBpif1E+NrYyNL05PKhTntyhKkWEaUK8iqAlMpMeUKqlkzAuYRyAHrbQjkwBDn8iLU3ip79CD/5Ikr0ZH7WAwJicAlEdhgKCVoO2Xb90MCt4GiIA1YYv6n8k8mckCnDSi/s5mhID8PenL8nTmgIYdM5JAIbDKRAzx8QVcPqPBv/QWQxudxpBxOOJcbweVHCcXxYskOiXS3NGJPeOS+yOgEacTesPDdYslOgSiWJ4jhCaLBq0S6WyLdBV7Bp1x+NJsbweZGsrkRHF4UhxfJ5kayOOEMlpTOlPC5kTyO1F81YND5dKoADA4AV3IwuUgi0lhMvkAYJhBEMlhhFIqASGSTCUwKkQX4fxMEJpnEIoawiEQ2gxUmlOzYfeD8hcTHF5PSE9Nykm8WpN0ryy3uzshru59e/yS7Kaeo41llX0PbeK9cMTqjn1qAFSs4qnfAWptuzWxA3AbIoV81wWqzCXYDcU7AP6axGvUOMxDtRl0GzGPAQKYQVAddBsyDIaBY4LGYNkwGL6Sz6Zbgmed9RvnchgJ+sYb5VJBToYEn5xd6ZR9bHZswZplb1gwML7d2qVp70B65aWRqUwu9QlH38qqivWu2uknV1qXvlilbOzeVmg900Ms1vXlqRt3Zv9raiXTJcNmUV2e3Q24//xbMYcWdZoMTx2wwbNXrrfKRhQePiw8dvRy/62R4xMHdO888flA6NLC4pjT9X3/xtwEB3/if11KzbtwtfJhRn5HbUVAyVFgyUlo5XVW3UFW3UNOwUNM4U1k3UVQ+kJHX8iC9+npq7rWkjNNn7xw+lnTwyDXwunf/+ajYo7v3nY2OOxYVe3jv/rNRsYdFkt0795zcsftU7I6Tu/aeOXT06tETSYeOXj587Mp7p1OuJD5Iu537KL0iO7exuKSruna4vnG8rn6iq3u1o1PZ1r7S3LIAeynYVwAAGaFJREFUoqV10S8H1twyB6Q+e/oU/YOqwSFVv1w5MLwK9v/hUbV8ZG1oWCWTr4JngeGRtbFx7cwUPDuNTE3ox0fV4yOK6cnVxTloZQlWLGHKFXR1xbC2alApjJo1E6R1wHo7rHPCejsKuXHUbcI3Vpbg7o7xwvyaxKt3d+04ymGFE0M4hGB2SBAjeDs9aDslKJAGPAU/5/93z+ptiT8AfiKBQSKwKSQ+jSJk0MRbU/RUsoBGEdIoQjpVRKeKaBQhlSygkgUkApdM5FFIfHADnSpi0MRMeqj/F0De/s3xXhQrFMRy+dFcfqxQHB8Wvi8yen9UzKGomAPRsYcjohIk0r1CcTxPEMcTxPCF8QJRXHjkfmnE3rDwfaFhu4TinXxhLE8Qx+VHc3gxPEGMQLRDKI4XiHZw+dEsThSDJeVxIrnscC47HOQO2UxQKRCzGGImQ0CjcoHdGJFAYzIEfL5UJIplccKpVCGRyKYQWVQSm0ZkUEJoxO1kUhCFTGBSyGwSgU0kcmkMCU8Yv3v/pfNX0y8mZiWmFiSlFafcKsnM60zPbku9U3nzXvXdR/WPs54XlPbUt0z1Dq2OTUNLixikdeg1du2aFUe8OOzSrVlhrc2I+oDGJg67YK0NUVtxncMEu02Y900jAOrGkTfvjbgXR7wo7EQhtwHzmA2bZuM6jngxjRWeWnWvwC905nWdya01uPRGuwYxKDUvTQ4fanapIcuSyjKncC2uvVDBH+qNrwzWD8z291Grdw3yLOu8K1r3ktYyp3Cu6NZ12EvE4lLpzbNK6/Ty+rL+A53FBdltsNsGu22w04oCUTCHCXcYcRcEWTDMpVjFKmu6Ll+7v+/AheiYo5Hhhy+eu1td0TU+ovjWN78dEPCNbyem5aTdK3uc2ZKR211YMlJcNllRM19etVBePVdWNVNWNVVaNV5WPVpeO1JZP1ZVN1JZPVRS1peb35aZ/fxpZj2Iu/fLsnMb0zNq7j0ofZpZm55ZfffBswePyh88qn6cXped21JY3FFQ1J5f2FZa3lvXIK9rGGlqnmhpm21umWtonKmrn6qrn66tmwLwt7QuPW9eaHo+97x5HiwBX5j/71nu7Vf2D6oGZKt9Q6v9ciU4AoAA/I+OaYZH1kZG1eMTOmCuPDuNTI5rpyc0c9PapXlYsYQplrCVRVSxhK2uGDQqi3bNqlPb9Bo7pHUgehcKuXHE67J/ZMTWVQrjqHy5tqor9frjHXGHGbRQGkVEJvJIBLDHckOCGEGBjO3bAMxfp2z/Vnw1/GBs7iuCwKaQ+CD9zmaG+fPtfsIZNDEIsAqQiTw//374mfRQ/y+ABJ5EHC+V7JSG7Q4V7+IJ4tjcaL4wXhqREBt/NDb+aHTs4Zi4I5HRByXSvWD6UyDaARJAUTGHIqIOhIXvE0t2C0Q7+MJ4EDxBnEC0QyzZLZHuBR9xeDFMdiSXFcVlR3DZEVx2OHj11w44LAlI9YUEMYgEBoPO5/HCQ0PjObwoGk1EIvEoRA6VxKYT2TQiA+z/FCKLQuKSiTwKRcDhRYVFHNhz4OqFa9lXkgtT71Sm3qm6fqviaU7Xk6yOpNTypNTS67cqbj+ofZLVWlwx2NQ+3z+knp1GgAmnRmXDYB8KuXVqG6xzGlGfCVs3YeuAf0hjRfUOA+I24RtGbB1Yd2Gwx4D6jNi6Cd/AES8w88ERrwnfMBs2jdi6CXY7tdZN1PkCc7kgq1VnssNWF2534nZIocNUsFWDuvRGH2Reh8ybWpNPb7JrjWaNwaEzv2/w/MC88QHm2YQd67DdrESxZb1+bg1e0FgUiFdt3tRYfRqbA3IC/i2I24I4zajTiNmNmN1s9EA6s9HoxY3eAdn8g8fFx0+mxMWfiIs9dvTQlUf3C+tru/7sG/93QMCffCcprfDmveonWW0ZOb0Fz0aLS6er61bqGtfqGler61bKq2eflY8Xl48Ul8ufVciLS4eKS4eelcmflcmLSmT5xX0Fz/qLSvvLq4eb2xeaWueq6sYammdaOubrn0/WNExUVo1VV0/V1c02NM7WN8zU1k3W1U81Nk1XVY9V14wD7KurpyorJ6qqpuvqZlvblltaF583zzc9nwMBhADB5G9370pvv7JvYLV/UDUgWxscUvUNKAZkisEh5dCw6k3IV2VDyrFx7eiYZmJMOz0JLczhSwvGhTl8dhqen4GW5lHFkkGxZFhZxJcXsOUFbGUR16hsGpVNu2bXqR2w7o0fGwb7bOYPzIaXGOzTqR1z0/r6mp5rl+/FRh3iMCMpJAExBOyugpAgVuD36YHfp/3h/L9rDvcri/ZMCokLSPbX2AHPfvjB9Tf5dqroKzd/8Cko4PG5kWJhbFjojgjp7siIfWGSPXzBTjYnViDcFRF5KH7He/E73ouOORoVfSQi8pAkLEEk3iMU7RaH7g2T7g+POBgVfSQ84iC4LhDu4gt2CoS7QIjEeyRhCWHS/ZKwBKFoN4cb94Z/VhSPHc3jRPI5MQJetJAfI+THCHjRoGpAIXEJwWxiCItBE3K5Uql0F08QQ6eLAf80ModB4tCJbDqRTSOwKG9OQwImUyKR7t6553TCoZSL1/ISb5Tcf9J0/0nzzXt16VndD9Pbr6WUX0spT0mrvv2g4UF6S0ZuZ2nVaHP7glyuXl40KlesqworrPfBkEejtsOQx4BuGLF1I7aOwR5IZwPdQQbMY8I3jNgmjqyD/x44sm7ENk34CwO6gSPrOLJuQDfAFSO2aUR9bmzda1x3414g0YdCViNmtxhdkNaA6E1mxOLA7A7EZtObzasIsqLHtRatEkeURifi9eIbdo0DV5oMKosd8SBrZtUCtDqvh5YwXGkyK8xmhdkOeWywx4K84d+EOAyozYDaAP8mk89qfzk7ry+raLuW/GTP3rNxscd2xh07fyb18cOCPwn464CAb3w/5Vbx7Qe1T7Lanmb35BePFJdN1tQrauoVtQ3K2saVmoalqrq58prJksqRZxXDTzLaHz9te5rVmZPfl1vQn5Xbk5XblVvQm1/cV1o5XFIhBxLgVXUTFTUjz8qHsrN7c3MHCwpkxcXDZWWjlZUTlVVj5RUjIGpqJxsbFxobF6qrZyorp6qrp543LzQ9n2l6Ptf0fAbof4Nn/vbOha6e5b6B1QHZ6oBstX9QCaKnb7F3YLF/cGVQrpDJVwflCtmQclC2MjqmGRldGx/VTE/qF+cNy4vGxXnD3AyyNI+uLOLKZaNiybC8gC3No1v516hseo0T0Xsw2IdCXkTvQSEvCBxZR/Se6Ym1smfNSVcfxEUf5rGjCcEcQjCHROCFBLG3b2MEBQK5iz9sFO8rp3G31vC3BItG4X+J5K37OSi/gfoc4J9C4r/NP/gU7P88ToRIEPOG/8i90rC9AuEuHn+HSLwnKvrIjp0nAf8RkYcA5+LQveLQvZKwBGn4AXAxTLo/VLIP8L8VfnHo3lDJPvAVgXAXhxvH4ryBn8+JEXBjhbw4kSBWLIwTC+NEglgBL4rDktIoQmIIh0TgMukiLlcaEb5XIIpjMELJZD6VxKWReUwyFwSdyKaSuBQSl0YRcjjhUTEH9h+6dODIjQtX864kF91/0vzwaWvanfpHTzvuPmxOvF7l5//2g4bbD+rSs9uflQ92dS34dwit2qXTuNVrNhjyoIgPx3wG1AdmgSDdG40gA+oDnPv5B8yD9wB+EAZ0w4j6rJjPhnktmAeHnXqtRas1Q5ANNTiNRjeGOTDYhuvNRr3FCtvssN2COHHUrdPaYY3Ljm16DP9vaVf+nUSe7b/fAgJkUV/PeXPeeefM62mzGSDsgZB9UxN7GVt7tG17fDqttnu3re0WozExBEhIJHtiFhIgKyEkmIXsQFVRBcUSsph2Znzzp7wfChm7tc978945n3NPFdyCqm99b937vXWXv4fR3YDrJYW9xNa3MPcm6tl2rYaW5nyrs4R/ZWvX/19hbCeI7QTx7QC2ReERWv5JPBTw7+BoiKJ2w+G/Lq8GBk0zD6qa/njiUm7OkWxF2eGDx898fZmJJAGA/Nu312tv3G6887Dj7sOeR7Wm2vpxvWHuqcam1k3pmqabWh3P2h36lilt00SdbuRBVe/tu12373ZVPhp4XGOqqh6sqh6orh3SNk5oGsbrG0brG0a1+nG9waY3WHVNE48eDdXUjNbVjWk0Vr1+qq1trrNrntbwhhZ7a9tMd4+zu8dpMDgaG22NemtL63RL22Rrm72tY6q9097RNd3ZPdPVM93VM93bP0tr+yGzc2Bwrt8422d09Bkd/YMzRtPckGXObHGaLfMm84LJPDc6vDQyvDA2sjxpXX0xjc858NkZ78yUe3YGm3+B0Wa/c867MIsvzhNLC+TacmBtObC+EkRdEdqu86LbqCsSA9283eMKjY3MNuufX7l05+OKk0JBTmqyJGW/+KMPMz/8HX//7zP/n/L/bkLuL+Sf9t7FXH10rk4sOYd249HetYx0aXqqODVZ+La/kOakk/ZiGTsSUU6WrEClLMnJOZStPCzLKpPKS5Wq8oKiP5SUHS8q+Zw28lW5R5SqckX24SzlIUX2YaWqXKkqz1IeylIekisO0kdJZCU0ZFllcsVB+nOJrIReU/Az80SCfLEwj1b7tPBnyYoV8mK5tFAqzhcKVHTCX8r+TN4BmUikysutkMqLeTwFLf8HUsX8VBE/VUTr/7TopUkzM1U5eRWHj5z+9PMrJ7++f+L0vW+v6a7dbL5wRXfjVuvlG03nLzWcu6g+f1l76XrD+cv1Z76pvnhV8+P9ttZ26/DI8qTNPT2DL69srK5tLq+EPNgWim/jxDZJ7Hi9mygaptfSFLXr/XmlYHqbnipedNvn3aXIV/QaIQrvrg+P1g50ecJrrqAHixDUy3V3cGWdXFrClhcx1ypJuIMBLEIRO3QQimt1E3dt053/fO6fSHR3YdY3v+BzLoeWloPOeWpxlsRWtiLk6yC2S8s/hW9ReMSPbZB4iJZ/0huhS4B7sC3nkq+za/zKtcqDZcfycg7n55Z/XPEFE0kCgPnbb29Uf3dHe+dhy52HHVU1AzX1Fn2L/al2TN0woW2yNhpsjS3Wer3l0dPeu1XtlY97f/ix7bsfDHfud1U+6qt83Puwuq/66aDeYFPrLHVas6ZxpL5hWKsfbWge1epHdTqrXj+t109ptKPq+mGtblTfNN70bKy13dagH9Y2mJsN4y2tU03NE/omq6HFZmi1GlrHW9om2jom2zutnd227uf27uf2jm5rT5/daJobsiwYTS96B+zdvZPdvZO9A7Y+49TA0PSg2WGyvDBZXgyZHUNmh9nkMJscFvOL8TGnfXLVYXfNTK1PWVccdtesw7UwhzrnMec8Rod/rC771lb8q8u+9VWKTvyk27m714P0O2H3etC9HiTwLR+xvbJEWsfnWw0DVy79WFTwSSY/Oz1VlvyRcP/vhWkpkv+b/L9r9v+K/GfweVLeAVksAy+WpUv78MVCFZ1+Q6+laflPSxGlpYhiDwta/mO7mXyFWKiSS/OzFcU52QeVijK5olSuKFXllhcWf1ZcerSw+LPc/CO5+Udy8ipUueVK1SFF9sEsZZRNllUSg1ReLJUXS2RFYmkh/RW9K5IUZIryBMLcTEGOWJgnEeVJRPkySYFcWpQlK1LIixXyQrm0UCbJEwqUB9JFyR8JUlMEfJ5ULM7Jz6+QZRXz+cqUFGFasvBAqpCW/9QPM1I/zEhLFqanig+kyfh8ZZayrLjs+KfHLh4/dfPT41f/9E3V+StPz3xTfeW7xgtX6i9c0Zy9UHPuYu2fL9WcPld5/NTNr87eu/q9Wt9sNprmxifWbFMu5yK1vBJaWqE8WMSDRTDvJkFs4XgYRYMYFiDJjUDgJR0R9HaYEJ0ytL5Koe4wnTJIFxGiQT8dcGwTxzbd6MaaJ4QT21T4Lz5ql/DtEESEwDf8xKbPG/GhYcwVIv2vfIHXQf/rAPHXIP6XAPaKQn/CPTsB6rXLvbW4ElxzbxLenwhs17u2ha6EglisfViEwiMkvkHiIQILUr5tP7lFUbs+346X3CX9ryasqw8eNpw6eb7i8LH83EOFBYcAYAMAEm/dr39Y8+zaDzX3Hxlu3Wusrnv+uLa3TjukabQ0NI82GkZ0zaY6Xd8Tdfej2s5bd5/dvtd6t7LtflVH1ZOex7W9NeqBWk2/tsms0ZvUDYNPtX1PtX3qhgGNflDbZNbqhnVRmHW6IV2DUavr1+r6GxqNzc/Mbe1jbe1jhpbhpmZT8zOLoWWk+Zn5mcFiaBlubRttax/p6Bzr7Brv6p4YGLQbh6aHokI+M2SeNg5NDQzaevsn+gas/cbJgUHboMk+ZJ62mGeGLY5hi2Nk+MXYyKx1fMFmXbTblh1Tqy/sqzarc2py0W5bckyvzjrW52fdznl0cQFbmPM459ElJ766TLrWKNQdoitGelxBGqg7hLpDmCeIecI4GrLbljrbjd/fqDxSflyUmUN7AdNSRMn7DyTvT38XbzXM+Bney5y8Pz01JeN94KWmCN5W5rG3dxJRjlioiin/WKL+L5R/jD+W50NbDbQJkK0olkoLZLJChaJEpTqYl1deWPhxSclnpaV/UChK/inI5UVyeZFUWiCR5ItEuZmZKoEgm89XSkR5ElHOz2mORJwtFqoEfFlaaiYdrZSWyufzxCKRUqUqlWUVC4U5Bw5I01NE6SmZgjSxMEMsSBfyUgVpyQJ6TcTjyYXiPLG8qOzIV4c/+c9Pj1344tT102dvn7v48OLVJ5eu1576050Tp2/SXe2Pf3nt1JmbZy/cu3C18kFVk07fP2iedcxhy2vBVXdwzRVcdwdxMoKTYYwIYUQAJ4M4GSTIoJcIBPw7lO+ln9whvVsEvomjG5gnjLpDmCccLTGKb9K9BgL+Xbrbd7SmkG+X9sbRlLYpcDREYGESD/mxUAAL+7wRv/8lTmwT6Cbh2vC5IpRnK4DvUMRLzLPh8oTXPKFVd3B9LeBxhUh3hPJsUXgUPm/E540u/kkiHArubEX+trX1942NvwVCr73k7tw8abK8+P5GZVnpxxXlRw+WfcJiJoLf/Pv+Mxeun7v0w58v3/qxsv7eo0ZNU7+6sbdW213X8Ly+caBe36du7KnVdlarWx7XtVZWt1VWdzx80l5V0/H4aVd1XfcTdfcTdbe6ob9O11er7a7RdNVouujDNQ299Zq+ek2fur5XXf9cXd+t1nSqNe1qTZuh1djeaerqGel+PtLRZWnrMLV3mju6Rto7hzu6Rjq6Rjq7R7t6xrqfj/b0jvX0jvUNWPuNVuOQbdA0NWiaMpqs/YPjfcax3oHRPuNY38BE/+D4wOCk0WQ1maZMpkmLZXp42D467BgfdVjH523Webt1cdrmnHuxNj+3Oj+7vjC/5px3LzpdiwuepUX32gqxvuZ1rfncLtLjojCUwjxBHAugHj8NDKUwlMKxAI6GcCzgIzad8+7eHsv9uzVfnjiXl3PwQJrkP35He/L+h/55b+NX5DwjLZX3PvCj9XneRPLQ0Tt8nlSUmS0SKoQCZaZALuBl0WYCL0OSliJ6L7+AlyXgy2JUJFRIxblyWW52dkl2dpFKVZqbW5qff7ig4FBhYUVRUXlu7sHc3NL/PaV/R6ksVigKsrIK5fI8ubxAJstXyAujyMqP0qx8RVZupkDOyxClpfKT99PlTHi8DCFfIJFK84SSHIFAkZEh4aWLeelCYYZYzJfy0zJ5qYL0lOhoZGTIeIJsgTAnv/iTgrKjpRV/PHL0zLEvL3555saZb+6cvXDvxOkbX3x15fOT3x49cf7zkxdOfH3p9LnrZ85//92txw+rG5tbB4xmu9W+POtEV9b8biyIESHUS6FeCiX8KOHHSJ+XoHCv30du+MgN0hshvCEvFsaxAOYJYihFzwovFia8IdIbIYmwj9j0EZs+YjsWKeAjtkmS3t3E0RCOhrxoyIcG/VhU/ik87CM2SW/Eh4Z97lDAHQ56NgJYJODdxNEQigZdaGDdQ3lcFOYO+D3hABbxY5skvkGrfRqEN0R4Qz5yIxjYpqgdktwmfC9J/yuXe2tu1jNisT+4/+Tc2UslxRUJ8fsAgMyEfb8BTA5gxjM4ewDgAiQBgASAJAHGHsDcBxh7AJIEYDyA8QAmArgPwA/eYB+A+wDYC8BewNwHGHsBsgfAJAAT/3E4+ACCDyDYB8EeABIBiAeAA2AcAGy6/dibbRpcABIASAQgEYCEt8AFgAtAPIQJDEYCg5EAIRcADgBsADkAcgCMB5ADYQKEXAgTECQeAC4AbAjiEchlwsQ4RiKbuZfNTEIgF8C4N//7hv7jTH5JIYiDIA6B7LfARSAbAg4EHAYSz2QksJiJTEYCA4mHII7F5LJY7HfBZMa9FxCw/im8fQ40ZSDxDIQDAQeCuBgFgEWP8Nuc7/K/uQtsCOIYSDyLGf/ecYAI+9fG51fHDXIhwo7RN+PMQSD3DWJnxUZgHAPhIDAOAhYACABMCBkIwoRIHIRcAGN3k42AOBZgs0AcE7CYgIVEbw0XQeIhMwkykwBkv0E8PQkh61+QuA+iMzM6r7iAwYVxiQg7CYAEAJMgPXWjM40NAAsibABZALIAZADIgAwEIkwAGRBhv+e63rlemiKQy4CJTJjIBHuYMJEJE6O7MJ4BuCzAZQEuG3BoxAMuB3KZkMOEHDbgcAEnEXATATcBcNmAwwBsBLIBjAOABQALAXFswOHCRBZIYIAEBkh4a1SjnAgSD2ECAAkI3Mth/ys77rcAJAHABW9mEQRx/w0Z2WuNbKDE6gAAAABJRU5ErkJggg==" /&gt; &lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1723217057640645236-9095709109487329001?l=producciongraficaunc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://producciongraficaunc.blogspot.com/feeds/9095709109487329001/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/08/la-noche-y-la-niebla.html#comment-form' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/9095709109487329001'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/9095709109487329001'/><link rel='alternate' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/08/la-noche-y-la-niebla.html' title='Noche y Niebla'/><author><name>Cátedra de Producción Gráfica</name><uri>http://www.blogger.com/profile/03682878427223812221</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='16' src='http://3.bp.blogspot.com/-j3HKSsI1aqE/TaTEb8MVmjI/AAAAAAAAAAY/RJCu84XJG7g/s220/eci.jpg'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1723217057640645236.post-3789575533066812403</id><published>2011-08-17T19:42:00.000-07:00</published><updated>2011-08-29T07:44:37.567-07:00</updated><title type='text'>Inicio de clases del 2º cuatrimestre de Producción Gráfica</title><content type='html'>Estimados alumnos:&lt;br /&gt;Los esperamos el jueves 18 de agosto a las 20:00 hs. en el aula D la memoria, de las baterías D; la misma donde se dictó el 1º cuatrimestre, pero con equipos totalmente nuevos.&lt;br /&gt;¡No olviden traer sus pendrivers para guardar lo trabajado en clase!&lt;br /&gt;&lt;br /&gt;El equipo de cátedra.&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1723217057640645236-3789575533066812403?l=producciongraficaunc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://producciongraficaunc.blogspot.com/feeds/3789575533066812403/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/08/inicio-de-clases-del-2-cuatrimestre-de.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/3789575533066812403'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/3789575533066812403'/><link rel='alternate' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/08/inicio-de-clases-del-2-cuatrimestre-de.html' title='Inicio de clases del 2º cuatrimestre de Producción Gráfica'/><author><name>Cátedra de Producción Gráfica</name><uri>http://www.blogger.com/profile/03682878427223812221</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='16' src='http://3.bp.blogspot.com/-j3HKSsI1aqE/TaTEb8MVmjI/AAAAAAAAAAY/RJCu84XJG7g/s220/eci.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1723217057640645236.post-3898472436308428756</id><published>2011-08-11T15:27:00.000-07:00</published><updated>2011-08-29T07:44:18.087-07:00</updated><title type='text'>La próxima semana iniciamos las clases</title><content type='html'>¡Esperamos que hayan tenido muy buenas vacaciones de invierno!&lt;br /&gt;Les avisamos que el próximo jueves 18 de agosto iniciamos el segundo cuatrimestre.&lt;br /&gt;El horario aún está por confirmar, ya que venimos solicitando se nombre un Profesor Asistente (ex JTP) para el dictado de los prácticos, desde mayo pasado. No bien definamos el horario se lo comunicamos por este medio.&lt;br /&gt;Disfruten el último fin de semana sin tareas, para volver con muchas ganas de aprender y practicar en los nuevos equipos del aula “D la Memoria”.&lt;br /&gt;&lt;br /&gt;Muy buen fin de semana.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1723217057640645236-3898472436308428756?l=producciongraficaunc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://producciongraficaunc.blogspot.com/feeds/3898472436308428756/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/08/la-proxima-semana-iniciamos-las-clases.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/3898472436308428756'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/3898472436308428756'/><link rel='alternate' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/08/la-proxima-semana-iniciamos-las-clases.html' title='La próxima semana iniciamos las clases'/><author><name>Cátedra de Producción Gráfica</name><uri>http://www.blogger.com/profile/03682878427223812221</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='16' src='http://3.bp.blogspot.com/-j3HKSsI1aqE/TaTEb8MVmjI/AAAAAAAAAAY/RJCu84XJG7g/s220/eci.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1723217057640645236.post-511653220990507161</id><published>2011-06-16T20:09:00.000-07:00</published><updated>2011-06-16T20:10:08.137-07:00</updated><title type='text'>Notas del recuperatorio y recomendación</title><content type='html'>Les contamos que las&lt;b&gt; notas&lt;/b&gt; del reciente &lt;b&gt;recuperatorio&lt;/b&gt; no serán entregadas de modo virtual, sino el jueves que viene (23 de junio), a las19.00 hs., en el aula "D la memoria".&lt;br /&gt;&lt;br /&gt;Por otra parte, les recordamos que sigue en Córdoba la &lt;b&gt;Expo Impresión&lt;/b&gt; (tercera Feria Internacional de Rubros Gráficos y afines), hasta el sábado 18. El evento resulta muy interesante y enriquecedor para quienes quieran conocer más del mundo gráfico. La feria tiene lugar en Forja, de 15.00 a 21.00 hs, y la entrada tiene un valor de $20. Para datos más completos, les recomendamos ingresar a&amp;nbsp;&lt;a href="http://www.expoimpresion.com.ar/"&gt;http://www.expoimpresion.com.ar/&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;Saludos, y ¡éxitos!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1723217057640645236-511653220990507161?l=producciongraficaunc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://producciongraficaunc.blogspot.com/feeds/511653220990507161/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/06/notas-del-recuperatorio-y-recomendacion.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/511653220990507161'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/511653220990507161'/><link rel='alternate' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/06/notas-del-recuperatorio-y-recomendacion.html' title='Notas del recuperatorio y recomendación'/><author><name>Cátedra de Producción Gráfica</name><uri>http://www.blogger.com/profile/03682878427223812221</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='16' src='http://3.bp.blogspot.com/-j3HKSsI1aqE/TaTEb8MVmjI/AAAAAAAAAAY/RJCu84XJG7g/s220/eci.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1723217057640645236.post-3365749553468019973</id><published>2011-06-10T18:45:00.000-07:00</published><updated>2011-07-14T08:53:30.193-07:00</updated><title type='text'>Recuperatorio y última clase del 1er. cuatrimestre</title><content type='html'>¡Saludos! La cátedra informa que el jueves 16 de junio será el&lt;b&gt; recuperatorio&lt;/b&gt; del primer parcial a las 19:00 hs y la &lt;b&gt;última clase&lt;/b&gt; del primer cuatrimestre a las 20:00 hs.&lt;br /&gt;Aquellos que deban recuperar (únicamente) recibirán un mail&lt;b&gt; el miércoles&lt;/b&gt; (y no el lunes, como estaba previsto). Por ello, quienes no reciban un correo en esa fecha estarán aprobados.&lt;br /&gt;Toda novedad de la cátedra será informada por este medio, por lo que les pedimos que estén atentos.&lt;br /&gt;&lt;br /&gt;¡Esperamos que les haya ido muy bien!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1723217057640645236-3365749553468019973?l=producciongraficaunc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://producciongraficaunc.blogspot.com/feeds/3365749553468019973/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/06/recuperatorio-y-ultima-clase.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/3365749553468019973'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/3365749553468019973'/><link rel='alternate' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/06/recuperatorio-y-ultima-clase.html' title='Recuperatorio y última clase del 1er. cuatrimestre'/><author><name>Cátedra de Producción Gráfica</name><uri>http://www.blogger.com/profile/03682878427223812221</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='16' src='http://3.bp.blogspot.com/-j3HKSsI1aqE/TaTEb8MVmjI/AAAAAAAAAAY/RJCu84XJG7g/s220/eci.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1723217057640645236.post-711004838856144986</id><published>2011-06-07T22:21:00.000-07:00</published><updated>2011-10-16T08:10:34.156-07:00</updated><title type='text'>¡Feliz día a los próximos Periodistas! (pequeño homenaje mientras estudian)</title><content type='html'>&lt;a href="http://4.bp.blogspot.com/-zhkiWk6xxJ8/Tpryxl_lqbI/AAAAAAAAAA8/pwQCWJeCBYo/s1600/jorge-semprun-la-sociedad-de-hoy-tiene-necesidad-de-memoria.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://4.bp.blogspot.com/-zhkiWk6xxJ8/Tpryxl_lqbI/AAAAAAAAAA8/pwQCWJeCBYo/s320/jorge-semprun-la-sociedad-de-hoy-tiene-necesidad-de-memoria.jpg" width="223" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Aunque parezca paradojal, como celebración del día del Periodista quisiéramos llamarles la atención sobre la partida, este 7 de junio de 2011, de un grande de las letras y de la vida: &lt;a href="http://www.elpais.com/articulo/cultura/Muere/Jorge/Semprun/memoria/siglo/XX/elpepucul/20110607elpepucul_9/Tes"&gt;Jorge Semprún.&lt;/a&gt;&lt;br /&gt;Y así recordar su obra, que &lt;a href="http://www.cadenaser.com/actualidad/audios/conversacion-jorge-semprun/sernotcul/20070508csrcsr_19/Aes/"&gt;nos seguirá acompañando.&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1723217057640645236-711004838856144986?l=producciongraficaunc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://producciongraficaunc.blogspot.com/feeds/711004838856144986/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/06/feliz-dia-los-proximos-periodistas.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/711004838856144986'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/711004838856144986'/><link rel='alternate' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/06/feliz-dia-los-proximos-periodistas.html' title='¡Feliz día a los próximos Periodistas! (pequeño homenaje mientras estudian)'/><author><name>Cátedra de Producción Gráfica</name><uri>http://www.blogger.com/profile/03682878427223812221</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='16' src='http://3.bp.blogspot.com/-j3HKSsI1aqE/TaTEb8MVmjI/AAAAAAAAAAY/RJCu84XJG7g/s220/eci.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-zhkiWk6xxJ8/Tpryxl_lqbI/AAAAAAAAAA8/pwQCWJeCBYo/s72-c/jorge-semprun-la-sociedad-de-hoy-tiene-necesidad-de-memoria.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1723217057640645236.post-6486345612138603426</id><published>2011-06-06T03:35:00.000-07:00</published><updated>2011-06-06T08:53:13.533-07:00</updated><title type='text'>Sobre el Primer Parcial (jueves 9 de junio)</title><content type='html'>¡Saludos! La cátedra informa que &lt;span class="Apple-style-span" style="color: red;"&gt;&lt;b&gt;no entrarán en el parcial&lt;/b&gt; &lt;/span&gt;las &lt;b&gt;&lt;span class="Apple-style-span" style="color: red;"&gt;nueve etapas&lt;/span&gt;&lt;/b&gt; del proceso de producción gráfica (que serán evaluadas más adelante, en el segundo parcial). Todos los demás temas que fueron señalados en la última actualización del blog (del día 27 de mayo) serán evaluados, con excepción de lo recién mencionado.&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Horarios y apellidos&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;De la &lt;b&gt;A&lt;/b&gt; a la &lt;b&gt;I&lt;/b&gt;: 19.00 hs.&lt;br /&gt;&lt;br /&gt;De la &lt;b&gt;J&lt;/b&gt; a la &lt;b&gt;Z&lt;/b&gt;: 20.15 hs.&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Lugar: &lt;/b&gt;Aula "D la memoria" (les estaremos avisando por aquí si ocurriera un cambio de último momento)&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Modalidad: &lt;/b&gt;parcial escrito con cinco preguntas a desarrollar.&lt;br /&gt;&lt;br /&gt;¡Éxitos con el estudio!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1723217057640645236-6486345612138603426?l=producciongraficaunc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://producciongraficaunc.blogspot.com/feeds/6486345612138603426/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/06/sobre-el-primer-parcial-este-jueves-9.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/6486345612138603426'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/6486345612138603426'/><link rel='alternate' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/06/sobre-el-primer-parcial-este-jueves-9.html' title='Sobre el Primer Parcial (jueves 9 de junio)'/><author><name>Cátedra de Producción Gráfica</name><uri>http://www.blogger.com/profile/03682878427223812221</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='16' src='http://3.bp.blogspot.com/-j3HKSsI1aqE/TaTEb8MVmjI/AAAAAAAAAAY/RJCu84XJG7g/s220/eci.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1723217057640645236.post-7991872983829728202</id><published>2011-05-27T14:24:00.000-07:00</published><updated>2011-06-03T19:33:26.816-07:00</updated><title type='text'>(Nuevo: horario de clase del 2/6) Información sobre el primer parcial y otros datos</title><content type='html'>&lt;b style="color: red;"&gt;Aviso: &lt;/b&gt;&lt;span class="Apple-style-span" style="background-color: white;"&gt;La clase del 2/6 (mañana), dará inicio a las 20.00 hs. y tendrá lugar en el aula "D la memoria". Allí será la conferencia con&amp;nbsp;&lt;/span&gt;&lt;span class="Apple-style-span" style="background-color: white;"&gt;&lt;b&gt;Víctor Stasyszyn&lt;/b&gt;&amp;nbsp;y&amp;nbsp;&lt;b&gt;Yaraví Durán,&lt;/b&gt; por lo que les sugerimos nuevamente llevar mp3, grabador, o prestar mucha atención, pues lo que se hable entrará en el parcial. ¡Saludos!&lt;/span&gt;&lt;br /&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: red;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: red;"&gt;Primer parcial&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;Será tomado el día 9 de Junio. Los temas a evaluar serán las seis nociones de diseño vistas en clase y la conferencia que tendremos en clase el día 2/6. Por ello, recomendamos para ese día llevar algún dispositivo para grabar, prestar mucha atención, tomar nota, etc.&lt;br /&gt;El &lt;b&gt;recuperatorio&lt;/b&gt; está programado para el día &lt;b&gt;16/6&lt;/b&gt;.&lt;br /&gt;&lt;br /&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: red;"&gt;Conferencia&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;La conferencia será el día 2 de Junio a las 20.00 hs. Esa misma fecha, el aula de producción gráfica será utilizada hasta las 20.00 por otro grupo, por lo que es probable que veamos gente dentro de la misma (que se irá cuando empiece nuestra clase).&lt;br /&gt;&lt;br /&gt;Los invitados son &lt;b&gt;&lt;a href="http://www.prensared.com.ar/indexmain.php?lnk=4&amp;amp;mnu=94&amp;amp;idnota=6485" style="background-color: white;"&gt;Víctor Stasyszyn&lt;/a&gt;&lt;/b&gt; y &lt;b&gt;&lt;a href="http://delboulevard.com.ar/blog/?p=859" style="background-color: white;"&gt;Yaraví Durán&lt;/a&gt;&lt;/b&gt;, quienes estarán compartiendo sus experiencias con nosotros. (Para más datos, hacer click en los nombres)&lt;br /&gt;&lt;br /&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: red;"&gt;Invitación&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;Del 16 al 18 de Junio, estará en Córdoba la&lt;b&gt; Expo Impresión 2011&lt;/b&gt;, 3ra. Feria Internacional de Rubros Gráficos y afines. Muy recomendable para conocer, observar muestras de diversa índole, y aprender más del proceso de producción gráfica y sus posibilidades. El lugar es el predio de Forja y el horario es de 15.00 hs. a 21.00 hs. La entrada tiene un valor de $20. Los que deseen ir, pueden informarse más en&amp;nbsp;&lt;a href="http://www.expoimpresion.com.ar/"&gt;http://www.expoimpresion.com.ar/&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;Por último, aquellos que no hayan podido entregar el diseño del &lt;b&gt;isologotipo&lt;/b&gt;, podrán hacerlo el 2/6.&lt;br /&gt;&lt;br /&gt;¡Nos vemos en clase!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1723217057640645236-7991872983829728202?l=producciongraficaunc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://producciongraficaunc.blogspot.com/feeds/7991872983829728202/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/05/informacion-sobre-el-primer-parcial-y.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/7991872983829728202'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/7991872983829728202'/><link rel='alternate' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/05/informacion-sobre-el-primer-parcial-y.html' title='(Nuevo: horario de clase del 2/6) Información sobre el primer parcial y otros datos'/><author><name>Cátedra de Producción Gráfica</name><uri>http://www.blogger.com/profile/03682878427223812221</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='16' src='http://3.bp.blogspot.com/-j3HKSsI1aqE/TaTEb8MVmjI/AAAAAAAAAAY/RJCu84XJG7g/s220/eci.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1723217057640645236.post-2126577279935788816</id><published>2011-05-26T11:05:00.000-07:00</published><updated>2011-05-26T12:10:22.137-07:00</updated><title type='text'>Sobre las clases del 26/5 y del 2/6</title><content type='html'>¡Hola a todos!&lt;br /&gt;&lt;br /&gt;La cátedra informa que la clase del día de hoy, 26 de mayo, dará inicio a las 20.00 hs.&lt;br /&gt;&lt;br /&gt;Por otra parte, la clase del 2 de junio contará con la presencia de invitados que compartirán su experiencia en relación con la producción gráfica de sus respectivos ámbitos.&lt;br /&gt;&lt;br /&gt;Les estaremos informando más detalles.&lt;br /&gt;&lt;br /&gt;¡Nos vemos en clase!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1723217057640645236-2126577279935788816?l=producciongraficaunc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://producciongraficaunc.blogspot.com/feeds/2126577279935788816/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/05/sobre-las-clases-del-265-y-del-26.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/2126577279935788816'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/2126577279935788816'/><link rel='alternate' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/05/sobre-las-clases-del-265-y-del-26.html' title='Sobre las clases del 26/5 y del 2/6'/><author><name>Cátedra de Producción Gráfica</name><uri>http://www.blogger.com/profile/03682878427223812221</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='16' src='http://3.bp.blogspot.com/-j3HKSsI1aqE/TaTEb8MVmjI/AAAAAAAAAAY/RJCu84XJG7g/s220/eci.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1723217057640645236.post-3208784905010293934</id><published>2011-05-16T06:10:00.000-07:00</published><updated>2011-05-19T17:31:03.214-07:00</updated><title type='text'>Nombre de grupo e isologo para la clase del 26/5</title><content type='html'>¡Saludos! La cátedra les propone una nueva consigna: realizar, sobre la base del &lt;b&gt;nombre de grupo&lt;/b&gt; que hayan escogido, el diseño de un &lt;b&gt;isologotipo&lt;/b&gt;. Este será la identidad gráfica del mismo. La fecha de entrega es&amp;nbsp;la próxima clase, el 26/5.&lt;br /&gt;&lt;br /&gt;Para saber más, aquí hay algunos links de utilidad sugeridos por la cátedra:&lt;br /&gt;&lt;br /&gt;&lt;b&gt;&lt;a href="http://es.wikipedia.org/wiki/Isotipo_(dise%C3%B1o)"&gt;&lt;span class="Apple-style-span" style="color: red;"&gt;Isotipo&lt;/span&gt;&lt;/a&gt;&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;&lt;a href="http://es.wikipedia.org/wiki/Logotipo"&gt;&lt;span class="Apple-style-span" style="color: red;"&gt;Logotipo&lt;/span&gt;&lt;/a&gt;&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;Y&lt;span class="Apple-style-span" style="color: red;"&gt; &lt;b&gt;&lt;a href="http://oyer.wordpress.com/"&gt;aquí&lt;/a&gt;&lt;/b&gt; &lt;/span&gt;encontrarán algunas aplicaciones de ambos en diseño editorial.&lt;br /&gt;&lt;br /&gt;Muchos éxitos y ¡nos vemos en clase!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1723217057640645236-3208784905010293934?l=producciongraficaunc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://producciongraficaunc.blogspot.com/feeds/3208784905010293934/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/05/nombre-de-grupo-e-isologo-para-la-clase.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/3208784905010293934'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/3208784905010293934'/><link rel='alternate' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/05/nombre-de-grupo-e-isologo-para-la-clase.html' title='Nombre de grupo e isologo para la clase del 26/5'/><author><name>Cátedra de Producción Gráfica</name><uri>http://www.blogger.com/profile/03682878427223812221</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='16' src='http://3.bp.blogspot.com/-j3HKSsI1aqE/TaTEb8MVmjI/AAAAAAAAAAY/RJCu84XJG7g/s220/eci.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1723217057640645236.post-5270112677653750918</id><published>2011-05-11T12:47:00.000-07:00</published><updated>2011-05-13T13:38:54.884-07:00</updated><title type='text'>Práctico 1 - Estilo Clásico y Estilo Moderno</title><content type='html'>&lt;span class="Apple-style-span" style="font-family: inherit;"&gt;&lt;b&gt;Consigna:&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: #2a2a2a; line-height: 17px;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;div class="ecxEstilo2" style="line-height: 17px; margin-bottom: 1.35em; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;span class="Apple-style-span" style="font-family: inherit;"&gt;Reticular una página simple y una doble según el estilo Clásico Griego.&lt;br style="line-height: 17px;" /&gt;Ídem según el estilo Germano-Suizo.&lt;br style="line-height: 17px;" /&gt;Utilizar una hoja A4 para la página simple y A3 para la doble página.&lt;br style="line-height: 17px;" /&gt;Los trazos de la retícula serán hechos a mano, con regla, y con lápiz de grafito negro y/o de color azul claro, en hojas de papel vegetal (o manteca) del mismo tamaño, adherida por su parte superior a las hojas maquetadas impresas o realizadas mediante collage .&lt;/span&gt;&lt;/div&gt;&lt;div class="ecxEstilo2" style="line-height: 17px; margin-bottom: 1.35em; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;span class="Apple-style-span" style="font-family: inherit;"&gt;Las páginas maquetadas deberán contener parte de un capítulo o artículo, con sus correspondientes elementos (título, bajada, texto, fotos, ilustraciones, destacados, etc, según lo apropiado para cada uno).&lt;/span&gt;&lt;/div&gt;&lt;div class="ecxEstilo2" style="line-height: 17px; margin-bottom: 1.35em; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;span class="Apple-style-span" style="font-family: inherit;"&gt;En el apunte de prácticos, a partir de la página 162 hallarán ejemplos de retículas.&lt;/span&gt;&lt;/div&gt;&lt;div class="ecxEstilo2" style="line-height: 17px; margin-bottom: 1.35em; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;span class="Apple-style-span" style="font-family: inherit;"&gt;Indicar en el sobre: nombre de los integrantes del grupo, fecha, asunto del trabajo -Estilo Clásico y Estilo Moderno, en este caso-, materia e institución.&lt;/span&gt;&lt;/div&gt;&lt;div class="ecxEstilo2" style="line-height: 17px; margin-bottom: 1.35em; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;span class="Apple-style-span" style="font-family: inherit;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="ecxEstilo2" style="line-height: 17px; margin-bottom: 1.35em; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;span class="Apple-style-span" style="font-family: inherit;"&gt;&lt;span class="Apple-style-span" style="font-family: inherit;"&gt;Quienes realicen y entreguen este práctico, pueden empezar a pensar en un &lt;b&gt;nombre para su grupo, &lt;/b&gt;que será utilizado en actividades posteriores&lt;b&gt;.&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="ecxEstilo2" style="line-height: 17px; margin-bottom: 1.35em; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;span class="Apple-style-span" style="font-family: inherit;"&gt;&lt;b&gt;Fecha de entrega:&lt;/b&gt; 12 de mayo de 2011&lt;/span&gt;&lt;/div&gt;&lt;div class="ecxEstilo2" style="line-height: 17px; margin-bottom: 1.35em; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;span class="Apple-style-span" style="font-family: inherit;"&gt;¡Éxitos!&lt;/span&gt;&lt;/div&gt;&lt;div class="ecxEstilo2" style="line-height: 17px; margin-bottom: 1.35em; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;span class="Apple-style-span" style="font-family: inherit;"&gt;&lt;b&gt;Aviso:&lt;/b&gt; la página de Lycos está siendo procesada, pronto estará disponible.&amp;nbsp; &lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="font-family: inherit;"&gt;Lamentamos la demora en publicar la consigna, que por otra parte fue divulgada en la última clase. Esperamos que les vaya bien en la ejecución del práctico. ¡Saludos!&lt;/span&gt;&lt;/div&gt;&lt;div class="ecxEstilo2" style="line-height: 17px; margin-bottom: 1.35em; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: 'Segoe UI', Tahoma, Verdana, Arial, sans-serif; font-size: 13px;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1723217057640645236-5270112677653750918?l=producciongraficaunc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://producciongraficaunc.blogspot.com/feeds/5270112677653750918/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/05/practico-1-estilo-clasico-y-estilo.html#comment-form' title='3 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/5270112677653750918'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/5270112677653750918'/><link rel='alternate' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/05/practico-1-estilo-clasico-y-estilo.html' title='Práctico 1 - Estilo Clásico y Estilo Moderno'/><author><name>Cátedra de Producción Gráfica</name><uri>http://www.blogger.com/profile/03682878427223812221</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='16' src='http://3.bp.blogspot.com/-j3HKSsI1aqE/TaTEb8MVmjI/AAAAAAAAAAY/RJCu84XJG7g/s220/eci.jpg'/></author><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1723217057640645236.post-397897108736641637</id><published>2011-05-04T18:24:00.000-07:00</published><updated>2011-05-05T14:56:09.396-07:00</updated><title type='text'>La cátedra ya tiene un nuevo adjunto a cargo</title><content type='html'>El Profesor &lt;b&gt;Julio César Pereyra&lt;/b&gt; es el nuevo Adjunto a cargo de la cátedra de Producción Gráfica, como resultado del concurso de selección y antecedentes que se realizó recientemente.&lt;br /&gt;&lt;br /&gt;En relación al horario de cursado, este jueves 5 de Mayo se mantendrá el horario de clase provisional, de 20.00 a 22.00 hs.&lt;br /&gt;&lt;br /&gt;En cuanto al jueves 12, &amp;nbsp;la cátedra espera la confirmación de los invitados-expositores para tal fecha, quienes compartirán su conocimiento en el teórico. Al respecto, les estaremos avisando por este medio el horario de asistencia, que podría normalizarse.&lt;br /&gt;&lt;br /&gt;¡Nos vemos en clase!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1723217057640645236-397897108736641637?l=producciongraficaunc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://producciongraficaunc.blogspot.com/feeds/397897108736641637/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/05/la-catedra-ya-tiene-un-nuevo-adjunto.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/397897108736641637'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/397897108736641637'/><link rel='alternate' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/05/la-catedra-ya-tiene-un-nuevo-adjunto.html' title='La cátedra ya tiene un nuevo adjunto a cargo'/><author><name>Cátedra de Producción Gráfica</name><uri>http://www.blogger.com/profile/03682878427223812221</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='16' src='http://3.bp.blogspot.com/-j3HKSsI1aqE/TaTEb8MVmjI/AAAAAAAAAAY/RJCu84XJG7g/s220/eci.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1723217057640645236.post-2386154419785076408</id><published>2011-04-12T14:05:00.000-07:00</published><updated>2011-04-24T20:56:37.686-07:00</updated><title type='text'>Bibliografía 2011</title><content type='html'>A continuación, les compartimos lo que será la bibliografía para el año 2011:&lt;br /&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: red; font-family: Arial, Helvetica, sans-serif; font-size: large;"&gt;Material Teórico&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Obligatorio:&amp;nbsp;&lt;/b&gt;&lt;br /&gt;&lt;ol&gt;&lt;li&gt;&lt;b&gt;Artículos varios&lt;/b&gt;: revista Tres Puntos, Target, Rew; periódicos La Voz, Perfil, Ámbito Financiero, y Clarín online.&lt;/li&gt;&lt;li&gt;&lt;b&gt;Clarín, Manual de estilo&lt;/b&gt; (1997), ed. Clarín y Aguilar, Buenos Aires.&lt;/li&gt;&lt;li&gt;Druetta, Santiago &amp;amp; Daniel Saur (2003)&amp;nbsp;&lt;b&gt;Manual de producción de medios gráficos.&lt;/b&gt;&amp;nbsp;Ed. ComunicARTE, Córdoba.&lt;/li&gt;&lt;li&gt;Jorge Frascara (1997)&amp;nbsp;&lt;b&gt;Diseño gráfico para la gente. &lt;/b&gt;Ediciones&amp;nbsp;Infinito, Buenos Aires.&lt;/li&gt;&lt;li&gt;Jorge Frascara (2006)&amp;nbsp;&lt;b&gt;El Diseño de comunicación.&lt;/b&gt;&amp;nbsp;Ediciones Infinito, Buenos Aires.&lt;/li&gt;&lt;li&gt;&lt;b&gt;La Nación, Manual de estilo y ética periodística&lt;/b&gt; (1997). Ed. Espasa, Buenos Aires.&lt;/li&gt;&lt;li&gt;&lt;b&gt;La Voz, Lavoz.com.ar, Cordoba.net, Manual de principios, valores y estilos&lt;/b&gt; (2006). El Emporio Ediciones, Córdoba.&lt;/li&gt;&lt;/ol&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Complementario:&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;ol&gt;&lt;li&gt;Juan Acha (1999)&amp;nbsp;&lt;b&gt;Introducción a la teoría de los diseños.&lt;/b&gt;&amp;nbsp;Ed. Trillas, México.&lt;/li&gt;&lt;li&gt;Umberto Eco (1993)&amp;nbsp;&lt;b&gt;Lector in Fabula.&lt;/b&gt;&amp;nbsp;Ed. Lumen, Barcelona.&lt;/li&gt;&lt;li&gt;Guillermo Gonzáles Ruíz (1994)&amp;nbsp;&lt;b&gt;Estudio de diseño.&lt;/b&gt;&amp;nbsp;Emecé editores, Buenos Aires.&lt;/li&gt;&lt;li&gt;Maxwell McCombs (1987)&amp;nbsp;&lt;b&gt;El periódico. Fundación nacional de periódicos de los Estados Unidos.&lt;/b&gt;&amp;nbsp;Ed. Publigraphic, México.&lt;/li&gt;&lt;li&gt;Daniel Prieto Castillo (1997)&amp;nbsp;&lt;b&gt;Diseño y comunicación.&lt;/b&gt;&amp;nbsp;Ed. Coyoacán, México DF.&lt;/li&gt;&lt;li&gt;Luz del&amp;nbsp;Carmen&amp;nbsp;Vilchis (1998)&amp;nbsp;&lt;b&gt;Metodología del diseño - Fundamentos teóricos.&lt;/b&gt;&amp;nbsp;UNAM, Esc. Nac. de Artes Plásticas, México.&lt;/li&gt;&lt;li&gt;Marta Zatonyi (1993)&amp;nbsp;&lt;b&gt;Diseño, análisis y teoría.&lt;/b&gt;&amp;nbsp;Universidad de Palermo, Librería técnica, Buenos Aires.&lt;/li&gt;&lt;/ol&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="color: red; font-family: Arial, Helvetica, sans-serif; font-size: large;"&gt;Material Práctico&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;b&gt;Obligatorio:&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;ol&gt;&lt;li&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-weight: normal;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-weight: normal;"&gt;El Jaber, Grisel y Alina Montanaro (2006)&amp;nbsp;&lt;b&gt;Artificium. Nuevos escenarios en la comunicación y el diseño editorial&lt;/b&gt;. Ed. El punto sobre las íes. Buenos Aires.&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;&lt;li&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-weight: normal;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-weight: normal;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-weight: normal;"&gt;Ledesma, María (2003)&lt;/span&gt;&lt;span class="Apple-style-span" style="font-weight: normal;"&gt;&amp;nbsp;&lt;/span&gt;&lt;span class="Apple-style-span" style="font-weight: normal;"&gt;&lt;b&gt;El diseño gráfico, una voz pública (de la comunicación visual en la era del individualismo).&lt;/b&gt;&lt;/span&gt;&lt;span class="Apple-style-span" style="font-weight: normal;"&gt;&amp;nbsp;Capítulo: Diseño y Comunicación. Ed. Argonauta, Buenos Aires.&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;&lt;li&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-weight: normal;"&gt;Müller-Brockmann, Josef (1982),&amp;nbsp;&lt;b&gt;Sistemas de retículas&lt;/b&gt;. Ed. Gustavo Gili, Barcelona.&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;&lt;li&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-weight: normal;"&gt;Noguera Muntadas, Montserrat (1994),&amp;nbsp;&lt;b&gt;Page Maker 5.&lt;/b&gt;&amp;nbsp;&lt;b&gt;Curso de Edición Profesional&lt;/b&gt;. Inforbook's Ediciones, Barcelona.&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;&lt;li&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-weight: normal;"&gt;Ploper, Lucía y Rocío Orlando (2008).&amp;nbsp;&lt;b&gt;Cómo aprender a usar QuarkXPress (sin desistir en el intento)&lt;/b&gt;. Mimeo, Córdoba.&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;&lt;li&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-weight: normal;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-weight: normal;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-weight: normal;"&gt;Timothy, Samara (2004),&amp;nbsp;&lt;b&gt;Diseñar con y sin retícula&lt;/b&gt;. Ed. Gustavo Gili, Barcelona.&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;&lt;/ol&gt;&lt;br /&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-weight: normal;"&gt;&lt;b&gt;Complementario:&lt;/b&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;ol&gt;&lt;li&gt;Ambrose, Gavin y Paul Harris (2008) &lt;b&gt;Manual de producción. Guía para diseñadores gráficos&lt;/b&gt;. Ed. Parramón, Barcelona.&lt;/li&gt;&lt;li&gt;Johansson, Kaj, Peter Lundberg y Robert Ryberg (2004) &lt;b&gt;Manual de producción gráfica, recetas&lt;/b&gt;. Ed. Gustavo Gili, Barcelona.&lt;/li&gt;&lt;li&gt;Klanten, Robert, Mika Mischler, Silja Bilz, Sonja Commentz y Jan-Peter Homann (2008) &lt;b&gt;El pequeño sabelotodo. Sentido común para diseñadores&lt;/b&gt;. Ed. Index Book, Barcelona.&lt;/li&gt;&lt;li&gt;Montesinos, José Luis Martín y Montse Mas Hurtuna (2002)&lt;b&gt; Manual de tipografía, del plomo a la era digital&lt;/b&gt;. Campgrafic Editors, Valencia.&lt;/li&gt;&lt;li&gt;Pastoureau, Michel y Dominique Simonnet (2006).&lt;b&gt; Breve historia de los colores&lt;/b&gt;. Ed. Paidós, Barcelona.&lt;/li&gt;&lt;/ol&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1723217057640645236-2386154419785076408?l=producciongraficaunc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://producciongraficaunc.blogspot.com/feeds/2386154419785076408/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/04/bibliografia-2011.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/2386154419785076408'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/2386154419785076408'/><link rel='alternate' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/04/bibliografia-2011.html' title='Bibliografía 2011'/><author><name>Cátedra de Producción Gráfica</name><uri>http://www.blogger.com/profile/03682878427223812221</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='16' src='http://3.bp.blogspot.com/-j3HKSsI1aqE/TaTEb8MVmjI/AAAAAAAAAAY/RJCu84XJG7g/s220/eci.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1723217057640645236.post-5953902564113868177</id><published>2011-04-04T10:32:00.000-07:00</published><updated>2011-04-04T10:34:52.672-07:00</updated><title type='text'>Avisos Importantes</title><content type='html'>&lt;span class="Apple-style-span" style="color: red; font-size: large;"&gt;&lt;b&gt;Casilla para prácticos y primer mail&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;La cátedra dispone de una &lt;b&gt;casilla para el envío de los prácticos. &lt;/b&gt;A ella se solicita a los alumnos enviar cuanto antes un correo consignando:&lt;br /&gt;*Nombre&lt;br /&gt;*Matrícula, y&lt;br /&gt;*Mail&lt;br /&gt;La finalidad es crear una base de datos con los alumnos de este ciclo.&lt;br /&gt;La dirección de la casilla es &lt;b&gt;produccion_grafica_practicos@yahoo.com.ar&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: red; font-size: large;"&gt;Horario de cursado (temporal)&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;Hasta nuevo aviso, esto es, hasta que asuma un nuevo adjunto a cargo para dictar los teóricos, el horario de clases es los jueves de 20.00 a 22.00 hs.&lt;br /&gt;&lt;br /&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: red; font-size: large;"&gt;Pendrive&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;La cátedra sugiere a sus alumnos que usen un dispositivo de almacenamiento (Pendrive) para guardar y transportar aquello que trabajen en clases. Esto, porque toda la información producida en las computadoras de las aulas D es regularmente eliminada.&lt;br /&gt;&lt;br /&gt;¡Nos vemos en clase!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1723217057640645236-5953902564113868177?l=producciongraficaunc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://producciongraficaunc.blogspot.com/feeds/5953902564113868177/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/04/avisos-importantes.html#comment-form' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/5953902564113868177'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1723217057640645236/posts/default/5953902564113868177'/><link rel='alternate' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/04/avisos-importantes.html' title='Avisos Importantes'/><author><name>Cátedra de Producción Gráfica</name><uri>http://www.blogger.com/profile/03682878427223812221</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='16' src='http://3.bp.blogspot.com/-j3HKSsI1aqE/TaTEb8MVmjI/AAAAAAAAAAY/RJCu84XJG7g/s220/eci.jpg'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1723217057640645236.post-5290973346652979970</id><published>2011-03-30T19:41:00.000-07:00</published><updated>2011-04-12T14:19:24.718-07:00</updated><title type='text'>¡Bienvenidos!</title><content type='html'>Estimados alumnos,&lt;br /&gt;&lt;br /&gt;Bienvenidos a la Cátedra de Producción Gráfica.&lt;br /&gt;Durante el año, las clases se desarrollarán los jueves de 18 a 22 hs, en el aula D "La Memoria" (D2). &lt;b&gt;Por ahora&lt;/b&gt;, hasta que la ECI designe el nuevo titular, &lt;span class="Apple-style-span" style="color: red;"&gt;&lt;b&gt;se dictarán únicamente los prácticos, de 20 a 22&lt;/b&gt;&lt;/span&gt;. En cuanto se resuelva el nombramiento del profesor titular, les estaremos informando por esta vía.&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Equipo de Cátedra&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;Adjunto a cargo:&lt;/b&gt; -vacante-&lt;br /&gt;&lt;b&gt;JTP:&lt;/b&gt; Julio Pereyra&lt;br /&gt;&lt;b&gt;Adscriptas&lt;/b&gt;: Lucía Ploper y Benita Cuellar&lt;br /&gt;&lt;b&gt;Ayudantes alumnos: &lt;/b&gt;Eugenia Skaf,&amp;nbsp;Germán Vanadía y&amp;nbsp;Paz Rearte&lt;br /&gt;&lt;br /&gt;¡Los esperamos!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1723217057640645236-5290973346652979970?l=producciongraficaunc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://producciongraficaunc.blogspot.com/feeds/5290973346652979970/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://producciongraficaunc.blogspot.com/2011/03/bienvenidos.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.co
